diff --git a/.bazelrc b/.bazelrc new file mode 100644 index 00000000..affff962 --- /dev/null +++ b/.bazelrc @@ -0,0 +1,35 @@ +# Tensorflow needs remote repo +common --experimental_repo_remote_exec + +# Basic build settings +build --jobs 128 +build --enable_platform_specific_config + +build --define xnnpack_use_latest_ops=true + +# Linux +build:linux --cxxopt=-std=c++17 +build:linux --host_cxxopt=-std=c++17 +build:linux --copt=-w + +# Android configs. +build:android --crosstool_top=//external:android/crosstool +build:android --host_crosstool_top=@bazel_tools//tools/cpp:toolchain +build:android --copt=-DABSL_FLAGS_STRIP_NAMES=0 +build:android --linkopt=-landroid +build:android --linkopt=-ldl +build:android --linkopt=-llog +build:android --linkopt=-lm +build:android --linkopt=-Wl,--gc-sections +# TODO: Remove this flag once we updated to NDK 25 +build:android --define=xnn_enable_arm_i8mm=false + +build:android_arm --config=android +build:android_arm --cpu=armeabi-v7a +build:android_arm --fat_apk_cpu=armeabi-v7a +build:android_arm --platforms=//build_config:android_arm + +build:android_arm64 --config=android +build:android_arm64 --cpu=arm64-v8a +build:android_arm64 --fat_apk_cpu=arm64-v8a +build:android_arm64 --platforms=//build_config:android_arm64 diff --git a/.github/ISSUE_TEMPLATE/bug_report.yml b/.github/ISSUE_TEMPLATE/bug_report.yml new file mode 100644 index 00000000..6409cb2b --- /dev/null +++ b/.github/ISSUE_TEMPLATE/bug_report.yml @@ -0,0 +1,19 @@ +name: Bug report +description: Use this template to report bugs +labels: ["type:bug", "component:converter", "component:quantization"] +body: + - type: textarea + id: description + attributes: + label: > + Description of the bug: + - type: textarea + id: behavior + attributes: + label: > + Actual vs expected behavior: + - type: textarea + id: info + attributes: + label: > + Any other information you'd like to share? diff --git a/.github/ISSUE_TEMPLATE/feature_request.yml b/.github/ISSUE_TEMPLATE/feature_request.yml new file mode 100644 index 00000000..c6f14115 --- /dev/null +++ b/.github/ISSUE_TEMPLATE/feature_request.yml @@ -0,0 +1,19 @@ +name: Feature request +description: Use this template to report feature requests +labels: ["type:feature request", "component:converter", "component:quantization"] +body: + - type: textarea + id: description + attributes: + label: > + Description of the bug: + - type: textarea + id: behavior + attributes: + label: > + Actual vs expected behavior: + - type: textarea + id: info + attributes: + label: > + Any other information you'd like to share? diff --git a/.github/workflows/formatting.yml b/.github/workflows/formatting.yml new file mode 100644 index 00000000..3c3cc7ae --- /dev/null +++ b/.github/workflows/formatting.yml @@ -0,0 +1,35 @@ +# YAML schema for GitHub Actions: +# https://help.github.com/en/actions/automating-your-workflow-with-github-actions/workflow-syntax-for-github-actions +# +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ +# +# This workflow will run nightly or when triggered from PR comment + +name: Formatting + +on: + workflow_call: + inputs: + trigger-sha: + required: true + type: string + +jobs: + check-code-style: + runs-on: ubuntu-latest + + name: Code Style + steps: + - uses: actions/setup-python@v4 + with: + python-version: "3.11" + - uses: actions/checkout@v3 + with: + ref: ${{ inputs.trigger-sha }} + - name: Install dependencies + run: | + pip3 install pyink isort + - name: Check code style + run: | + ci/test_code_style.sh diff --git a/.github/workflows/generative_api_examples.yml b/.github/workflows/generative_api_examples.yml new file mode 100644 index 00000000..5e855103 --- /dev/null +++ b/.github/workflows/generative_api_examples.yml @@ -0,0 +1,58 @@ +# YAML schema for GitHub Actions: +# https://help.github.com/en/actions/automating-your-workflow-with-github-actions/workflow-syntax-for-github-actions +# +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ +# +# This workflow will run nightly or when triggered from PR comment + +name: Generative API Examples + +on: + workflow_call: + inputs: + trigger-sha: + required: true + type: string + +jobs: + check-examples: + runs-on: + labels: Linux_runner_8_core + + steps: + - uses: actions/setup-python@v4 + with: + python-version: "3.11" + - uses: bazel-contrib/setup-bazel@0.8.1 + with: + # Avoid downloading Bazel every time. + bazelisk-cache: true + # Store build cache per workflow. + disk-cache: false + # Share repository cache between workflows. + repository-cache: false + - uses: nttld/setup-ndk@v1 + id: setup-ndk + with: + ndk-version: r21e + add-to-path: false + - uses: actions/setup-java@v3 + with: + java-version: "17" + distribution: "temurin" + - uses: android-actions/setup-android@v3 + - run: | + sdkmanager "build-tools;30.0.3" "platform-tools" + sdkmanager "platforms;android-30" "extras;android;m2repository" + - uses: actions/checkout@v3 + with: + ref: ${{ inputs.trigger-sha }} + - name: Install python dependencies + run: | + pip3 install numpy + - name: Build + run: | + ci/test_examples_build.sh + env: + ANDROID_NDK_HOME: ${{ steps.setup-ndk.outputs.ndk-path }} diff --git a/.github/workflows/mark_stale.yml b/.github/workflows/mark_stale.yml new file mode 100644 index 00000000..f8707652 --- /dev/null +++ b/.github/workflows/mark_stale.yml @@ -0,0 +1,48 @@ +# This workflow warns and then closes issues and PRs that have had no activity for a specified amount of time. +# +# You can adjust the behavior by modifying this file. +# For more information, see: +# https://github.com/actions/stale +name: Mark stale issues and pull requests + +on: + schedule: + # Scheduled to run at 1.30 UTC everyday + - cron: '30 1 * * *' + +jobs: + stale: + + runs-on: ubuntu-latest + permissions: + issues: write + pull-requests: write + actions: write + + steps: + - uses: actions/stale@v9 + with: + days-before-issue-stale: 7 + days-before-issue-close: 7 + stale-issue-label: "status:stale" + close-issue-reason: completed + any-of-labels: "status:awaiting user response,status:more data needed" + stale-issue-message: > + Marking this issue as stale since it has been open for 7 days with no activity. + This issue will be closed if no further activity occurs. + close-issue-message: > + This issue was closed because it has been inactive for 14 days. + Please post a new issue if you need further assistance. Thanks! + days-before-pr-stale: 14 + days-before-pr-close: 14 + stale-pr-label: "status:stale" + stale-pr-message: > + Marking this pull request as stale since it has been open for 14 days with no activity. + This PR will be closed if no further activity occurs. + close-pr-message: > + This pull request was closed because it has been inactive for 28 days. + Please open a new pull request if you need further assistance. Thanks! + # Label that can be assigned to issues to exclude them from being marked as stale + exempt-issue-labels: 'override-stale' + # Label that can be assigned to PRs to exclude them from being marked as stale + exempt-pr-labels: "override-stale" diff --git a/.github/workflows/model_coverage.yml b/.github/workflows/model_coverage.yml new file mode 100644 index 00000000..ecc19c2c --- /dev/null +++ b/.github/workflows/model_coverage.yml @@ -0,0 +1,57 @@ +# YAML schema for GitHub Actions: +# https://help.github.com/en/actions/automating-your-workflow-with-github-actions/workflow-syntax-for-github-actions +# +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ +# +# This workflow will run nightly or when triggered from PR comment + +name: Model Coverage + +on: + workflow_call: + inputs: + trigger-sha: + required: true + type: string + +jobs: + test-model-coverage: + strategy: + matrix: + python-version: ["3.9", "3.10", "3.11"] + runs-on: + labels: Linux_runner_8_core + steps: + - uses: actions/checkout@v3 + with: + ref: ${{ inputs.trigger-sha }} + + - name: Checkout benchmark repository + uses: actions/checkout@v3 + with: + repository: ${{ secrets.PYTORCH_BENCHMARK_REPO }} + path: ${{ github.workspace }}/benchmark + token: ${{ secrets.PYTORCH_BENCHMARK_REPO_READER }} + + - uses: actions/setup-python@v4 + with: + python-version: ${{ matrix.python-version }} + cache: "pip" + cache-dependency-path: "**/*requirements.txt" + + - run: python -m pip install --upgrade pip setuptools + + - name: Setup benchmark repository + run: | + bash ${{ github.workspace }}/benchmark/ci_ai_edge_torch/ci_setup.sh + + - name: Install ai-edge-torch + run: | + python -m pip install -r dev-requirements.txt --force-reinstall + python -m pip install . --no-cache-dir + + - name: Run tests + run: | + cd ${{ github.workspace }}/benchmark + python -m pytest ci_ai_edge_torch -n 4 diff --git a/.github/workflows/nightly_generative_api.yml b/.github/workflows/nightly_generative_api.yml new file mode 100644 index 00000000..b74380b4 --- /dev/null +++ b/.github/workflows/nightly_generative_api.yml @@ -0,0 +1,18 @@ +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ + +name: Generative API (nightly) + +on: + schedule: + # 10 am UTC is 3am or 4am PT depending on daylight savings. + - cron: '0 10 * * *' + + workflow_dispatch: {} + +jobs: + run-generative-api-examples: + name: Generative API Examples + uses: ./.github/workflows/generative_api_examples.yml + with: + trigger-sha: ${{ github.sha }} diff --git a/.github/workflows/nightly_model_coverage.yml b/.github/workflows/nightly_model_coverage.yml new file mode 100644 index 00000000..03766767 --- /dev/null +++ b/.github/workflows/nightly_model_coverage.yml @@ -0,0 +1,19 @@ +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ + +name: Model Coverage (nightly) + +on: + schedule: + # 10 am UTC is 3am or 4am PT depending on daylight savings. + - cron: '0 10 * * *' + + workflow_dispatch: {} + +jobs: + run-model-coverage: + name: Model Coverage (nightly) + uses: ./.github/workflows/model_coverage.yml + secrets: inherit + with: + trigger-sha: ${{ github.sha }} diff --git a/.github/workflows/nightly_pip_test.yml b/.github/workflows/nightly_pip_test.yml new file mode 100644 index 00000000..dcc8bb61 --- /dev/null +++ b/.github/workflows/nightly_pip_test.yml @@ -0,0 +1,32 @@ +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ + +name: pip Install Test (nightly) + +on: + schedule: + # 10 am UTC is 3am or 4am PT depending on daylight savings. + - cron: '0 10 * * *' + + workflow_dispatch: {} + +jobs: + run-pip-install: + strategy: + matrix: + python-version: ["3.9", "3.10", "3.11"] + + runs-on: ubuntu-latest + steps: + - uses: actions/setup-python@v4 + with: + python-version: ${{ matrix.python-version }} + - name: Install requirements + run: | + pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt + - name: Install ai-edge-torch + run: | + pip install ai-edge-torch + - name: Import ai-edge-torch + run: | + python -c "import ai_edge_torch" diff --git a/.github/workflows/nightly_unittests.yml b/.github/workflows/nightly_unittests.yml new file mode 100644 index 00000000..ea01f510 --- /dev/null +++ b/.github/workflows/nightly_unittests.yml @@ -0,0 +1,18 @@ +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ + +name: Unit Tests (nightly) + +on: + schedule: + # 10 am UTC is 3am or 4am PT depending on daylight savings. + - cron: '0 10 * * *' + + workflow_dispatch: {} + +jobs: + run-unittests-python: + name: Unit Tests Python + uses: ./.github/workflows/unittests_python.yml + with: + trigger-sha: ${{ github.sha }} diff --git a/.github/workflows/run_post_merge.yml b/.github/workflows/run_post_merge.yml new file mode 100644 index 00000000..0cf0fb31 --- /dev/null +++ b/.github/workflows/run_post_merge.yml @@ -0,0 +1,18 @@ +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ + +name: Run Post Merge + +on: + push: + branches: + - 'main' + - 'releases/**' + +jobs: + run-model-coverage: + name: Model Coverage + uses: ./.github/workflows/model_coverage.yml + secrets: inherit + with: + trigger-sha: ${{ github.event.after }} diff --git a/.github/workflows/run_pre_merge.yml b/.github/workflows/run_pre_merge.yml new file mode 100644 index 00000000..0f644890 --- /dev/null +++ b/.github/workflows/run_pre_merge.yml @@ -0,0 +1,83 @@ +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ + +name: Run Pre Merge + +on: + merge_group: + pull_request: + types: [labeled] + branches: ["main"] + +concurrency: + group: ${{ github.workflow }}-${{ github.ref || github.run_id }} + cancel-in-progress: true + +jobs: + check-ci-run-label: + name: Check ci:run label + runs-on: ubuntu-latest + steps: + - name: fail-without-ci_run + if: ${{ (github.event.action == 'labeled') && !(contains(github.event.pull_request.labels.*.name, 'ci:run')) }} + run: exit 1 + + remove-ci-run-label: + name: Remove ci:run label + runs-on: ubuntu-latest + needs: check-ci-run-label + steps: + - name: remove-cirun + if: ${{ contains(github.event.pull_request.labels.*.name, 'ci:run') }} + uses: actions/github-script@v5 + with: + script: | + github.rest.issues.removeLabel({ + issue_number: context.issue.number, + owner: context.repo.owner, + repo: context.repo.repo, + name: 'ci:run' + }) + continue-on-error: true + + check-pr-description-has-bug: + runs-on: ubuntu-latest + needs: remove-ci-run-label + name: Check PR description has BUG= + steps: + - name: Check for BUG= + if: ${{ (github.event.action == 'labeled') && !contains(github.event.pull_request.body, 'BUG=') }} + run: | + echo "PR description requires a BUG= line with issue number." + echo "See https://testing.googleblog.com/2017/09/code-health-providing-context-with.html for additional context" + exit 1 + + run-formatting: + name: Formatting + needs: remove-ci-run-label + uses: ./.github/workflows/formatting.yml + with: + trigger-sha: ${{ github.event.pull_request.head.sha }} + + run-generative-api-examples: + name: Generative API Examples + needs: remove-ci-run-label + uses: ./.github/workflows/generative_api_examples.yml + with: + trigger-sha: ${{ github.event.pull_request.head.sha }} + + run-unittests-python: + name: Unit Tests Python + needs: remove-ci-run-label + uses: ./.github/workflows/unittests_python.yml + with: + trigger-sha: ${{ github.event.pull_request.head.sha }} + + run-model-coverage: + name: Model Coverage + needs: remove-ci-run-label + if: contains(github.event.pull_request.labels.*.name, 'ci:model-coverage') + uses: ./.github/workflows/model_coverage.yml + secrets: inherit + with: + trigger-sha: ${{ github.event.pull_request.head.sha }} diff --git a/.github/workflows/unittests_python.yml b/.github/workflows/unittests_python.yml new file mode 100644 index 00000000..29f2d25e --- /dev/null +++ b/.github/workflows/unittests_python.yml @@ -0,0 +1,47 @@ +# YAML schema for GitHub Actions: +# https://help.github.com/en/actions/automating-your-workflow-with-github-actions/workflow-syntax-for-github-actions +# +# Helpful YAML parser to clarify YAML syntax: +# https://yaml-online-parser.appspot.com/ +# +# This workflow will run nightly or when triggered from PR comment + +name: Unit Tests Python + +on: + workflow_call: + inputs: + trigger-sha: + required: true + type: string + +jobs: + test: + strategy: + matrix: + python-version: ["3.9", "3.10", "3.11"] + runs-on: + labels: Linux_runner_8_core + steps: + - uses: actions/checkout@v3 + with: + ref: ${{ inputs.trigger-sha }} + + - uses: actions/setup-python@v4 + with: + python-version: ${{ matrix.python-version }} + cache: "pip" + cache-dependency-path: "**/*requirements.txt" + + - run: python -m pip install --upgrade pip setuptools + + - name: Install dependencies + run: | + python -m pip install -r dev-requirements.txt + + - name: Run Tests + run: | + run_tests.sh + env: + STABLEHLO_BYTECODE_FROM_PRETTYPRINT: 1 + CI: "true" diff --git a/.gitignore b/.gitignore new file mode 100644 index 00000000..fdc28f9f --- /dev/null +++ b/.gitignore @@ -0,0 +1,169 @@ +# Manual additions +.downloads/ +*.swp +ai_edge_torch/transformer/examples/data/ + +# Byte-compiled / optimized / DLL files +__pycache__/ +*.py[cod] +*$py.class + +# C extensions +*.so + +# Distribution / packaging +.Python +build/ +develop-eggs/ +dist/ +downloads/ +eggs/ +.eggs/ +lib/ +lib64/ +parts/ +sdist/ +var/ +wheels/ +share/python-wheels/ +*.egg-info/ +.installed.cfg +*.egg +MANIFEST + +# PyInstaller +# Usually these files are written by a python script from a template +# before PyInstaller builds the exe, so as to inject date/other infos into it. +*.manifest +*.spec + +# Installer logs +pip-log.txt +pip-delete-this-directory.txt + +# Unit test / coverage reports +htmlcov/ +.tox/ +.nox/ +.coverage +.coverage.* +.cache +nosetests.xml +coverage.xml +*.cover +*.py,cover +.hypothesis/ +.pytest_cache/ +cover/ + +# Translations +*.mo +*.pot + +# Django stuff: +*.log +local_settings.py +db.sqlite3 +db.sqlite3-journal + +# Flask stuff: +instance/ +.webassets-cache + +# Scrapy stuff: +.scrapy + +# Sphinx documentation +docs/_build/ + +# PyBuilder +.pybuilder/ +target/ + +# Jupyter Notebook +.ipynb_checkpoints + +# IPython +profile_default/ +ipython_config.py + +# pyenv +# For a library or package, you might want to ignore these files since the code is +# intended to run in multiple environments; otherwise, check them in: +# .python-version + +# pipenv +# According to pypa/pipenv#598, it is recommended to include Pipfile.lock in version control. +# However, in case of collaboration, if having platform-specific dependencies or dependencies +# having no cross-platform support, pipenv may install dependencies that don't work, or not +# install all needed dependencies. +#Pipfile.lock + +# poetry +# Similar to Pipfile.lock, it is generally recommended to include poetry.lock in version control. +# This is especially recommended for binary packages to ensure reproducibility, and is more +# commonly ignored for libraries. +# https://python-poetry.org/docs/basic-usage/#commit-your-poetrylock-file-to-version-control +#poetry.lock + +# pdm +# Similar to Pipfile.lock, it is generally recommended to include pdm.lock in version control. +#pdm.lock +# pdm stores project-wide configurations in .pdm.toml, but it is recommended to not include it +# in version control. +# https://pdm.fming.dev/#use-with-ide +.pdm.toml + +# PEP 582; used by e.g. github.com/David-OConnor/pyflow and github.com/pdm-project/pdm +__pypackages__/ + +# Celery stuff +celerybeat-schedule +celerybeat.pid + +# SageMath parsed files +*.sage.py + +# Environments +.env +.venv +env/ +venv/ +ENV/ +env.bak/ +venv.bak/ + +# Spyder project settings +.spyderproject +.spyproject + +# Rope project settings +.ropeproject + +# mkdocs documentation +/site + +# mypy +.mypy_cache/ +.dmypy.json +dmypy.json + +# Pyre type checker +.pyre/ + +# pytype static type analyzer +.pytype/ + +# Cython debug symbols +cython_debug/ + +# PyCharm +# JetBrains specific template is maintained in a separate JetBrains.gitignore that can +# be found at https://github.com/github/gitignore/blob/main/Global/JetBrains.gitignore +# and can be added to the global gitignore or merged into this file. For a more nuclear +# option (not recommended) you can uncomment the following to ignore the entire idea folder. +#.idea/ + +# Bazel +/bazel-* +MODULE.bazel.lock diff --git a/CODEOWNERS b/CODEOWNERS new file mode 100644 index 00000000..f5c4c735 --- /dev/null +++ b/CODEOWNERS @@ -0,0 +1,3 @@ +* @google-ai-edge/ai-edge-torch-code-owners +/.github/ @advaitjain @chunnienc +/ci/ @advaitjain @chunnienc diff --git a/CONTRIBUTING.md b/CONTRIBUTING.md new file mode 100644 index 00000000..d1a8e311 --- /dev/null +++ b/CONTRIBUTING.md @@ -0,0 +1,64 @@ + +* [Development Environment Setup](./CONTRIBUTING.md#development-environment-setup) + * [Running Tests](./CONTRIBUTING.md#running-tests) + * [Code Formatting](./CONTRIBUTING.md#code-formatting) +* [Contributor License Agreement](./CONTRIBUTING.md#contributor-license-agreement) +* [Community Guidelines](./CONTRIBUTING.md#community-guidelines) +* [Code Contribution Guidelines](./CONTRIBUTING.md#code-contribution-guidelines) + + + + + + +# Development Environment Setup + +Every contributor to this repository should develop in a fork. + +```bash +cd ai-edge-torch +python -m venv venv +source venv/bin/activate + +pip install -r dev-requirements.txt +pip install -e . +``` + +## Running Tests + +```bash +cd ai-edge-torch +bash ./run_tests.sh +``` + +## Code Formatting + +You can format your changes with our preconfigured formatting script. + +```bash +cd ai-edge-torch +bash ./format.sh +``` + +# Contributor License Agreement + +- Contributions to this project must be accompanied by a [Contributor License + Agreement](https://cla.developers.google.com/about) (CLA). + +- Visit to see your current agreements or + to sign a new one. + +# Community Guidelines + +This project follows [Google's Open Source Community +Guidelines](https://opensource.google/conduct/). + +# Code Contribution Guidelines + +We recommend that contributors read these tips from the Google Testing Blog: + +- [Code Health: Providing Context with Commit Messages and Bug Reports](https://testing.googleblog.com/2017/09/code-health-providing-context-with.html) +- [Code Health: Understanding Code In Review](https://testing.googleblog.com/2018/05/code-health-understanding-code-in-review.html) +- [Code Health: Too Many Comments on Your Code Reviews?](https://testing.googleblog.com/2017/06/code-health-too-many-comments-on-your.html) +- [Code Health: To Comment or Not to Comment?](https://testing.googleblog.com/2017/07/code-health-to-comment-or-not-to-comment.html) + diff --git a/LICENSE b/LICENSE new file mode 100644 index 00000000..d6456956 --- /dev/null +++ b/LICENSE @@ -0,0 +1,202 @@ + + Apache License + Version 2.0, January 2004 + http://www.apache.org/licenses/ + + TERMS AND CONDITIONS FOR USE, REPRODUCTION, AND DISTRIBUTION + + 1. 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We also recommend that a + file or class name and description of purpose be included on the + same "printed page" as the copyright notice for easier + identification within third-party archives. + + Copyright [yyyy] [name of copyright owner] + + Licensed under the Apache License, Version 2.0 (the "License"); + you may not use this file except in compliance with the License. + You may obtain a copy of the License at + + http://www.apache.org/licenses/LICENSE-2.0 + + Unless required by applicable law or agreed to in writing, software + distributed under the License is distributed on an "AS IS" BASIS, + WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. + See the License for the specific language governing permissions and + limitations under the License. diff --git a/MODULE.bazel b/MODULE.bazel new file mode 100644 index 00000000..166d8e84 --- /dev/null +++ b/MODULE.bazel @@ -0,0 +1,20 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +module( + name = "ai_edge_torch", + version = "0.1.0", +) + diff --git a/README.md b/README.md new file mode 100644 index 00000000..6a0c64ce --- /dev/null +++ b/README.md @@ -0,0 +1,117 @@ +# AI Edge Torch + +AI Edge Torch is a python library that supports converting PyTorch models into a +.tflite format, which can then be run with TensorFlow Lite and MediaPipe. +This enables applications for Android, iOS and IOT that can run models +completely on-device. AI Edge Torch offers broad CPU coverage, with initial GPU +and NPU support. AI Edge Torch seeks to closely integrate with PyTorch, +building on top of torch.export() and providing good coverage of Core ATen +operators. + +To get started converting PyTorch models to TF Lite, see additional details in +the [PyTorch converter](#pytorch-converter) section. For the particular case of +Large Language Models (LLMs) and transformer-based models, the [Generative +API](#generative-api) supports model authoring and quantization to enable +improved on device performance. + +Although part of the same PyPi package, the PyTorch converter is a Beta release, +while the Generative API is an Alpha release. Please see the [release +notes](https://github.com/google-ai-edge/ai-edge-torch/releases/) for additional +information. + +## PyTorch Converter +Here are the steps needed to convert a PyTorch model to a TFLite flatbuffer: + +```python +import torch +import torchvision +import ai_edge_torch + +# Use resnet18 with pre-trained weights. +resnet18 = torchvision.models.resnet18(torchvision.models.ResNet18_Weights.IMAGENET1K_V1) +sample_inputs = (torch.randn(1, 3, 224, 224),) + +# Convert and serialize PyTorch model to a tflite flatbuffer. Note that we +# are setting the model to evaluation mode prior to conversion. +edge_model = ai_edge_torch.convert(resnet18.eval(), sample_inputs) +edge_model.export("resnet18.tflite") +``` + +The [getting started](docs/pytorch_converter/getting_started.ipynb) Jupyter +notebook gives an initial walkthrough of the conversion process and can be tried +out with Google Colab. + +Additional technical details of the PyTorch Converter are [here](docs/pytorch_converter/README.md). + +## Generative API +The AI Edge Torch Generative API is a Torch native library for authoring +mobile-optimzed PyTorch Transformer models, which can be converted to TFLite, +allowing users to easily deploy Large Language Models (LLMs) on mobile +devices. Users can convert the models using the AI Edge Torch PyTorch +Converter, and run them via the TensorFlow Lite runtime. See +[here](ai_edge_torch/generative/examples/c%2B%2B). + +Mobile app developers can also use the Edge Generative API to integrate PyTorch +LLMs directly with the MediaPipe LLM Inference API for easy integration within +their application code. See +[here](http://ai.google.dev/edge/mediapipe/solutions/genai/llm_inference#ai_edge_model_conversion). + +More detailed documentation can be found [here](ai_edge_torch/generative). + +The Generative API is currently CPU-only, with planned support for GPU and NPU. +A further future direction is to collaborate with the PyTorch community to +ensure that frequently used transformer abstractions can be directly supported +without reauthoring. + + +## Build Status + +Build Type | Status | +----------- | --------------| +Generative API (Linux) | [![](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_generative_api.yml/badge.svg?branch=main)](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_generative_api.yml) | +Model Coverage (Linux) | [![](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_model_coverage.yml/badge.svg?branch=main)](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_model_coverage.yml) | +Unit tests (Linux) | [![](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_unittests.yml/badge.svg?branch=main)](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_unittests.yml) | +PyPi Package (Linx) | [![](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_pip_test.yml/badge.svg?branch=main)](https://github.com/google-ai-edge/ai-edge-torch/actions/workflows/nightly_pip_test.yml) | + +## Installation + +### Requirements and Dependencies + + * Python versions: 3.9, 3.10, 3.11 + * Operating system: Linux + * PyTorch: ![torch](https://img.shields.io/badge/torch-2.4.0.dev20240429-blue) + * TensorFlow: [![tf-nightly](https://img.shields.io/badge/tf--nightly-2.17.0.dev20240430-blue)](https://pypi.org/project/tf-nightly/) + + + +### Python Virtual Env + +Set up a Python virtualenv: +```bash +python -m venv --prompt ai-edge-torch venv +source venv/bin/activate +``` + +A specific release (for example 0.1.1) can be installed with: +```bash +pip install -r https://github.com/google-ai-edge/ai-edge-torch/releases/download/v0.1.1/requirements.txt +pip install ai-edge-torch==0.1.1 +``` + +Alternately, the nightly version can be installed with: +```bash +pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt +pip install ai-edge-torch +``` + +* The list of versioned releases can be seen [here](https://github.com/google-ai-edge/ai-edge-torch/releases). +* The full list of PyPi releases (including nightly builds) can be seen [here](https://pypi.org/project/ai-edge-torch/#history). + + +# Contributing + +See our [contribution documentation](CONTRIBUTING.md). + +# Getting Help + +Please [create a GitHub issue](https://github.com/google-ai-edge/ai-edge-torch/issues/new/choose) with any questions. diff --git a/WORKSPACE b/WORKSPACE new file mode 100644 index 00000000..e865515a --- /dev/null +++ b/WORKSPACE @@ -0,0 +1,113 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +workspace(name = "ai_edge_torch") + +load("@bazel_tools//tools/build_defs/repo:http.bzl", "http_archive") + +http_archive( + name = "bazel_skylib", + sha256 = "74d544d96f4a5bb630d465ca8bbcfe231e3594e5aae57e1edbf17a6eb3ca2506", + urls = [ + "https://storage.googleapis.com/mirror.tensorflow.org/github.com/bazelbuild/bazel-skylib/releases/download/1.3.0/bazel-skylib-1.3.0.tar.gz", + "https://github.com/bazelbuild/bazel-skylib/releases/download/1.3.0/bazel-skylib-1.3.0.tar.gz", + ], +) +load("@bazel_skylib//:workspace.bzl", "bazel_skylib_workspace") +bazel_skylib_workspace() +load("@bazel_skylib//lib:versions.bzl", "versions") +versions.check(minimum_bazel_version = "3.7.2") + +# ABSL on 2023-10-18 +http_archive( + name = "com_google_absl", + urls = ["https://github.com/abseil/abseil-cpp/archive//9687a8ea750bfcddf790372093245a1d041b21a3.tar.gz"], + strip_prefix = "abseil-cpp-9687a8ea750bfcddf790372093245a1d041b21a3", + sha256 = "f841f78243f179326f2a80b719f2887c38fe226d288ecdc46e2aa091e6aa43bc", +) + +# sentencepiece +http_archive( + name = "com_google_sentencepiece", + strip_prefix = "sentencepiece-0.1.96", + sha256 = "8409b0126ebd62b256c685d5757150cf7fcb2b92a2f2b98efb3f38fc36719754", + urls = [ + "https://github.com/google/sentencepiece/archive/refs/tags/v0.1.96.zip" + ], + build_file = "@//third_party:sentencepiece.BUILD", + patches = ["@//third_party:com_google_sentencepiece.diff"], + patch_args = ["-p1"], +) + +http_archive( + name = "darts_clone", + build_file = "@//third_party:darts_clone.BUILD", + sha256 = "c97f55d05c98da6fcaf7f9ecc6a6dc6bc5b18b8564465f77abff8879d446491c", + strip_prefix = "darts-clone-e40ce4627526985a7767444b6ed6893ab6ff8983", + urls = [ + "https://github.com/s-yata/darts-clone/archive/e40ce4627526985a7767444b6ed6893ab6ff8983.zip", + ], +) + +# XNNPACK on 2024-05-03. +http_archive( + name = "XNNPACK", + # `curl -L | shasum -a 256` + sha256 = "0a38628999b2e8cc84c41b82a1282dcd90b8da3cf24a67e7f9ee148d8c066a94", + strip_prefix = "XNNPACK-76a9c653c2fe71613996edc1e218936add79ef55", + url = "https://github.com/google/XNNPACK/archive/76a9c653c2fe71613996edc1e218936add79ef55.zip", +) + +# Needed by TensorFlow +http_archive( + name = "io_bazel_rules_closure", + sha256 = "e0a111000aeed2051f29fcc7a3f83be3ad8c6c93c186e64beb1ad313f0c7f9f9", + strip_prefix = "rules_closure-cf1e44edb908e9616030cc83d085989b8e6cd6df", + urls = [ + "http://mirror.tensorflow.org/github.com/bazelbuild/rules_closure/archive/cf1e44edb908e9616030cc83d085989b8e6cd6df.tar.gz", + "https://github.com/bazelbuild/rules_closure/archive/cf1e44edb908e9616030cc83d085989b8e6cd6df.tar.gz", # 2019-04-04 + ], +) + +# TensorFlow repo should always go after the other external dependencies. +# TF on 2024-05-02. +_TENSORFLOW_GIT_COMMIT = "26d4ea90364daa14bbb2bc5c2aa68f5b70c4641f" +# curl -L https://github.com/tensorflow/tensorflow/archive/.tar.gz | shasum -a 256 +_TENSORFLOW_SHA256 = "92d4f6bb040496711cd0faf3cec59e2bedc6e3ab215ceb92d7ce0a2be558c786" +http_archive( + name = "org_tensorflow", + urls = [ + "https://github.com/tensorflow/tensorflow/archive/%s.tar.gz" % _TENSORFLOW_GIT_COMMIT, + ], + patches = [ + "@//third_party:org_tensorflow_system_python.diff", + ], + patch_args = [ + "-p1", + ], + strip_prefix = "tensorflow-%s" % _TENSORFLOW_GIT_COMMIT, + sha256 = _TENSORFLOW_SHA256, +) + +load("@org_tensorflow//tensorflow:workspace3.bzl", "tf_workspace3") +tf_workspace3() +load("@org_tensorflow//tensorflow:workspace2.bzl", "tf_workspace2") +tf_workspace2() + +# Android NDK location and version is auto-detected from $ANDROID_NDK_HOME environment variable +android_ndk_repository(name = "androidndk") + +# Android SDK location and API is auto-detected from $ANDROID_HOME environment variable +android_sdk_repository(name = "androidsdk") diff --git a/ai_edge_torch/README.md b/ai_edge_torch/README.md new file mode 100644 index 00000000..130a0ad5 --- /dev/null +++ b/ai_edge_torch/README.md @@ -0,0 +1,4 @@ + +* Documentation of the [Pytorch converter](../docs/pytorch_converter/README.md) +* Documentation of the [Generative API](generative/) + diff --git a/ai_edge_torch/__init__.py b/ai_edge_torch/__init__.py new file mode 100644 index 00000000..15385734 --- /dev/null +++ b/ai_edge_torch/__init__.py @@ -0,0 +1,30 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from .convert.converter import convert +from .convert.converter import signature +from .model import Model + + +def load(path: str) -> Model: + """Imports an ai_edge_torch model from disk. + + Args: + path: The path to the serialized ai_edge_torch model. + + Returns: + An ai_edge_torch.model.Model object. + """ + return Model.load(path) diff --git a/ai_edge_torch/convert/__init__.py b/ai_edge_torch/convert/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/convert/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/convert/conversion.py b/ai_edge_torch/convert/conversion.py new file mode 100644 index 00000000..79618219 --- /dev/null +++ b/ai_edge_torch/convert/conversion.py @@ -0,0 +1,117 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import gc +import logging +import os +from typing import Optional + +import torch +from torch.export import ExportedProgram +from torch_xla import stablehlo + +from ai_edge_torch import model +from ai_edge_torch.convert import conversion_utils as cutils +from ai_edge_torch.convert.fx_passes import BuildAtenCompositePass +from ai_edge_torch.convert.fx_passes import BuildUpsampleBilinear2DCompositePass # NOQA +from ai_edge_torch.convert.fx_passes import CanonicalizePass +from ai_edge_torch.convert.fx_passes import InjectMlirDebuginfoPass +from ai_edge_torch.convert.fx_passes import OptimizeLayoutTransposesPass +from ai_edge_torch.convert.fx_passes import run_passes +from ai_edge_torch.quantize import quant_config as qcfg + +os.environ["EXPERIMENTAL_XLA_UNBOUNDED_DYNAMISM"] = "1" + + +def _run_convert_passes( + exported_program: ExportedProgram, +) -> ExportedProgram: + return run_passes( + exported_program, + [ + BuildUpsampleBilinear2DCompositePass(), + CanonicalizePass(), + OptimizeLayoutTransposesPass(), + CanonicalizePass(), + BuildAtenCompositePass(), + CanonicalizePass(), + InjectMlirDebuginfoPass(), + CanonicalizePass(), + ], + ) + + +def _warn_training_modules(signatures: list[cutils.Signature]): + for sig in signatures: + if not sig.module.training: + continue + + message = ( + "Your model {sig_name}is converted in training mode. " + "Please set the module in evaluation mode with `module.eval()` for better on-device performance and compatibility." + ) + if len(signatures) == 1 and sig.name == cutils.DEFAULT_SIGNATURE_NAME: + # User does not specify any signature names explicitly. + message = message.format(sig_name="") + else: + message = message.format(sig_name=f'"{sig.name}" ') + + logging.warn(message) + + +def convert_signatures( + signatures: list[cutils.Signature], + *, + quant_config: Optional[qcfg.QuantConfig] = None, + _tfl_converter_flags: dict = {}, +) -> model.TfLiteModel: + """Converts a list of `Signature`s and embeds them into one `model.TfLiteModel`. + Args: + signatures: The list of 'Signature' objects containing PyTorch modules to be converted. + quant_config: User-defined quantization method and scheme of the model. + _tfl_converter_flags: A nested dictionary allowing setting flags for the underlying tflite converter. + """ + _warn_training_modules(signatures) + + exported_programs: torch.export.ExportedProgram = [ + torch.export.export( + sig.module, sig.sample_args, dynamic_shapes=sig.dynamic_shapes + ) + for sig in signatures + ] + + # Apply default fx passes + exported_programs = list(map(_run_convert_passes, exported_programs)) + shlo_bundles: list[stablehlo.StableHLOModelBundle] = [ + cutils.exported_program_to_stablehlo_bundle(exported, sig.sample_args) + for exported, sig in zip(exported_programs, signatures) + ] + + merged_shlo_graph_module: stablehlo.StableHLOGraphModule = ( + cutils.merge_stablehlo_bundles(shlo_bundles, signatures, exported_programs) + ) + del exported_programs + del shlo_bundles + + gc.collect() + + tflite_model = cutils.convert_stablehlo_to_tflite( + merged_shlo_graph_module, + signatures, + quant_config=quant_config, + _tfl_converter_flags=_tfl_converter_flags, + ) + + return model.TfLiteModel(tflite_model) diff --git a/ai_edge_torch/convert/conversion_utils.py b/ai_edge_torch/convert/conversion_utils.py new file mode 100644 index 00000000..df71ae3a --- /dev/null +++ b/ai_edge_torch/convert/conversion_utils.py @@ -0,0 +1,330 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import copy +from dataclasses import dataclass +import gc +import itertools +import logging +import tempfile +from typing import Any, Dict, Optional, Tuple, Union + +import torch +from torch_xla import stablehlo + +from ai_edge_torch.quantize import quant_config as qcfg + +try: + import tensorflow as tf + from tensorflow.compiler.tf2xla.python import xla as tfxla + + from tensorflow.lite.python import conversion_metadata_schema_py_generated as conversion_metadata_fb # isort:skip +except ImportError: + logging.error( + "This module needs tensorflow with xla support.\n" + "Please install tensorflow with `pip install tf-nightly`.\n" + ) + raise + +DEFAULT_SIGNATURE_NAME = tf.saved_model.DEFAULT_SERVING_SIGNATURE_DEF_KEY + + +@dataclass +class Signature: + name: str + module: torch.nn.Module + sample_args: tuple[torch.Tensor] + dynamic_shapes: Optional[Union[Dict[str, Any], Tuple[Any]]] = None + + +def exported_program_to_stablehlo_bundle( + exported_program: torch.export.ExportedProgram, sample_args: tuple[torch.Tensor] +) -> stablehlo.StableHLOModelBundle: + # Setting export_weights to False here so that pytorch/xla avoids copying the weights + # to a numpy array which would lead to memory bloat. This means that the state_dict + # in the returned bundle is going to be empty. + return stablehlo.exported_program_to_stablehlo( + exported_program, + stablehlo.StableHLOExportOptions( + override_tracing_arguments=sample_args, export_weights=False + ), + )._bundle + + +def _torch_to_tf_tensor(torch_tensor: torch.Tensor): + if not torch_tensor.is_contiguous(): + torch_tensor = torch_tensor.contiguous() + + try: + dlpack_capsule = torch.utils.dlpack.to_dlpack(torch_tensor) + tf_tensor = tf.experimental.dlpack.from_dlpack(dlpack_capsule) + except Exception: + logging.info("Can not use dlpack to convert torch tensors. Falling back to numpy.") + nparray = torch_tensor.cpu().detach().numpy() + tf_tensor = tf.convert_to_tensor(nparray) + + return tf_tensor + + +def _get_states( + exported_programs: list[torch.export.ExportedProgram], signatures: list[Signature] +): + for exported_program, signature in zip(exported_programs, signatures): + args, _ = exported_program.example_inputs + # Calling this to get **all** the state including model buffers. + _flat_input_args = exported_program._graph_module_flat_inputs(args, {}) + for tensor, input_spec in zip( + _flat_input_args, exported_program.graph_signature.input_specs + ): + # Only interested in Tensors that are part of the state (and not user input). + if ( + not isinstance(tensor, torch.Tensor) + or input_spec.kind == torch.export.graph_signature.InputKind.USER_INPUT + ): + continue + yield signature, tensor, input_spec + + +def _tensor_unique_id(tensor: torch.Tensor): + return ( + str(tensor.device), + tensor.shape, + tensor.stride(), + tensor.untyped_storage().data_ptr(), + ) + + +def _gather_state_dict( + exported_programs: list[torch.export.ExportedProgram], + signatures: list[Signature], +): + deduped_tensor_map = {} + + for _, tensor, _ in _get_states(exported_programs, signatures): + unique_id = _tensor_unique_id(tensor) + deduped_tensor_map[unique_id] = _torch_to_tf_tensor(tensor) + + state_dict = {} + for signature, tensor, input_spec in _get_states(exported_programs, signatures): + unique_id = _tensor_unique_id(tensor) + state_dict[signature.name + "_" + input_spec.target] = deduped_tensor_map[unique_id] + + return state_dict + + +def merge_stablehlo_bundles( + bundles: list[stablehlo.StableHLOModelBundle], + signatures: list[Signature], + exported_programs: list[torch.export.ExportedProgram], +) -> stablehlo.StableHLOGraphModule: + state_dict = _gather_state_dict(exported_programs, signatures) + + new_bundle = stablehlo.StableHLOModelBundle( + state_dict=state_dict, additional_constants=[], stablehlo_funcs=[] + ) + + for bundle, signature in zip(bundles, signatures): + const_offset = len(new_bundle.additional_constants) + for func in bundle.stablehlo_funcs: + func.meta.name = signature.name + "_" + func.meta.name + for loc in func.meta.input_locations: + if loc.type_ == stablehlo.VariableType.CONSTANT: + loc.position += const_offset + elif loc.type_ == stablehlo.VariableType.PARAMETER: + loc.name = signature.name + "_" + loc.name + new_bundle.stablehlo_funcs.append(func) + new_bundle.additional_constants.extend(bundle.additional_constants) + return stablehlo.StableHLOGraphModule(new_bundle) + + +def _get_shape_with_dynamic(signature: stablehlo.VariableSignature): + shape = copy.copy(signature.shape) + for i in signature.dynamic_dims: + shape[i] = None + return shape + + +def _wrap_as_tf_func( + func: stablehlo.StableHLOFunc, bundle: stablehlo.StableHLOModelBundle +): + def inner(*args): + type_info = [sig.dtype for sig in func.meta.output_signature] + shape_info = [_get_shape_with_dynamic(sig) for sig in func.meta.output_signature] + call_args = stablehlo._extract_call_parameters(args, func.meta, bundle) + return tfxla.call_module( + tuple(call_args), + version=5, + Tout=type_info, + Sout=shape_info, + function_list=[], + module=func.bytecode, + ) + + return inner + + +def _make_tf_function( + shlo_graph_module: stablehlo.StableHLOGraphModule, + bundle: stablehlo.StableHLOModelBundle = None, +): + bundle = shlo_graph_module._bundle if bundle is None else bundle + return [ + _wrap_as_tf_func(func, bundle) + for func in shlo_graph_module._bundle.stablehlo_funcs + ] + + +def _make_tf_signature( + meta: stablehlo.StableHLOFunctionMeta, +) -> list[tf.TensorSpec]: + input_pos_to_spec = { + loc.position: spec + for loc, spec in itertools.chain( + zip(meta.input_locations, meta.input_signature), meta.unused_inputs + ) + if loc.type_ == stablehlo.VariableType.INPUT_ARG + } + primitive_type_to_tf_type = {"int": "int32", "float": "float32"} + ret: list[tf.TensorSpec] = [] + for i in range(len(input_pos_to_spec)): + spec = input_pos_to_spec[i] + shape = _get_shape_with_dynamic(spec) + ret.append( + tf.TensorSpec( + shape=shape, + dtype=primitive_type_to_tf_type[spec.dtype] + if spec.dtype in primitive_type_to_tf_type + else spec.dtype, + name=f"args_{i}", + ) + ) + return ret + + +def _apply_tfl_backdoor_flags( + converter: tf.lite.TFLiteConverter, tfl_converter_flags: dict +): + def _set_converter_flag(path: list): + if len(path) < 2: + raise ValueError("Expecting at least two values in the path.") + + target_obj = converter + for idx in range(len(path) - 2): + target_obj = getattr(target_obj, path[idx]) + + setattr(target_obj, path[-2], path[-1]) + + def _iterate_dict_tree(flags_dict: dict, path: list): + for key, value in flags_dict.items(): + path.append(key) + if isinstance(value, dict): + _iterate_dict_tree(value, path) + else: + path.append(value) + _set_converter_flag(path) + path.pop() + path.pop() + + _iterate_dict_tree(tfl_converter_flags, []) + + +def _set_tfl_converter_quant_flags( + converter: tf.lite.TFLiteConverter, quant_config: qcfg.QuantConfig +): + if quant_config is not None: + quantizer_mode = quant_config._quantizer_mode + if quantizer_mode == qcfg.QuantConfig._QuantizerMode.PT2E_DYNAMIC: + converter._experimental_qdq_conversion_mode = "DYNAMIC" + elif quantizer_mode == qcfg.QuantConfig._QuantizerMode.PT2E_STATIC: + converter._experimental_qdq_conversion_mode = "STATIC" + elif quantizer_mode == qcfg.QuantConfig._QuantizerMode.TFLITE_DYNAMIC: + converter.optimizations = [tf.lite.Optimize.DEFAULT] + elif quantizer_mode == qcfg.QuantConfig._QuantizerMode.TFLITE_FP16: + converter.optimizations = [tf.lite.Optimize.DEFAULT] + converter.target_spec.supported_types = [tf.float16] + + +def convert_stablehlo_to_tflite( + shlo_graph_module: stablehlo.StableHLOGraphModule, + signatures: list[Signature], + *, + quant_config: Optional[qcfg.QuantConfig] = None, + _tfl_converter_flags: dict = {}, +) -> None: + """Converts a StableHLOGraphModule to a tflite model. + Args: + shlo_graph_module - model to export and save + signatures: List of signatures from which names of the signatures is extracted. + quant_config: User-defined quantization method and scheme of the model. + _tfl_converter_flags: A nested dictionary allowing setting flags for the underlying tflite converter. + """ + + bundle = shlo_graph_module._bundle + tf_module = tf.Module() + bundle.state_dict = { + k: tf.Variable(v, trainable=False) for k, v in bundle.state_dict.items() + } + bundle.additional_constants = [ + tf.Variable(v, trainable=False) for v in bundle.additional_constants + ] + tf_signatures: list[list[tf.TensorSpec]] = list( + _make_tf_signature(func.meta) for func in bundle.stablehlo_funcs + ) + + tf_functions = _make_tf_function(shlo_graph_module, bundle) + + tf_module.f = [] + for tf_sig, func in zip(tf_signatures, tf_functions): + tf_module.f.append( + tf.function( + func, + input_signature=tf_sig, + ) + ) + + tf_module._variables = list(bundle.state_dict.values()) + bundle.additional_constants + del bundle + gc.collect() + + tf_concrete_funcs = [ + func.get_concrete_function(*tf_sig) + for func, tf_sig in zip(tf_module.f, tf_signatures) + ] + + # We need to temporarily save since TFLite's from_concrete_functions does not + # allow providing names for each of the concrete functions. + with tempfile.TemporaryDirectory() as temp_dir_path: + tf.saved_model.save( + tf_module, + temp_dir_path, + signatures={ + sig.name: tf_concrete_funcs[idx] for idx, sig in enumerate(signatures) + }, + ) + # Clean up intermediate memory early. + del tf_module + del tf_concrete_funcs + gc.collect() + + converter = tf.lite.TFLiteConverter.from_saved_model(temp_dir_path) + converter._set_original_model_type(conversion_metadata_fb.ModelType.PYTORCH) + converter._experimental_enable_composite_direct_lowering = True + + _set_tfl_converter_quant_flags(converter, quant_config) + _apply_tfl_backdoor_flags(converter, _tfl_converter_flags) + + tflite_model = converter.convert() + + return tflite_model diff --git a/ai_edge_torch/convert/converter.py b/ai_edge_torch/convert/converter.py new file mode 100644 index 00000000..c3787c17 --- /dev/null +++ b/ai_edge_torch/convert/converter.py @@ -0,0 +1,171 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from __future__ import annotations + +from typing import Any, Dict, Optional, Tuple, Union + +import torch + +from ai_edge_torch import model +from ai_edge_torch.convert import conversion +from ai_edge_torch.convert import conversion_utils as cutils +from ai_edge_torch.quantize import quant_config as qcfg + + +class Converter: + + def __init__(self): + self._signatures: list[cutils.Signature] = [] + + def signature( + self, + name: str, + module: torch.nn.Module, + sample_args: tuple[cutils.TracingArg], + dynamic_shapes: Optional[Union[Dict[str, Any], Tuple[Any]]] = None, + ) -> Converter: + """Alias to `add_signature`""" + return self.add_signature(name, module, sample_args, dynamic_shapes) + + def add_signature( + self, + name: str, + module: torch.nn.Module, + sample_args: tuple[cutils.TracingArg], + dynamic_shapes: Optional[Union[Dict[str, Any], Tuple[Any]]] = None, + ) -> Converter: + """Allows adding a new named torch model along with sample args to the conversion. + + Args: + name: The name of the signature included in the converted edge model. + module: The torch module to be converted. + sample_args: Tuple of args by which the torch module will be traced prior to conversion. + dynamic_shapes: Optional dict or tuple that specify dynamic shape specifications for each input in original order. + See https://pytorch.org/docs/stable/export.html#expressing-dynamism for more details. + + Raises: + ValueError: If a signature with the provided name already exists. + """ + + if name in [sig.name for sig in self._signatures]: + raise ValueError(f"A signature with the provided name ({name}) is already added.") + + self._signatures.append(cutils.Signature(name, module, sample_args, dynamic_shapes)) + return self + + def convert( + self, + module: torch.nn.Module = None, + sample_args: tuple[cutils.TracingArg] = None, + *, + quant_config: Optional[qcfg.QuantConfig] = None, + dynamic_shapes: Optional[Union[Dict[str, Any], Tuple[Any]]] = None, + _ai_edge_converter_flags: dict = {}, + ) -> model.TfLiteModel: + """Finalizes the conversion and produces an edge model. + + This could be called with no arguments as follows: + + edge_model = Converter().signature(name, module, args).convert() + + Or it could be used to set the default signature for the converted edge model: + + edge_model = Converter().convert(module, args) + + Args: + name: The name of the signature included in the converted edge model. + module: The torch module to be converted. + sample_args: Tuple of args by which the torch module will be traced prior to conversion. + quant_config: User-defined quantization method and scheme of the model. + dynamic_shapes: Optional dict or tuple that specify dynamic shape specifications for each input in original order. + See https://pytorch.org/docs/stable/export.html#expressing-dynamism for more details. + _ai_edge_converter_flags: A nested dictionary allowing setting flags for the underlying converter. + This gives access to an implementation detail of this function and so needs to be treated as such. + Please do not rely on this parameter except for local debugging as this can be removed in a future release. + + Raises: + ValueError: If the arguments are not provided as expected. See the example in this functions's comment. + """ + if module is not None: + if sample_args is not None: # both module and args provided + self.add_signature( + cutils.DEFAULT_SIGNATURE_NAME, module, sample_args, dynamic_shapes + ) + else: # module is provided but not sample_args + raise ValueError("sample_args needs to be provided if a module is specified.") + + return conversion.convert_signatures( + self._signatures, + quant_config=quant_config, + _tfl_converter_flags=_ai_edge_converter_flags, + ) + + +def signature( + name: str, + module: torch.nn.Module, + sample_args: tuple[cutils.TracingArg], + dynamic_shapes: Optional[Union[Dict[str, Any], Tuple[Any]]] = None, +) -> Converter: + """Initiates a Converter object with the provided signature. + + Args: + name: The name of the signature included in the converted edge model. + module: The torch module to be converted. + sample_args: Tuple of args by which the torch module will be traced prior to conversion. + dynamic_shapes: Optional dict or tuple that specify dynamic shape specifications for each input in original order. + See https://pytorch.org/docs/stable/export.html#expressing-dynamism for more details. + + Example: + converter = ai_edge_torch.signature(name, module, args) + edge_model = converter.convert() + + """ + return Converter().signature(name, module, sample_args, dynamic_shapes) + + +def convert( + module: torch.nn.Module = None, + sample_args: tuple[cutils.TracingArg] = None, + *, + quant_config: Optional[qcfg.QuantConfig] = None, + dynamic_shapes: Optional[Union[Dict[str, Any], Tuple[Any]]] = None, + _ai_edge_converter_flags: dict = {}, +) -> model.TfLiteModel: + """Allows converting a PyTorch model to an edge model with one default signature in one step. + + Args: + module: The torch module to be converted. + sample_args: Tuple of args by which the torch module will be traced prior to conversion. + quant_config: User-defined quantization method and scheme of the model. + dynamic_shapes: Optional dict or tuple that specify dynamic shape specifications for each input in original order. + See https://pytorch.org/docs/stable/export.html#expressing-dynamism for more details. + _ai_edge_converter_flags: A nested dictionary allowing setting flags for the underlying converter. + This gives access to an implementation detail of this function and so needs to be treated as such. + Please do not rely on this parameter except for local debugging as this can be removed in a future release. + + Example: + edge_model = ai_edge_torch.convert(module, args) + + """ + + return Converter().convert( + module, + sample_args, + quant_config=quant_config, + dynamic_shapes=dynamic_shapes, + _ai_edge_converter_flags=_ai_edge_converter_flags, + ) diff --git a/ai_edge_torch/convert/fx_passes/__init__.py b/ai_edge_torch/convert/fx_passes/__init__.py new file mode 100644 index 00000000..31d40a24 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/__init__.py @@ -0,0 +1,59 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from typing import Sequence, Union + +from torch.export import ExportedProgram +from torch.fx.passes.infra.pass_manager import pass_result_wrapper +import torch.utils._pytree as pytree + +from ai_edge_torch.convert.fx_passes._pass_base import ExportedProgramPassBase +from ai_edge_torch.convert.fx_passes._pass_base import ExportedProgramPassResult # NOQA +from ai_edge_torch.convert.fx_passes._pass_base import FxPassBase +from ai_edge_torch.convert.fx_passes._pass_base import FxPassResult +from ai_edge_torch.convert.fx_passes.build_aten_composite_pass import BuildAtenCompositePass # NOQA +from ai_edge_torch.convert.fx_passes.build_upsample_bilinear2d_composite_pass import BuildUpsampleBilinear2DCompositePass # NOQA +from ai_edge_torch.convert.fx_passes.canonicalize_pass import CanonicalizePass +from ai_edge_torch.convert.fx_passes.inject_mlir_debuginfo_pass import InjectMlirDebuginfoPass # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import OptimizeLayoutTransposesPass # NOQA + + +# TODO(cnchan): make a PassManager class. +def run_passes( + exported_program: ExportedProgram, + passes: Sequence[Union[ExportedProgramPassBase, FxPassBase]], +) -> ExportedProgram: + passes, _ = pytree.tree_flatten(passes) + for pass_ in passes: + if not isinstance(pass_, ExportedProgramPassBase): + pass_ = pass_result_wrapper(pass_) + if isinstance(pass_, ExportedProgramPassBase): + exported_program = pass_(exported_program).exported_program + else: + gm = exported_program.graph_module + gm, modified = pass_(gm) + if modified and gm is not exported_program.graph_module: + exported_program = ExportedProgram( + root=gm, + graph=gm.graph, + graph_signature=exported_program.graph_signature, + state_dict=exported_program.state_dict, + range_constraints=exported_program.range_constraints, + module_call_graph=exported_program.module_call_graph, + example_inputs=exported_program.example_inputs, + verifier=exported_program.verifier, + constants=exported_program.constants, + ) + return exported_program diff --git a/ai_edge_torch/convert/fx_passes/_pass_base.py b/ai_edge_torch/convert/fx_passes/_pass_base.py new file mode 100644 index 00000000..965cbdb1 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/_pass_base.py @@ -0,0 +1,49 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import abc +from collections import namedtuple + +import torch +from torch.export import ExportedProgram +from torch.fx.passes.infra.pass_base import PassBase as FxPassBase +from torch.fx.passes.infra.pass_base import PassResult as FxPassResult + + +class ExportedProgramPassResult( + namedtuple("ExportedProgramPassResult", ["exported_program", "modified"]) +): + + def __new__(cls, exported_program, modified): + return super().__new__(cls, exported_program, modified) + + +class ExportedProgramPassBase(abc.ABC): + + def __call__(self, exported_program: ExportedProgram) -> ExportedProgramPassResult: + self.requires(exported_program) + res = self.call(exported_program) + self.ensures(exported_program) + return res + + @abc.abstractmethod + def call(self, exported_program: ExportedProgram) -> ExportedProgramPassResult: + pass + + def requires(self, exported_program: ExportedProgram) -> None: + pass + + def ensures(self, exported_program: ExportedProgram) -> None: + pass diff --git a/ai_edge_torch/convert/fx_passes/build_aten_composite_pass.py b/ai_edge_torch/convert/fx_passes/build_aten_composite_pass.py new file mode 100644 index 00000000..a253054d --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/build_aten_composite_pass.py @@ -0,0 +1,192 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import copy +import functools +from typing import Any, Callable + +import torch +from torch.fx import GraphModule +from torch.fx import Node +from torch.fx.passes.infra.pass_base import PassBase +from torch.fx.passes.infra.pass_base import PassResult +import torch.utils._pytree as pytree + +from ai_edge_torch.hlfb import StableHLOCompositeBuilder + +_composite_builders: dict[Callable, Callable[[GraphModule, Node], None]] = {} + + +def _register_composite_builder(op): + def inner(func): + if isinstance(op, torch._ops.OpOverloadPacket): + for overload in v.overloads(): + _composite_builders[getattr(v, overload)] = func + else: + _composite_builders[op] = func + return func + + return inner + + +def _tree_map_to_composite_attr_values(values, *, stringify_incompatible_values=True): + + def convert(value): + nonlocal stringify_incompatible_values + if value is None: + return "py_None" + if isinstance(value, (str, int, float, bool)): + return value + + if stringify_incompatible_values: + return str(value) + return value + + return pytree.tree_map(convert, values) + + +class TorchOpArgumentsMapper: + + def __init__(self, op): + if isinstance(op, torch._ops.OpOverloadPacket): + op = op.default + + assert hasattr(op, "_schema") + self.op = op + self.arg_specs = [(spec.name, spec.default_value) for spec in op._schema.arguments] + + def get_full_kwargs(self, args, kwargs=None) -> dict[str, Any]: + """Inspect the op's schema and extract all its args and kwargs + into one single kwargs dict, with default values for those + unspecified args and kwargs. + """ + full_kwargs = {**(kwargs or {})} + + for arg, (name, default_value) in zip(args, self.arg_specs): + full_kwargs[name] = arg + + for name, default_value in self.arg_specs[len(args) :]: + if name not in full_kwargs: + full_kwargs[name] = default_value + + return full_kwargs + + +@_register_composite_builder(torch.ops.aten.hardswish.default) +def _aten_hardswish(gm: GraphModule, node: Node): + op = node.target + + def hardswish(self: torch.Tensor): + nonlocal op + builder = StableHLOCompositeBuilder("aten.hardswish.default") + self = builder.mark_inputs(self) + output = op(self) + output = builder.mark_outputs(output) + return output + + node.target = hardswish + + +@_register_composite_builder(torch.ops.aten.avg_pool2d.default) +def _aten_avg_pool2d(gm: GraphModule, node: Node): + op = node.target + args_mapper = TorchOpArgumentsMapper(op) + + def avg_pool2d(*args, **kwargs): + nonlocal op, args_mapper + + full_kwargs = args_mapper.get_full_kwargs(args, kwargs) + + def is_same_padding( + input_shape: list[int], + kernel_size: list[int], + stride: list[int], + padding: list[int], + ): + for dim_input_size, dim_kernel_size, dim_stride, dim_padding in zip( + input_shape, kernel_size, stride, padding + ): + dim_output_size = int((dim_input_size + dim_stride - 1) / dim_stride) + padding_needed = max( + 0, (dim_output_size - 1) * dim_stride + dim_kernel_size - dim_input_size + ) + if padding_needed % 2 != 0: + return False + + if padding_needed // 2 != dim_padding: + return False + return True + + def is_valid_padding(padding: list[int]): + return not any(padding) + + # We prefer to avoid passing empty arrays to composite attributes + # as they will be lowered to an ArrayAttr so canonicalizing according + # to the default behaviour here. + if not full_kwargs["stride"]: + full_kwargs["stride"] = full_kwargs["kernel_size"] + + # Only wrap in a composite when the underlying converter can handle it. + # TODO We should be able to remove this if the converter can inline composites when it can not handle them. + + # We don't cover any cases where ceil_mode is True or divisor_override is set. + if full_kwargs["ceil_mode"] or full_kwargs["divisor_override"] is not None: + return op(*args, **kwargs) + + # We also can not cover a case where count_include_pad is False but the padding is custom. + if ( + not full_kwargs["count_include_pad"] + and not is_valid_padding(full_kwargs["padding"]) + and not is_same_padding( + list(full_kwargs["self"].shape)[2:], + full_kwargs["kernel_size"], + full_kwargs["stride"], + full_kwargs["padding"], + ) + ): + return op(*args, **kwargs) + + builder = StableHLOCompositeBuilder( + "aten.avg_pool2d.default", + attr=_tree_map_to_composite_attr_values( + { + "kernel_size": full_kwargs["kernel_size"], + "stride": full_kwargs["stride"], + "padding": full_kwargs["padding"], + "ceil_mode": full_kwargs["ceil_mode"], + "count_include_pad": full_kwargs["count_include_pad"], + "divisor_override": full_kwargs["divisor_override"], + } + ), + ) + + full_kwargs["self"] = builder.mark_inputs(full_kwargs["self"]) + output = op(**full_kwargs) + output = builder.mark_outputs(output) + return output + + node.target = avg_pool2d + + +class BuildAtenCompositePass(PassBase): + + def call(self, graph_module: GraphModule): + for node in graph_module.graph.nodes: + if node.target in _composite_builders: + _composite_builders[node.target](graph_module, node) + + graph_module.graph.lint() + graph_module.recompile() + return PassResult(graph_module, True) diff --git a/ai_edge_torch/convert/fx_passes/build_upsample_bilinear2d_composite_pass.py b/ai_edge_torch/convert/fx_passes/build_upsample_bilinear2d_composite_pass.py new file mode 100644 index 00000000..f812f882 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/build_upsample_bilinear2d_composite_pass.py @@ -0,0 +1,84 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import functools + +import torch + +from ai_edge_torch.convert.fx_passes import FxPassBase +from ai_edge_torch.convert.fx_passes import FxPassResult +from ai_edge_torch.hlfb import mark_pattern + + +@functools.cache +def _get_upsample_bilinear2d_pattern(): + pattern = mark_pattern.Pattern( + "odml.upsample_bilinear2d", + lambda x: torch.nn.functional.interpolate( + x, scale_factor=2, mode="bilinear", align_corners=False + ), + export_args=(torch.rand(1, 3, 100, 100),), + ) + + @pattern.register_attr_builder + def attr_builder(pattern, graph_module, internal_match): + output = internal_match.returning_nodes[0] + output_h, output_w = output.meta["val"].shape[-2:] + return { + "output": (int(output_h), int(output_w)), + "align_corners": False, + } + + return pattern + + +@functools.cache +def _get_upsample_bilinear2d_align_corners_pattern(): + pattern = mark_pattern.Pattern( + "odml.upsample_bilinear2d", + lambda x: torch.nn.functional.interpolate( + x, scale_factor=2, mode="bilinear", align_corners=True + ), + export_args=(torch.rand(1, 3, 100, 100),), + ) + + @pattern.register_attr_builder + def attr_builder(graph_module, pattern, internal_match): + output = internal_match.returning_nodes[0] + output_h, output_w = output.meta["val"].shape[-2:] + return { + "output": (int(output_h), int(output_w)), + "align_corners": True, + } + + return pattern + + +class BuildUpsampleBilinear2DCompositePass(FxPassBase): + + def __init__(self): + super().__init__() + self._patterns = [ + _get_upsample_bilinear2d_pattern(), + _get_upsample_bilinear2d_align_corners_pattern(), + ] + + def call(self, graph_module: torch.fx.GraphModule): + for pattern in self._patterns: + graph_module = mark_pattern.mark_pattern(graph_module, pattern) + + graph_module.graph.lint() + graph_module.recompile() + return FxPassResult(graph_module, True) diff --git a/ai_edge_torch/convert/fx_passes/canonicalize_pass.py b/ai_edge_torch/convert/fx_passes/canonicalize_pass.py new file mode 100644 index 00000000..44368cb0 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/canonicalize_pass.py @@ -0,0 +1,37 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import torch +from torch.export import ExportedProgram + +from ai_edge_torch.convert.fx_passes._pass_base import ExportedProgramPassBase +from ai_edge_torch.convert.fx_passes._pass_base import ExportedProgramPassResult # NOQA + +# A dummy decomp table for running ExportedProgram.run_decompositions without +# any op decompositions but just aot_export_module. Due to the check in +# run_decompositions, if None or an empty dict is passed as decomp_table, +# it will run the default aten-coreaten decompositions. Therefore a non-empty +# dummy decomp table is needed. +# Ref: https://github.com/pytorch/pytorch/blob/db895ace1d36726e64781774f53b3d3098206116/torch/export/exported_program.py#L543 +_dummy_decomp_table = { + torch._ops.OperatorBase(): lambda: None, +} + + +class CanonicalizePass(ExportedProgramPassBase): + + def call(self, exported_program: ExportedProgram): + exported_program = exported_program.run_decompositions(_dummy_decomp_table) + return ExportedProgramPassResult(exported_program, True) diff --git a/ai_edge_torch/convert/fx_passes/inject_mlir_debuginfo_pass.py b/ai_edge_torch/convert/fx_passes/inject_mlir_debuginfo_pass.py new file mode 100644 index 00000000..2a31ff88 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/inject_mlir_debuginfo_pass.py @@ -0,0 +1,73 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import torch +from torch.fx.passes.infra.pass_base import PassBase +from torch.fx.passes.infra.pass_base import PassResult +import torch.utils._pytree as pytree +import torch_xla.experimental.xla_mlir_debuginfo # Import required to register torch.ops.xla.write_mlir_debuginfo + + +def _get_mlir_debuginfo(node: torch.fx.Node): + def class_fullname(cls): + module = cls.__module__ + if module == "builtins": + return cls.__qualname__ + return module + "." + cls.__qualname__ + + def get_hierarchy(node: torch.fx.Node): + nn_module_stack = node.meta.get("nn_module_stack", {}) + layers = [] + for name, layer in nn_module_stack.values(): + iid = ("_" + name.split(".")[-1]) if name else "" + layer_str = layer if isinstance(layer, str) else class_fullname(layer) + layers.append(layer_str + iid) + + hierachy_str = "/".join(layers) + ";" + return hierachy_str + + # TODO(yijieyang): Encode aten op and attrs. + return get_hierarchy(node) + + +def _wrap_call_function_node_with_debuginfo_writer(node: torch.fx.GraphModule): + if not node.op.startswith("call_function"): + return + + target = node.target + debuginfo = _get_mlir_debuginfo(node) + + def debuginfo_writer(*args, **kwargs): + nonlocal target, debuginfo + outputs = target(*args, **kwargs) + outputs = pytree.tree_map_only( + torch.Tensor, + lambda x: torch.ops.xla.write_mlir_debuginfo(x, debuginfo), + outputs, + ) + return outputs + + node.target = debuginfo_writer + + +class InjectMlirDebuginfoPass(PassBase): + + def call(self, graph_module: torch.fx.GraphModule): + for node in graph_module.graph.nodes: + _wrap_call_function_node_with_debuginfo_writer(node) + + graph_module.graph.lint() + graph_module.recompile() + return PassResult(graph_module, True) diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/__init__.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/__init__.py new file mode 100644 index 00000000..640642e4 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/__init__.py @@ -0,0 +1,16 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass.pass_body import OptimizeLayoutTransposesPass # NOQA diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_check.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_check.py new file mode 100644 index 00000000..59a2bc73 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_check.py @@ -0,0 +1,215 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import dataclasses +import operator + +import torch +from torch.fx import Node + +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_mark # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_rewrite # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import utils # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass.op_func_registry import OpFuncRegistry # NOQA + +aten = torch.ops.aten + +__all__ = [ + "is_4d", + "can_be_nhwc", + "must_be_nhwc", + "get_layout_sensitive_inputs", + "get_no_rewriter_nhwc_ops", +] + + +class LayoutSensitiveInputsGettersRegistry(OpFuncRegistry): + + def __missing__(self, op): + + def _default_getter(node: Node): + """Default layout sensitive inputs are all input nodes.""" + return node.all_input_nodes + + return _default_getter + + +@dataclasses.dataclass +class NHWCable: + can_be: bool + must_be: bool + + def __bool__(self): + raise RuntimeError( + "Boolean value on NHWCable is disabled. Please call .can_be or .must_be" + ) + + +class NHWCableNodeCheckersRegistry(OpFuncRegistry): + + def __init__(self): + self.no_rewriter_nhwc_ops = set() + + def __missing__(self, op): + + def _default_checker(node: Node): + """Default checker for most of the layout insensitive ops. + + The node should be marked and rewritten to NHWC if: + 1. The node output is a single 4-D tensor. + 2. All layout sensitive input nodes (default all inputs) of this + node are all marked as NHWC. + 3. All layout sensitive input nodes return 4-D tensors. + 4. There exists a rewrite rule for this node (explicit registry + required for noop.) + """ + nonlocal self + layout_sensitive_inputs = get_layout_sensitive_inputs(node) + + can_be_nhwc = is_4d(node) and all_layout_sensitive_inputs_are_4d(node) + has_rewriter = layout_rewrite.has_nhwc_rewriter(node) + + if can_be_nhwc and not has_rewriter: + self.no_rewriter_nhwc_ops.add(node.target) + + return NHWCable(can_be_nhwc and has_rewriter, must_be=False) + + return _default_checker + + +nhwcable_node_checkers = NHWCableNodeCheckersRegistry() +layout_sensitive_inputs_getters = LayoutSensitiveInputsGettersRegistry() + + +def can_be_nhwc(node: Node): + return nhwcable_node_checkers[node.target](node).can_be + + +def must_be_nhwc(node: Node): + return nhwcable_node_checkers[node.target](node).must_be + + +def get_layout_sensitive_inputs(node: Node): + return layout_sensitive_inputs_getters[node.target](node) + + +def get_no_rewriter_nhwc_ops(): + """Debug only: get the ops that may be NHWC but not due to no rewriter registered.""" + return nhwcable_node_checkers.no_rewriter_nhwc_ops + + +def is_4d(node: Node): + val = node.meta.get("val") + if val is None: + return False + if not hasattr(val, "shape"): + return False + + return len(val.shape) == 4 + + +def all_layout_sensitive_inputs_are_4d(node: Node): + return all(is_4d(m) for m in get_layout_sensitive_inputs(node)) + + +# ==== Quantize ops (use default NHWC checker) + + +@layout_sensitive_inputs_getters.register( + torch.ops.quantized_decomposed.dequantize_per_tensor +) +@layout_sensitive_inputs_getters.register( + torch.ops.quantized_decomposed.quantize_per_tensor +) +@layout_sensitive_inputs_getters.register( + torch.ops.quantized_decomposed.dequantize_per_channel +) +@layout_sensitive_inputs_getters.register( + torch.ops.quantized_decomposed.quantize_per_channel +) +def _qdq_layout_sensitive_inputs_getter(node: Node): + return [node.args[0]] + + +# ==== Ops must be NHWC if possible + + +@layout_sensitive_inputs_getters.register(aten.convolution) +@layout_sensitive_inputs_getters.register(aten._native_batch_norm_legit_no_training) +@layout_sensitive_inputs_getters.register(aten.native_group_norm) +def _first_arg_getter(node): + return [node.args[0]] + + +# Note: default layout sensitive inputs are all inputs when not specified. +@nhwcable_node_checkers.register(aten.max_pool2d) +@nhwcable_node_checkers.register(aten.max_pool2d_with_indices) +@nhwcable_node_checkers.register(aten.amax) +@nhwcable_node_checkers.register(aten.avg_pool2d) +@nhwcable_node_checkers.register(aten._prelu_kernel) +@nhwcable_node_checkers.register(aten.upsample_bilinear2d) +@nhwcable_node_checkers.register(aten.upsample_nearest2d) +@nhwcable_node_checkers.register(aten._adaptive_avg_pool2d) +@nhwcable_node_checkers.register(aten.convolution) +def _all_layout_sensitive_inputs_are_4d_checker(node: Node): + can_be = all_layout_sensitive_inputs_are_4d(node) + return NHWCable(can_be, must_be=can_be) + + +@nhwcable_node_checkers.register(aten._native_batch_norm_legit_no_training) +@nhwcable_node_checkers.register(aten.native_group_norm) +def _aten_norm_checker(node): + val = node.meta.get("val") + if not isinstance(val, (list, tuple)) or not val or not hasattr(val[0], "shape"): + return NHWCable(can_be=False, must_be=False) + return NHWCable(can_be=len(val[0].shape) == 4, must_be=False) + + +# ==== Ops must be NCHW + + +@nhwcable_node_checkers.register(torch.ops.xla.mark_tensor) +@nhwcable_node_checkers.register(utils.tensor_to_nchw) +@nhwcable_node_checkers.register(utils.tensor_to_nhwc) +@nhwcable_node_checkers.register("output") +@nhwcable_node_checkers.register(aten.view) +@nhwcable_node_checkers.register(aten.unsqueeze_copy) +@nhwcable_node_checkers.register(aten.expand) +@nhwcable_node_checkers.register(aten.permute) +@nhwcable_node_checkers.register(aten.as_strided) +def _not_nhwc(node: Node): + return NHWCable(can_be=False, must_be=False) + + +# ==== Others + + +@layout_sensitive_inputs_getters.register(aten.index) +@layout_sensitive_inputs_getters.register(aten._unsafe_index) +def _aten_index_layout_sensitive_inputs_getter(node): + return [node.args[0]] + + +@nhwcable_node_checkers.register(aten.index) +@nhwcable_node_checkers.register(aten._unsafe_index) +def _aten_index_checker(node): + layout_sensitive_inputs = get_layout_sensitive_inputs(node) + can_be = is_4d(node) and all_layout_sensitive_inputs_are_4d(node) + return NHWCable(can_be, must_be=False) + + +@nhwcable_node_checkers.register(operator.getitem) +def _getitem_checker(node): + src = node.args[0] + return nhwcable_node_checkers[src.target](src) diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_mark.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_mark.py new file mode 100644 index 00000000..bcf6535d --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_mark.py @@ -0,0 +1,48 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import torch + +# Tag which is added to a node's meta to indicate that is is part of the NHWC +# partition. +IS_NHWC_NODE = "OPTIMIZE_LAYOUT_TRANSPOSES_PASS__IS_NHWC_NODE" + + +# Tag which is added to a node's meta to indicate that it is derived completely +# from constant and/or weight tensor(s). +IS_CONST_NODE = "OPTIMIZE_LAYOUT_TRANSPOSES_PASS__IS_CONST_NODE" + + +def mark_as_nhwc_node(node: torch.fx.Node) -> None: + node.meta[IS_NHWC_NODE] = True + + +def mark_as_nchw_node(node: torch.fx.Node) -> None: + node.meta[IS_NHWC_NODE] = False + + +def is_nhwc_node(node: torch.fx.Node) -> bool: + return node.meta.get(IS_NHWC_NODE, False) + + +def is_nchw_node(node: torch.fx.Node) -> bool: + return not is_nhwc_node(node) + + +def mark_as_const_node(node: torch.fx.Node) -> None: + node.meta[IS_CONST_NODE] = True + + +def is_const_node(node: torch.fx.Node) -> bool: + return node.meta.get(IS_CONST_NODE, False) diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/__init__.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/__init__.py new file mode 100644 index 00000000..cbebec1a --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/__init__.py @@ -0,0 +1,17 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from . import greedy +from . import min_cut diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/greedy.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/greedy.py new file mode 100644 index 00000000..e5b8df90 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/greedy.py @@ -0,0 +1,59 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import torch + +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_check # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_mark # NOQA + + +def partition(graph_module: torch.fx.GraphModule): + """Partition the graph module into NHWC and non-NHWC subgraphs, and mark + nodes in the NHWC partitions. + + Implements O(|V|) greedy partitioning algorithm. + See go/pytorch-layout-transpose-optimization for more details. + """ + graph = graph_module.graph + + for node in list(graph.nodes): + if len(node.all_input_nodes) == 0: + # This node has no inputs so we don't need to change anything + continue + + if layout_check.must_be_nhwc(node): + # If the node has must_be_nhwc equals true, mark this node as NHWC + + layout_mark.mark_as_nhwc_node(node) + elif layout_check.can_be_nhwc(node): + # If the following conditions are all true, mark this node as NHWC + # - The node has can_be_nhwc equals true + # - Any of the node's layout sensitive inputs is marked as NHWC + # - All the node's layout sensitive inputs are 4D tensors + + layout_sensitive_inputs = layout_check.get_layout_sensitive_inputs(node) + + should_be_nhwc = any(map(layout_mark.is_nhwc_node, layout_sensitive_inputs)) + for input_node in layout_sensitive_inputs: + if not layout_mark.is_nhwc_node(input_node) and not layout_check.is_4d( + input_node + ): + should_be_nhwc = False + + if should_be_nhwc: + layout_mark.mark_as_nhwc_node(node) + + graph_module.recompile() + return graph_module diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/min_cut.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/min_cut.py new file mode 100644 index 00000000..17cf1fd1 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_partitioners/min_cut.py @@ -0,0 +1,196 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import collections +import dataclasses +import itertools + +import numpy as np +import scipy +import torch + +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_check # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_mark # NOQA + + +class MinCutSolver: + # A number that is large enough but can fit into int32 with all computations + # in the maximum flow. + INF_COST = 1 << 28 + + def __init__(self): + self._edges_map = collections.defaultdict(dict) + self._obj_to_node = {} + self._node_to_obj = {} + self._nodes_cnt = 0 + + self.source = self._next_nid() + self.sink = self._next_nid() + + def _next_nid(self): + nid = self._nodes_cnt + self._nodes_cnt += 1 + return nid + + @property + def nodes(self): + return list(range(self._nodes_cnt)) + + @property + def edges_map(self): + return self._edges_map + + @property + def edges(self): + return [ + [n, m, cost] + for n, next_nodes in self._edges_map.items() + for m, cost in next_nodes.items() + ] + + @property + def graph(self): + edges = np.array(self.edges) + return scipy.sparse.csr_matrix( + (np.minimum(edges[:, 2], MinCutSolver.INF_COST), (edges[:, 0], edges[:, 1])), + shape=(self._nodes_cnt, self._nodes_cnt), + dtype=np.int32, + ) + + def get_nid(self, obj=None): + if obj is None: + return self._next_nid() + + nid = self._obj_to_node.get(obj) + if nid is None: + nid = self._next_nid() + + self._obj_to_node[obj] = nid + self._node_to_obj[nid] = obj + return nid + + def get_obj(self, nid: int): + return self._node_to_obj.get(nid, None) + + def add_edge(self, a_id: int, b_id: int, cost: int): + assert isinstance(cost, int) + self._edges_map[a_id][b_id] = cost + + def solve(self): + flow = scipy.sparse.csgraph.maximum_flow( + self.graph, self.source, self.sink, method="dinic" + ).flow + + # Max-flow min-cut theorem: find min-cuts in the residual network. + ds = scipy.cluster.hierarchy.DisjointSet(self.nodes) + for n, m, cost in self.edges: + if abs(flow[n, m]) < cost: + ds.merge(n, m) + + residual_reachable_nodes = ds.subset(self.source) + + cuts = set() + for n, m, cost in self.edges: + if n in residual_reachable_nodes and m not in residual_reachable_nodes: + cuts.add((n, m)) + + return cuts + + +@dataclasses.dataclass(frozen=True) +class MultiUsersDummyNode: + src: torch.fx.Node + + +def partition(graph_module: torch.fx.GraphModule): + """Partition the graph module into NHWC and non-NHWC subgraphs, and mark + nodes in the NHWC partitions. + + Implements O(|V|^2|E|) min-cut (optimal) partitioning algorithm. + See go/pytorch-layout-transpose-optimization for more details. + """ + graph = graph_module.graph + + mc_solver = MinCutSolver() + for fx_node in graph.nodes: + if layout_mark.is_const_node(fx_node): + continue + + nid = mc_solver.get_nid(fx_node) + if fx_node.op in ("placeholder", "output"): + # All inputs and outputs are not NHWCable nodes in the graph, + # connected to source S directly with inf cost to cut + mc_solver.add_edge(mc_solver.source, nid, cost=MinCutSolver.INF_COST) + elif not layout_check.can_be_nhwc(fx_node): + # All not NHWCable nodes are connected to source S directly, + # with inf cost to cut. + mc_solver.add_edge(mc_solver.source, nid, cost=MinCutSolver.INF_COST) + elif layout_check.must_be_nhwc(fx_node): + # All must be NHWC nodes are connected to sink T directly, + # with inf cost to cut + mc_solver.add_edge(nid, mc_solver.sink, cost=MinCutSolver.INF_COST) + + cut_cost = 10 # set 10 to be a unit of cut cost + if fx_node.target in (torch.ops.aten.mean.default, torch.ops.aten.mean.dim): + # TFLite converter cannot fuse the lowering of (tpos-mean) but (mean-tpos) + # when it applies on the feature dimensions. Therefore decreasing the cut + # cost for aten.mean's out-going edges to favor having a cut (transpose) + # after the node than before when the number of transposes are equal. + # TODO: Remove this rule when converter has fuse rule for tpos-mean. + cut_cost = 9 + + if len(fx_node.users) > 1: + # If a node's (A1) output is used by multiple nodes (B1, B2, B3, ...), + # the cost to split A1 and Bs into different partitions would just be 1 + # transpose. So we need to introduce a dummy node between A1 and Bs in the + # min-cut graph to reflect the fact that disconnecting them doesn't + # introduce multiple transposes. + dummy_nid = mc_solver.get_nid(MultiUsersDummyNode(fx_node)) + mc_solver.add_edge(nid, dummy_nid, cost=cut_cost) + mc_solver.add_edge(dummy_nid, nid, cost=cut_cost) + nid = dummy_nid + + for user in fx_node.users: + # All the other nodes and edges in the model graph are scattered + # and connected as is in the new graph, with 1 cost to cut an edge. + user_id = mc_solver.get_nid(user) + mc_solver.add_edge(nid, user_id, cost=cut_cost) + mc_solver.add_edge(user_id, nid, cost=cut_cost) + + cuts = mc_solver.solve() + + # Find nodes that is connected to sink after the min-cut and mark as NHWC. + ds = scipy.cluster.hierarchy.DisjointSet(mc_solver.nodes) + for n, m, cost in mc_solver.edges: + if (n, m) in cuts or (m, n) in cuts: + continue + ds.merge(n, m) + assert not ds.connected(mc_solver.source, mc_solver.sink) + + for nid in mc_solver.nodes: + if ds.connected(nid, mc_solver.source): + continue + + obj = mc_solver.get_obj(nid) + if obj is None: + continue + if isinstance(obj, MultiUsersDummyNode): + continue + + assert isinstance(obj, torch.fx.Node) + layout_mark.mark_as_nhwc_node(obj) + + graph_module.recompile() + return graph_module diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_rewrite.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_rewrite.py new file mode 100644 index 00000000..31386dec --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/layout_rewrite.py @@ -0,0 +1,400 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import operator + +import torch +from torch.fx import Node +import torch.utils._pytree as pytree + +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_mark # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import utils # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass.op_func_registry import OpFuncRegistry # NOQA + +aten = torch.ops.aten + +__all__ = ["rewrite_nhwc_node", "has_nhwc_rewriter"] + + +class NHWCNodeRewritersRegistry(OpFuncRegistry): + + def __missing__(self, op): + def _rewriter(node): + raise RuntimeError(f"NHWC node rewriter not found: {str(node)}") + + return _rewriter + + +rewriters = NHWCNodeRewritersRegistry() + + +def rewrite_nhwc_node(node: Node): + if not layout_mark.is_nhwc_node(node): + return + + rewriters[node.target](node) + + +def has_nhwc_rewriter(node: Node): + return node.target in rewriters + + +# ======= Quantize ops + + +@rewriters.register(torch.ops.quantized_decomposed.dequantize_per_tensor) +@rewriters.register(torch.ops.quantized_decomposed.quantize_per_tensor) +def noop(node: Node): + pass + + +@rewriters.register(torch.ops.quantized_decomposed.dequantize_per_channel) +@rewriters.register(torch.ops.quantized_decomposed.quantize_per_channel) +def _qdq_per_channel_rewriter(node: Node): + new_args = [] + new_kwargs = {} + + def axis_nchw_to_nhwc(axis: int): + axis = axis if axis >= 0 else 4 + axis + return {3: 2, 2: 1, 1: 3}.get(axis, axis) + + for arg, spec in zip(node.args, op._schema.arguments): + if spec.name == "axis": + new_args.append(axis_nchw_to_nhwc(arg)) + else: + new_args.append(arg) + + for spec in op._schema.arguments[len(node.args) :]: + if spec.name not in node.kwargs: + continue + + if spec.name == "axis": + new_kwargs[spec.name] = axis_nchw_to_nhwc(node.kwargs[spec.name]) + else: + new_kwargs[spec.name] = node.kwargs[spec.name] + + node.args = tuple(new_args) + node.kwargs = new_kwargs + + +# ======= Noop ops (layout insensitive ops) + + +@rewriters.register(utils.tensor_to_nhwc) +@rewriters.register(utils.tensor_to_nchw) +@rewriters.register(operator.getitem) +@rewriters.register("output") +@rewriters.register(aten.add.Tensor) +@rewriters.register(aten.add.Scalar) +@rewriters.register(aten.atan2.default) +@rewriters.register(aten.atan2.out) +@rewriters.register(aten.bitwise_and.Tensor) +@rewriters.register(aten.bitwise_and.Scalar) +@rewriters.register(aten.bitwise_or.Tensor) +@rewriters.register(aten.bitwise_or.Scalar) +@rewriters.register(aten.bitwise_xor.Tensor) +@rewriters.register(aten.bitwise_xor.Scalar) +@rewriters.register(aten.div.Tensor) +@rewriters.register(aten.div.Scalar) +@rewriters.register(aten.div.Tensor_mode) +@rewriters.register(aten.div.Scalar_mode) +@rewriters.register(aten.fmod.Tensor) +@rewriters.register(aten.fmod.Scalar) +@rewriters.register(aten.mul.Tensor) +@rewriters.register(aten.mul.Scalar) +@rewriters.register(aten.remainder.Tensor) +@rewriters.register(aten.remainder.Scalar) +@rewriters.register(aten.sub.Tensor) +@rewriters.register(aten.sub.Scalar) +@rewriters.register(aten.eq.Tensor) +@rewriters.register(aten.eq.Scalar) +@rewriters.register(aten.ne.Tensor) +@rewriters.register(aten.ne.Scalar) +@rewriters.register(aten.le.Tensor) +@rewriters.register(aten.le.Scalar) +@rewriters.register(aten.ge.Tensor) +@rewriters.register(aten.ge.Scalar) +@rewriters.register(aten.gt.Tensor) +@rewriters.register(aten.gt.Scalar) +@rewriters.register(aten.lt.Tensor) +@rewriters.register(aten.lt.Scalar) +@rewriters.register(aten.maximum.default) +@rewriters.register(aten.minimum.default) +@rewriters.register(aten.mean.default) +@rewriters.register(aten.prod.default) +@rewriters.register(aten.abs.default) +@rewriters.register(aten.acos.default) +@rewriters.register(aten.acosh.default) +@rewriters.register(aten.asin.default) +@rewriters.register(aten.asinh.default) +@rewriters.register(aten.atan.default) +@rewriters.register(aten.atanh.default) +@rewriters.register(aten.bitwise_not.default) +@rewriters.register(aten.ceil.default) +@rewriters.register(aten.clamp.default) +@rewriters.register(aten.clamp.Tensor) +@rewriters.register(aten.cos.default) +@rewriters.register(aten.cosh.default) +@rewriters.register(aten.erf.default) +@rewriters.register(aten.exp.default) +@rewriters.register(aten.expm1.default) +@rewriters.register(aten.floor.default) +@rewriters.register(aten.log.default) +@rewriters.register(aten.log10.default) +@rewriters.register(aten.log1p.default) +@rewriters.register(aten.log2.default) +@rewriters.register(aten.isnan.default) +@rewriters.register(aten.neg.default) +@rewriters.register(aten.pow.Tensor_Tensor) +@rewriters.register(aten.pow.Tensor_Scalar) +@rewriters.register(aten.pow.Scalar) +@rewriters.register(aten.reciprocal.default) +@rewriters.register(aten.round.default) +@rewriters.register(aten.rsqrt.default) +@rewriters.register(aten.sigmoid.default) +@rewriters.register(aten.sign.default) +@rewriters.register(aten.sin.default) +@rewriters.register(aten.sinh.default) +@rewriters.register(aten.sqrt.default) +@rewriters.register(aten.tan.default) +@rewriters.register(aten.tanh.default) +@rewriters.register(aten.trunc.default) +@rewriters.register(aten.nonzero.default) +@rewriters.register(aten.copy.default) +@rewriters.register(aten.mm.default) +@rewriters.register(aten.fill.Scalar) +@rewriters.register(aten.col2im.default) +@rewriters.register(aten.addmm.default) +@rewriters.register(aten.gelu.default) +@rewriters.register(aten.hardtanh.default) +@rewriters.register(aten.leaky_relu.default) +@rewriters.register(aten.relu.default) +@rewriters.register(aten.arange.start_step) +@rewriters.register(aten.isinf.default) +@rewriters.register(aten.logical_and.default) +@rewriters.register(aten.logical_not.default) +@rewriters.register(aten.logical_or.default) +@rewriters.register(aten.logical_xor.default) +@rewriters.register(aten.where.self) +@rewriters.register(aten.clone.default) +@rewriters.register(aten.any.default) +@rewriters.register(aten.repeat.default) +@rewriters.register(aten.alias.default) +@rewriters.register(aten._pdist_forward.default) +@rewriters.register(aten._cdist_forward.default) +@rewriters.register(aten.bmm.default) +@rewriters.register(aten.hardswish) +@rewriters.register(aten.hardsigmoid) +@rewriters.register(aten._to_copy) +@rewriters.register(aten._prelu_kernel) +@rewriters.register(aten.softplus) +@rewriters.register(aten.silu) +def noop(node: Node): + pass + + +# ======= Add transposes before and after NCHW-only ops (T-aten-T) + + +@rewriters.register(aten.upsample_bilinear2d) +@rewriters.register(aten.upsample_nearest2d) +@rewriters.register(aten.max_pool2d) +@rewriters.register(aten.max_pool2d_with_indices) +@rewriters.register(aten.avg_pool2d) +@rewriters.register(aten._adaptive_avg_pool2d.default) +def transpose_first_arg_rewriter(node: Node): + op = node.target + + def nhwc_op(x, *args, **kwargs): + nonlocal op + x = utils.tensor_to_nchw(x) + res = pytree.tree_map_only( + torch.Tensor, utils.tensor_to_nhwc, op(x, *args, **kwargs) + ) + return res + + node.target = nhwc_op + + +@rewriters.register(aten.convolution) +def _aten_convolution_rewriter(node: Node): + op = node.target + + def conv_nhwc(input, weight, bias, *args, **kwargs): + nonlocal op + nhwc_bias = None + if bias is not None and len(bias.shape) == 1: + nhwc_bias = bias + bias = None + + input = utils.tensor_to_nchw(input) + res = pytree.tree_map_only( + torch.Tensor, + utils.tensor_to_nhwc, + op(input, weight, bias, *args, **kwargs), + ) + + if nhwc_bias is not None: + res += nhwc_bias + return res + + node.target = conv_nhwc + + +# ======= Rewrite dim attribute(s) + + +@rewriters.register(aten._softmax.default) +@rewriters.register(aten.select.int) +@rewriters.register(aten.slice.Tensor) +@rewriters.register(aten.sum.dim_IntList) +@rewriters.register(aten.mean.dim) +@rewriters.register(aten.prod.dim_int) +@rewriters.register(aten.var.dim) +@rewriters.register(aten.var.correction) +@rewriters.register(aten.slice_scatter.default) +@rewriters.register(aten.diagonal.default) +@rewriters.register(aten.select_scatter.default) +@rewriters.register(aten.sym_size.int) +@rewriters.register(aten.sym_stride.int) +@rewriters.register(aten._log_softmax.default) +@rewriters.register(aten.split_with_sizes.default) +@rewriters.register(aten.squeeze.dim) +@rewriters.register(aten.squeeze.dims) +@rewriters.register(aten.scatter.value) +@rewriters.register(aten.scatter.src) +@rewriters.register(aten.scatter_add.default) +@rewriters.register(aten.scatter_reduce.two) +@rewriters.register(aten.any.dim) +@rewriters.register(aten.any.dims) +@rewriters.register(aten.flip.default) +@rewriters.register(aten.index_select.default) +@rewriters.register(aten.cumsum.default) +@rewriters.register(aten.max.dim) +@rewriters.register(aten.min.dim) +@rewriters.register(aten.gather.default) +@rewriters.register(aten.sort.default) +@rewriters.register(aten.topk.default) +@rewriters.register(aten.cat.default) +def dim_attr_rewriter(node: Node): + op = node.target + + new_args = [] + new_kwargs = {} + + def dims_nchw_to_nhwc(dims: list[int]): + def convert(dim: int): + dim = dim if dim >= 0 else 4 + dim + return {3: 2, 2: 1, 1: 3}.get(dim, dim) + + dims = pytree.tree_map_only(int, convert, dims) + dims = pytree.tree_map_only(torch.SymInt, convert, dims) + return dims + + for arg, spec in zip(node.args, op._schema.arguments): + if spec.name.startswith("dim"): + new_args.append(dims_nchw_to_nhwc(arg)) + else: + new_args.append(arg) + + for spec in op._schema.arguments[len(node.args) :]: + if spec.name not in node.kwargs: + continue + + if spec.name.startswith("dim"): + new_kwargs[spec.name] = dims_nchw_to_nhwc(node.kwargs[spec.name]) + else: + new_kwargs[spec.name] = node.kwargs[spec.name] + + node.args = tuple(new_args) + node.kwargs = new_kwargs + + +# ======= Others + + +@rewriters.register(aten._native_batch_norm_legit_no_training.default) +def _aten__native_batch_norm_legit_no_training(node): + def batch_norm(input, weight, bias, running_mean, running_var, momentum, eps): + a = input - running_mean + b = torch.sqrt(running_var + eps) + return a / b * weight + bias, None, None + + node.target = batch_norm + + +@rewriters.register(aten.native_group_norm.default) +def _aten_native_group_norm(node): + + def native_group_norm( + input, + weight, + bias, + batch_size: int, + num_channels: int, + flattened_inner_size: int, + num_groups: int, + eps: float, + ): + input_reshaped = torch.reshape( + input, + [batch_size, flattened_inner_size, num_groups, num_channels // num_groups], + ) + reduction_dims = [1, 3] + + biased_var, mean = torch.var_mean( + input_reshaped, dim=reduction_dims, unbiased=False, keepdim=True + ) + rstd = torch.rsqrt(biased_var + eps) + + out = (input_reshaped - mean) * rstd + out = torch.reshape(out, input.shape) + + if weight is not None: + out = out * weight + if bias is not None: + out = out + bias + + mean = torch.squeeze(mean, reduction_dims) + rstd = torch.squeeze(rstd, reduction_dims) + + return out, mean, rstd + + node.target = native_group_norm + + +@rewriters.register(aten.index) +@rewriters.register(aten._unsafe_index) +def _aten_index(node): + op = node.target + + def index_nhwc(x, indices=[], *args, **kwargs): + nonlocal op + indices = list(indices) + if len(indices) < 4: + indices += [None] * (4 - len(indices)) + + indices[1:4] = indices[2], indices[3], indices[1] + return op(x, indices, *args, **kwargs) + + node.target = index_nhwc + + +@rewriters.register(aten.reflection_pad2d.default) +def _aten_reflection_pad2d(node): + def reflection_pad2d_nhwc(x, padding): + padding = [0, 0] + padding + return torch.nn.functional.pad(x, padding, mode="reflect") + + node.target = reflection_pad2d_nhwc diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/op_func_registry.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/op_func_registry.py new file mode 100644 index 00000000..ce33b820 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/op_func_registry.py @@ -0,0 +1,30 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import torch + +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import utils # NOQA + + +class OpFuncRegistry(dict): + + def register(self, op): + ops = utils.flatten_torch_op_overloads(op) + + def inner(func): + for op in ops: + self[op] = func + return func + + return inner diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/pass_body.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/pass_body.py new file mode 100644 index 00000000..c34b281a --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/pass_body.py @@ -0,0 +1,286 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import os +from typing import Optional, Tuple, Union + +import torch +import torch.ao.quantization.quantize_pt2e +from torch.export import ExportedProgram +from torch.fx import GraphModule +from torch.fx import Node +import torch.utils._pytree as pytree + +from ai_edge_torch.convert.fx_passes import ExportedProgramPassBase +from ai_edge_torch.convert.fx_passes import ExportedProgramPassResult +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_check # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_mark # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_partitioners # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import layout_rewrite # NOQA +from ai_edge_torch.convert.fx_passes.optimize_layout_transposes_pass import utils # NOQA + +TransposeFunc = Union[utils.tensor_to_nchw, utils.tensor_to_nhwc] + + +class OptimizeLayoutTransposesPass(ExportedProgramPassBase): + + def get_source_meta(self, node: torch.fx.Node): + keys = ["stack_trace", "nn_module_stack", "source_fn_stack", "from_node"] + meta = {} + for key in keys: + if key in node.meta: + meta[key] = node.meta[key] + return meta + + def insert_t_q_dq( + self, + graph: torch.fx.Graph, + input_dq: torch.fx.Node, + target: torch.fx.Node, + transpose_func: TransposeFunc, + transpose_node_meta: dict, + ) -> list[torch.fx.Node]: + """ + original: + input_dq -> target + insert the node as: + input_dq -> (T q dq) -> target + """ + assert utils.is_dq_node(input_dq) + + q_args = input_dq.args[1:] + q_kwargs = input_dq.kwargs + q_op, dq_op = utils.get_paired_q_dq_ops(input_dq.target) + with graph.inserting_before(target): + t = graph.call_function(transpose_func, (input_dq,)) + # Q and DQ inserted here may required updating the `axis` arg when they + # are per_channel ops. However, instead of updating here, the nodes would + # be marked as NHWC/NCHW and applied rewriters after partitioning. + q = graph.call_function(q_op, (t,) + q_args, q_kwargs) + dq = graph.call_function(dq_op, (q,) + q_args, q_kwargs) + + input_dq.meta = transpose_node_meta + t.meta = transpose_node_meta + q.meta = transpose_node_meta + dq.meta = self.get_source_meta(target) + + target.replace_input_with(input_dq, dq) + return [t, q, dq] + + def insert_dq_t_q( + self, + graph: torch.fx.Graph, + input_q: torch.fx.Node, + target: torch.fx.Node, + transpose_func: TransposeFunc, + transpose_node_meta: dict, + ) -> list[torch.fx.Node]: + """ + original: + input_q -> target + insert the node as: + input_q -> (dq T q) -> target + """ + assert utils.is_q_node(input_q) + + q_args = input_q.args[1:] + q_kwargs = input_q.kwargs + q_op, dq_op = self.get_paired_q_dq_ops(input_q.target) + with graph.inserting_before(target): + # Q and DQ inserted here may required updating the `axis` arg when they + # are per_channel ops. However, instead of updating here, the nodes would + # be marked as NHWC/NCHW and applied rewriters after partitioning. + dq = graph.call_function(dq_op, (input_q,) + q_args, q_kwargs) + t = graph.call_function(transpose_func, (dq,)) + q = graph.call_function(q_op, (t,) + q_args, q_kwargs) + + dq.meta = transpose_node_meta + t.meta = transpose_node_meta + q.meta = transpose_node_meta + + target.replace_input_with(input_q, q) + return [dq, t, q] + + def insert_layout_transpose( + self, + graph: torch.fx.Graph, + input_node: torch.fx.Node, + target_node: torch.fx.Node, + transpose_func: TransposeFunc, + transpose_node_meta: dict, + ) -> None: + assert transpose_func in (utils.tensor_to_nchw, utils.tensor_to_nhwc) + + # new_nodes only contains Q/DQ/Transpose nodes, which are all SISO. + # Insertion order input nodes -> output nodes + new_nodes = [] + + # Constraint Q2: the NHWC partition's entry and exit must not be output + # edges of Q/DQ ops that are connected to a constant/weight tensor. + while layout_mark.is_const_node(input_node) and ( + utils.is_dq_node(input_node) or utils.is_q_node(input_node) + ): + with graph.inserting_before(target_node): + new_input_node = graph.node_copy(input_node) + + target_node.replace_input_with(input_node, new_input_node) + + new_nodes = [new_input_node] + new_nodes + input_node, target_node = new_input_node.args[0], new_input_node + + if utils.is_q_node(input_node): + # Constraint Q3: when the entry and exit is right after a q op (occur after a (dq-op-q) + # triplet), the transpose must be added as a quantized transpose in (dq-T-q) + # input_q -> (dq T q) -> target + new_nodes = ( + self.insert_dq_t_q( + graph, + input_node, + target_node, + transpose_func, + transpose_node_meta, + ) + + new_nodes + ) + elif utils.is_dq_node(input_node): + # Constraint Q1: the NHWC partition's entry and exit cannot be edges + # within (dq-op-q) triplet. + # input_dq -> (T q dq) -> target + new_nodes = ( + self.insert_t_q_dq( + graph, + input_node, + target_node, + transpose_func, + transpose_node_meta, + ) + + new_nodes + ) + else: + # input -> target + with graph.inserting_before(target_node): + t = graph.call_function(transpose_func, (input_node,)) + t.meta = transpose_node_meta + target_node.replace_input_with(input_node, t) + new_nodes = [t] + new_nodes + + # Mark new nodes as NCHW or NHWC + # For all nodes before the transpose, mark it as input_marker + # For all nodes after the transpose (incl. transpose), mark it as output_marker + if transpose_func == utils.tensor_to_nchw: + input_marker, target_marker = ( + layout_mark.mark_as_nhwc_node, + layout_mark.mark_as_nchw_node, + ) + else: + input_marker, target_marker = ( + layout_mark.mark_as_nchw_node, + layout_mark.mark_as_nhwc_node, + ) + + marker = input_marker + for node in new_nodes: + if node.target == transpose_func: + marker = target_marker + marker(node) + assert marker == target_marker + + def input_to_nhwc( + self, + graph: torch.fx.Graph, + input_node: torch.fx.Node, + target_node: torch.fx.Node, + ) -> None: + if layout_mark.is_nhwc_node(input_node): + return + + if not layout_check.is_4d(input_node): + raise AssertionError( + f"Attempting to convert non-NHWC compatible node to NHWC: {input_node}" + ) + + # Assign target node's source meta to the to_NHWC node, because the transpose + # is added for the existence of target node. + self.insert_layout_transpose( + graph, + input_node, + target_node, + utils.tensor_to_nhwc, + self.get_source_meta(target_node), + ) + + def input_to_nchw( + self, + graph: torch.fx.Graph, + input_node: torch.fx.Node, + target_node: torch.fx.Node, + ) -> None: + if layout_mark.is_nchw_node(input_node): + return + + self.insert_layout_transpose( + graph, + input_node, + target_node, + utils.tensor_to_nchw, + self.get_source_meta(input_node), + ) + + def mark_const_nodes(self, exported_program: torch.export.ExportedProgram): + graph_module = exported_program.graph_module + graph = graph_module.graph + + input_specs = exported_program.graph_signature.input_specs + non_user_input_names = set() + for spec in input_specs: + if spec.kind != torch.export.graph_signature.InputKind.USER_INPUT: + non_user_input_names.add(spec.arg.name) + + for node in graph.nodes: + has_input_nodes = len(node.all_input_nodes) > 0 + all_inputs_are_const = all(map(layout_mark.is_const_node, node.all_input_nodes)) + if ( + node.name in non_user_input_names + or (has_input_nodes and all_inputs_are_const) + or (node.op != "placeholder" and not has_input_nodes) + ): + layout_mark.mark_as_const_node(node) + + def call(self, exported_program: torch.export.ExportedProgram): + self.mark_const_nodes(exported_program) + + graph_module = exported_program.graph_module + if os.environ.get("AIEDGETORCH_LAYOUT_OPTIMIZE_USE_MINCUT_PARTITIONER"): + graph_module = layout_partitioners.min_cut.partition(graph_module) + else: + graph_module = layout_partitioners.greedy.partition(graph_module) + + graph = graph_module.graph + for node in list(graph.nodes): + if layout_mark.is_nhwc_node(node): + for input_node in layout_check.get_layout_sensitive_inputs(node): + self.input_to_nhwc(graph, input_node, node) + layout_rewrite.rewrite_nhwc_node(node) + else: + for input_node in layout_check.get_layout_sensitive_inputs(node): + # Note: for non-4D tensors input_to_nchw is always noop. + self.input_to_nchw(graph, input_node, node) + + graph_module.graph.eliminate_dead_code() + graph_module.recompile() + graph_module.graph.lint() + # Mark const node again for debugging + self.mark_const_nodes(exported_program) + + return ExportedProgramPassResult(exported_program, True) diff --git a/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/utils.py b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/utils.py new file mode 100644 index 00000000..9f86f87d --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/optimize_layout_transposes_pass/utils.py @@ -0,0 +1,62 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +from typing import Callable + +import torch +import torch.ao.quantization.quantize_pt2e + + +def tensor_to_nhwc(t: torch.Tensor): + return torch.ops.aten.permute(t.contiguous(), [0, 2, 3, 1]).contiguous() + + +def tensor_to_nchw(t: torch.Tensor): + return torch.ops.aten.permute(t.contiguous(), [0, 3, 1, 2]).contiguous() + + +def flatten_torch_op_overloads(op): + if isinstance(op, torch._ops.OpOverloadPacket): + return [getattr(op, overload) for overload in op.overloads()] + return [op] + + +_TORCH_Q_OPS = [ + torch.ops.quantized_decomposed.quantize_per_tensor.default, + torch.ops.quantized_decomposed.quantize_per_tensor.tensor, + torch.ops.quantized_decomposed.quantize_per_tensor.tensor2, + torch.ops.quantized_decomposed.quantize_per_channel.default, +] + +_TORCH_DQ_OPS = [ + torch.ops.quantized_decomposed.dequantize_per_tensor.default, + torch.ops.quantized_decomposed.dequantize_per_tensor.tensor, + torch.ops.quantized_decomposed.dequantize_per_tensor.tensor2, + torch.ops.quantized_decomposed.dequantize_per_channel.default, +] + + +def is_q_node(node: torch.fx.Node): + return node.target in _TORCH_Q_OPS + + +def is_dq_node(node: torch.fx.Node): + return node.target in _TORCH_DQ_OPS + + +def get_paired_q_dq_ops(op: Callable) -> tuple[Callable, Callable]: + for q, dq in zip(_TORCH_Q_OPS, _TORCH_DQ_OPS): + if op in (q, dq): + return q, dq + raise AssertionError(f"{op} is not a Q/DQ op.") diff --git a/ai_edge_torch/convert/fx_passes/test/test_build_aten_composite_pass.py b/ai_edge_torch/convert/fx_passes/test/test_build_aten_composite_pass.py new file mode 100644 index 00000000..90adafca --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/test/test_build_aten_composite_pass.py @@ -0,0 +1,100 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from typing import Callable, Union +import unittest + +import torch +import torch_xla + +from ai_edge_torch.convert.fx_passes import BuildAtenCompositePass +from ai_edge_torch.convert.fx_passes import CanonicalizePass +from ai_edge_torch.convert.fx_passes import run_passes + + +def _export_to_stablehlo_with_composite( + func: Union[torch.nn.Module, Callable], export_args +): + if not isinstance(func, torch.nn.Module): + + class TestModule(torch.nn.Module): + + def forward(self, *args, **kwargs): + return func(*args, **kwargs) + + module = TestModule().eval() + else: + module = func + + exported_program = torch.export.export(module, export_args) + exported_program = run_passes( + exported_program, + [ + BuildAtenCompositePass(), + CanonicalizePass(), + ], + ) + + return torch_xla.stablehlo.exported_program_to_stablehlo( + exported_program + ).get_stablehlo_text() + + +class TestBuildAtenCompositePass(unittest.TestCase): + + def test_hardswish_layer(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.Hardswish()(x), (torch.rand(10, 10),) + ) + self.assertTrue(stablehlo.count('stablehlo.composite "aten.hardswish.default"'), 1) + + def test_hardswish_op(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.ops.aten.hardswish.default(x), (torch.rand(10, 10),) + ) + self.assertTrue(stablehlo.count('stablehlo.composite "aten.hardswish.default"'), 1) + + def test_avg_pool2d_layer(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.AvgPool2d( + kernel_size=[3, 3], + stride=[1, 1], + padding=[0, 0], + ceil_mode=False, + count_include_pad=True, + divisor_override=None, + )(x), + (torch.rand(1, 3, 6, 6),), + ) + self.assertTrue(stablehlo.count('stablehlo.composite "aten.avg_pool2d.default"'), 1) + + def test_avg_pool2d_op(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.avg_pool2d( + x, + kernel_size=[3, 3], + stride=[1, 1], + padding=[1, 1], + ceil_mode=False, + count_include_pad=False, + divisor_override=None, + ), + (torch.rand(1, 3, 6, 6),), + ) + self.assertTrue(stablehlo.count('stablehlo.composite "aten.avg_pool2d.default"'), 1) + + +if __name__ == '__main__': + unittest.main() diff --git a/ai_edge_torch/convert/fx_passes/test/test_build_upsample_bilinear2d_composite_pass.py b/ai_edge_torch/convert/fx_passes/test/test_build_upsample_bilinear2d_composite_pass.py new file mode 100644 index 00000000..17185141 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/test/test_build_upsample_bilinear2d_composite_pass.py @@ -0,0 +1,197 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from typing import Callable, Union +import unittest + +import torch +import torch_xla + +from ai_edge_torch.convert.fx_passes import BuildUpsampleBilinear2DCompositePass # NOQA +from ai_edge_torch.convert.fx_passes import run_passes + + +def _export_to_stablehlo_with_composite( + func: Union[torch.nn.Module, Callable], export_args +): + if not isinstance(func, torch.nn.Module): + + class TestModule(torch.nn.Module): + + def forward(self, *args, **kwargs): + return func(*args, **kwargs) + + module = TestModule().eval() + else: + module = func + + exported_program = torch.export.export(module, export_args) + exported_program = run_passes( + exported_program, [BuildUpsampleBilinear2DCompositePass()] + ) + + return torch_xla.stablehlo.exported_program_to_stablehlo( + exported_program + ).get_stablehlo_text() + + +class TestBuildAtenCompositePass(unittest.TestCase): + + def test_nn_functional_upsample_bilinear(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.upsample(x, scale_factor=3.0, mode='bilinear'), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = false, output = dense<30> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_functional_upsample_bilinear_align_corners(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.upsample( + x, scale_factor=3.0, mode='bilinear', align_corners=True + ), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = true, output = dense<30> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_functional_upsample_bilinear_size(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.upsample(x, size=[15, 20], mode='bilinear'), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = false, output = dense<[15, 20]> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_functional_upsample_bilinear_size_align_corners(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.upsample( + x, size=[15, 20], mode='bilinear', align_corners=True + ), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = true, output = dense<[15, 20]> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_upsample_bilinear(self): + stablehlo = _export_to_stablehlo_with_composite( + torch.nn.Upsample(scale_factor=3.0, mode='bilinear').eval(), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = false, output = dense<30> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_functional_interpolate_bilinear(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.interpolate(x, scale_factor=3.0, mode='bilinear'), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = false, output = dense<30> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_functional_interpolate_bilinear_align_corners(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.interpolate( + x, scale_factor=3.0, mode='bilinear', align_corners=True + ), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = true, output = dense<30> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_functional_interpolate_bilinear_size(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.interpolate(x, size=[15, 20], mode='bilinear'), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = false, output = dense<[15, 20]> : tensor<2xi64>}' + ), + 1, + ) + + def test_nn_functional_interpolate_bilinear_size_align_corners(self): + stablehlo = _export_to_stablehlo_with_composite( + lambda x: torch.nn.functional.interpolate( + x, size=[15, 20], mode='bilinear', align_corners=True + ), + (torch.rand(1, 3, 10, 10),), + ) + self.assertTrue( + stablehlo.count('stablehlo.composite "odml.upsample_bilinear2d"'), 1 + ) + self.assertTrue( + stablehlo.count( + 'composite_attributes = {align_corners = true, output = dense<[15, 20]> : tensor<2xi64>}' + ), + 1, + ) + + +if __name__ == '__main__': + unittest.main() diff --git a/ai_edge_torch/convert/fx_passes/test/test_inject_mlir_debuginfo_pass.py b/ai_edge_torch/convert/fx_passes/test/test_inject_mlir_debuginfo_pass.py new file mode 100644 index 00000000..134e8244 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/test/test_inject_mlir_debuginfo_pass.py @@ -0,0 +1,79 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from typing import Callable, Union +import unittest + +import torch +import torch_xla + +from ai_edge_torch.convert.fx_passes import CanonicalizePass +from ai_edge_torch.convert.fx_passes import InjectMlirDebuginfoPass +from ai_edge_torch.convert.fx_passes import run_passes + + +def _export_to_stablehlo_with_composite( + func: Union[torch.nn.Module, Callable], export_args +): + if not isinstance(func, torch.nn.Module): + + class TestModule(torch.nn.Module): + + def forward(self, *args, **kwargs): + return func(*args, **kwargs) + + module = TestModule().eval() + else: + module = func + + exported_program = torch.export.export(module, export_args) + exported_program = run_passes( + exported_program, + [ + InjectMlirDebuginfoPass(), + CanonicalizePass(), + ], + ) + + return torch_xla.stablehlo.exported_program_to_stablehlo( + exported_program + ).get_stablehlo_text() + + +class TestInjectMlirDebuginfoPass(unittest.TestCase): + + def test_write_torch_layers_debuginfo(self): + class SampleModel(torch.nn.Module): + + def __init__(self): + super().__init__() + self.softmax = torch.nn.Softmax() + + def forward(self, x, y): + z = x + y + z = self.softmax(z) + return z + + stablehlo = _export_to_stablehlo_with_composite( + SampleModel().eval(), (torch.rand(10, 10), torch.rand(10, 10)) + ) + self.assertTrue( + 'SampleModel/torch.nn.modules.activation.Softmax_softmax;"' in stablehlo + ) + self.assertTrue('SampleModel;"' in stablehlo) + + +if __name__ == '__main__': + unittest.main() diff --git a/ai_edge_torch/convert/fx_passes/test/test_optimize_layout_transposes_pass.py b/ai_edge_torch/convert/fx_passes/test/test_optimize_layout_transposes_pass.py new file mode 100644 index 00000000..b71167b4 --- /dev/null +++ b/ai_edge_torch/convert/fx_passes/test/test_optimize_layout_transposes_pass.py @@ -0,0 +1,97 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from typing import Callable, Union +import unittest + +import torch +import torch.utils._pytree as pytree +import torchvision + +from ai_edge_torch.convert.fx_passes import CanonicalizePass +from ai_edge_torch.convert.fx_passes import OptimizeLayoutTransposesPass +from ai_edge_torch.convert.fx_passes import run_passes + + +def export_with_pass( + func: Union[torch.nn.Module, Callable], export_args +) -> torch.export.ExportedProgram: + if not isinstance(func, torch.nn.Module): + + class TestModule(torch.nn.Module): + + def forward(self, *args, **kwargs): + return func(*args, **kwargs) + + module = TestModule().eval() + else: + module = func + + exported_program = torch.export.export(module, export_args) + exported_program = run_passes( + exported_program, + [ + OptimizeLayoutTransposesPass(), + CanonicalizePass(), + ], + ) + return exported_program + + +class TestOptimizeLayoutTransposesPass(unittest.TestCase): + + def setUp(self): + torch.manual_seed(0) + + def assert_outputs_allclose(self, m1, m2, args): + out1 = m1(*args) + out2 = m2(*args) + out1, _ = pytree.tree_flatten(out1) + out2, _ = pytree.tree_flatten(out2) + self.assertEqual(len(out1), len(out2)) + for o1, o2 in zip(out1, out2): + self.assertTrue(torch.allclose(o1, o2, atol=1e-5)) + + def assert_nodes_ops_equal( + self, + exported_program: torch.export.ExportedProgram, + ops: list[Callable], + ): + nodes = [ + node.target + for node in exported_program.graph.nodes + if node.op == 'call_function' + ] + self.assertEqual(nodes, ops) + + def test_torchvision_mobilenet_v3_small(self): + model = torchvision.models.mobilenet_v3_small().eval() + forward_args = lambda: (torch.rand(1, 3, 224, 224),) + + exported_program = export_with_pass(model, forward_args()) + self.assert_outputs_allclose(model, exported_program.module(), forward_args()) + + def test_torchvision_resnet18(self): + model = torchvision.models.resnet18().eval() + forward_args = lambda: (torch.rand(1, 3, 224, 224),) + + exported_program = export_with_pass(model, forward_args()) + self.assert_outputs_allclose(model, exported_program.module(), forward_args()) + + # TODO(cnchan): Add more tests. + + +if __name__ == '__main__': + unittest.main() diff --git a/ai_edge_torch/convert/test/__init__.py b/ai_edge_torch/convert/test/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/convert/test/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/convert/test/test_convert.py b/ai_edge_torch/convert/test/test_convert.py new file mode 100644 index 00000000..3c1d44e4 --- /dev/null +++ b/ai_edge_torch/convert/test/test_convert.py @@ -0,0 +1,273 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + + +import os +import tempfile +import unittest + +import torch +import torchvision + +import ai_edge_torch +from ai_edge_torch.convert import conversion_utils as cutils +from ai_edge_torch.testing import model_coverage + + +class TestConvert(unittest.TestCase): + """Tests conversion of various modules.""" + + def setUp(self): + torch.manual_seed(0) + + def test_convert_add(self): + """Tests conversion of a simple Add module.""" + + class Add(torch.nn.Module): + + def forward(self, a, b): + return a + b + + args = ( + torch.randn((5, 10)), + torch.randn((5, 10)), + ) + torch_module = Add().eval() + edge_model = ai_edge_torch.convert(torch_module, args) + + self.assertTrue(model_coverage.compare_tflite_torch(edge_model, torch_module, args)) + + def test_convert_dot_add(self): + class DotAdd(torch.nn.Module): + """Tests conversion of a matrix multiplication followed by an add.""" + + def forward(self, a, b, c): + return a @ b + c + + args = ( + torch.randn((5, 10)), + torch.randn((10, 5)), + torch.randn((5, 5)), + ) + torch_module = DotAdd().eval() + edge_model = ai_edge_torch.convert(torch_module, args) + + self.assertTrue(model_coverage.compare_tflite_torch(edge_model, torch_module, args)) + + def test_convert_resnet18(self): + args = (torch.randn(4, 3, 224, 224),) + torch_module = torchvision.models.resnet18().eval() + edge_model = ai_edge_torch.convert(torch_module, args) + + self.assertTrue(model_coverage.compare_tflite_torch(edge_model, torch_module, args)) + + def test_signature_args_ordering(self): + """Tests conversion of a model with more than 10 arguments.""" + + class AddChainWith11Args(torch.nn.Module): + + def forward( + self, + arg0: "f32[64]", + arg1: "f32[64]", + arg2: "f32[64]", + arg3: "f32[64]", + arg4: "f32[64]", + arg5: "f32[64]", + arg6: "f32[64]", + arg7: "f32[64]", + arg8: "f32[64]", + arg9: "f32[64]", + arg10: "f32[64]", + ): + add0 = torch.add(arg0, arg1) + add1 = torch.add(add0, arg2) + add2 = torch.add(add1, arg3) + add3 = torch.add(add2, arg4) + add4 = torch.add(add3, arg5) + add5 = torch.add(add4, arg6) + add6 = torch.add(add5, arg7) + add7 = torch.add(add6, arg8) + add8 = torch.add(add7, arg9) + add9 = torch.add(add8, arg10) + return add9 + + sample_input = lambda: ( + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + ) + torch_model = AddChainWith11Args().eval() + edge_model = ai_edge_torch.convert(torch_model, sample_input()) + + result = model_coverage.compare_tflite_torch( + edge_model, torch_model, sample_input, num_valid_inputs=10 + ) + self.assertTrue(result) + + def test_multi_output_model(self): + """Tests conversion of a model that returns multiple outputs.""" + + class BasicAddModelWithMultipleOutputs(torch.nn.Module): + + def forward(self, arg0, arg1): + add0 = arg0 + arg1 + mul0 = arg0 * arg1 + return add0, mul0 + + sample_input = ( + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + ) + + torch_model = BasicAddModelWithMultipleOutputs().eval() + edge_model = ai_edge_torch.convert(torch_model, sample_input) + + result = model_coverage.compare_tflite_torch(edge_model, torch_model, sample_input) + self.assertTrue(result) + + def test_12_outputs_model(self): + """Tests conversion of a model that returns multiple outputs.""" + + class BasicAddModelWithMultipleOutputs(torch.nn.Module): + + def forward(self, arg0, arg1): + add0 = arg0 + arg1 + mul0 = arg0 * arg1 + add1 = add0 + mul0 + mul1 = add0 * mul0 + add2 = add1 + mul1 + mul2 = add1 * mul1 + add3 = add2 + mul2 + mul3 = add2 * mul2 + add4 = add3 + mul3 + mul4 = add3 * mul3 + add5 = add4 + mul4 + mul5 = add4 * mul4 + + return ( + add0, + mul0, + add1, + mul1, + add2, + mul2, + add3, + mul3, + add4, + mul4, + add5, + mul5, + ) + + sample_input = ( + torch.rand((64,), dtype=torch.float32), + torch.rand((64,), dtype=torch.float32), + ) + + torch_model = BasicAddModelWithMultipleOutputs().eval() + edge_model = ai_edge_torch.convert(torch_model, sample_input) + + result = model_coverage.compare_tflite_torch(edge_model, torch_model, sample_input) + self.assertTrue(result) + + def test_apply_tfl_backdoor_flags(self): + """Tests if _apply_tfl_backdoor_flags correctly sets the values in a Converter object.""" + + class MockConverterInternalObject: + + def __init__(self): + self.subkey2 = "original_subvalue2" + + class MockConverter: + + def __init__(self): + self.key1 = "original_value1" + self.key2 = MockConverterInternalObject() + + mock_converter = MockConverter() + flags = {"key1": "new_value1", "key2": {"subkey2": "new_subvalue2"}} + cutils._apply_tfl_backdoor_flags(mock_converter, flags) + + self.assertTrue(flags["key1"], "new_value1") + self.assertTrue(flags["key2"]["subkey2"], "new_subvalue2") + + @unittest.skip("https://b.corp.google.com/issues/331463544") + def test_convert_add_backdoor_flags(self): + """Tests conversion of an add module setting a tflite converter flag.""" + + class Add(torch.nn.Module): + + def forward(self, a, b): + return a + b + + args = ( + torch.randn((5, 10)), + torch.randn((5, 10)), + ) + torch_module = Add().eval() + + with tempfile.TemporaryDirectory() as tmp_dir_path: + mlir_dump_path = os.path.join( + tmp_dir_path, "test_convert_add_backdoor_flags_mlir_dump" + ) + ai_edge_torch.convert( + torch_module, args, _ai_edge_converter_flags={"mlir_dump_dir": mlir_dump_path} + ) + self.assertTrue(os.path.isdir(mlir_dump_path)) + + def test_convert_model_with_dynamic_batch(self): + """ + Test converting a simple model with dynamic batch size. + """ + + class SampleModel(torch.nn.Module): + + def __init__(self): + super().__init__() + self.w = torch.ones((10, 10)) * 2.7 + + def forward(self, x, y): + return x + y + self.w + + sample_input = (torch.randn(4, 3, 10, 10), torch.randn(4, 3, 10, 10)) + batch = torch.export.Dim("batch") + dynamic_shapes = ({0: batch}, {0: batch}) + + model = SampleModel().eval() + edge_model = ai_edge_torch.convert( + model, sample_input, dynamic_shapes=dynamic_shapes + ) + + for batch_size in [2, 4, 10]: + validate_input = ( + torch.randn(batch_size, 3, 10, 10), + torch.randn(batch_size, 3, 10, 10), + ) + self.assertTrue( + model_coverage.compare_tflite_torch(edge_model, model, validate_input) + ) + + +if __name__ == "__main__": + unittest.main() diff --git a/ai_edge_torch/convert/test/test_convert_composites.py b/ai_edge_torch/convert/test/test_convert_composites.py new file mode 100644 index 00000000..8a25ec7c --- /dev/null +++ b/ai_edge_torch/convert/test/test_convert_composites.py @@ -0,0 +1,171 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + + +from typing import Callable +import unittest + +import parameterized +import torch + +import ai_edge_torch +from ai_edge_torch.testing import model_coverage + + +def _func_to_torch_module(func: Callable): + class TestModule(torch.nn.Module): + + def __init__(self, func): + super().__init__() + self._func = func + + def forward(self, *args, **kwargs): + return self._func(*args, **kwargs) + + return TestModule(func).eval() + + +class TestConvertComposites(unittest.TestCase): + """Tests conversion modules that are meant to be wrapped as composites.""" + + def test_convert_hardswish(self): + """Tests conversion of a HardSwish module.""" + + args = (torch.randn((5, 10)),) + torch_module = torch.nn.Hardswish().eval() + edge_model = ai_edge_torch.convert(torch_module, args) + + self.assertTrue(model_coverage.compare_tflite_torch(edge_model, torch_module, args)) + + @parameterized.parameterized.expand( + [ + # no padding, stride = 1 + ([1, 3, 6, 6], [3, 3], [1, 1], [0, 0], False, True, None), + # add stride + ([1, 3, 6, 6], [3, 3], [2, 2], [0, 0], False, True, None), + # default values + ([1, 3, 6, 6], [3, 3]), + # add padding + ([1, 3, 6, 6], [3, 3], [1, 1], [1, 1], False, True, None), + # add different padding for different dims + ([1, 3, 6, 6], [3, 3], [1, 1], [0, 1], False, True, None), + # add both stride and padding + ([1, 3, 6, 6], [3, 3], [2, 2], [1, 1], False, True, None), + # count_include_pad = False + ([1, 3, 6, 6], [3, 3], [1, 1], [1, 1], False, False, None), + # ceil_mode = True + ([1, 3, 6, 6], [3, 3], [1, 1], [1, 1], True, True, None), + # set divisor_override + ([1, 3, 6, 6], [3, 3], [1, 1], 0, False, True, 6), + # padding set to one number + ([1, 3, 6, 6], [3, 3], [1, 1], 1, False, True, None), + ] + ) + def test_convert_avg_pool2d(self, input_size, *args): + """Tests conversion of a module containing an avg_pool2d aten.""" + torch_module = _func_to_torch_module( + lambda input_tensor: torch.ops.aten.avg_pool2d(input_tensor, *args) + ) + tracing_args = (torch.randn(*input_size),) + edge_model = ai_edge_torch.convert(torch_module, tracing_args) + + self.assertTrue( + model_coverage.compare_tflite_torch(edge_model, torch_module, tracing_args) + ) + + @parameterized.parameterized.expand( + [ + # use scale_factor with align_corners=False + ( + [1, 3, 10, 10], + dict(scale_factor=3.0, mode='bilinear', align_corners=False), + ), + # use scale_factor with align_corners=true + ([1, 3, 10, 10], dict(scale_factor=3.0, mode='bilinear', align_corners=True)), + # use size + ([1, 3, 10, 10], dict(size=[15, 20], mode='bilinear')), + # use size with align_corners=true + ([1, 3, 10, 10], dict(size=[15, 20], mode='bilinear', align_corners=True)), + ] + ) + def test_convert_upsample_bilinear_functional(self, input_size, kwargs): + """Tests conversion of a torch.nn.functional.upsample module.""" + torch_module = _func_to_torch_module( + lambda input_tensor: torch.nn.functional.upsample(input_tensor, **kwargs) + ) + tracing_args = (torch.randn(*input_size),) + edge_model = ai_edge_torch.convert(torch_module, tracing_args) + + self.assertTrue( + model_coverage.compare_tflite_torch(edge_model, torch_module, tracing_args) + ) + + @parameterized.parameterized.expand( + [ + # use scale_factor with align_corners=False + ( + [1, 3, 10, 10], + dict(scale_factor=3.0, mode='bilinear', align_corners=False), + ), + # use scale_factor with align_corners=true + ([1, 3, 10, 10], dict(scale_factor=3.0, mode='bilinear', align_corners=True)), + # use size + ([1, 3, 10, 10], dict(size=[15, 20], mode='bilinear')), + # use size with align_corners=true + ([1, 3, 10, 10], dict(size=[15, 20], mode='bilinear', align_corners=True)), + ] + ) + def test_convert_upsample_bilinear(self, input_size, kwargs): + """Tests conversion of a torch.nn.Upsample module.""" + torch_module = _func_to_torch_module( + lambda input_tensor: torch.nn.Upsample(**kwargs)(input_tensor) + ) + tracing_args = (torch.randn(*input_size),) + edge_model = ai_edge_torch.convert(torch_module, tracing_args) + + self.assertTrue( + model_coverage.compare_tflite_torch(edge_model, torch_module, tracing_args) + ) + + @parameterized.parameterized.expand( + [ + # use scale_factor with align_corners=False + ( + [1, 3, 10, 10], + dict(scale_factor=3.0, mode='bilinear', align_corners=False), + ), + # use scale_factor with align_corners=true + ([1, 3, 10, 10], dict(scale_factor=3.0, mode='bilinear', align_corners=True)), + # use size + ([1, 3, 10, 10], dict(size=[15, 20], mode='bilinear')), + # use size with align_corners=true + ([1, 3, 10, 10], dict(size=[15, 20], mode='bilinear', align_corners=True)), + ] + ) + def test_convert_interpolate_bilinear_functional(self, input_size, kwargs): + """Tests conversion of a torch.nn.functional.interpolate module.""" + torch_module = _func_to_torch_module( + lambda input_tensor: torch.nn.functional.interpolate(input_tensor, **kwargs) + ) + tracing_args = (torch.randn(*input_size),) + edge_model = ai_edge_torch.convert(torch_module, tracing_args) + + self.assertTrue( + model_coverage.compare_tflite_torch(edge_model, torch_module, tracing_args) + ) + + +if __name__ == '__main__': + unittest.main() diff --git a/ai_edge_torch/convert/test/test_convert_multisig.py b/ai_edge_torch/convert/test/test_convert_multisig.py new file mode 100644 index 00000000..06ef27f1 --- /dev/null +++ b/ai_edge_torch/convert/test/test_convert_multisig.py @@ -0,0 +1,139 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import unittest + +import torch +import torchvision + +import ai_edge_torch +from ai_edge_torch.testing import model_coverage + + +class TestConvertMultiSignature(unittest.TestCase): + """Tests conversion of various modules through multi-signature conversion.""" + + def setUp(self): + torch.manual_seed(0) + + def test_convert_mobilenet_v2_with_default(self): + """Tests conversion of a model with two signatures one of which is the default.""" + torch_module = torchvision.models.mobilenet_v2().eval() + + args = (torch.randn(4, 3, 224, 224),) + large_args = (torch.randn(4, 3, 336, 336),) + + signature_name = "large_input" + + edge_model = ai_edge_torch.signature( + signature_name, torch_module, large_args + ).convert(torch_module, args) + + self.assertTrue(model_coverage.compare_tflite_torch(edge_model, torch_module, args)) + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, torch_module, large_args, signature_name=signature_name + ) + ) + + def test_convert_mobilenet_v2_no_default(self): + """Tests conversion of a model with two signatures none of which is the default.""" + torch_module = torchvision.models.mobilenet_v2().eval() + + args = (torch.randn(4, 3, 224, 224),) + large_args = (torch.randn(4, 3, 336, 336),) + + signature_name_1 = "input" + signature_name_2 = "large_input" + + edge_model = ( + ai_edge_torch.signature(signature_name_1, torch_module, args) + .signature(signature_name_2, torch_module, large_args) + .convert() + ) + + with self.assertRaises(ValueError): + edge_model(*args) + + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, torch_module, args, signature_name=signature_name_1 + ) + ) + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, torch_module, large_args, signature_name=signature_name_2 + ) + ) + + def test_convert_mobilenet_v2_signature_helper(self): + """Tests the ai_edge_torch.signature helper function works.""" + torch_module = torchvision.models.mobilenet_v2().eval() + + args = (torch.randn(4, 3, 224, 224),) + large_args = (torch.randn(4, 3, 336, 336),) + + signature_name = "large_input" + + edge_model = ai_edge_torch.signature(signature_name, torch_module, args).convert( + torch_module, large_args + ) + + self.assertTrue(model_coverage.compare_tflite_torch(edge_model, torch_module, args)) + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, torch_module, large_args, signature_name=signature_name + ) + ) + + def test_convert_separate_modules(self): + """Tests conversion of two completely different modules as separate signatures.""" + mobilentv2 = torchvision.models.mobilenet_v2().eval() + resnet18 = torchvision.models.resnet18().eval() + + mobilenet_args = (torch.randn(4, 3, 224, 224),) + resnet_args = (torch.randn(4, 3, 224, 224),) + + mobilenet_signature_name = "mobilentv2" + resnet_signature_name = "resnet18" + + edge_model = ( + ai_edge_torch.signature(mobilenet_signature_name, mobilentv2, mobilenet_args) + .signature(resnet_signature_name, resnet18, resnet_args) + .convert(resnet18, resnet_args) + ) + + mobilenet_inference_args = (torch.randn(4, 3, 224, 224),) + resnet_inference_args = (torch.randn(4, 3, 224, 224),) + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + mobilentv2, + mobilenet_inference_args, + signature_name=mobilenet_signature_name, + ) + ) + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + resnet18, + resnet_inference_args, + signature_name=resnet_signature_name, + ) + ) + + +if __name__ == "__main__": + unittest.main() diff --git a/ai_edge_torch/debug/__init__.py b/ai_edge_torch/debug/__init__.py new file mode 100644 index 00000000..66c66106 --- /dev/null +++ b/ai_edge_torch/debug/__init__.py @@ -0,0 +1,16 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from .culprit import find_culprits diff --git a/ai_edge_torch/debug/culprit.py b/ai_edge_torch/debug/culprit.py new file mode 100644 index 00000000..cf16da82 --- /dev/null +++ b/ai_edge_torch/debug/culprit.py @@ -0,0 +1,423 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import contextlib +import copy +import dataclasses +import functools +import io +import operator +import os +import sys +from typing import Any, Generator, List, Optional, Tuple + +from functorch.compile import minifier as fx_minifier +import torch +from torch._functorch import aot_autograd +import torch.utils._pytree as pytree + +import ai_edge_torch +from ai_edge_torch.debug import utils + +_torch_float_dtypes = { + torch.float32, + torch.float, + torch.float64, + torch.double, + torch.float16, + torch.half, + torch.bfloat16, +} +_torch_int_dtypes = { + torch.uint8, + torch.int8, + torch.int16, + torch.short, + torch.int32, + torch.int, + torch.int64, + torch.long, +} + +_fx_op_runner = { + "call_function": lambda target, args, kwargs: target(*args, **kwargs), + "call_method": lambda target, args, kwargs: getattr(args[0], target)( + *args[1:], **kwargs + ), +} + +_CULPRIT_GRAPH_MODULE_NAME = "CulpritGraphModule" + + +def _get_shape_str(t: torch.Tensor): + return f"({', '.join(map(str, t.shape))},)" + + +def _tensor_to_random_tensor_call(t: torch.Tensor): + shape_str = _get_shape_str(t) + if t.dtype in _torch_float_dtypes: + return f"torch.randn({shape_str}, dtype={t.dtype})" + elif t.dtype in _torch_int_dtypes: + return f"torch.randint(0, 10, {shape_str}, dtype={t.dtype})" + elif t.dtype == torch.bool: + return f"torch.randint(0, 2, {shape_str}, dtype={t.dtype})" + else: + raise ValueError(f"Unsupported dtype: {t.dtype}") + + +def _tensor_to_buffer(t: torch.Tensor): + buff = io.BytesIO() + torch.save(t, buff) + buff.seek(0) + return buff.read() + + +@dataclasses.dataclass +class Culprit: + graph_module: torch.fx.GraphModule + inputs: Tuple[Any] + _runtime_errors: bool + + @property + def graph(self) -> torch.fx.Graph: + return self.graph_module.graph + + @graph.setter + def graph(self, fx_g: torch.fx.Graph): + self.graph_module.graph = fx_g + + @property + def stack_traces(self) -> List[str]: + stack_traces = set() + for node in self.graph.nodes: + if node.op.startswith("call_") and "stack_trace" in node.meta: + stack_traces.add(node.meta["stack_trace"]) + return list(stack_traces) + + def print_readable(self, print_output=True): + """Print the Python code for culprit graph module and sample args. + + Args: + print_output: bool - If true, prints the code to stdout. Otherwise returns + the code in a str. + """ + # TODO (b/321263453): Support Python code gen with sample arg tensor values. + random_inputs = True + + graph_module_code = self.graph_module.print_readable(print_output=False).rstrip() + + input_strs = [] + for value in self.inputs: + if torch.is_tensor(value): + if not random_inputs: + input_strs.append(f"# size={_get_shape_str(value)}, dtype={value.dtype}") + input_strs.append(f"torch.load(io.BytesIO({_tensor_to_buffer(value)})),") + else: + input_strs.append(_tensor_to_random_tensor_call(value) + ",") + else: + input_strs.append(str(value) + ",") + + inputs_code = ( + "_args = (\n" + "\n".join([" " * 4 + code for code in input_strs]) + "\n)" + ) + + code = graph_module_code + "\n\n" + inputs_code + if print_output: + print(code) + else: + return code + + def print_code(self, print_output=True): + """Print the Python code for culprit graph module, sample args, and AI + Edge Torch conversion that will fail with the error. + + Args: + print_output: bool - If true, prints the code to stdout. Otherwise returns + the code in a str. + """ + definitions = self.print_readable(print_output=False) + code = ( + "import torch\n" + + "from torch import device\n" + + "import ai_edge_torch\n\n" + + definitions + + f"\n\n_edge_model = ai_edge_torch.convert({_CULPRIT_GRAPH_MODULE_NAME}().eval(), _args)\n" + ) + if self._runtime_errors: + code += "_edge_model(*_args)\n" + + if print_output: + print(code) + else: + return code + + @property + def code(self): + return self.print_code(print_output=False) + + def __repr__(self): + return self.print_readable(print_output=False) + + def __str__(self): + return self.print_readable(print_output=False) + + +def _normalize_getitem_nodes(fx_gm: torch.fx.GraphModule): + """ + This function turns all operator getitem nodes in ExportedProgram FX graph to + new nodes composed of "computation + getitem". The normalization duplicates + some computations in the graph but would make the graph more friendly for + partitioning in FX minifier. + """ + + fx_gm = copy.deepcopy(fx_gm) + graph = fx_gm.graph + for n in graph.nodes: + if n.target != operator.getitem: + continue + + src_n, key = n.args + if src_n.op not in _fx_op_runner: + continue + + runner = _fx_op_runner.get(src_n.op) + + with graph.inserting_after(n): + new_n = graph.call_function( + lambda src_target, key, args, kwargs: operator.getitem( + runner(src_target, args, kwargs), key + ), + (src_n.target, key, src_n.args, src_n.kwargs), + ) + n.replace_all_uses_with(new_n) + + graph.eliminate_dead_code() + fx_gm.graph = graph + return fx_gm + + +def _erase_unused_inputs(fx_gm: torch.fx.GraphModule, inputs: Tuple[torch.Tensor]): + fx_gm = copy.deepcopy(fx_gm) + inputs = tuple(inputs) + args = fx_gm.graph.process_inputs(*inputs) + args_iter = iter(args) + + graph = fx_gm.graph + new_inputs = [] + for n in graph.nodes: + if n.op == "placeholder": + if n.target.startswith("*"): + new_inputs += list(args_iter) + elif len(n.users) > 0: + new_inputs.append(next(args_iter)) + else: + graph.erase_node(n) + next(args_iter) + new_inputs = tuple(new_inputs) + fx_gm.graph = graph + return fx_gm, new_inputs + + +def _lift_dead_ops_to_outputs(fx_gm: torch.fx.GraphModule): + fx_gm = copy.deepcopy(fx_gm) + + new_outputs = [] + graph = fx_gm.graph + nodes = list(graph.nodes) + assert nodes[-1].op == "output" and sum(n.op == "output" for n in nodes) == 1 + for node in nodes: + if node.op not in ("placeholder", "output") and len(node.users) == 0: + new_outputs.append(node) + + output_node = nodes[-1] + # FX output node returns the first arg as is. + # ref: https://github.com/pytorch/pytorch/blob/1a578df57cc0f417f671634e564c62ef5d9a97e2/torch/fx/interpreter.py#L337 + new_outputs, _ = pytree.tree_flatten([new_outputs, output_node.args[0]]) + output_node.update_arg(0, tuple(new_outputs)) + + fx_gm.graph = graph + return fx_gm + + +def _erase_trivial_outputs(fx_gm: torch.fx.GraphModule): + """Remove output nodes directly connected to an input node.""" + fx_gm = copy.deepcopy(fx_gm) + + graph = fx_gm.graph + nodes = list(graph.nodes) + assert nodes[-1].op == "output" and sum(n.op == "output" for n in nodes) == 1 + output_node = nodes[-1] + + outputs, _ = pytree.tree_flatten(output_node.args[0]) + new_outputs = [output for output in outputs if output.op != "placeholder"] + output_node.update_arg(0, tuple(new_outputs)) + + fx_gm.recompile() + return fx_gm + + +def _erase_sub_gm_from_gm( + fx_gm: torch.fx.GraphModule, + fx_inputs: Tuple[torch.Tensor], + sub_gm: torch.fx.GraphModule, + sub_inputs: Tuple[torch.Tensor], +): + fx_gm = copy.deepcopy(fx_gm) + fx_inputs = list(fx_inputs) + + class EraseNodeInterpreter(torch.fx.Interpreter): + + def run_node(self, node): + nonlocal fx_gm, fx_inputs + res = super().run_node(node) + if node.op not in ("placeholder", "output"): + to_erase = next(m for m in fx_gm.graph.nodes if m.name == node.name) + # Raise the output (tensor) of the erased node to be an input of + # the new model graph. Some raised inputs may become unused later + # when all the users are within the erased subgraph, those inputs + # will be removed by the followed `_erase_unused_inputs` pass. + with fx_gm.graph.inserting_before(to_erase): + new_input = fx_gm.graph.placeholder(node.name + "__value") + to_erase.replace_all_uses_with(new_input) + + fx_gm.graph.erase_node(to_erase) + fx_inputs.append(res) + return res + + interpreter = EraseNodeInterpreter(sub_gm) + interpreter.run(*sub_inputs) + + fx_gm.graph.lint() + fx_gm.recompile() + + # Ops prior to the erased subgraph may be dangling. Lift them as outputs. + fx_gm = _lift_dead_ops_to_outputs(fx_gm) + fx_gm = _erase_trivial_outputs(fx_gm) + fx_gm, fx_inputs = _erase_unused_inputs(fx_gm, fx_inputs) + + fx_gm.graph.lint() + fx_gm.recompile() + return fx_gm, fx_inputs + + +def _normalize_minified_fx_gm(fx_gm: torch.fx.GraphModule, inputs: Tuple[torch.Tensor]): + fx_gm, inputs = _erase_unused_inputs(fx_gm, inputs) + fx_gm = _lift_dead_ops_to_outputs(fx_gm) + fx_gm, _ = aot_autograd.aot_export_module(fx_gm, inputs, trace_joint=False) + fx_gm.__class__.__name__ = _CULPRIT_GRAPH_MODULE_NAME + return fx_gm, inputs + + +def _fx_minifier_checker(fx_gm, inputs, runtime_errors=False): + fx_gm, inputs = _normalize_minified_fx_gm(fx_gm, inputs) + + trivial_aten_ops = { + torch.ops.aten.view, + torch.ops.aten.view.default, + } + if all( + node.op in ("placeholder", "output") or node.target in trivial_aten_ops + for node in fx_gm.graph.nodes + ): + return False + + try: + edge_model = ai_edge_torch.convert(fx_gm.eval(), inputs) + if runtime_errors: + edge_model(*inputs) + except Exception as err: + return True + return False + + +def find_culprits( + torch_model: torch.nn.Module, + args: Tuple[Any], + max_granularity: Optional[int] = None, + runtime_errors: bool = False, + *, + enable_fx_minifier_logging: bool = False, +) -> Generator[Culprit, None, None]: + """Finds culprits in the AI Edge Torch model conversion. + + Args: + torch_model: model to export and save + args: A set of args to trace the model with, i.e. + torch_model(*args) must run + max_granularity - FX minifier arg. The maximum granularity (number of nodes) + in the returned ATen FX subgraph of the culprit. + runtime_errors: If true, find culprits for Python runtime errors + with converted model. + enable_fx_minifier_logging: If true, allows the underlying FX minifier to log + the progress. + """ + + try: + ep = torch.export.export(torch_model, args) + except Exception as err: + raise ValueError( + "Your model is not exportable by torch.export.export. Please modify your model to be torch-exportable first." + ) from err + + fx_gm, fx_inputs = utils.exported_program_to_fx_graph_module_and_inputs(ep) + fx_gm = _normalize_getitem_nodes(fx_gm) + + fx_minifier_checker = functools.partial( + _fx_minifier_checker, runtime_errors=runtime_errors + ) + + # HACK: temporarily disable XLA_HLO_DEBUG so that fx_minifier won't dump + # intermediate stablehlo files to storage. + # https://github.com/pytorch/pytorch/blob/main/torch/_functorch/fx_minifier.py#L440 + @contextlib.contextmanager + def disable_xla_hlo_debug(): + xla_hlo_debug_value = None + if "XLA_HLO_DEBUG" in os.environ: + xla_hlo_debug_value = os.environ["XLA_HLO_DEBUG"] + del os.environ["XLA_HLO_DEBUG"] + + try: + yield None + finally: + if xla_hlo_debug_value is not None: + os.environ["XLA_HLO_DEBUG"] = xla_hlo_debug_value + + found_culprits_num = 0 + while True: + try: + with disable_xla_hlo_debug(), open(os.devnull, "w") as devnull: + with contextlib.nullcontext() if enable_fx_minifier_logging else utils.redirect_stdio( + stdout=devnull, + stderr=devnull, + ): + raw_min_fx_gm, raw_min_inputs = fx_minifier( + fx_gm, + fx_inputs, + fx_minifier_checker, + max_granularity=max_granularity, + ) + + min_fx_gm, min_inputs = _normalize_minified_fx_gm(raw_min_fx_gm, raw_min_inputs) + found_culprits_num += 1 + yield Culprit(min_fx_gm, min_inputs, _runtime_errors=runtime_errors) + + fx_gm, fx_inputs = _erase_sub_gm_from_gm( + fx_gm, fx_inputs, raw_min_fx_gm, raw_min_inputs + ) + + except RuntimeError as e: + if str(e) == "Input graph did not fail the tester" and found_culprits_num > 0: + break + raise e diff --git a/ai_edge_torch/debug/test/__init__.py b/ai_edge_torch/debug/test/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/debug/test/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/debug/test/test_culprit.py b/ai_edge_torch/debug/test/test_culprit.py new file mode 100644 index 00000000..e76318c4 --- /dev/null +++ b/ai_edge_torch/debug/test/test_culprit.py @@ -0,0 +1,133 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + + +import ast +import io +import sys +import unittest + +import torch + +from ai_edge_torch.debug import find_culprits + +_test_culprit_lib = torch.library.Library("test_culprit", "DEF") + +_test_culprit_lib.define("non_lowerable_op(Tensor x) -> Tensor") + + +@torch.library.impl(_test_culprit_lib, "non_lowerable_op", "CompositeExplicitAutograd") +def non_lowerable_op(x): + if x.max() > 10.0: + return x + 1.0 + return x + + +@torch.library.impl(_test_culprit_lib, "non_lowerable_op", "Meta") +def non_lowerable_op_meta(x): + return torch.empty_like(x) + + +class BadModel(torch.nn.Module): + + def forward(self, x): + x = x + 1 + x = torch.ops.test_culprit.non_lowerable_op.default(x) + return x + + +class TestCulprit(unittest.TestCase): + + def test_find_culprits(self): + model = BadModel().eval() + args = (torch.rand(10),) + + culprits = list(find_culprits(model, args)) + self.assertEqual(len(culprits), 1) + self.assertIn( + torch.ops.test_culprit.non_lowerable_op.default, + [n.target for n in culprits[0].graph.nodes], + ) + + def test_valid_culprit_readable(self): + model = BadModel().eval() + args = (torch.rand(10),) + + culprits = list(find_culprits(model, args)) + self.assertEqual(len(culprits), 1) + + code = culprits[0].print_readable(print_output=False) + + # The code should be a valid Python code + ast.parse(code) + + def test_valid_culprit_code(self): + model = BadModel().eval() + args = (torch.rand(10),) + + culprits = list(find_culprits(model, args)) + self.assertEqual(len(culprits), 1) + + code = culprits[0].print_code(print_output=False) + + # The code should be a valid Python code + ast.parse(code) + + def test_find_multiple_culprits(self): + class MultiBadOpsModel(torch.nn.Module): + + def forward(self, x): + x = x + 1 + a = torch.ops.test_culprit.non_lowerable_op.default(x) + b = torch.ops.test_culprit.non_lowerable_op.default(x) + c = a + b + d = torch.ops.test_culprit.non_lowerable_op.default(c) + return d + + model = MultiBadOpsModel().eval() + args = (torch.rand(10),) + + culprits = list(find_culprits(model, args)) + self.assertEqual(len(culprits), 3) + for culprit in culprits: + self.assertIn( + torch.ops.test_culprit.non_lowerable_op.default, + [n.target for n in culprit.graph.nodes], + ) + + def test_find_culprits_with_trivial_inputs_outputs(self): + + class MultiBadOpsModel(torch.nn.Module): + + def forward(self, x, y, z): + x = x + 1 + a = torch.ops.test_culprit.non_lowerable_op.default(x) + b = torch.ops.test_culprit.non_lowerable_op.default(y) + return a, b, x, y, a, b + + model = MultiBadOpsModel().eval() + args = (torch.rand(10), torch.rand(10), torch.rand(10)) + + culprits = list(find_culprits(model, args)) + self.assertEqual(len(culprits), 2) + for culprit in culprits: + self.assertIn( + torch.ops.test_culprit.non_lowerable_op.default, + [n.target for n in culprit.graph.nodes], + ) + + +if __name__ == "__main__": + unittest.main() diff --git a/ai_edge_torch/debug/utils.py b/ai_edge_torch/debug/utils.py new file mode 100644 index 00000000..2217609d --- /dev/null +++ b/ai_edge_torch/debug/utils.py @@ -0,0 +1,48 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import contextlib +import sys + +import torch +from torch.export.graph_signature import InputKind +import torch.fx._pytree as fx_pytree +from torch.utils import _pytree as pytree + + +def exported_program_to_fx_graph_module_and_inputs(ep: torch.export.ExportedProgram): + fx_gm = ep.graph_module + fx_inputs = pytree.tree_map( + torch.tensor, ep._graph_module_flat_inputs(*ep.example_inputs) + ) + return fx_gm, fx_inputs + + +@contextlib.contextmanager +def redirect_stdio(stdout, stderr): + old_stdout = sys.stdout + old_stderr = sys.stderr + + old_stdout.flush() + old_stderr.flush() + + sys.stdout = stdout + sys.stderr = stderr + try: + yield stdout, stderr + finally: + stdout.flush() + stderr.flush() + sys.stdout = old_stdout + sys.stderr = old_stderr diff --git a/ai_edge_torch/experimental/__init__.py b/ai_edge_torch/experimental/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/experimental/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/README.md b/ai_edge_torch/generative/README.md new file mode 100644 index 00000000..3644c1c4 --- /dev/null +++ b/ai_edge_torch/generative/README.md @@ -0,0 +1,123 @@ +# AI Edge Torch Generative API + +Our Generative API library provides PyTorch native building blocks for composing Transformer models such as [Gemma](examples/gemma), [TinyLlama](examples/tiny_llama) and [others](examples/) using mobile-friendly abstractions, through which we can guarantee conversion, and performant execution on our mobile runtime, [TensorFlow Lite](https://ai.google.dev/edge/lite). + +Before proceeding, please note: +* This is only v0.1 of the API, an early developer preview in the interest of developing openly in the community. +* The API is unstable, and we expect it to change over the next several months. +* The library is in early development. Please expect rough edges. Some [known issues](#known-issues) are listed below. + +## System Overview + +The system is designed to help ML practitioners deploy their trained Large Language Models on mobile devices using the TFLite runtime. It assumes the user already has a trained model they are happy with, and is optimized for mobile inference. + +* Start with a trained PyTorch Large Language Model. You can choose any off the shelf model from huggingface.co, kaggle.com, or bring your own PyTorch model. +* [Re-author](#model-authoring-using-edge-generative-api) the model using the Edge Generative API. If our [examples](examples/) already contain it, it can save you time. +* [Quantize](#quantization) the model using our Quantization APIs. This is critical for reducing model size, and achieving reasonable performance. +* Verify the model implementation, and quality using your model evaluation pipeline, including pre/post-processing steps for the LLM pipeline. +* [Convert](#convert-pytorch-llm-to-a-tflite-model) the model, and get a TFLite Flatbuffer representing the mobile model. +* Choose either approach below to deploy the end to end [LLM Inference Pipeline](#end-to-end-inference-pipeline). + +### Model Authoring using Edge Generative API + +The library provides basic [building blocks](generative/layers) for common transformer models (encoder only, decoder only, or encoder-decoder style). As a mobile App developer who wants to integrate LLMs or transformer models into your Android or iOS app, you can re-author your PyTorch Large Language Model using these layers. + +See our [examples](examples/README.md), which explain in detail how to re-compose popular architectures like [Gemma](examples/gemma), [TinyLlama](examples/tiny_llama), and [Phi-2](examples/phi2) using the library. To do so, you need to have an understanding of the model structure (attention mechanism used, MLP layers) and also be familiar with writing PyTorch code. Our examples should help you get familiar with the process. +
+ +### Quantization + +Quantization can be done via the API exposed in [quantize](quantize/). To apply quantization, we need to create a configuration that fully expresses how the model should be quantized. This configuration is then passed into conversion, generating a quantized model. + +`quant_recipes.py` contains a list of recipes that are known to be well-supported during runtime. For the average user, this is a good starting point to select the quantization scheme that is best suited for your deployment needs. After identifying the target recipe, the model can be quantized as follows. This example is extracted from `generative/examples/quantize/example.py`. + +``` +quant_config = quant_recipes.full_linear_int8_dynamic_recipe() +edge_model = ai_edge_torch.convert( + model, (tokens, input_pos), quant_config=quant_config +) +``` + +Once converted, you will get a quantized `.tflite` model which will be ready for on-device execution. + +#### Supported schemes + +In the current release, the following schemes are supported: + +* Dynamic range quantization with FP32 activations and INT8 weights for linear ops +* FP16 quantization with FP16 weights and FP32 activations and computation for all ops + +These correspond to the available recipes in `quant_recipes.py` +
+ +### Convert PyTorch LLM to a TFLite model + +Once you re-author the model and validate its numerical accuracy, you can convert the `nn.Module` to TFLite format. Usually for LLMs, there are two entry functions (signatures) we can export: `prefill` and `decode`. Those two signatures only differ in the shape of arguments. + +For example, in the `generative/examples/test_models/toy_model_with_kv_cache.py`, you can define inputs for both signatures: + +Sample inputs for the `prefill` signature: +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/1791dec62f1d3f60e7fe52138640d380f58b072d/ai_edge_torch/generative/examples/test_models/toy_model_with_kv_cache.py#L105-L108 + +Sample inputs for the `decode` signature: +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/1791dec62f1d3f60e7fe52138640d380f58b072d/ai_edge_torch/generative/examples/test_models/toy_model_with_kv_cache.py#L111-L114 + +Then export the model to TFLite with: +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/1791dec62f1d3f60e7fe52138640d380f58b072d/ai_edge_torch/generative/examples/test_models/toy_model_with_kv_cache.py#L133-L139 + +Please note that using the `prefill` and `decode` method conventions are required for easy integration into the Mediapipe LLM Inference API. +
+ +### End-to-End Inference Pipeline + +The model files typically only perform the core ML computation in the LLM pipeline. Deploying the full pipeline requires handling tokenization, sampling and any other pre or post-processing steps required by your system. There are two ways to deploy the converted LLMs on device as part of a full LLM Inference Pipeline. + +#### Use TFLite Runtime APIs + +The user needs to implement the entire LLM Pipeline themselves, and call TFLite Runtime APIs directly to invoke the model. A text generation pipeline typically requires a tokenizer/detokenizer and a sampler, in addition to model inference. The tokenizer converts the input text from a string to a list of integers. The `prefill` signature ingests the sequence of input tokens, and the `decode` signature is invoked to obtain a tensor of logits. The sampler selects a token based on the provided logits, and the decode loop is repeated autoregressively. Ultimately, the detokenizer maps the generated tokens back into human-readable text. + +This approach provides users with the most control. For example, they can implement streaming, get more control over system memory or implement advanced features such as constrained grammar decoding, speculative decoding etc. + +A very simple text generation pipeline based on a decoder-only-transformer is provided [here](https://github.com/google-ai-edge/ai-edge-torch-archive/blob/main/ai_edge_torch/generative/examples/c%2B%2B/text_generator_main.cc) for reference. Note that this example serves as a starting point, and users are expected to implement their own pipelines based on their model's specific requirements. + +#### Use MediaPipe LLM Inference API + +The [MediaPipe LLM Inference API](http://ai.google.dev/edge/mediapipe/solutions/genai/llm_inference) is a high-level API which supports LLM Inference using a prompt-in/prompt-out interface. While it supports some models "out of the box", you can also provide it LLMs converted via our Generative API, and get access to a simple high level interface with Java, and Swift bindings to easily integrate with Mobile Apps. It takes care of all the complexity of implementing the LLM pipeline under the hood, and makes deployment much easier. Unless, you want to explicitly control the pipeline, we would recommend using this for robustness, and ease of use. + +To deploy using the MP LLM Inference API, you need to +* Ensure you convert models using the expected convention of `prefill`, and `decode` functions in the examples. The pipeline only supports `SentencePiece` tokenizer, but it can support a wide variety of models. +* Bundle the converted TFLite files along with some other configurations such as start/stop tokens, tokenizer model etc. See [here](http://ai.google.dev/edge/mediapipe/solutions/genai/llm_inference#ai_edge_model_conversion) +* Once the bundle is created, you can easily invoke the pipeline using the mobile APIs [here](https://ai.google.dev/edge/mediapipe/solutions/genai/llm_inference/android#create_the_task). + +
+ +## Model visualization +### Install the Model Explorer package using the following command: +``` +pip install ai-edge-model-explorer +``` +Detailed install instruction can be found [here](https://github.com/google-ai-edge/model-explorer/wiki/1.-Installation). + +### Visualize the model using CLI +``` +model-explorer 'gemma-2b.tflite' +``` + +Gemma-2b visualization demo + +For an end-to-end example showing how to author, convert, quantize and execute, please refer to the steps [here](https://github.com/google-ai-edge/ai-edge-torch-archive/blob/main/ai_edge_torch/generative/examples/README.md) +
+ +## What to expect + +### Future Roadmap +* Expanded accleration support on mobile, and web GPUs, and mobile NPUs. +* Advanced quantization approaches suitable for LLMs. +* Expanded support of models, including Diffusion models. +* LoRA support. + +### Known Issues +The following are known product issues we are actively working to fix. + +* The conversion, and serialization process is unoptimized for LLMs. It requires keeping multiple copies of the weights in memory for transformations, and serialization/deserialization. +* Runtime execution of the LLM in TFLite is missing some memory optimizations, and inefficient during memory unpacking on XNNPack. diff --git a/ai_edge_torch/generative/__init__.py b/ai_edge_torch/generative/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/examples/README.md b/ai_edge_torch/generative/examples/README.md new file mode 100644 index 00000000..aff62dec --- /dev/null +++ b/ai_edge_torch/generative/examples/README.md @@ -0,0 +1,80 @@ +# Example transformer models (decoder-only LLMs) +Here we provide a list of popular decoder-only LLMs composed via the transformer building blocks from this library. The main purpose is to demonstrate how to construct a new PyTorch LLM model from scratch using the AI Edge Torch Generative API, and convert it to TFLite format for on-device inference. + +## Gemma +Gemma is Google's open-source LLM. The model has both a 2B and 7B versions. See the [model's HuggingFace page](https://huggingface.co/docs/transformers/main/en/model_doc/gemma). The example we provide is Gemma 2B, and the checkpoint for the model can be found [here](https://huggingface.co/google/gemma-2b-it). + +## TinyLlama +[TinyLlama](https://github.com/jzhang38/TinyLlama) is a popular OSS smaller version of Meta's Llama2 model, with only 1.1B parameters. [HuggingFace checkpoint](https://huggingface.co/TinyLlama/TinyLlama-1.1B-Chat-v1.0). + +## Microsoft Phi-2 +Microsoft Phi-2 is also a decoder-only LLM with 2.7B parameters, see details on [HuggingFace](https://huggingface.co/microsoft/phi-2). + +## Overall workflow +To support a new LLM with the Edge Generative API, we need to go through the process of model (re)authoring, checkpoint mapping/loading, model quantization (via PT2E), model conversion to flatbuffer schema, model quality evaluation, benchmarking and on-device inference pipeline authoring. + +### Model (re)authoring +Model (re)authoring refers to the process of a few things: +1) Understanding the overall model architecture (encoder-decoder, decoder-only etc). +2) Compose the model using `ai_edge_torch` provided transformer building blocks. +For each of the example models, we have a model definition file (e.g. tiny_llama/tiny_llama.py) where a `nn.Module` is defined, with its layers and a forward function. There is also a `get_model_config` function which returns a `ModelConfig` instance with hyper-parameters such as embedding size, layer count etc. Finally, there is a `define_and_run` function which builds the model instance, and runs the forward pass with a few sample inputs. + +Here we use `TinyLlama` as an example to walk you through the authoring steps. + +#### Define model's structure +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/e54638dd4a91ec09115f9ded1bd5540f3f1a4e68/ai_edge_torch/generative/examples/tiny_llama/tiny_llama.py#L43-L74 + +#### Define model's forward function +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/e54638dd4a91ec09115f9ded1bd5540f3f1a4e68/ai_edge_torch/generative/examples/tiny_llama/tiny_llama.py#L79-L101 + +Now, you will have an `nn.Module` named `TinyLlama`, the next step is to restore the weights from orginal checkpoint into the new model. + +### Checkpoint mapping/loading +After the model is defined, we need to load the original trained weights to the +new model. This is needed because the `state_dict` of the new model will be +different from the original model's `state_dict`. There are helper functions in +place to simplify the `state_dict` mapping process (`utilities/loader.py`). +The user needs to provide a layer name tempelate (TensorNames) for the source +model. This tempelate is then used to create an updated `state_dict` that works +with the mapped model. The tensor map includes the following fields: +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/3b753d80fdf00872baac523dc727b87b3dc271e7/ai_edge_torch/generative/utilities/loader.py#L120-L134 + +The fields that have a default value of `None` are optional and should only be +populated if they are relevant to the model architecture. For `TinyLlama`, we +will define the following `TENSOR_NAMES`: +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/e54638dd4a91ec09115f9ded1bd5540f3f1a4e68/ai_edge_torch/generative/examples/tiny_llama/tiny_llama.py#L27-L40 + +With the `TensorNames` defined, a user can simply use the loading utils to load +an instance of the mapped model. For instance: + +``` +model = MappedModel(config) +loader = loading_utils.ModelLoader("path_to_checkpoint", TENSOR_NAMES) +loader.load(model) +``` + +Currently, `ModelLoader` supports PyTorch state dictionary and SafeTensors +checkpoints. We recommend testing the mapped model against your reference implementation +using a few input samples before proceeding to the conversion step. + +### Model conversion +In this step, we use the `ai_edge_torch`'s standard multi-signature conversion API to convert PyTorch `nn.Module` to a single TFLite flatbuffer for on-device execution. For example, in `tiny_llama/convert_to_tflite.py`, we use this python code to convert the `TinyLLama` model to a multi-signature TFLite model: +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/3b753d80fdf00872baac523dc727b87b3dc271e7/ai_edge_torch/generative/examples/tiny_llama/convert_to_tflite.py#L22-L53 + +Once converted, you will get a `.tflite` model which will be ready for on-device execution. Note that the `.tflite` model generated uses static shapes. Inside the generated `.tflite` model, there will be two signatures defined (two entrypoints to the model): +1) `prefill`: taking 2 tensor inputs `prefill_tokens`, `prefill_input_pos`. With shape `(BATCH_SIZE, PREFILL_SEQ_LEN)` and `(PREFILL_SEQ_LEN)`. +2) `decode`: taking 2 tensor inputs `decode_token`, `decode_input_pos`. With shape `(1, 1)` and `(1)`. +To learn more about TFLite signatures, please refer to this [article](https://www.tensorflow.org/lite/guide/signatures). + +### Model quantization +To apply quantization, we need to create a configuration that fully expresses how the model should be quantized. This configuration is then passed into conversion, generating a quantized model. + +`quantize/quant_recipes.py` contains a list of recipes that are known to be well-supported during runtime. For the average user, this is a good starting point to select the quantization scheme that is best suited for your deployment needs. After identifying the target recipe, the model can be quantized as follows. This example is extracted from `generative/examples/quantize/example.py`. + +``` +quant_config = quant_recipes.full_linear_int8_dynamic_recipe() +edge_model = ai_edge_torch.convert( + model, (tokens, input_pos), quant_config=quant_config +) +``` +Once converted, you will get a quantized `.tflite` model which will be ready for on-device execution. diff --git a/ai_edge_torch/generative/examples/__init__.py b/ai_edge_torch/generative/examples/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/examples/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/examples/c++/BUILD b/ai_edge_torch/generative/examples/c++/BUILD new file mode 100644 index 00000000..87fc9b2e --- /dev/null +++ b/ai_edge_torch/generative/examples/c++/BUILD @@ -0,0 +1,44 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +load("@org_tensorflow//tensorflow/lite:build_def.bzl", "tflite_linkopts") + +licenses(["notice"]) + +package(default_visibility = [ + "//visibility:public", +]) + +cc_binary( + name = "text_generator_main", + srcs = [ + "text_generator_main.cc", + ], + linkopts = tflite_linkopts() + select({ + "@org_tensorflow//tensorflow:android": [ + "-pie", # Android 5.0 and later supports only PIE + "-lm", # some builtin ops, e.g., tanh, need -lm + ], + "//conditions:default": [], + }), + deps = [ + "@com_google_absl//absl/flags:flag", + "@com_google_absl//absl/flags:parse", + "@com_google_sentencepiece//:sentencepiece_processor", + "@org_tensorflow//tensorflow/lite:framework", + "@org_tensorflow//tensorflow/lite/experimental/genai:genai_ops", + "@org_tensorflow//tensorflow/lite/kernels:builtin_ops", + ], +) diff --git a/ai_edge_torch/generative/examples/c++/README.md b/ai_edge_torch/generative/examples/c++/README.md new file mode 100644 index 00000000..aba3e07a --- /dev/null +++ b/ai_edge_torch/generative/examples/c++/README.md @@ -0,0 +1,21 @@ +# AI Edge Examples + +This module offers illustrations of how to utilize and run exported models. The examples provided are designed to be concise and have limited dependencies on third-party libraries. Our intention is for developers to leverage these examples as a starting point for integrating the exported models with their unique model-specific pipelines and requirements. + +## Notes: + +* If compiling the examples to run on an Android device, you need to download Android NDK and SDK and set `$ANDROID_NDK_HOME` and `$ANDROID_HOME` environment variables. Please note that _bazel_ currently only supports NDK versions 19, 20, and 21. + +## Text Generation + +In `text_generator_main.cc`, we provide an example of running a decoder-only model end-to-end using TensorFlow Lite as our inference engine. + +To get started, you will need an exported model with two signatures: `prefill` and `decode`. The example takes in an input prompt, tokenizes it, "prefills" the model with the tokens, and decodes autoregressively with greedy sampling until a stop condition is met. Finally, it detokenizes the generated token IDs into text. + +It's important to note that while we use [SentencePiece](https://github.com/google/sentencepiece) as the tokenizer module in our example, it's not a requirement, and other tokenizers can be used as needed. Additionally, we're using a greedy sampling strategy, which simply takes an argmax over the output logits. There are many other options available that have been shown to generate better results. + +As an example, you can run `text_generator_main` for an exported Gemma model as follows: + +``` +bazel run -c opt //ai_edge_torch/generative/examples/c++:text_generator_main -- --tflite_model=PATH/gemma_it.tflite --sentencepiece_model=PATH/tokenizer.model --start_token="" --stop_token="" --num_threads=16 --prompt="Write an email:" +``` diff --git a/ai_edge_torch/generative/examples/c++/text_generator_main.cc b/ai_edge_torch/generative/examples/c++/text_generator_main.cc new file mode 100644 index 00000000..639162dc --- /dev/null +++ b/ai_edge_torch/generative/examples/c++/text_generator_main.cc @@ -0,0 +1,215 @@ +/* Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. + +Licensed under the Apache License, Version 2.0 (the "License"); +you may not use this file except in compliance with the License. +You may obtain a copy of the License at + + http://www.apache.org/licenses/LICENSE-2.0 + +Unless required by applicable law or agreed to in writing, software +distributed under the License is distributed on an "AS IS" BASIS, +WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +See the License for the specific language governing permissions and +limitations under the License. +==============================================================================*/ + +#include +#include +#include +#include +#include +#include +#include +#include +#include +#include + +#include "absl/flags/flag.h" +#include "absl/flags/parse.h" +#include "src/sentencepiece_processor.h" +#include "tensorflow/lite/experimental/genai/genai_ops.h" +#include "tensorflow/lite/interpreter.h" +#include "tensorflow/lite/interpreter_builder.h" +#include "tensorflow/lite/kernels/register.h" +#include "tensorflow/lite/model_builder.h" + +// This is a simplified example of using TFLite to generate text. +// Please note that this is only a starting point and the user is expected +// to create their own pipeline potentially using different tokenizers and +// better samplers. +// +// Example usage: +// generate_main --tflite_model="PATH/model.tflite" \ +// --sentencepiece_model="PATH/sp.model" \ +// --prompt="Write an email:" \ +// --max_decode_steps=64 \ +// --start_token="" \ +// --stop_token="" \ +// --num_threads=4 \ + +#define TFLITE_MINIMAL_CHECK(x) \ + if (!(x)) { \ + fprintf(stderr, "Error at %s:%d\n", __FILE__, __LINE__); \ + exit(1); \ + } + +ABSL_FLAG(std::string, tflite_model, "", + "Two-signature tflite model prepared for text generation using ODML " + "tools."); +ABSL_FLAG(std::string, sentencepiece_model, "", "Path to sentencepiece model."); +ABSL_FLAG(std::string, prompt, "Write an email:", "Input prompt to the model."); +ABSL_FLAG(int, max_decode_steps, -1, + "The number of tokens to generate. Defaults to maximum Sequence size " + "defined during conversion."); +ABSL_FLAG(std::string, start_token, "", + "Start token is appended to the beginning of input prompt to " + "signify start of sentence."); +ABSL_FLAG(std::string, stop_token, "", + "Stop token used to deterine end of decoding loop. If not provided " + "will decode until max_Seq_len or max_decode_steps."); +ABSL_FLAG(int, num_threads, 4, "Number of threads to use. Defaults to 4."); + +namespace { + +// Prepare helpers +std::unique_ptr LoadModel() { + std::unique_ptr model = + tflite::FlatBufferModel::BuildFromFile( + absl::GetFlag(FLAGS_tflite_model).c_str()); + TFLITE_MINIMAL_CHECK(model != nullptr); + return model; +} + +std::unique_ptr BuildInterpreter( + tflite::FlatBufferModel* model, int num_threads) { + tflite::ops::builtin::BuiltinOpResolver resolver; + // NOTE: We need to manually register optimized OPs for KV-cache and + // Scaled Dot Product Attention (SDPA). + tflite::ops::custom::GenAIOpsRegisterer(&resolver); + tflite::InterpreterBuilder builder(*model, resolver); + TFLITE_MINIMAL_CHECK(builder.SetNumThreads(num_threads) == kTfLiteOk); + std::unique_ptr interpreter; + builder(&interpreter); + TFLITE_MINIMAL_CHECK(interpreter != nullptr); + return interpreter; +} + +std::unique_ptr +LoadSentencePieceProcessor() { + std::ifstream input(absl::GetFlag(FLAGS_sentencepiece_model), + std::ios::binary); + std::string serialized_proto = std::string( + std::istreambuf_iterator(input), std::istreambuf_iterator()); + auto processor = std::make_unique(); + TFLITE_MINIMAL_CHECK( + processor->LoadFromSerializedProto(serialized_proto).ok()); + return processor; +} + +// A basic greedy sampler (equivalent to argmax). +int GreedySampler(const TfLiteTensor* logits) { + float max_value = -std::numeric_limits::infinity(); + int max_index = 0; + // logits shape: [Batch, Seq, Vocab], Dtype: float + for (int i = 0; i < logits->dims->data[2]; ++i) { + if (logits->data.f[i] > max_value) { + max_value = logits->data.f[i]; + max_index = i; + } + } + return max_index; +} + +} // namespace + +int main(int argc, char* argv[]) { + absl::ParseCommandLine(argc, argv); + + // Prepare required components. + std::unique_ptr model = LoadModel(); + std::unique_ptr interpreter = + BuildInterpreter(model.get(), absl::GetFlag(FLAGS_num_threads)); + std::unique_ptr sp_processor = + LoadSentencePieceProcessor(); + + // Get prefill and decode signature runners and allocate tensors per + // signature. + auto prefill_runner = interpreter->GetSignatureRunner("prefill"); + TFLITE_MINIMAL_CHECK(prefill_runner->AllocateTensors() == kTfLiteOk); + auto decode_runner = interpreter->GetSignatureRunner("decode"); + TFLITE_MINIMAL_CHECK(decode_runner->AllocateTensors() == kTfLiteOk); + + // Get Input Tensors for each of the runners. + // Shape: [Batch, Seq], Dtype: int64 + TfLiteTensor* prefill_input = prefill_runner->input_tensor("args_0"); + // Shape: [Seq], Dtype: int64 + TfLiteTensor* prefill_input_pos = prefill_runner->input_tensor("args_1"); + // Shape: [Batch, Seq], Dtype: int64 + TfLiteTensor* decode_input = decode_runner->input_tensor("args_0"); + // Shape: [Seq], Dtype: int64 + TfLiteTensor* decode_input_pos = decode_runner->input_tensor("args_1"); + int max_seq_size = prefill_input->dims->data[1]; + + // Tokenize the input prompt. + std::string prompt = absl::GetFlag(FLAGS_prompt); + std::vector prompt_tokens; + TFLITE_MINIMAL_CHECK(sp_processor->Encode(prompt, &prompt_tokens).ok()); + + std::string start_token = absl::GetFlag(FLAGS_start_token); + if (!start_token.empty()) { + prompt_tokens.insert(prompt_tokens.begin(), + sp_processor->PieceToId((start_token))); + } + std::string stop_token = absl::GetFlag(FLAGS_stop_token); + int stop_token_id = -1; + if (!stop_token.empty()) { + stop_token_id = sp_processor->PieceToId((stop_token)); + } + + // Fill in the inputs (assuming one batch). + // NOTE: We skip the last token and use that during decode. + int prefill_seq_size = + std::min(static_cast(prompt_tokens.size()), max_seq_size); + for (int i = 0; i < prefill_seq_size - 1; ++i) { + prefill_input->data.i64[i] = prompt_tokens[i]; + prefill_input_pos->data.i64[i] = i; + } + TFLITE_MINIMAL_CHECK(prefill_runner->Invoke() == kTfLiteOk); + + // Decode until max sequence size or user defined step limit, whichever is + // smaller. + // NOTE: max kv-cache size is *not* necessarily the same size as the max + // sequence length. KV Cache buffer wraps around if exahusted before max + // sequence length or stopping criteria reach. + int max_decode_steps = absl::GetFlag(FLAGS_max_decode_steps) == -1 + ? max_seq_size + : absl::GetFlag(FLAGS_max_decode_steps); + int decode_steps = + std::min(max_decode_steps, max_seq_size - prefill_seq_size); + TFLITE_MINIMAL_CHECK(decode_steps > 0); + + std::vector output_tokens; + output_tokens.reserve(decode_steps); + int next_token = prompt_tokens[prefill_seq_size - 1]; + int next_position = prefill_seq_size - 1; + for (int i = 0; i < decode_steps; ++i) { + decode_input->data.i64[0] = next_token; + decode_input_pos->data.i64[0] = next_position; + TFLITE_MINIMAL_CHECK(decode_runner->Invoke() == kTfLiteOk); + next_token = GreedySampler(decode_runner->output_tensor("output_0")); + output_tokens.push_back(next_token); + next_position += 1; + if (next_token == stop_token_id) { + break; + } + } + + // Detokenize the generated output. + std::string output_text; + TFLITE_MINIMAL_CHECK(sp_processor->Decode(output_tokens, &output_text).ok()); + + printf("Prompt:\n%s\nOutput text:\n%s\n", prompt.c_str(), + output_text.c_str()); + + return 0; +} diff --git a/ai_edge_torch/generative/examples/gemma/__init__.py b/ai_edge_torch/generative/examples/gemma/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/examples/gemma/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/examples/gemma/convert_to_tflite.py b/ai_edge_torch/generative/examples/gemma/convert_to_tflite.py new file mode 100644 index 00000000..1a2c4925 --- /dev/null +++ b/ai_edge_torch/generative/examples/gemma/convert_to_tflite.py @@ -0,0 +1,66 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import os +from pathlib import Path + +import torch + +import ai_edge_torch +from ai_edge_torch.generative.examples.gemma import gemma +from ai_edge_torch.generative.quantize import quant_recipes + + +def convert_gemma_to_tflite( + checkpoint_path: str, + prefill_seq_len: int = 512, + kv_cache_max_len: int = 1024, + quantize: bool = True, +): + """An example method for converting a Gemma 2B model to multi-signature + tflite model. + + Args: + checkpoint_path (str): The filepath to the model checkpoint, or directory holding the checkpoint. + prefill_seq_len (int, optional): The maximum size of prefill input tensor. + Defaults to 512. + kv_cache_max_len (int, optional): The maximum size of KV cache buffer, + including both prefill and decode. Defaults to 1024. + quantize (bool, optional): Whether the model should be quanized. + Defaults to True. + """ + pytorch_model = gemma.build_2b_model( + checkpoint_path, kv_cache_max_len=kv_cache_max_len + ) + # Tensors used to trace the model graph during conversion. + prefill_tokens = torch.full((1, prefill_seq_len), 0, dtype=torch.long) + prefill_input_pos = torch.arange(0, prefill_seq_len) + decode_token = torch.tensor([[0]], dtype=torch.long) + decode_input_pos = torch.tensor([0], dtype=torch.int64) + + quant_config = quant_recipes.full_linear_int8_dynamic_recipe() if quantize else None + edge_model = ( + ai_edge_torch.signature( + 'prefill', pytorch_model, (prefill_tokens, prefill_input_pos) + ) + .signature('decode', pytorch_model, (decode_token, decode_input_pos)) + .convert(quant_config=quant_config) + ) + edge_model.export(f'/tmp/gemma_seq{prefill_seq_len}_kv{kv_cache_max_len}.tflite') + + +if __name__ == '__main__': + checkpoint_path = os.path.join(Path.home(), 'Downloads/llm_data/gemma-2b') + convert_gemma_to_tflite(checkpoint_path) diff --git a/ai_edge_torch/generative/examples/gemma/gemma.py b/ai_edge_torch/generative/examples/gemma/gemma.py new file mode 100644 index 00000000..18557871 --- /dev/null +++ b/ai_edge_torch/generative/examples/gemma/gemma.py @@ -0,0 +1,174 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Example of building a Gemma model. + +import os +from pathlib import Path + +import numpy as np +import torch +import torch.nn as nn + +from ai_edge_torch.generative.layers.attention import TransformerBlock +import ai_edge_torch.generative.layers.attention_utils as attn_utils +import ai_edge_torch.generative.layers.builder as builder +import ai_edge_torch.generative.layers.model_config as cfg +import ai_edge_torch.generative.utilities.loader as loading_utils + +TENSOR_NAMES = loading_utils.ModelLoader.TensorNames( + ff_up_proj="model.layers.{}.mlp.up_proj", + ff_down_proj="model.layers.{}.mlp.down_proj", + ff_gate_proj="model.layers.{}.mlp.gate_proj", + attn_query_proj="model.layers.{}.self_attn.q_proj", + attn_key_proj="model.layers.{}.self_attn.k_proj", + attn_value_proj="model.layers.{}.self_attn.v_proj", + attn_output_proj="model.layers.{}.self_attn.o_proj", + pre_attn_norm="model.layers.{}.input_layernorm", + pre_ff_norm="model.layers.{}.post_attention_layernorm", + embedding="model.embed_tokens", + final_norm="model.norm", + lm_head=None, +) + + +class Gemma(nn.Module): + + def __init__(self, config: cfg.ModelConfig): + super().__init__() + + self.config = config + # Construct model layers. + self.tok_embedding = nn.Embedding( + config.vocab_size, config.embedding_dim, padding_idx=0 + ) + self.lm_head = nn.Linear( + config.embedding_dim, + config.vocab_size, + bias=config.lm_head_use_bias, + ) + # Gemma re-uses the embedding as the head projection layer. + self.lm_head.weight.data = self.tok_embedding.weight.data + self.transformer_blocks = nn.ModuleList( + TransformerBlock(config) for _ in range(config.num_layers) + ) + self.final_norm = builder.build_norm( + config.embedding_dim, + config.final_norm_config, + ) + self.rope_cache = attn_utils.build_rope_cache( + size=config.kv_cache_max, + dim=int(config.attn_config.rotary_percentage * config.head_dim), + base=10_000, + condense_ratio=1, + dtype=torch.float32, + device=torch.device("cpu"), + ) + self.mask_cache = attn_utils.build_causal_mask_cache( + size=config.kv_cache_max, dtype=torch.float32, device=torch.device("cpu") + ) + self.config = config + + # The model's forward function takes in additional k/v cache tensors + # and returns the updated k/v cache tensors to the caller. + # This can be eliminated if we handle k/v cache updates inside the model itself. + @torch.inference_mode + def forward(self, idx: torch.Tensor, input_pos: torch.Tensor) -> torch.Tensor: + B, T = idx.size() + assert ( + self.config.max_seq_len >= T + ), f"Cannot forward sequence of length {T}, max seq length is only {self.config.max_seq_len}" + + cos, sin = self.rope_cache + cos = cos.index_select(0, input_pos) + sin = sin.index_select(0, input_pos) + mask = self.mask_cache.index_select(2, input_pos) + mask = mask[:, :, :, : self.config.kv_cache_max] + + # token embeddings of shape (b, t, n_embd) + x = self.tok_embedding(idx) + x = x * (self.config.embedding_dim**0.5) + + for i, block in enumerate(self.transformer_blocks): + x = block(x, (cos, sin), mask, input_pos) + + x = self.final_norm(x) + res = self.lm_head(x) # (b, t, vocab_size) + return res + + +def get_model_config_2b(kv_cache_max_len: int = 1024) -> cfg.ModelConfig: + attn_config = cfg.AttentionConfig( + num_heads=8, + num_query_groups=1, + rotary_percentage=1.0, + ) + ff_config = cfg.FeedForwardConfig( + type=cfg.FeedForwardType.GATED, + activation=cfg.ActivationType.GELU_TANH, + intermediate_size=16384, + ) + norm_config = cfg.NormalizationConfig( + type=cfg.NormalizationType.RMS_NORM, + epsilon=1e-6, + zero_centered=True, + ) + config = cfg.ModelConfig( + vocab_size=256000, + num_layers=18, + max_seq_len=8192, + embedding_dim=2048, + kv_cache_max_len=kv_cache_max_len, + attn_config=attn_config, + ff_config=ff_config, + pre_attention_norm_config=norm_config, + pre_ff_norm_config=norm_config, + final_norm_config=norm_config, + parallel_residual=False, + lm_head_use_bias=False, + enable_hlfb=True, + ) + return config + + +def get_fake_model_config_2b_for_test() -> cfg.ModelConfig: + config = get_model_config_2b() + config.num_layers = 2 + return config + + +def build_2b_model(checkpoint_path, **kwargs) -> nn.Module: + config = get_model_config_2b(**kwargs) + model = Gemma(config) + loader = loading_utils.ModelLoader(checkpoint_path, TENSOR_NAMES) + # since embedding and lm-head use the same weight, we need to set strict + # to False. + loader.load(model, strict=False) + return model + + +def define_and_run_2b() -> None: + kv_cache_max_len = 1024 + checkpoint_path = os.path.join(Path.home(), "Downloads/llm_data/gemma-2b") + model = build_2b_model(checkpoint_path, kv_cache_max_len=kv_cache_max_len) + idx = torch.from_numpy(np.array([[1, 2, 3, 4]])) + tokens = torch.full((1, kv_cache_max_len), 0, dtype=torch.long, device="cpu") + tokens[0, :4] = idx + input_pos = torch.arange(0, kv_cache_max_len) + print("running an inference") + print(model.forward(tokens, input_pos)) + + +if __name__ == "__main__": + define_and_run_2b() diff --git a/ai_edge_torch/generative/examples/phi2/__init__.py b/ai_edge_torch/generative/examples/phi2/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/examples/phi2/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/examples/phi2/convert_to_tflite.py b/ai_edge_torch/generative/examples/phi2/convert_to_tflite.py new file mode 100644 index 00000000..f6387554 --- /dev/null +++ b/ai_edge_torch/generative/examples/phi2/convert_to_tflite.py @@ -0,0 +1,64 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import os +from pathlib import Path + +import torch + +import ai_edge_torch +from ai_edge_torch.generative.examples.phi2 import phi2 +from ai_edge_torch.generative.quantize import quant_recipes + + +def convert_phi2_to_tflite( + checkpoint_path: str, + prefill_seq_len: int = 512, + kv_cache_max_len: int = 1024, + quantize: bool = True, +): + """An example method for converting a Phi-2 model to multi-signature + tflite model. + + Args: + checkpoint_path (str): The filepath to the model checkpoint, or directory holding the checkpoint. + prefill_seq_len (int, optional): The maximum size of prefill input tensor. + Defaults to 512. + kv_cache_max_len (int, optional): The maximum size of KV cache buffer, + including both prefill and decode. Defaults to 1024. + quantize (bool, optional): Whether the model should be quanized. + Defaults to True. + """ + pytorch_model = phi2.build_model(checkpoint_path, kv_cache_max_len=kv_cache_max_len) + # Tensors used to trace the model graph during conversion. + prefill_tokens = torch.full((1, prefill_seq_len), 0, dtype=torch.long) + prefill_input_pos = torch.arange(0, prefill_seq_len) + decode_token = torch.tensor([[0]], dtype=torch.long) + decode_input_pos = torch.tensor([0], dtype=torch.int64) + + quant_config = quant_recipes.full_linear_int8_dynamic_recipe() if quantize else None + edge_model = ( + ai_edge_torch.signature( + 'prefill', pytorch_model, (prefill_tokens, prefill_input_pos) + ) + .signature('decode', pytorch_model, (decode_token, decode_input_pos)) + .convert(quant_config=quant_config) + ) + edge_model.export(f'/tmp/phi2_seq{prefill_seq_len}_kv{kv_cache_max_len}.tflite') + + +if __name__ == '__main__': + checkpoint_path = os.path.join(Path.home(), 'Downloads/llm_data/phi2') + convert_phi2_to_tflite(checkpoint_path) diff --git a/ai_edge_torch/generative/examples/phi2/phi2.py b/ai_edge_torch/generative/examples/phi2/phi2.py new file mode 100644 index 00000000..ab30c476 --- /dev/null +++ b/ai_edge_torch/generative/examples/phi2/phi2.py @@ -0,0 +1,164 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Example of building phi-2 model from the Edge Generative API layers. + + +import os +from pathlib import Path + +import numpy as np +import torch +import torch.nn as nn + +from ai_edge_torch.generative.layers.attention import TransformerBlock +import ai_edge_torch.generative.layers.attention_utils as attn_utils +import ai_edge_torch.generative.layers.builder as builder +import ai_edge_torch.generative.layers.model_config as cfg +import ai_edge_torch.generative.utilities.loader as loading_utils + +TENSOR_NAMES = loading_utils.ModelLoader.TensorNames( + ff_up_proj="model.layers.{}.mlp.fc1", + ff_down_proj="model.layers.{}.mlp.fc2", + attn_query_proj="model.layers.{}.self_attn.q_proj", + attn_key_proj="model.layers.{}.self_attn.k_proj", + attn_value_proj="model.layers.{}.self_attn.v_proj", + attn_output_proj="model.layers.{}.self_attn.dense", + pre_attn_norm="model.layers.{}.input_layernorm", + embedding="model.embed_tokens", + final_norm="model.final_layernorm", + lm_head="lm_head", +) + + +class Phi2(nn.Module): + + def __init__(self, config: cfg.ModelConfig): + super().__init__() + + self.config = config + # Construct model layers. + self.lm_head = nn.Linear( + config.embedding_dim, config.vocab_size, bias=config.lm_head_use_bias + ) + self.tok_embedding = nn.Embedding( + config.vocab_size, config.embedding_dim, padding_idx=0 + ) + self.transformer_blocks = nn.ModuleList( + TransformerBlock(config) for _ in range(config.num_layers) + ) + self.final_norm = builder.build_norm( + config.embedding_dim, + config.final_norm_config, + ) + self.rope_cache = attn_utils.build_rope_cache( + size=config.kv_cache_max, + dim=int(config.attn_config.rotary_percentage * config.head_dim), + base=10_000, + condense_ratio=1, + dtype=torch.float32, + device=torch.device("cpu"), + ) + self.mask_cache = attn_utils.build_causal_mask_cache( + size=config.kv_cache_max, dtype=torch.float32, device=torch.device("cpu") + ) + self.config = config + + # The model's forward function takes in additional k/v cache tensors + # and returns the updated k/v cache tensors to the caller. + # This can be eliminated if we handle k/v cache updates inside the model itself. + @torch.inference_mode + def forward(self, idx: torch.Tensor, input_pos: torch.Tensor) -> torch.Tensor: + B, T = idx.size() + assert ( + self.config.max_seq_len >= T + ), f"Cannot forward sequence of length {T}, max seq length is only {self.config.max_seq_len}" + + cos, sin = self.rope_cache + cos = cos.index_select(0, input_pos) + sin = sin.index_select(0, input_pos) + mask = self.mask_cache.index_select(2, input_pos) + mask = mask[:, :, :, : self.config.kv_cache_max] + + # forward the model itself + x = self.tok_embedding(idx) # token embeddings of shape (b, t, n_embd) + + for i, block in enumerate(self.transformer_blocks): + x = block(x, (cos, sin), mask, input_pos) + + x = self.final_norm(x) + res = self.lm_head(x) # (b, t, vocab_size) + return res + + +def get_model_config(kv_cache_max_len: int = 1024) -> cfg.ModelConfig: + attn_config = cfg.AttentionConfig( + num_heads=32, + num_query_groups=32, + rotary_percentage=0.4, + qkv_use_bias=True, + output_proj_use_bias=True, + ) + ff_config = cfg.FeedForwardConfig( + type=cfg.FeedForwardType.SEQUENTIAL, + activation=cfg.ActivationType.GELU_TANH, + intermediate_size=10240, + use_bias=True, + ) + norm_config = cfg.NormalizationConfig(type=cfg.NormalizationType.LAYER_NORM) + config = cfg.ModelConfig( + vocab_size=51200, + num_layers=32, + max_seq_len=2048, + kv_cache_max_len=kv_cache_max_len, + embedding_dim=2560, + attn_config=attn_config, + ff_config=ff_config, + pre_attention_norm_config=norm_config, + final_norm_config=norm_config, + parallel_residual=True, + lm_head_use_bias=True, + enable_hlfb=True, + ) + return config + + +def get_fake_model_config_for_test() -> cfg.ModelConfig: + config = get_model_config() + config.num_layers = 2 + return config + + +def build_model(checkpoint_path, **kwargs) -> nn.Module: + config = get_model_config(**kwargs) + model = Phi2(config) + loader = loading_utils.ModelLoader(checkpoint_path, TENSOR_NAMES) + loader.load(model) + return model + + +def define_and_run() -> None: + kv_cache_max_len = 1024 + checkpoint_path = os.path.join(Path.home(), "Downloads/llm_data/phi2") + model = build_model(checkpoint_path, kv_cache_max_len=kv_cache_max_len) + idx = torch.from_numpy(np.array([[1, 2, 3, 4]])) + tokens = torch.full((1, kv_cache_max_len), 0, dtype=torch.long, device="cpu") + tokens[0, :4] = idx + input_pos = torch.arange(0, kv_cache_max_len) + print("running an inference") + print(model.forward(tokens, input_pos)) + + +if __name__ == "__main__": + define_and_run() diff --git a/ai_edge_torch/generative/examples/t5/__init__.py b/ai_edge_torch/generative/examples/t5/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/examples/t5/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/examples/t5/convert_to_tflite.py b/ai_edge_torch/generative/examples/t5/convert_to_tflite.py new file mode 100644 index 00000000..3b49a7c3 --- /dev/null +++ b/ai_edge_torch/generative/examples/t5/convert_to_tflite.py @@ -0,0 +1,135 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import os +from pathlib import Path + +import numpy as np +import torch + +import ai_edge_torch +from ai_edge_torch.generative.examples.t5 import t5 +from ai_edge_torch.generative.quantize import quant_recipes + + +# TODO(haoliang): clean this up untile 2-sig model is validated e2e. +def convert_t5_to_tflite_singlesig(checkpoint_path: str): + pytorch_model = t5.build_t5_model(checkpoint_path) + + # encoder + seq_len = 512 + prefill_e_tokens = torch.full((1, seq_len), 0, dtype=torch.long) + prompt_e_token = [1, 2, 3, 4, 5, 6] + prefill_e_tokens[0, : len(prompt_e_token)] = torch.tensor( + prompt_e_token, dtype=torch.long + ) + prefill_e_input_pos = torch.arange(0, seq_len) + prefill_d_tokens = torch.full((1, seq_len), 0, dtype=torch.long) + prompt_d_token = [1, 2, 3, 4, 5, 6] + prefill_d_tokens[0, : len(prompt_d_token)] = torch.tensor( + prompt_d_token, dtype=torch.long + ) + prefill_d_input_pos = torch.arange(0, seq_len) + + # decoder + decode_token = torch.tensor([[1]], dtype=torch.long) + decode_input_pos = torch.tensor([0], dtype=torch.int64) + decode_d_token = torch.tensor([[1]], dtype=torch.long) + decode_d_input_pos = torch.tensor([0], dtype=torch.int64) + + # Pad mask for self attention only on "real" tokens. + # Pad with `-inf` for any tokens indices that aren't desired. + pad_mask = torch.zeros([seq_len], dtype=torch.float32) + + edge_model = ai_edge_torch.signature( + 'decode', + pytorch_model, + ( + prefill_e_tokens, + prefill_e_input_pos, + decode_d_token, + decode_d_input_pos, + pad_mask, + ), + ).convert() + + edge_model.export('/tmp/t5_encode_decode.tflite') + + +def convert_t5_to_tflite_multisig(checkpoint_path: str): + config = t5.get_model_config_t5() + embedding_layer = torch.nn.Embedding( + config.vocab_size, config.embedding_dim, padding_idx=0 + ) + t5_encoder_model = t5.build_t5_encoder_model(config, embedding_layer, checkpoint_path) + t5_decoder_model = t5.build_t5_decoder_model(config, embedding_layer, checkpoint_path) + + # encoder + seq_len = 512 + prefill_e_tokens = torch.full((1, seq_len), 0, dtype=torch.long) + prompt_e_token = [1, 2, 3, 4, 5, 6] + prefill_e_tokens[0, : len(prompt_e_token)] = torch.tensor( + prompt_e_token, dtype=torch.long + ) + prefill_e_input_pos = torch.arange(0, seq_len) + prefill_d_tokens = torch.full((1, seq_len), 0, dtype=torch.long) + prompt_d_token = [1, 2, 3, 4, 5, 6] + prefill_d_tokens[0, : len(prompt_d_token)] = torch.tensor( + prompt_d_token, dtype=torch.long + ) + prefill_d_input_pos = torch.arange(0, seq_len) + + # decoder + decode_token = torch.tensor([[1]], dtype=torch.long) + decode_input_pos = torch.tensor([0], dtype=torch.int64) + decode_d_token = torch.tensor([[1]], dtype=torch.long) + decode_d_input_pos = torch.tensor([0], dtype=torch.int64) + + # Pad mask for self attention only on "real" tokens. + # Pad with `-inf` for any tokens indices that aren't desired. + pad_mask = torch.zeros([seq_len], dtype=torch.float32) + hidden_states = torch.zeros((1, 512, 768), dtype=torch.float32) + quant_config = quant_recipes.full_linear_int8_dynamic_recipe() + + edge_model = ( + ai_edge_torch.signature( + 'encode', + t5_encoder_model, + ( + prefill_e_tokens, + prefill_e_input_pos, + pad_mask, + ), + ) + .signature( + 'decode', + t5_decoder_model, + ( + hidden_states, + decode_d_token, + decode_d_input_pos, + pad_mask, + ), + ) + .convert(quant_config=quant_config) + ) + + edge_model.export('/tmp/t5_encode_decode_2_sigs.tflite') + + +if __name__ == '__main__': + checkpoint_path = os.path.join(Path.home(), 'Downloads/llm_data/t5') + # convert_t5_to_tflite_singlesig(checkpoint_path) + convert_t5_to_tflite_multisig(checkpoint_path) diff --git a/ai_edge_torch/generative/examples/t5/t5.py b/ai_edge_torch/generative/examples/t5/t5.py new file mode 100644 index 00000000..fb5e2821 --- /dev/null +++ b/ai_edge_torch/generative/examples/t5/t5.py @@ -0,0 +1,608 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Example of building a T5 model. + +import copy +import os +from pathlib import Path +from typing import Optional, Tuple + +import numpy as np +import torch +import torch.nn as nn + +from ai_edge_torch.generative.examples.t5.t5_attention import EncoderDecoderBlock # NOQA +import ai_edge_torch.generative.layers.attention_utils as attn_utils +import ai_edge_torch.generative.layers.builder as builder +import ai_edge_torch.generative.layers.model_config as cfg +import ai_edge_torch.generative.utilities.t5_loader as loading_utils + +ENCDEC_TENSOR_NAMES = { + "ff_up_proj": "{prefix}.block.{}.layer.{num}.DenseReluDense.wi", + "ff_down_proj": "{prefix}.block.{}.layer.{num}.DenseReluDense.wo", + "attn_query_proj": "{prefix}.block.{}.layer.0.SelfAttention.q", + "attn_key_proj": "{prefix}.block.{}.layer.0.SelfAttention.k", + "attn_value_proj": "{prefix}.block.{}.layer.0.SelfAttention.v", + "attn_output_proj": "{prefix}.block.{}.layer.0.SelfAttention.o", + "relative_attn_bias": "{prefix}.block.0.layer.0.SelfAttention.relative_attention_bias", + "pre_attn_norm": "{prefix}.block.{}.layer.0.layer_norm", + "pre_ff_norm": "{prefix}.block.{}.layer.1.layer_norm", + "final_norm": "{prefix}.final_layer_norm", +} + +TENSOR_NAMES = {"lm_head": "lm_head", "embedding": "shared"} + + +class T5Stack(nn.Module): + + def __init__(self, config, embed_tokens=None): + super().__init__() + self.config = config + self.embed_tokens = embed_tokens + self.is_decoder = config.is_decoder + self.transformer_blocks = nn.ModuleList( + [ + EncoderDecoderBlock(config, has_relative_attention_bias=bool(i == 0)) + for i in range(config.num_layers) + ] + ) + self.final_norm = builder.build_norm(config.embedding_dim, config.final_norm_config) + + def forward( + self, + input_ids: torch.Tensor, + input_pos: torch.Tensor, + attention_mask: torch.Tensor, + relative_position: torch.Tensor, + encoder_hidden_states: Optional[ + torch.Tensor + ] = None, # should be for decoder case + encoder_attention_mask: Optional[ + torch.Tensor + ] = None, # should be for decoder case + ): + input_shape = input_ids.size() + inputs_embeds = self.embed_tokens(input_ids) + batch_size, seq_length = input_shape + hidden_states = inputs_embeds + position_bias = None + encoder_decoder_position_bias = None + for i, layer_module in enumerate(self.transformer_blocks): + # EncoderDecoderBlock.forward + hidden_states, position_bias, encoder_decoder_position_bias = layer_module( + hidden_states, + input_pos, + mask=attention_mask, + relative_position=relative_position, + position_bias=position_bias, + encoder_hidden_states=encoder_hidden_states, + encoder_attention_mask=encoder_attention_mask, + encoder_decoder_position_bias=encoder_decoder_position_bias, + ) + + hidden_states = self.final_norm(hidden_states) + return hidden_states + + +class T5(nn.Module): + + def __init__(self, config: cfg.ModelConfig): + super().__init__() + + self.config = config + # Construct model layers. + self.tok_embedding = nn.Embedding( + config.vocab_size, config.embedding_dim, padding_idx=0 + ) + + encoder_config = copy.deepcopy(config) + encoder_config.is_decoder = False + encoder_config.attn_config.enable_kv_cache = False + self.encoder = T5Stack(encoder_config, self.tok_embedding) + + decoder_config = copy.deepcopy(config) + decoder_config.is_decoder = True + self.decoder = T5Stack(decoder_config, self.tok_embedding) + self.lm_head = nn.Linear( + config.embedding_dim, config.vocab_size, bias=config.lm_head_use_bias + ) + + self.enc_attn_mask_cache = ( + torch.zeros( + (config.kv_cache_max, config.kv_cache_max), + dtype=torch.float32, + device=torch.device("cpu"), + ) + .unsqueeze(0) + .unsqueeze(0) + ) + + self.dec_attn_mask_cache = attn_utils.build_causal_mask_cache( + size=config.kv_cache_max, dtype=torch.float32, device=torch.device("cpu") + ) + + self.enc_rel_pos_mask = attn_utils.build_relative_position_buckets( + bidirectional=True, + query_length=config.kv_cache_max, + key_length=config.kv_cache_max, + num_buckets=config.attn_config.relative_attention_num_buckets, + max_distance=config.attn_config.relative_attention_max_distance, + ) + + self.dec_rel_pos_mask = attn_utils.build_relative_position_buckets( + bidirectional=False, + query_length=config.kv_cache_max, + key_length=config.kv_cache_max, + num_buckets=config.attn_config.relative_attention_num_buckets, + max_distance=config.attn_config.relative_attention_max_distance, + ) + + @torch.inference_mode + def forward( + self, + input_ids: torch.Tensor, + input_pos: torch.Tensor, + decoder_input_ids: torch.Tensor, + decoder_input_pos: torch.Tensor, + pad_mask: torch.Tensor, + ) -> torch.Tensor: + B, T = input_ids.size() + assert ( + self.config.max_seq_len >= T + ), f"Cannot forward sequence of length {T}, max seq length is only {self.config.max_seq_len}" + + enc_mask = self.enc_attn_mask_cache.index_select(2, input_pos) + enc_mask = enc_mask[:, :, :, : self.config.kv_cache_max] + # Mask off any "pad" tokens that shouldn't contribute to self-attention + enc_mask[:, :, :, :] += pad_mask + dec_mask = self.dec_attn_mask_cache.index_select(2, decoder_input_pos) + dec_mask = dec_mask[:, :, :, : self.config.kv_cache_max] + enc_relative_position = self.enc_rel_pos_mask.index_select(2, input_pos) + enc_relative_position = enc_relative_position[:, :, :, : self.config.kv_cache_max] + dec_relative_position = self.enc_rel_pos_mask.index_select(2, decoder_input_pos) + dec_relative_position = dec_relative_position[:, :, :, : self.config.kv_cache_max] + enc_attention_mask = self.enc_attn_mask_cache.index_select(2, decoder_input_pos) + # Mask off any "pad" tokens that shouldn't contribute to cross attention + enc_attention_mask[:, :, :, :] += pad_mask + + # Convert encoder inputs in embeddings if needed + encoder_hidden_states = self.encoder( + input_ids=input_ids, + input_pos=input_pos, + attention_mask=enc_mask, + relative_position=enc_relative_position, + ) + + # Decode + decoder_out = self.decoder( + input_ids=decoder_input_ids, + input_pos=decoder_input_pos, + attention_mask=dec_mask, + relative_position=dec_relative_position, + encoder_hidden_states=encoder_hidden_states, + encoder_attention_mask=enc_attention_mask, + ) + + # Rescale output before projecting on vocab + # See https://github.com/tensorflow/mesh/blob/fa19d69eafc9a482aff0b59ddd96b025c0cb207d/mesh_tensorflow/transformer/transformer.py#L586 + sequence_output = decoder_out * (self.config.embedding_dim**-0.5) + + lm_logits = self.lm_head(sequence_output) + return lm_logits + + +class T5Encoder(nn.Module): + + def __init__(self, config: cfg.ModelConfig, embedding_layer): + super().__init__() + + self.config = config + # Construct model layers. + assert embedding_layer != None, "Passed in embedding layer should not be None!" + self.tok_embedding = embedding_layer + + encoder_config = copy.deepcopy(config) + encoder_config.is_decoder = False + encoder_config.attn_config.enable_kv_cache = False + self.encoder = T5Stack(encoder_config, self.tok_embedding) + + self.enc_attn_mask_cache = ( + torch.zeros( + (config.kv_cache_max, config.kv_cache_max), + dtype=torch.float32, + device=torch.device("cpu"), + ) + .unsqueeze(0) + .unsqueeze(0) + ) + + self.enc_rel_pos_mask = attn_utils.build_relative_position_buckets( + bidirectional=True, + query_length=config.kv_cache_max, + key_length=config.kv_cache_max, + num_buckets=config.attn_config.relative_attention_num_buckets, + max_distance=config.attn_config.relative_attention_max_distance, + ) + + @torch.inference_mode + def forward( + self, + input_ids: torch.Tensor, + input_pos: torch.Tensor, + pad_mask: torch.Tensor, + ) -> torch.Tensor: + B, T = input_ids.size() + assert ( + self.config.max_seq_len >= T + ), f"Cannot forward sequence of length {T}, max seq length is only {self.config.max_seq_len}" + + enc_mask = self.enc_attn_mask_cache.index_select(2, input_pos) + enc_mask = enc_mask[:, :, :, : self.config.kv_cache_max] + # Mask off any "pad" tokens that shouldn't contribute to self-attention + enc_mask[:, :, :, :] += pad_mask + enc_relative_position = self.enc_rel_pos_mask.index_select(2, input_pos) + enc_relative_position = enc_relative_position[:, :, :, : self.config.kv_cache_max] + + # Convert encoder inputs in embeddings if needed + encoder_hidden_states = self.encoder( + input_ids=input_ids, + input_pos=input_pos, + attention_mask=enc_mask, + relative_position=enc_relative_position, + ) + + return encoder_hidden_states + + +class T5Decoder(nn.Module): + + def __init__(self, config: cfg.ModelConfig, embedding_layer): + super().__init__() + + self.config = config + # Construct model layers. + assert embedding_layer != None, "Passed in embedding layer should not be None!" + self.tok_embedding = embedding_layer + + decoder_config = copy.deepcopy(config) + decoder_config.is_decoder = True + self.decoder = T5Stack(decoder_config, self.tok_embedding) + self.lm_head = nn.Linear( + config.embedding_dim, config.vocab_size, bias=config.lm_head_use_bias + ) + + self.enc_attn_mask_cache = ( + torch.zeros( + (config.kv_cache_max, config.kv_cache_max), + dtype=torch.float32, + device=torch.device("cpu"), + ) + .unsqueeze(0) + .unsqueeze(0) + ) + + self.enc_rel_pos_mask = attn_utils.build_relative_position_buckets( + bidirectional=True, + query_length=config.kv_cache_max, + key_length=config.kv_cache_max, + num_buckets=config.attn_config.relative_attention_num_buckets, + max_distance=config.attn_config.relative_attention_max_distance, + ) + + self.dec_attn_mask_cache = attn_utils.build_causal_mask_cache( + size=config.kv_cache_max, dtype=torch.float32, device=torch.device("cpu") + ) + + @torch.inference_mode + def forward( + self, + encoder_hidden_states: torch.Tensor, + decoder_input_ids: torch.Tensor, + decoder_input_pos: torch.Tensor, + pad_mask: torch.Tensor, + ) -> torch.Tensor: + dec_mask = self.dec_attn_mask_cache.index_select(2, decoder_input_pos) + dec_mask = dec_mask[:, :, :, : self.config.kv_cache_max] + dec_relative_position = self.enc_rel_pos_mask.index_select(2, decoder_input_pos) + dec_relative_position = dec_relative_position[:, :, :, : self.config.kv_cache_max] + enc_attention_mask = self.enc_attn_mask_cache.index_select(2, decoder_input_pos) + # Mask off any "pad" tokens that shouldn't contribute to cross attention + enc_attention_mask[:, :, :, :] += pad_mask + + # Decode + decoder_out = self.decoder( + input_ids=decoder_input_ids, + input_pos=decoder_input_pos, + attention_mask=dec_mask, + relative_position=dec_relative_position, + encoder_hidden_states=encoder_hidden_states, + encoder_attention_mask=enc_attention_mask, + ) + + # Rescale output before projecting on vocab + # See https://github.com/tensorflow/mesh/blob/fa19d69eafc9a482aff0b59ddd96b025c0cb207d/mesh_tensorflow/transformer/transformer.py#L586 + sequence_output = decoder_out * (self.config.embedding_dim**-0.5) + + lm_logits = self.lm_head(sequence_output) + return lm_logits + + +def get_model_config_t5() -> cfg.ModelConfig: + attn_config = cfg.AttentionConfig( + num_heads=12, + num_query_groups=12, + qkv_use_bias=False, + relative_attention_num_buckets=32, + relative_attention_max_distance=128, + ) + ff_config = cfg.FeedForwardConfig( + type=cfg.FeedForwardType.SEQUENTIAL, + activation=cfg.ActivationType.RELU, + intermediate_size=3072, + ) + # T5 Confirmed as RMS Norm and eps = 1e-6 TJA. + norm_config = cfg.NormalizationConfig( + type=cfg.NormalizationType.RMS_NORM, + epsilon=1e-6, + ) + + config = cfg.ModelConfig( + vocab_size=32128, + num_layers=12, + max_seq_len=512, + embedding_dim=768, + attn_config=attn_config, + relative_attention=True, + ff_config=ff_config, + pre_attention_norm_config=norm_config, + pre_ff_norm_config=norm_config, + final_norm_config=norm_config, + parallel_residual=False, + lm_head_use_bias=False, + enable_hlfb=True, + ) + return config + + +def build_t5_model(checkpoint_path: str) -> nn.Module: + config = get_model_config_t5() + model = T5(config) + # Need the encoder and decoder mappings. + encoder_tensor_names = { + k: v.replace("{prefix}", "encoder").replace("{num}", "1") + for k, v in ENCDEC_TENSOR_NAMES.items() + } + decoder_tensor_names = ENCDEC_TENSOR_NAMES | { + "cross_attn_query_proj": "{prefix}.block.{}.layer.1.EncDecAttention.q", + "cross_attn_key_proj": "{prefix}.block.{}.layer.1.EncDecAttention.k", + "cross_attn_value_proj": "{prefix}.block.{}.layer.1.EncDecAttention.v", + "cross_attn_output_proj": "{prefix}.block.{}.layer.1.EncDecAttention.o", + # In the decoder, the FF is layer 2 in the Transformer block + "pre_ff_norm": "{prefix}.block.{}.layer.2.layer_norm", + # In the decoder, the cross attention is layer 1 in the Transformer block + "pre_cross_attn_norm": "{prefix}.block.{}.layer.1.layer_norm", + } + + decoder_tensor_names = { + k: v.replace("{prefix}", "decoder").replace("{num}", "2") + for k, v in decoder_tensor_names.items() + } + + # Additional layer norms for Cross Attention in decoder + # decoder_tensor_names["pre_attn_norm"] = "{prefix}.block.{}.layer.1.layer_norm", + tensor_names = { + "encoder.": loading_utils.ModelLoader.TensorNames(**encoder_tensor_names), + "decoder.": loading_utils.ModelLoader.TensorNames(**decoder_tensor_names), + "": loading_utils.ModelLoader.TensorNames(**TENSOR_NAMES), + } + loader = loading_utils.ModelLoader(checkpoint_path, names=tensor_names) + # The embedding is shared between the encoder and decoder, so we set + # strict=False. + loader.load(model, strict=False, fuse_attention=False) + return model + + +def build_t5_encoder_model( + config: cfg.ModelConfig, embedding_layer, checkpoint_path: str +) -> nn.Module: + model = T5Encoder(config, embedding_layer) + encoder_tensor_names = { + k: v.replace("{prefix}", "encoder").replace("{num}", "1") + for k, v in ENCDEC_TENSOR_NAMES.items() + } + + # Additional layer norms for Cross Attention in decoder + # decoder_tensor_names["pre_attn_norm"] = "{prefix}.block.{}.layer.1.layer_norm", + tensor_names = { + "encoder.": loading_utils.ModelLoader.TensorNames(**encoder_tensor_names), + "": loading_utils.ModelLoader.TensorNames(**TENSOR_NAMES), + } + loader = loading_utils.ModelLoader(checkpoint_path, names=tensor_names) + # The embedding is shared between the encoder and decoder, so we set + # strict=False. + loader.load(model, strict=False, fuse_attention=False) + return model + + +def build_t5_decoder_model( + config: cfg.ModelConfig, embedding_layer, checkpoint_path: str +) -> nn.Module: + model = T5Decoder(config, embedding_layer) + decoder_tensor_names = ENCDEC_TENSOR_NAMES | { + "cross_attn_query_proj": "{prefix}.block.{}.layer.1.EncDecAttention.q", + "cross_attn_key_proj": "{prefix}.block.{}.layer.1.EncDecAttention.k", + "cross_attn_value_proj": "{prefix}.block.{}.layer.1.EncDecAttention.v", + "cross_attn_output_proj": "{prefix}.block.{}.layer.1.EncDecAttention.o", + # In the decoder, the FF is layer 2 in the Transformer block + "pre_ff_norm": "{prefix}.block.{}.layer.2.layer_norm", + # In the decoder, the cross attention is layer 1 in the Transformer block + "pre_cross_attn_norm": "{prefix}.block.{}.layer.1.layer_norm", + } + + decoder_tensor_names = { + k: v.replace("{prefix}", "decoder").replace("{num}", "2") + for k, v in decoder_tensor_names.items() + } + + # Additional layer norms for Cross Attention in decoder + # decoder_tensor_names["pre_attn_norm"] = "{prefix}.block.{}.layer.1.layer_norm", + tensor_names = { + "decoder.": loading_utils.ModelLoader.TensorNames(**decoder_tensor_names), + "": loading_utils.ModelLoader.TensorNames(**TENSOR_NAMES), + } + loader = loading_utils.ModelLoader(checkpoint_path, names=tensor_names) + # The embedding is shared between the encoder and decoder, so we set + # strict=False. + loader.load(model, strict=False, fuse_attention=False) + return model + + +def get_sample_encoder_input_ids() -> torch.Tensor: + idx = torch.tensor( + [ + [ + 3856, + 27111, + 10, + 4425, + 51, + 4008, + 31, + 7, + 2306, + 16576, + 47, + 4381, + 16, + 8, + 3414, + 13, + 1410, + 16, + 932, + 11, + 1515, + 2766, + 6, + 11, + 4838, + 16, + 23964, + 16, + 1797, + 13, + 24, + 215, + 5, + 94, + 47, + 2017, + 168, + 1204, + 57, + 6800, + 7, + 11, + 9443, + 38, + 3673, + 8, + 4016, + 13, + 66, + 70, + 14234, + 5, + 2449, + 1215, + 83, + 17, + 16, + 8782, + 70, + 723, + 30, + 8, + 6162, + 13, + 1410, + 12, + 48, + 833, + 250, + 13, + 149, + 231, + 79, + 1858, + 16576, + 5, + 1, + ] + ] + ) + return idx + + +def define_and_run_t5(checkpoint_path: str) -> None: + t5_goldens = torch.load("t5_lm_logits.pt") + + model = build_t5_model(checkpoint_path) + + idx = get_sample_encoder_input_ids() + tokens = torch.full((1, 512), 0, dtype=torch.long, device="cpu") + tokens[0, :77] = idx + input_pos = torch.arange(0, 512) + + decode_d_token = torch.tensor([[0]], dtype=torch.int64) + decode_d_input_pos = torch.tensor([0], dtype=torch.int64) + pad_mask = torch.zeros([model.config.kv_cache_max], dtype=torch.float32) + pad_mask[77:] = float("-inf") + lm_logits = model.forward( + tokens, input_pos, decode_d_token, decode_d_input_pos, pad_mask + ) + print("comparing with goldens..") + assert torch.allclose(t5_goldens, lm_logits, atol=1e-05) + + +# TODO(haoliang): Move those tests. +def define_and_run_t5_split(checkpoint_path: str) -> None: + t5_goldens = torch.load("t5_lm_logits.pt") + config = get_model_config_t5() + embedding_layer = nn.Embedding(config.vocab_size, config.embedding_dim, padding_idx=0) + t5_encoder_model = build_t5_encoder_model(config, embedding_layer, checkpoint_path) + t5_decoder_model = build_t5_decoder_model(config, embedding_layer, checkpoint_path) + idx = get_sample_encoder_input_ids() + + tokens = torch.full((1, 512), 0, dtype=torch.long, device="cpu") + tokens[0, :77] = idx + input_pos = torch.arange(0, 512) + + decode_d_token = torch.tensor([[0]], dtype=torch.int64) + decode_d_input_pos = torch.tensor([0], dtype=torch.int64) + pad_mask = torch.zeros([t5_encoder_model.config.kv_cache_max], dtype=torch.float32) + pad_mask[77:] = float("-inf") + hidden_states = t5_encoder_model.forward(tokens, input_pos, pad_mask) + lm_logits = t5_decoder_model.forward( + hidden_states, decode_d_token, decode_d_input_pos, pad_mask + ) + print("comparing with goldens..") + assert torch.allclose(t5_goldens, lm_logits, atol=1e-05) + + +if __name__ == "__main__": + checkpoint = os.path.join(Path.home(), "Downloads/llm_data/t5") + # define_and_run_t5(checkpoint) + define_and_run_t5_split(checkpoint) diff --git a/ai_edge_torch/generative/examples/t5/t5_attention.py b/ai_edge_torch/generative/examples/t5/t5_attention.py new file mode 100644 index 00000000..edea3802 --- /dev/null +++ b/ai_edge_torch/generative/examples/t5/t5_attention.py @@ -0,0 +1,255 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Attention modules for the T5 encoder-decoder model family. + +from typing import Optional, Tuple + +import torch +from torch import nn +import torch.nn.functional as F + +from ai_edge_torch.generative.layers.attention import scaled_dot_product_attention # NOQA +from ai_edge_torch.generative.layers.attention import scaled_dot_product_attention_with_hlfb # NOQA +import ai_edge_torch.generative.layers.builder as builder +from ai_edge_torch.generative.layers.kv_cache import KVCache +import ai_edge_torch.generative.layers.model_config as cfg + + +class EncoderDecoderBlock(nn.Module): + + def __init__( + self, config: cfg.ModelConfig, has_relative_attention_bias: bool = False + ) -> None: + """Initialize an instance of the EncoderDecoderBlock. + + Args: + config (cfg.ModelConfig): the configuration object + for this transformer block. + has_relative_attention_bias (bool): whether the + self attention block has relative bias. + """ + + super().__init__() + self.atten_func = T5Attention( + config.embedding_dim, + config.attn_config, + config.pre_attention_norm_config, + config.kv_cache_max, + config.enable_hlfb, + has_relative_attention_bias=has_relative_attention_bias, + ) + # For a decoder, we add a cross attention. + if config.is_decoder: + self.cross_atten_func = T5Attention( + config.embedding_dim, + config.attn_config, + config.pre_attention_norm_config, + config.kv_cache_max, + config.enable_hlfb, + # Cross Attention does not have relative attention bias. + has_relative_attention_bias=False, + ) + else: + self.cross_atten_func = None + + self.pre_ff_norm = builder.build_norm( + config.embedding_dim, config.pre_ff_norm_config + ) + self.ff = builder.build_ff(config.embedding_dim, config.ff_config) + self.config = config + + def forward( + self, + x: torch.Tensor, + input_pos: Optional[torch.Tensor] = None, + mask: Optional[torch.Tensor] = None, + relative_position: Optional[torch.Tensor] = None, + position_bias: Optional[torch.Tensor] = None, + encoder_hidden_states: Optional[torch.Tensor] = None, + encoder_attention_mask: Optional[torch.Tensor] = None, + encoder_decoder_position_bias: Optional[torch.Tensor] = None, + ) -> torch.Tensor: + """Forward function of the EncoderDecoderBlock. + + Args: + x (torch.Tensor): the input tensor. + rope (Tuple[torch.Tensor, torch.Tensor]): the input rope tensor. + mask (torch.Tensor): the optional mask tensor. + input_pos (torch.Tensor): the optional input position tensor. + + Returns: + output activation from this transformer block. + """ + + hidden_states, position_bias = self.atten_func( + x, + input_pos=input_pos, + mask=mask, + relative_position=relative_position, + position_bias=position_bias, + ) + + attn_out = hidden_states + x + + if self.cross_atten_func: + hidden_states, encoder_decoder_position_bias = self.cross_atten_func( + attn_out, + input_pos=input_pos, + key_value_states=encoder_hidden_states, + mask=encoder_attention_mask, + relative_position=relative_position, + position_bias=encoder_decoder_position_bias, + ) + attn_out = hidden_states + attn_out + + forwarded = self.pre_ff_norm(attn_out) + forwarded = self.ff(forwarded) + hidden_states = attn_out + forwarded + + # encoder_deocder_position_bias is from CrossAttention + return hidden_states, position_bias, encoder_decoder_position_bias + + +class T5Attention(nn.Module): + + def __init__( + self, + dim: int, + config: cfg.AttentionConfig, + norm_config: cfg.NormalizationConfig, + kv_cache_max: int, + enable_hlfb: bool, + has_relative_attention_bias=False, + ) -> None: + """Initialize an instance of T5Attention. + + Args: + dim (int): causal attention's input/output dimmension. + config (cfg.AttentionConfig): attention specific configurations. + kv_cache_max (int): determines the size of the KV Cache buffer, if enabled. + enable_hlfb (bool): whether hlfb is enabled or not. + has_relative_attention_bias (bool): whether we compute relative bias. + """ + super().__init__() + self.pre_atten_norm = builder.build_norm(dim, norm_config) + + self.has_relative_attention_bias = has_relative_attention_bias + self.relative_attention_num_buckets = config.relative_attention_num_buckets + self.d_model = dim + self.head_dim = dim // config.num_heads + self.n_heads = config.num_heads + self.inner_dim = self.n_heads * self.head_dim + + self.q = nn.Linear(self.d_model, self.inner_dim, bias=config.qkv_use_bias) + self.k = nn.Linear(self.d_model, self.inner_dim, bias=config.qkv_use_bias) + self.v = nn.Linear(self.d_model, self.inner_dim, bias=config.qkv_use_bias) + # output projection + self.proj = nn.Linear( + self.inner_dim, self.d_model, bias=config.output_proj_use_bias + ) + + if self.has_relative_attention_bias: + self.relative_attention_bias = nn.Embedding( + self.relative_attention_num_buckets, self.n_heads + ) + + self.config = config + self.kv_cache = None + # Build a k/v cache with size (batch_size, kv_cache_max, n_heads, head_dim). + # Now only supports a max batch_size of 1. + if config.enable_kv_cache: + self.kv_cache = KVCache( + 1, + kv_cache_max, + config.num_query_groups, + self.head_dim, + enable_hlfb, + ) + + if enable_hlfb: + self.sdpa_func = scaled_dot_product_attention_with_hlfb + else: + self.sdpa_func = scaled_dot_product_attention + + def forward( + self, + x: torch.Tensor, + input_pos: Optional[torch.Tensor] = None, + key_value_states: Optional[torch.Tensor] = None, + mask: Optional[torch.Tensor] = None, + relative_position: Optional[torch.Tensor] = None, + position_bias: Optional[torch.Tensor] = None, + ) -> torch.Tensor: + """Forward function of the T5Attention layer. + + Args: + x (torch.Tensor): the input tensor. + rope (Tuple[torch.Tensor, torch.Tensor]): the input rope tensor. + mask (torch.Tensor): the optional mask tensor. + input_pos (torch.Tensor): the optional input position tensor. + + Returns: + output activation from this self attention layer. + """ + + x = self.pre_atten_norm(x) + B, T, C = x.size() # batch size, sequence length, embedding dimensionality (n_embd) + query_states = self.q(x) + query_states = query_states.reshape(B, T, -1, self.head_dim) # (B, T, nh_q, hs) + + if key_value_states is not None: + ( + kvB, + kvT, + kvC, + ) = ( + key_value_states.size() + ) # batch size, sequence length, embedding dimensionality (n_embd) + key_states = self.k(key_value_states) + value_states = self.v(key_value_states) + key_states = key_states.reshape(kvB, kvT, -1, self.head_dim) + value_states = value_states.reshape(kvB, kvT, -1, self.head_dim) + else: + key_states = self.k(x) + value_states = self.v(x) + key_states = key_states.reshape(B, T, -1, self.head_dim) + value_states = value_states.reshape(B, T, -1, self.head_dim) + + if key_value_states is None and self.kv_cache is not None: + key_states, value_states = self.kv_cache.update_cache( + input_pos, key_states, value_states + ) + + if position_bias is None: + # handle the encoder case first + if self.has_relative_attention_bias: + position_bias = self.relative_attention_bias( + relative_position + ) # shape (query_length, key_length, num_heads) + position_bias = position_bias.permute([0, 1, 4, 2, 3]).squeeze( + 0 + ) # shape (1, num_heads, query_length, key_length) + else: + # position_bias = torch.zeros(B, self.n_heads, T, self.head_dim, dtype=torch.float32) + position_bias = torch.zeros_like(mask, dtype=torch.float32) + + mask = mask + position_bias + y = self.sdpa_func( + query_states, key_states, value_states, self.head_dim, mask=mask, scale=1.0 + ) + y = y.reshape(B, T, C) # re-assemble all head outputs side by side + # output projection + y = self.proj(y) + return y, position_bias diff --git a/ai_edge_torch/generative/examples/t5/t5_conversion_colab.ipynb b/ai_edge_torch/generative/examples/t5/t5_conversion_colab.ipynb new file mode 100644 index 00000000..00a4c8df --- /dev/null +++ b/ai_edge_torch/generative/examples/t5/t5_conversion_colab.ipynb @@ -0,0 +1,207 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "metadata": { + "id": "df840597-64ce-4834-852e-48ced451f69f" + }, + "source": [ + "\n", + " \"Open\n", + "" + ] + }, + { + "cell_type": "code", + "execution_count": 1, + "metadata": { + "id": "00e00b3b-d7ed-4e2e-815e-3addfc23c8f3" + }, + "outputs": [], + "source": [ + "# Copyright 2024 The AI Edge Torch Authors.\n", + "#\n", + "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", + "# you may not use this file except in compliance with the License.\n", + "# You may obtain a copy of the License at\n", + "#\n", + "# http://www.apache.org/licenses/LICENSE-2.0\n", + "#\n", + "# Unless required by applicable law or agreed to in writing, software\n", + "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", + "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", + "# See the License for the specific language governing permissions and\n", + "# limitations under the License.\n", + "# ==============================================================================\n", + "# This is a simple colab showing how to re-author T5 (encoder-decoder) model,\n", + "# convert and run in a colab python environment." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "a9bdc007e6ce" + }, + "source": [ + "Note: When running notebooks in this repository with Google Colab, some users may see\n", + "the following warning message:\n", + "\n", + "![Colab warning](https://github.com/google-ai-edge/ai-edge-torch/blob/main/docs/data/colab_warning.jpg?raw=true)\n", + "\n", + "Please click `Restart Session` and run again." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "a91d40b5-91f0-4c19-bdb4-a2f56fa1c5ff" + }, + "outputs": [], + "source": [ + "!pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt\n", + "!pip install ai-edge-torch" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "WpEGGRs4FJo6" + }, + "source": [ + "## Download model checkpoint\n", + "First we download the T5 pytorch checkpoint from huggingface from https://huggingface.co/humarin/chatgpt_paraphraser_on_T5_base." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ivZdosGMowfl" + }, + "outputs": [], + "source": [ + "!curl -O -L https://huggingface.co/humarin/chatgpt_paraphraser_on_T5_base/resolve/main/pytorch_model.bin" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "R5aPvvxeF3bc" + }, + "source": [ + "## T5 Model Authoring and Conversion\n", + "Next, we import the T5 encoder/decoder implementation from `ai_edge_torch/generative/examples/t5`, and convert to TFLite with 2 signatures: `encode` and `decode`." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "id": "YqPe7B8hwGh2" + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import torch\n", + "\n", + "import ai_edge_torch\n", + "from ai_edge_torch.generative.examples.t5 import t5\n", + "from ai_edge_torch.generative.quantize import quant_recipes\n", + "\n", + "\n", + "def convert_t5_to_tflite_multisig(checkpoint_path: str):\n", + " config = t5.get_model_config_t5()\n", + " # Temporarily disable HLFB until custom op issue is fixed.\n", + " config.enable_hlfb = False\n", + " embedding_layer = torch.nn.Embedding(\n", + " config.vocab_size, config.embedding_dim, padding_idx=0\n", + " )\n", + " t5_encoder_model = t5.build_t5_encoder_model(config, embedding_layer, checkpoint_path)\n", + " t5_decoder_model = t5.build_t5_decoder_model(config, embedding_layer, checkpoint_path)\n", + "\n", + " # encoder\n", + " seq_len = 512\n", + " prefill_e_tokens = torch.full((1, seq_len), 0, dtype=torch.long)\n", + " prompt_e_token = [1, 2, 3, 4, 5, 6]\n", + " prefill_e_tokens[0, : len(prompt_e_token)] = torch.tensor(\n", + " prompt_e_token, dtype=torch.long\n", + " )\n", + " prefill_e_input_pos = torch.arange(0, seq_len)\n", + " prefill_d_tokens = torch.full((1, seq_len), 0, dtype=torch.long)\n", + " prompt_d_token = [1, 2, 3, 4, 5, 6]\n", + " prefill_d_tokens[0, : len(prompt_d_token)] = torch.tensor(\n", + " prompt_d_token, dtype=torch.long\n", + " )\n", + " prefill_d_input_pos = torch.arange(0, seq_len)\n", + "\n", + " # decoder\n", + " decode_token = torch.tensor([[1]], dtype=torch.long)\n", + " decode_input_pos = torch.tensor([0], dtype=torch.int64)\n", + " decode_d_token = torch.tensor([[1]], dtype=torch.long)\n", + " decode_d_input_pos = torch.tensor([0], dtype=torch.int64)\n", + "\n", + " # Pad mask for self attention only on \"real\" tokens.\n", + " # Pad with `-inf` for any tokens indices that aren't desired.\n", + " pad_mask = torch.zeros([seq_len], dtype=torch.float32)\n", + " hidden_states = torch.zeros((1, 512, 768), dtype=torch.float32)\n", + " quant_config = quant_recipes.full_linear_int8_dynamic_recipe()\n", + "\n", + " edge_model = ai_edge_torch.signature(\n", + " 'encode',\n", + " t5_encoder_model.eval(),\n", + " (\n", + " prefill_e_tokens,\n", + " prefill_e_input_pos,\n", + " pad_mask,\n", + " ),\n", + " ).signature(\n", + " 'decode',\n", + " t5_decoder_model.eval(),\n", + " (\n", + " hidden_states,\n", + " decode_d_token,\n", + " decode_d_input_pos,\n", + " pad_mask,\n", + " ),\n", + " ).convert(quant_config=quant_config)\n", + "\n", + " edge_model.export('t5_encode_decode_2_sigs.tflite')\n", + " return edge_model\n" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "UlgHZtWIGhAc" + }, + "source": [ + "Finally, we call the convert function, this might take a few minutes to finish." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "nMCuhDTawncf" + }, + "outputs": [], + "source": [ + "print('converting T5 to tflite.')\n", + "edge_model = convert_t5_to_tflite_multisig(\"/content/pytorch_model.bin\")" + ] + } + ], + "metadata": { + "colab": { + "name": "t5_conversion_colab.ipynb", + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/ai_edge_torch/generative/examples/t5/t5_lm_logits.pt b/ai_edge_torch/generative/examples/t5/t5_lm_logits.pt new file mode 100644 index 00000000..2a41f0cb Binary files /dev/null and b/ai_edge_torch/generative/examples/t5/t5_lm_logits.pt differ diff --git a/ai_edge_torch/generative/examples/test_models/__init__.py b/ai_edge_torch/generative/examples/test_models/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/examples/test_models/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/examples/test_models/toy_model.py b/ai_edge_torch/generative/examples/test_models/toy_model.py new file mode 100644 index 00000000..d5d013be --- /dev/null +++ b/ai_edge_torch/generative/examples/test_models/toy_model.py @@ -0,0 +1,119 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# A toy example which has a single-layer transformer block. +from typing import Tuple + +import numpy as np +import torch +import torch.nn as nn + +import ai_edge_torch +from ai_edge_torch.generative.layers.attention import TransformerBlock +import ai_edge_torch.generative.layers.attention_utils as attn_utils +import ai_edge_torch.generative.layers.builder as builder +import ai_edge_torch.generative.layers.model_config as cfg + +RoPECache = Tuple[torch.Tensor, torch.Tensor] +KV_CACHE_MAX_LEN = 100 + + +class ToySingleLayerModel(torch.nn.Module): + + def __init__(self, config: cfg.ModelConfig) -> None: + super().__init__() + self.lm_head = nn.Linear( + config.embedding_dim, config.vocab_size, bias=config.lm_head_use_bias + ) + self.tok_embedding = nn.Embedding(config.vocab_size, config.embedding_dim) + self.transformer_block = TransformerBlock(config) + self.final_norm = builder.build_norm( + config.embedding_dim, + config.final_norm_config, + ) + self.rope_cache = attn_utils.build_rope_cache( + size=config.max_seq_len, + dim=int(config.attn_config.rotary_percentage * config.head_dim), + base=10_000, + condense_ratio=1, + dtype=torch.float32, + device=torch.device('cpu'), + ) + self.mask_cache = attn_utils.build_causal_mask_cache( + size=config.max_seq_len, dtype=torch.float32, device=torch.device('cpu') + ) + self.config = config + + @torch.inference_mode + def forward(self, idx: torch.Tensor, input_pos: torch.Tensor) -> torch.Tensor: + x = self.tok_embedding(idx) + cos, sin = self.rope_cache + + cos = cos.index_select(0, input_pos) + sin = sin.index_select(0, input_pos) + mask = self.mask_cache.index_select(2, input_pos) + mask = mask[:, :, :, : self.config.max_seq_len] + + x = self.transformer_block(x, (cos, sin), mask, input_pos) + x = self.final_norm(x) + return self.lm_head(x) + + +def define_and_run() -> None: + attn_config = cfg.AttentionConfig( + num_heads=32, num_query_groups=4, rotary_percentage=1.0, enable_kv_cache=False + ) + ff_config = cfg.FeedForwardConfig( + type=cfg.FeedForwardType.GATED, + activation=cfg.ActivationType.SILU, + intermediate_size=256, + ) + norm_config = cfg.NormalizationConfig(type=cfg.NormalizationType.RMS_NORM) + config = cfg.ModelConfig( + vocab_size=400, + num_layers=1, + max_seq_len=KV_CACHE_MAX_LEN, + embedding_dim=128, + attn_config=attn_config, + ff_config=ff_config, + pre_attention_norm_config=norm_config, + pre_ff_norm_config=norm_config, + final_norm_config=norm_config, + ) + + model = ToySingleLayerModel(config) + idx = torch.unsqueeze(torch.arange(0, KV_CACHE_MAX_LEN), 0) + input_pos = torch.arange(0, KV_CACHE_MAX_LEN) + print('running an inference') + print( + model.forward( + idx, + input_pos, + ) + ) + + # Convert model to tflite. + print('converting model to tflite') + edge_model = ai_edge_torch.convert( + model, + ( + idx, + input_pos, + ), + ) + edge_model.export('/tmp/toy_model.tflite') + + +if __name__ == '__main__': + define_and_run() diff --git a/ai_edge_torch/generative/examples/test_models/toy_model_with_kv_cache.py b/ai_edge_torch/generative/examples/test_models/toy_model_with_kv_cache.py new file mode 100644 index 00000000..abc88669 --- /dev/null +++ b/ai_edge_torch/generative/examples/test_models/toy_model_with_kv_cache.py @@ -0,0 +1,143 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# A toy example which has basic transformer block (w/ KV-Cache). +from typing import List, Tuple + +import numpy as np +import torch +import torch.nn as nn +import torch_xla + +import ai_edge_torch +from ai_edge_torch.generative.layers.attention import TransformerBlock +import ai_edge_torch.generative.layers.attention_utils as attn_utils +import ai_edge_torch.generative.layers.builder as builder +import ai_edge_torch.generative.layers.model_config as cfg + +RoPECache = Tuple[torch.Tensor, torch.Tensor] + + +class ToyModelWithKV(torch.nn.Module): + + def __init__(self, config: cfg.ModelConfig) -> None: + super().__init__() + self.lm_head = nn.Linear( + config.embedding_dim, config.vocab_size, bias=config.lm_head_use_bias + ) + self.tok_embedding = nn.Embedding(config.vocab_size, config.embedding_dim) + self.transformer_blocks = nn.ModuleList( + TransformerBlock(config) for _ in range(config.num_layers) + ) + self.final_norm = builder.build_norm( + config.embedding_dim, + config.final_norm_config, + ) + self.rope_cache = attn_utils.build_rope_cache( + size=config.max_seq_len, + dim=int(config.attn_config.rotary_percentage * config.head_dim), + base=10_000, + condense_ratio=1, + dtype=torch.float32, + device=torch.device('cpu'), + ) + self.mask_cache = attn_utils.build_causal_mask_cache( + size=config.max_seq_len, dtype=torch.float32, device=torch.device('cpu') + ) + self.config = config + + @torch.inference_mode + def forward(self, idx: torch.Tensor, input_pos: torch.Tensor) -> torch.Tensor: + x = self.tok_embedding(idx) + cos, sin = self.rope_cache + cos = cos.index_select(0, input_pos) + sin = sin.index_select(0, input_pos) + mask = self.mask_cache.index_select(2, input_pos) + mask = mask[:, :, :, : self.config.max_seq_len] + for i, block in enumerate(self.transformer_blocks): + x = block(x, (cos, sin), mask, input_pos) + x = self.final_norm(x) + return self.lm_head(x) + + +def _export_stablehlo_mlir(model, args): + ep = torch.export.export(model, args) + stablehlo_gm = torch_xla.stablehlo.exported_program_to_stablehlo(ep) + return stablehlo_gm.get_stablehlo_text() + + +def get_model_config() -> cfg.ModelConfig: + attn_config = cfg.AttentionConfig( + num_heads=32, num_query_groups=4, rotary_percentage=1.0 + ) + ff_config = cfg.FeedForwardConfig( + type=cfg.FeedForwardType.GATED, + activation=cfg.ActivationType.SILU, + intermediate_size=256, + ) + norm_config = cfg.NormalizationConfig(type=cfg.NormalizationType.RMS_NORM) + config = cfg.ModelConfig( + vocab_size=150, + num_layers=2, + max_seq_len=500, + embedding_dim=128, + attn_config=attn_config, + ff_config=ff_config, + pre_attention_norm_config=norm_config, + pre_ff_norm_config=norm_config, + final_norm_config=norm_config, + enable_hlfb=True, + ) + return config + + +def get_sample_prefill_inputs() -> Tuple[torch.Tensor, torch.Tensor]: + idx = torch.unsqueeze(torch.arange(0, 100), 0) + input_pos = torch.arange(0, 100) + return idx, input_pos + + +def get_sample_decode_inputs() -> Tuple[torch.Tensor, torch.Tensor]: + idx = torch.tensor([[1]], dtype=torch.long) + input_pos = torch.tensor([10], dtype=torch.int64) + return idx, input_pos + + +def define_and_run() -> None: + dump_mlir = False + + config = get_model_config() + model = ToyModelWithKV(config) + print('running an inference') + idx, input_pos = get_sample_prefill_inputs() + decode_idx, decode_input_pos = get_sample_decode_inputs() + print(model.forward(idx, input_pos)) + + if dump_mlir: + mlir_text = _export_stablehlo_mlir(model, (idx, input_pos)) + with open('/tmp/toy_model_with_kv.stablehlo.mlir', 'w') as f: + f.write(mlir_text) + + # Convert model to tflite with 2 signatures (prefill + decode). + print('converting toy model to tflite with 2 signatures (prefill + decode)') + edge_model = ( + ai_edge_torch.signature('prefill', model, (idx, input_pos)) + .signature('decode', model, (decode_idx, decode_input_pos)) + .convert() + ) + edge_model.export('/tmp/toy_kv_cache.tflite') + + +if __name__ == '__main__': + define_and_run() diff --git a/ai_edge_torch/generative/examples/tiny_llama/__init__.py b/ai_edge_torch/generative/examples/tiny_llama/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/ai_edge_torch/generative/examples/tiny_llama/convert_to_tflite.py b/ai_edge_torch/generative/examples/tiny_llama/convert_to_tflite.py new file mode 100644 index 00000000..21f1ae20 --- /dev/null +++ b/ai_edge_torch/generative/examples/tiny_llama/convert_to_tflite.py @@ -0,0 +1,66 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import os +from pathlib import Path + +import torch + +import ai_edge_torch +from ai_edge_torch.generative.examples.tiny_llama import tiny_llama +from ai_edge_torch.generative.quantize import quant_recipes + + +def convert_tiny_llama_to_tflite( + checkpoint_path: str, + prefill_seq_len: int = 512, + kv_cache_max_len: int = 1024, + quantize: bool = True, +): + """An example method for converting TinyLlama model to multi-signature + tflite model. + + Args: + checkpoint_path (str): The filepath to the model checkpoint, or directory holding the checkpoint. + prefill_seq_len (int, optional): The maximum size of prefill input tensor. + Defaults to 512. + kv_cache_max_len (int, optional): The maximum size of KV cache buffer, + including both prefill and decode. Defaults to 1024. + quantize (bool, optional): Whether the model should be quanized. + Defaults to True. + """ + pytorch_model = tiny_llama.build_model( + checkpoint_path, kv_cache_max_len=kv_cache_max_len + ) + # Tensors used to trace the model graph during conversion. + prefill_tokens = torch.full((1, prefill_seq_len), 0, dtype=torch.long) + prefill_input_pos = torch.arange(0, prefill_seq_len) + decode_token = torch.tensor([[0]], dtype=torch.long) + decode_input_pos = torch.tensor([0], dtype=torch.int64) + + quant_config = quant_recipes.full_linear_int8_dynamic_recipe() if quantize else None + edge_model = ( + ai_edge_torch.signature( + 'prefill', pytorch_model, (prefill_tokens, prefill_input_pos) + ) + .signature('decode', pytorch_model, (decode_token, decode_input_pos)) + .convert(quant_config=quant_config) + ) + edge_model.export(f'/tmp/tiny_llama_seq{prefill_seq_len}_kv{kv_cache_max_len}.tflite') + + +if __name__ == '__main__': + checkpoint_path = os.path.join(Path.home(), 'Downloads/llm_data/tiny_llama') + convert_tiny_llama_to_tflite(checkpoint_path) diff --git a/ai_edge_torch/generative/examples/tiny_llama/tiny_llama.py b/ai_edge_torch/generative/examples/tiny_llama/tiny_llama.py new file mode 100644 index 00000000..cde23667 --- /dev/null +++ b/ai_edge_torch/generative/examples/tiny_llama/tiny_llama.py @@ -0,0 +1,164 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Example of building a TinyLlama model from the Edge Generative API layers. + +import os +from pathlib import Path + +import numpy as np +import torch +import torch.nn as nn + +from ai_edge_torch.generative.layers.attention import TransformerBlock +import ai_edge_torch.generative.layers.attention_utils as attn_utils +import ai_edge_torch.generative.layers.builder as builder +import ai_edge_torch.generative.layers.model_config as cfg +import ai_edge_torch.generative.utilities.loader as loading_utils + +TENSOR_NAMES = loading_utils.ModelLoader.TensorNames( + ff_up_proj="model.layers.{}.mlp.up_proj", + ff_down_proj="model.layers.{}.mlp.down_proj", + ff_gate_proj="model.layers.{}.mlp.gate_proj", + attn_query_proj="model.layers.{}.self_attn.q_proj", + attn_key_proj="model.layers.{}.self_attn.k_proj", + attn_value_proj="model.layers.{}.self_attn.v_proj", + attn_output_proj="model.layers.{}.self_attn.o_proj", + pre_attn_norm="model.layers.{}.input_layernorm", + pre_ff_norm="model.layers.{}.post_attention_layernorm", + embedding="model.embed_tokens", + final_norm="model.norm", + lm_head="lm_head", +) + + +class TinyLLamma(nn.Module): + + def __init__(self, config: cfg.ModelConfig): + super().__init__() + + self.config = config + # Construct model layers. + self.lm_head = nn.Linear( + config.embedding_dim, config.vocab_size, bias=config.lm_head_use_bias + ) + self.tok_embedding = nn.Embedding( + config.vocab_size, config.embedding_dim, padding_idx=0 + ) + self.transformer_blocks = nn.ModuleList( + TransformerBlock(config) for _ in range(config.num_layers) + ) + self.final_norm = builder.build_norm( + config.embedding_dim, + config.final_norm_config, + ) + self.rope_cache = attn_utils.build_rope_cache( + size=config.kv_cache_max, + dim=int(config.attn_config.rotary_percentage * config.head_dim), + base=10_000, + condense_ratio=1, + dtype=torch.float32, + device=torch.device("cpu"), + ) + self.mask_cache = attn_utils.build_causal_mask_cache( + size=config.kv_cache_max, dtype=torch.float32, device=torch.device("cpu") + ) + self.config = config + + # The model's forward function takes in additional k/v cache tensors + # and returns the updated k/v cache tensors to the caller. + # This can be eliminated if we handle k/v cache updates inside the model itself. + @torch.inference_mode + def forward(self, idx: torch.Tensor, input_pos: torch.Tensor) -> torch.Tensor: + B, T = idx.size() + assert ( + self.config.max_seq_len >= T + ), f"Cannot forward sequence of length {T}, max seq length is only {self.config.max_seq_len}" + + cos, sin = self.rope_cache + cos = cos.index_select(0, input_pos) + sin = sin.index_select(0, input_pos) + mask = self.mask_cache.index_select(2, input_pos) + mask = mask[:, :, :, : self.config.kv_cache_max] + + # forward the model itself + x = self.tok_embedding(idx) # token embeddings of shape (b, t, n_embd) + + for i, block in enumerate(self.transformer_blocks): + x = block(x, (cos, sin), mask, input_pos) + + x = self.final_norm(x) + + res = self.lm_head(x) # (b, t, vocab_size) + return res + + +def get_model_config(kv_cache_max_len: int = 1024) -> cfg.ModelConfig: + attn_config = cfg.AttentionConfig( + num_heads=32, + num_query_groups=4, + rotary_percentage=1.0, + ) + ff_config = cfg.FeedForwardConfig( + type=cfg.FeedForwardType.GATED, + activation=cfg.ActivationType.SILU, + intermediate_size=5632, + ) + norm_config = cfg.NormalizationConfig(type=cfg.NormalizationType.RMS_NORM) + config = cfg.ModelConfig( + vocab_size=32000, + num_layers=22, + max_seq_len=2048, + embedding_dim=2048, + kv_cache_max_len=kv_cache_max_len, + attn_config=attn_config, + ff_config=ff_config, + pre_attention_norm_config=norm_config, + pre_ff_norm_config=norm_config, + final_norm_config=norm_config, + enable_hlfb=True, + ) + return config + + +def get_fake_model_config_for_test() -> cfg.ModelConfig: + config = get_model_config() + config.vocab_size = 128 + config.num_layers = 2 + config.ff_config.intermediate_size = 256 + return config + + +def build_model(checkpoint_path, **kwargs) -> nn.Module: + config = get_model_config(**kwargs) + model = TinyLLamma(config) + loader = loading_utils.ModelLoader(checkpoint_path, TENSOR_NAMES) + loader.load(model) + return model + + +def define_and_run() -> None: + kv_cache_max_len = 1024 + checkpoint_path = os.path.join(Path.home(), "Downloads/llm_data/tiny_llama") + model = build_model(checkpoint_path, kv_cache_max_len=kv_cache_max_len) + idx = torch.from_numpy(np.array([[1, 2, 3, 4]])) + tokens = torch.full((1, kv_cache_max_len), 0, dtype=torch.long, device="cpu") + tokens[0, :4] = idx + input_pos = torch.arange(0, kv_cache_max_len) + print("running an inference") + print(model.forward(tokens, input_pos)) + + +if __name__ == "__main__": + define_and_run() diff --git a/ai_edge_torch/generative/layers/README.md b/ai_edge_torch/generative/layers/README.md new file mode 100644 index 00000000..ef06f663 --- /dev/null +++ b/ai_edge_torch/generative/layers/README.md @@ -0,0 +1,46 @@ +# ODML Transformer Layers +Common Pytorch building blocks to re-author transformer models. + +## Attention layers +`attention.py` and `attention_utils.py` contain common building blocks for the attention calculation, which is the key part of transformer models. You can use the abstractions provided here to compose your transformer model. + +These two files provide the following common Python helper functions: +* `scaled_dot_product_attention`: helper function to compute scaled dot product attention on query, key and value tensors. +* `scaled_dot_product_attention_with_hlfb`: same as `scaled_dot_product_attention` with the addition of HLFB (high-level function boundary) for improved performance. +* `build_rope_cache`: pre-compute sin and cos values for Rotary Positional Embedding. +* `build_causal_mask_cache`: build a cache for causal self attention mask. + +And also the following `nn.Module` classes: +* `TransformerBlock` +* `CausalSelfAttention` + +## Builder class for common layers +In `builder.py`, it provides following helper functions: +* `build_norm`: constructs different kinds of normalizers based on a config. +* `build_ff`: constructs different kinds of feed forward layers, which includes Sequential or Gated. + +## Feed forward layer +The library provides the following `nn.Modules` to represent feed forward layer. +* `SequentialFeedForward` +* `GatedFeedForward` + +## KV cache layer +We provide a `nn.Module` KVCache to express the logic to update the cache. It also has internal logic to apply HLFB to ensure high-performance at runtime. + +## Model Configuration class +Currently, the library provides the following configuration class for you to customize the transformer model: +* `AttentionConfig` +* `FeedForwardConfig` +* `NormalizationConfig` +* `ModelConfig` + +## Normalization layer +`normalization.py` provides normalization modules currently not supported by Pytorch such as `RMSNorm`: +* `RMSNorm` + +## RoPE Embedding +`rotary_position_embedding.py` contains helper functions for applying RoPE to tensors. + +## High-Level function boundary for performance +We introduce High-Level Function Boundary (HLFB) as a way of annotating performance-critical pieces of the model (e.g. `scaled_dot_product_attention`, or `KVCache`). HLFB allows the converter to lower the annotated blocks to performant TFLite custom ops. Following is an example of applying HLFB to `SDPA`: +https://github.com/google-ai-edge/ai-edge-torch-archive/blob/3b753d80fdf00872baac523dc727b87b3dc271e7/ai_edge_torch/generative/layers/attention.py#L74-L122 diff --git a/ai_edge_torch/generative/layers/__init__.py b/ai_edge_torch/generative/layers/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/layers/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/layers/attention.py b/ai_edge_torch/generative/layers/attention.py new file mode 100644 index 00000000..b6220e1e --- /dev/null +++ b/ai_edge_torch/generative/layers/attention.py @@ -0,0 +1,288 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Common building blocks for Attention layer. + +import math +from typing import Optional, Tuple + +import torch +from torch import nn +import torch.nn.functional as F + +import ai_edge_torch.generative.layers.builder as builder +from ai_edge_torch.generative.layers.kv_cache import KVCache +import ai_edge_torch.generative.layers.model_config as cfg +import ai_edge_torch.generative.layers.rotary_position_embedding as rotary_pos_emb +from ai_edge_torch.hlfb import StableHLOCompositeBuilder + + +def scaled_dot_product_attention( + q: torch.Tensor, + k: torch.Tensor, + v: torch.Tensor, + head_size: int, + mask: Optional[torch.Tensor] = None, + scale: Optional[float] = None, +): + """Scaled dot product attention. + + Args: + q (torch.Tensor): Query tensor, with shape [B, T, N, H]. + k (torch.Tensor): Key tensor, with shape [B, T, KV_LEN, H]. + v (torch.Tensor): Value tensor, with shape [B, T, KV_LEN, H]. + head_size (int): head dimension. + mask (torch.Tensor): the optional mask tensor. + + Returns: + The output tensor of scaled_dot_product_attention. + """ + + if scale is None: + scale = 1.0 / math.sqrt(head_size) + + q = q.transpose(1, 2) + k = k.transpose(1, 2) + v = v.transpose(1, 2) + if q.size() != k.size(): + # Handle the GQA case, where q.shape[1] % k.shape[1] == 0. + k = k.repeat_interleave(q.shape[1] // k.shape[1], dim=1) + v = v.repeat_interleave(q.shape[1] // v.shape[1], dim=1) + y = F.scaled_dot_product_attention( + q, + k, + v, + attn_mask=mask, + dropout_p=0.0, + is_causal=mask is None, + scale=scale, + ) + return y.transpose(1, 2) + + +def scaled_dot_product_attention_with_hlfb( + q: torch.Tensor, + k: torch.Tensor, + v: torch.Tensor, + head_size: int, + mask: Optional[torch.Tensor] = None, + scale: Optional[float] = None, +): + """Scaled dot product attention with high-level function boundary enabled. + + Args: + q (torch.Tensor): Query tensor, with shape [B, T, N, H]. + k (torch.Tensor): Key tensor, with shape [B, T, KV_LEN, H]. + v (torch.Tensor): Value tensor, with shape [B, T, KV_LEN, H]. + head_size (int): head dimension. + mask (torch.Tensor): the optional mask tensor. + + Returns: + The output tensor of scaled_dot_product_attention. + """ + + if scale is None: + scale = 1.0 / math.sqrt(head_size) + + builder = StableHLOCompositeBuilder( + name="odml.scaled_dot_product_attention", attr={"scale": scale} + ) + q, k, v, mask = builder.mark_inputs(q, k, v, mask) + + q = q.transpose(1, 2) + k = k.transpose(1, 2) + v = v.transpose(1, 2) + if q.size() != k.size(): + # Handle the GQA case, where q.shape[1] % k.shape[1] == 0. + k = k.repeat_interleave(q.shape[1] // k.shape[1], dim=1) + v = v.repeat_interleave(q.shape[1] // v.shape[1], dim=1) + y = F.scaled_dot_product_attention( + q, + k, + v, + attn_mask=mask, + dropout_p=0.0, + is_causal=mask is None, + scale=scale, + ) + + result = y.transpose(1, 2) + result = builder.mark_outputs(result) + return result + + +class TransformerBlock(nn.Module): + + def __init__(self, config: cfg.ModelConfig) -> None: + """Initialize an instance of the TransformerBlock. + + Args: + config (cfg.ModelConfig): the configuration object + for this transformer block. + """ + + super().__init__() + self.pre_atten_norm = builder.build_norm( + config.embedding_dim, config.pre_attention_norm_config + ) + self.atten_func = CausalSelfAttention( + config.embedding_dim, + config.attn_config, + config.kv_cache_max, + config.enable_hlfb, + ) + self.pre_ff_norm = builder.build_norm( + config.embedding_dim, config.pre_ff_norm_config + ) + self.ff = builder.build_ff(config.embedding_dim, config.ff_config) + self.config = config + + def forward( + self, + x: torch.Tensor, + rope: Tuple[torch.Tensor, torch.Tensor], + mask: Optional[torch.Tensor] = None, + input_pos: Optional[torch.Tensor] = None, + ) -> torch.Tensor: + """Forward function of the TransformerBlock. + + Args: + x (torch.Tensor): the input tensor. + rope (Tuple[torch.Tensor, torch.Tensor]): the input rope tensor. + mask (torch.Tensor): the optional mask tensor. + input_pos (torch.Tensor): the optional input position tensor. + + Returns: + output activation from this transformer block. + """ + + if self.config.parallel_residual: + x_norm = self.pre_atten_norm(x) + attn_out = self.atten_func(x_norm, rope, mask, input_pos) + ff_out = self.ff(x_norm) + output = x + attn_out + ff_out + else: + x_norm = self.pre_atten_norm(x) + attn_out = self.atten_func(x_norm, rope, mask, input_pos) + x = x + attn_out + x_norm = self.pre_ff_norm(x) + output = x + self.ff(x_norm) + + return output + + +# CausalSelfAttention which can support MHQ, MQA or GQA. +class CausalSelfAttention(nn.Module): + + def __init__( + self, + dim: int, + config: cfg.AttentionConfig, + kv_cache_max: int, + enable_hlfb: bool, + ) -> None: + """Initialize an instance of CausalSelfAttention. + + Args: + dim (int): causal attention's input/output dimmension. + config (cfg.AttentionConfig): attention specific configurations. + kv_cache_max (int): determines the size of the KV Cache buffer, if enabled. + enable_hlfb (bool): whether hlfb is enabled or not. + """ + super().__init__() + self.head_dim = dim // config.num_heads + shape = (config.num_heads + 2 * config.num_query_groups) * self.head_dim + # Key, query, value projections for all heads. + self.qkv_projection = nn.Linear(dim, shape, bias=config.qkv_use_bias) + self.output_projection = nn.Linear(dim, dim, bias=config.output_proj_use_bias) + self.config = config + self.kv_cache = None + + # Build a k/v cache with size (batch_size, kv_cache_max, n_heads, head_dim). + # Now only supports batch_size of 1. + # TODO(haoliang): support batch_size greater than 1. + if config.enable_kv_cache: + self.kv_cache = KVCache( + 1, + kv_cache_max, + config.num_query_groups, + self.head_dim, + enable_hlfb, + ) + + if enable_hlfb: + self.sdpa_func = scaled_dot_product_attention_with_hlfb + else: + self.sdpa_func = scaled_dot_product_attention + + def forward( + self, + x: torch.Tensor, + rope: Tuple[torch.Tensor, torch.Tensor], + mask: Optional[torch.Tensor] = None, + input_pos: Optional[torch.Tensor] = None, + ) -> torch.Tensor: + """Forward function of the CausalSelfAttention layer. + + Args: + x (torch.Tensor): the input tensor. + rope (Tuple[torch.Tensor, torch.Tensor]): the input rope tensor. + mask (torch.Tensor): the optional mask tensor. + input_pos (torch.Tensor): the optional input position tensor. + + Returns: + output activation from this self attention layer. + """ + # Batch size, sequence length, embedding dimensionality. + B, T, E = x.size() + assert B == 1, "Currently only batch_size = 1 is supported." + + qkv = self.qkv_projection(x) + + # Assemble into a number of query groups to support MHA, MQA and GQA. + q_per_kv = self.config.num_heads // self.config.num_query_groups + total_qkv = q_per_kv + 2 # Each group has >=1 queries, 1 key, and 1 value. + qkv = qkv.view( + B, T, self.config.num_query_groups, total_qkv, self.head_dim + ) # (B, T, num_query_groups, total_qkv, head_dim) + + # Split batched computation into three. + q, k, v = qkv.split((q_per_kv, 1, 1), dim=-2) + + q = q.reshape(B, T, -1, self.head_dim) + k = k.reshape(B, T, -1, self.head_dim) + v = v.reshape(B, T, -1, self.head_dim) + + # Compute rotary positional embedding for query and key. + n_elem = int(self.config.rotary_percentage * self.head_dim) + cos, sin = rope + q_roped = rotary_pos_emb.apply_rope( + q[..., :n_elem], cos.repeat(1, 2), sin.repeat(1, 2) + ) + k_roped = rotary_pos_emb.apply_rope( + k[..., :n_elem], cos.repeat(1, 2), sin.repeat(1, 2) + ) + q = torch.cat((q_roped, q[..., n_elem:]), dim=-1) + k = torch.cat((k_roped, k[..., n_elem:]), dim=-1) + + if self.kv_cache is not None: + # TODO(haoliang): Handle when execeeding max sequence length. + k, v = self.kv_cache.update_cache(input_pos, k, v) + + y = self.sdpa_func(q, k, v, self.head_dim, mask=mask) + y = y.reshape(B, T, E) + + # Compute the output projection. + y = self.output_projection(y) + return y diff --git a/ai_edge_torch/generative/layers/attention_utils.py b/ai_edge_torch/generative/layers/attention_utils.py new file mode 100644 index 00000000..73b919b6 --- /dev/null +++ b/ai_edge_torch/generative/layers/attention_utils.py @@ -0,0 +1,169 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Common utility functions used with attention module. + +import math +from typing import Tuple + +import torch + + +def build_rope_cache( + size: int, + dim: int, + base: int = 10000, + condense_ratio: int = 1, + dtype: torch.dtype = torch.float32, + device: torch.device = None, +) -> Tuple[torch.Tensor, torch.Tensor]: + """Precompute Rotary Positional Embedding Sin and Cos values for quick lookups + during the inference. + + Args: + size (int): The size of the built cache. + dim (int): Each sequence's dimmension. + base (int, optional): Rope base value. Defaults to 10000. + condense_ratio (int, optional): The ratio by which sequence indicies are + condensed. Defaults to 1. + dtype (torch.dtype, optional): Output tensor's data type. Defaults to + torch.float32. + device (torch.device, optional): Output tensor's data type. Defaults to + None in which case "cpu" is used. + + Returns: + Tuple[torch.Tensor, torch.Tensor]: Rope's Cosine and Sine waves. + """ + if device is None: + device = torch.device('cpu') + theta = 1.0 / (base ** (torch.arange(0, dim, 2).float() / dim)) + seq_idx = torch.arange(size) / condense_ratio + idx_theta = torch.outer(seq_idx, theta) + cos = torch.cos(idx_theta).to(dtype=dtype, device=device) + sin = torch.sin(idx_theta).to(dtype=dtype, device=device) + return cos, sin + + +def build_causal_mask_cache( + size: int, + dtype: torch.dtype = torch.float32, + device: torch.device = None, +) -> torch.Tensor: + """Build a cache for causal attention mask. + + Args: + size (int): The size of the built mask cache. + dtype (torch.dtype, optional): Output tensor's data type. Defaults to + torch.float32. + device (torch.device, optional): Output tensor's data type. Defaults to + None in which case "cpu" is used. + + Returns: + torch.Tensor: Causal attention mask. + """ + if device is None: + device = torch.device('cpu') + mask = torch.full((size, size), float('-inf'), dtype=dtype, device=device) + return torch.triu(mask, diagonal=1).unsqueeze(0).unsqueeze(0) + + +def relative_position_bucket( + relative_position: torch.Tensor, + bidirectional: bool, + num_buckets: int, + max_distance: int, +) -> torch.Tensor: + """ + Adapted from Mesh Tensorflow: + https://github.com/tensorflow/mesh/blob/0cb87fe07da627bf0b7e60475d59f95ed6b5be3d/mesh_tensorflow/transformer/transformer_layers.py#L593 + + Translate relative position to a bucket number for relative attention. The relative position is defined as + memory_position - query_position, i.e. the distance in tokens from the attending position to the attended-to + position. If bidirectional=False, then positive relative positions are invalid. We use smaller buckets for + small absolute relative_position and larger buckets for larger absolute relative_positions. All relative + positions >=max_distance map to the same bucket. All relative positions <=-max_distance map to the same bucket. + This should allow for more graceful generalization to longer sequences than the model has been trained on + + Args: + relative_position: an int32 Tensor + bidirectional: a boolean - whether the attention is bidirectional + num_buckets: an integer for number of buckets. + max_distance: an integer for max distance. + + Returns: + a Tensor with the same shape as relative_position, containing int32 values in the range [0, num_buckets) + """ + relative_buckets = 0 + if bidirectional: + num_buckets //= 2 + relative_buckets += (relative_position > 0).to(torch.long) * num_buckets + relative_position = torch.abs(relative_position) + else: + relative_position = -torch.min( + relative_position, torch.zeros_like(relative_position) + ) + # now relative_position is in the range [0, inf) + + # half of the buckets are for exact increments in positions + max_exact = num_buckets // 2 + is_small = relative_position < max_exact + + # The other half of the buckets are for logarithmically bigger bins in positions up to max_distance + relative_position_if_large = max_exact + ( + torch.log(relative_position.float() / max_exact) + / math.log(max_distance / max_exact) + * (num_buckets - max_exact) + ).to(torch.long) + relative_position_if_large = torch.min( + relative_position_if_large, + torch.full_like(relative_position_if_large, num_buckets - 1), + ) + + relative_buckets += torch.where( + is_small, relative_position, relative_position_if_large + ) + return relative_buckets + + +def build_relative_position_buckets( + query_length: int, + key_length: int, + bidirectional: bool = True, + num_buckets: int = 32, + max_distance: int = 128, +) -> torch.Tensor: + """Relative position buckets for computing bias. + + Args: + query_length: an integer of length of current query tensor. + key_length: an integer of length of current key tensor. + bidirectional: a boolean - whether the attention is bidirectional, default is True. + num_buckets: an integer for number of buckets, default is 32. + max_distance: an integer for max distance, default is 128. + + Returns: + A torch.Tensor of computed relative position buckets. + """ + context_position = torch.arange(query_length, dtype=torch.long)[:, None] + memory_position = torch.arange(key_length, dtype=torch.long)[None, :] + relative_position = ( + memory_position - context_position + ) # shape (query_length, key_length) + rel_pos_bucket = relative_position_bucket( + relative_position, # shape (query_length, key_length) + bidirectional=bidirectional, + num_buckets=num_buckets, + max_distance=max_distance, + ) + return rel_pos_bucket.unsqueeze(0).unsqueeze(0) diff --git a/ai_edge_torch/generative/layers/builder.py b/ai_edge_torch/generative/layers/builder.py new file mode 100644 index 00000000..6b12a274 --- /dev/null +++ b/ai_edge_torch/generative/layers/builder.py @@ -0,0 +1,103 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Builder class for individual components. +from torch import nn +import torch.nn.functional as F + +import ai_edge_torch.generative.layers.feed_forward as feed_forward +import ai_edge_torch.generative.layers.model_config as cfg +import ai_edge_torch.generative.layers.normalization as normalization + + +def build_norm(dim: int, config: cfg.NormalizationConfig): + """Builder function for normalizers. + + Args: + dim (int): dimension of the input tensor. + config (`NormalizationConfig` object): the normalization configuration. + + Returns: + The constructed `nn.Module` normalization layer. + + Raises: + ValueError: If config's `layer_norm_type` is not supported. + """ + if config.type == cfg.NormalizationType.NONE: + return lambda x: x + elif config.type == cfg.NormalizationType.RMS_NORM: + return normalization.RMSNorm( + dim, + eps=config.epsilon, + zero_centered_gamma=config.zero_centered, + ) + elif config.type == cfg.NormalizationType.LAYER_NORM: + return nn.LayerNorm(dim, eps=config.epsilon) + else: + raise ValueError("Unsupported norm type.") + + +def build_ff(dim: int, config: cfg.FeedForwardConfig): + """Builder function for Feed Forward. Supports `Sequential` and `Gated`. + + Args: + dim (int): dimension of the input tensor. + config (`ModelConfig` object): the model configuration. + + Returns: + The constructed `nn.Module` feedforward layer. + + Raises: + ValueError: If config's `ff_type` is not supported. + """ + ff_type = config.type + if ff_type == cfg.FeedForwardType.SEQUENTIAL: + ff_module = feed_forward.SequentialFeedForward + elif ff_type == cfg.FeedForwardType.GATED: + ff_module = feed_forward.GatedFeedForward + else: + raise ValueError("Unsupported feedforward type.") + + activation = _get_activation(config.activation) + + return ff_module( + dim=dim, + hidden_dim=config.intermediate_size, + activation=activation, + use_bias=config.use_bias, + ) + + +def _get_activation(type_: cfg.ActivationType): + """Get pytorch callable activation from the name. + + Args: + name (string): activation's name. + + Returns: + Activation function. + + Raises: + ValueError: If activation name is not supported. + """ + if type_ == cfg.ActivationType.SILU: + return F.silu + elif type_ == cfg.ActivationType.GELU: + return F.gelu + elif type_ == cfg.ActivationType.GELU_TANH: + return lambda x: F.gelu(x, approximate="tanh") + elif type_ == cfg.ActivationType.RELU: + return F.relu + else: + raise ValueError("Unsupported activation type.") diff --git a/ai_edge_torch/generative/layers/feed_forward.py b/ai_edge_torch/generative/layers/feed_forward.py new file mode 100644 index 00000000..b7f0a78e --- /dev/null +++ b/ai_edge_torch/generative/layers/feed_forward.py @@ -0,0 +1,95 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Common building blocks for FeedForward layers. + +from typing import Callable + +import torch +from torch import nn +import torch.nn.functional as F + + +class SequentialFeedForward(nn.Module): + """Vanilla sequential Feedforward with customizable activation.""" + + def __init__( + self, + dim: int, + hidden_dim: int, + activation: Callable[[torch.Tensor], torch.Tensor], + use_bias=False, + ): + """Init function for feedforward layer. + + Args: + dim(int): embedding size. + hidden_dim(int): hidden dim size of the feedforward layer. + activation(Callable): activation function used in this block. + use_bias(Boolean): whether to use bias. Default is false. + """ + super().__init__() + self.act = activation + self.w1 = nn.Linear(dim, hidden_dim, bias=use_bias) + self.w2 = nn.Linear(hidden_dim, dim, bias=use_bias) + + def forward(self, x): + """Forward pass for Feedforward layer. + + Args: + x (torch.Tensor): the input tensor. + + Returns: + torch.Tensor: output tensor after feedforward. + """ + return self.w2(self.act(self.w1(x))) + + +class GatedFeedForward(nn.Module): + """Gated Feedforward with customizable activation. + + https://arxiv.org/pdf/2002.05202v1.pdf + """ + + def __init__( + self, + dim: int, + hidden_dim: int, + activation: Callable[[torch.Tensor], torch.Tensor], + use_bias=False, + ): + """Init function for feedforward layer. + + Args: + dim(int): embedding size. + hidden_dim(int): hidden dim size of the feedforward layer. + activation(Callable): activation function used in this block. + use_bias(Boolean): whether to use bias. Default is false. + """ + super().__init__() + self.act = activation + self.w1 = nn.Linear(dim, hidden_dim, bias=use_bias) + self.w2 = nn.Linear(hidden_dim, dim, bias=use_bias) + self.w3 = nn.Linear(dim, hidden_dim, bias=use_bias) + + def forward(self, x): + """Forward pass for Feedforward layer. + + Args: + x (torch.Tensor): the input tensor. + + Returns: + torch.Tensor: output tensor after feedforward. + """ + return self.w2(self.act(self.w1(x)) * self.w3(x)) diff --git a/ai_edge_torch/generative/layers/kv_cache.py b/ai_edge_torch/generative/layers/kv_cache.py new file mode 100644 index 00000000..ae54cb7e --- /dev/null +++ b/ai_edge_torch/generative/layers/kv_cache.py @@ -0,0 +1,83 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# `nn.Module` which implements a KV cache. + +import torch +from torch import nn +import torch_xla + +from ai_edge_torch.hlfb import StableHLOCompositeBuilder + + +class KVCache(nn.Module): + + def __init__(self, batch_size, kv_cache_max, n_heads, head_dim, enable_hlfb=False): + """Initializes the KVCache layer. + + Args: + batch_size (int): batch size. Currently only batch size 1 is supported. + kv_cache_max (int): the max length of KV cache. + n_heads (int): number of kv heads. + head_dim (int): the head dimension size. + enable_hlfb (bool): whether hlfb is enabled or not. + """ + super().__init__() + cache_shape = (batch_size, kv_cache_max, n_heads, head_dim) + self.register_buffer("k_cache", torch.zeros(cache_shape), persistent=False) + self.register_buffer("v_cache", torch.zeros(cache_shape), persistent=False) + self.enable_hlfb = enable_hlfb + self.kv_cache_max = kv_cache_max + + def update_cache(self, input_pos, k_val, v_val): + """Update an entry in the KV cache. + + Args: + input_pos (torch.Tensor): the input position. + k_val (torch.Tensor): the new `key` value. + v_val (torch.Tensor): the new `value` value. + + Returns: + The updated key and value tensor. + """ + if self.enable_hlfb: + return self.update_cache_with_hlfb(input_pos, k_val, v_val) + + updated_k = self.k_cache.index_copy_(1, input_pos, k_val) + updated_v = self.v_cache.index_copy_(1, input_pos, v_val) + # Here we need a clone otherwise dynamo export will fail. + return torch.clone(updated_k), torch.clone(updated_v) + + def update_cache_with_hlfb(self, input_pos, k_val, v_val): + """Update an entry in the KV cache and enable high-level function boundary. + + Args: + input_pos (torch.Tensor): the input position. + k_val (torch.Tensor): the new `key` value. + v_val (torch.Tensor): the new `value` value. + + Returns: + The updated key and value tensor. + """ + + builder = StableHLOCompositeBuilder( + name="odml.update_kv_cache", attr={"kv_cache_max": self.kv_cache_max} + ) + k_cache, v_cache, input_pos, k_val, v_val = builder.mark_inputs( + self.k_cache, self.v_cache, input_pos, k_val, v_val + ) + updated_k = k_cache.index_copy_(1, input_pos, k_val) + updated_v = v_cache.index_copy_(1, input_pos, v_val) + updated_k, updated_v = builder.mark_outputs(updated_k, updated_v) + return updated_k, updated_v diff --git a/ai_edge_torch/generative/layers/model_config.py b/ai_edge_torch/generative/layers/model_config.py new file mode 100644 index 00000000..f8796bc8 --- /dev/null +++ b/ai_edge_torch/generative/layers/model_config.py @@ -0,0 +1,135 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Model configuration class. +from dataclasses import dataclass +from dataclasses import field +import enum +from typing import Optional + + +@enum.unique +class ActivationType(enum.Enum): + """Different activation functions supported by the default builder.""" + + LINEAR = enum.auto() + SILU = enum.auto() + GELU = enum.auto() + GELU_TANH = enum.auto() + RELU = enum.auto() + + +@enum.unique +class NormalizationType(enum.Enum): + """Different normalization functions""" + + # No normalization is applied. + NONE = enum.auto() + RMS_NORM = enum.auto() + LAYER_NORM = enum.auto() + + +@enum.unique +class FeedForwardType(enum.Enum): + """Different variations of the Feed Forward module.""" + + # `output = linear(act(linear(x)))`. + SEQUENTIAL = enum.auto() + # `output = linear(act(linear(x)) * lienar(x))`. + GATED = enum.auto() + + +@dataclass +class AttentionConfig: + """Attention moduel's parameters.""" + + num_heads: int + # Used to determine number of groups in grouped query attention (GQA) + # https://arxiv.org/pdf/2305.13245.pdf + num_query_groups: Optional[int] + # Percentage of Rotary Positional Embedding added Q and K projections. + rotary_percentage: Optional[float] = None + # Whether to use bias with Query, Key, and Value projection. + qkv_use_bias: bool = False + # Whether to use bias with attention output projection. + output_proj_use_bias: bool = False + enable_kv_cache: bool = True + relative_attention_num_buckets: int = 0 + relative_attention_max_distance: int = 0 + + +@dataclass +class FeedForwardConfig: + """FeedForward module's parameters.""" + + type: FeedForwardType + activation: ActivationType + intermediate_size: int + use_bias: bool = False + + +@dataclass +class NormalizationConfig: + """Normalizater parameters.""" + + type: NormalizationType = NormalizationType.NONE + epsilon: float = 1e-5 + zero_centered: bool = False + + +@dataclass +class ModelConfig: + """Base configurations for building a transformer architecture.""" + + vocab_size: int + num_layers: int + max_seq_len: int + embedding_dim: int + + attn_config: AttentionConfig + ff_config: FeedForwardConfig + # The normalization applied to attention's input. + pre_attention_norm_config: NormalizationConfig = field( + default_factory=NormalizationConfig + ) + # The normalization applied to feed forward's input. + pre_ff_norm_config: NormalizationConfig = field(default_factory=NormalizationConfig) + # The normalization applied before LM head. + final_norm_config: NormalizationConfig = field(default_factory=NormalizationConfig) + + # If set to True, only pre_attention_norm is applied to the input and the + # decode's output is computed as `output = input + attn_out + ff_out` where + # attention and feed forward are called with pre_attention_norm's output. + parallel_residual: bool = False + # Use bias term within LLM's HEAD. + lm_head_use_bias: bool = False + # Whether to turn on high-level function boundary. + enable_hlfb: bool = False + + # The maximum sequence length of the KV cache. Should not exceed max_seq_len. + kv_cache_max_len: int = 0 + + # The Attention computation will include relative positional bias. + relative_attention: bool = False + + @property + def kv_cache_max(self) -> int: + if self.kv_cache_max_len > 0: + return self.kv_cache_max_len + else: + return self.max_seq_len + + @property + def head_dim(self) -> int: + return self.embedding_dim // self.attn_config.num_heads diff --git a/ai_edge_torch/generative/layers/normalization.py b/ai_edge_torch/generative/layers/normalization.py new file mode 100644 index 00000000..86e90daa --- /dev/null +++ b/ai_edge_torch/generative/layers/normalization.py @@ -0,0 +1,62 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Common normalization layers. + +import torch + + +# Implementation for RMSNorm from: https://arxiv.org/abs/1910.07467 +class RMSNorm(torch.nn.Module): + + def __init__(self, dim: int, eps: float = 1e-6, zero_centered_gamma=False): + """ + Initialize the RMSNorm layer. + + Args: + dim (int): dimension of the input tensor. + eps (float): A small float value to ensure numerical stability (default: 1e-6). + """ + super().__init__() + self.eps = eps + self.weight = torch.nn.Parameter(torch.ones(dim)) + self.zero_centered_gamma = zero_centered_gamma + + def _norm(self, x): + """ + Apply RMSNorm normalization. + + Args: + x (torch.Tensor): input tensor. + + Returns: + torch.Tensor: The normalized output tensor. + """ + return x * torch.rsqrt(x.pow(2).mean(-1, keepdim=True) + self.eps) + + def forward(self, x): + """ + Running the forward pass of RMSNorm layer. + + Args: + x (torch.Tensor): input tensor. + + Returns: + torch.Tensor: output tensor after applying RMSNorm. + """ + output = self._norm(x.float()).type_as(x) + if self.zero_centered_gamma: + return output * (1 + self.weight) + else: + return output * self.weight diff --git a/ai_edge_torch/generative/layers/rotary_position_embedding.py b/ai_edge_torch/generative/layers/rotary_position_embedding.py new file mode 100644 index 00000000..9e282b04 --- /dev/null +++ b/ai_edge_torch/generative/layers/rotary_position_embedding.py @@ -0,0 +1,36 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Implementation for Rotary Position embedding. https://arxiv.org/pdf/2104.09864.pdf +import torch + + +def apply_rope(x: torch.Tensor, cos: torch.Tensor, sin: torch.Tensor) -> torch.Tensor: + """Computes rotary positional embedding. + + Args: + x(torch.Tensor): the input tensor. + cos(torch.Tensor): cosine value for the rope. + sin(torch.Tensor): sin value for the rope. + + Returns: + output tensor of RoPE. + """ + x = x.transpose(1, 2) + head_size = x.size(-1) + x1 = x[..., : head_size // 2] # (B, nh, T, hs/2) + x2 = x[..., head_size // 2 :] # (B, nh, T, hs/2) + rotated = torch.cat((-x2, x1), dim=-1) # (B, nh, T, hs) + roped = (x * cos) + (rotated * sin) + return roped.transpose(1, 2).type_as(x) diff --git a/ai_edge_torch/generative/quantize/README.md b/ai_edge_torch/generative/quantize/README.md new file mode 100644 index 00000000..10336de5 --- /dev/null +++ b/ai_edge_torch/generative/quantize/README.md @@ -0,0 +1,24 @@ +# Quantization for the AI Edge Torch Generative API + +## Typical usage + +To apply quantization, we need to create a configuration that fully expresses how the model should be quantized. This configuration is then passed into conversion, generating a quantized model. + +`quant_recipes.py` contains a list of recipes that are known to be well-supported during runtime. For the average user, this is a good starting point to select the quantization scheme that is best suited for your deployment needs. After identifying the target recipe, the model can be quantized as follows. This example is extracted from `generative/examples/quantize/example.py`. + +``` +quant_config = quant_recipes.full_linear_int8_dynamic_recipe() +edge_model = ai_edge_torch.convert( + model, (tokens, input_pos), quant_config=quant_config +) +``` +Once converted, you will get a quantized `.tflite` model which will be ready for on-device deployment. + +## Supported schemes + +In the current release, the following schemes are supported: + +* Dynamic range quantization with FP32 activations and INT8 weights for linear ops +* FP16 quantization with FP16 weights and FP32 activations and computation for all ops + +These correspond to the available recipes in `quant_recipes.py` diff --git a/ai_edge_torch/generative/quantize/__init__.py b/ai_edge_torch/generative/quantize/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/quantize/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/quantize/example.py b/ai_edge_torch/generative/quantize/example.py new file mode 100644 index 00000000..24ca0a8d --- /dev/null +++ b/ai_edge_torch/generative/quantize/example.py @@ -0,0 +1,45 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import numpy as np +import torch + +import ai_edge_torch +from ai_edge_torch.generative.examples.gemma import gemma +from ai_edge_torch.generative.quantize import quant_recipes + + +def main(): + # Build a PyTorch model as usual + config = gemma.get_fake_model_config_2b_for_test() + model = gemma.Gemma(config) + idx = torch.from_numpy(np.array([[1, 2, 3, 4]])) + tokens = torch.full((1, 10), 0, dtype=torch.long, device="cpu") + tokens[0, :4] = idx + input_pos = torch.arange(0, 10) + + # Create a quantization recipe to be applied to the model + quant_config = quant_recipes.full_linear_int8_dynamic_recipe() + print(quant_config) + + # Convert with quantization + edge_model = ai_edge_torch.convert( + model, (tokens, input_pos), quant_config=quant_config + ) + edge_model.export("/tmp/gemma_2b_quantized.tflite") + + +if __name__ == "__main__": + main() diff --git a/ai_edge_torch/generative/quantize/quant_attrs.py b/ai_edge_torch/generative/quantize/quant_attrs.py new file mode 100644 index 00000000..bbdceba3 --- /dev/null +++ b/ai_edge_torch/generative/quantize/quant_attrs.py @@ -0,0 +1,66 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import enum + + +@enum.unique +class Dtype(enum.Enum): + """Data types and precision of tensors.""" + + FP32 = enum.auto() + FP16 = enum.auto() + INT8 = enum.auto() + + +@enum.unique +class Algorithm(enum.Enum): + """Algorithm used to calculate quantization parameters. + + Attributes: + MIN_MAX: Maps the min/max of floating point space to the min/max of + quantized space and quantize uniformly. + """ + + MIN_MAX = enum.auto() + + +@enum.unique +class Mode(enum.Enum): + """Mode of quantization. + + Attributes: + DYNAMIC_RANGE: Quantize activations during runtime and weights statically to + perform computation in integers. + WEIGHT_ONLY: Quantize weights statically and dequantize during runtime to + perform computation in floating points. + """ + + DYNAMIC_RANGE = enum.auto() + WEIGHT_ONLY = enum.auto() + + +@enum.unique +class Granularity(enum.Enum): + """Granularity of quantization parameters. + + Attributes: + NONE: Granularity not applicable to this quantization scheme. + CHANNELWISE: Or per-channel quantization. Each channel of relevant tensors + is quantized independently of one another. + """ + + NONE = enum.auto() + CHANNELWISE = enum.auto() diff --git a/ai_edge_torch/generative/quantize/quant_recipe.py b/ai_edge_torch/generative/quantize/quant_recipe.py new file mode 100644 index 00000000..86d7a6b1 --- /dev/null +++ b/ai_edge_torch/generative/quantize/quant_recipe.py @@ -0,0 +1,106 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from dataclasses import dataclass +import enum +from typing import Optional + +from ai_edge_torch.generative.quantize import quant_attrs +from ai_edge_torch.generative.quantize import supported_schemes + + +@dataclass +class LayerQuantRecipe: + """Quantization recipe for a single Edge Generative API layer (e.g. Attention). + + Generic layer-scoped quantization recipe that specifies how this layer should + be quantized by the Edge Generative API. This is applicable to layers implemented + in ai_edge_torch/generative/layers/. Combinations of attributes that are not + supported during runtime will be detected when .verify() is called. + + Attributes: + activation_dtype: Desired data type of activation tensors. + weight_dtype: Desired data type of weight tensors. + mode: Type of quantization. + algorithm: Algorithm for calculating quantization parameters. + granularity: Granularity of quantization. + """ + + activation_dtype: quant_attrs.Dtype + weight_dtype: quant_attrs.Dtype + mode: quant_attrs.Mode + algorithm: quant_attrs.Algorithm + granularity: quant_attrs.Granularity + + def __str__(self): + return ( + f'(a:{self.activation_dtype.name}, ' + f'w:{self.weight_dtype.name}, ' + f'{self.mode.name}, ' + f'{self.algorithm.name}, ' + f'{self.granularity.name})' + ) + + __repr__ = __str__ + + def verify(self): + """Checks if all attributes configured are supported in runtime. + + Raises: + ValueError: If any attributes are incompatible. + """ + is_valid = False + for supported in supported_schemes.get_supported_layer_schemes(): + if ( + self.activation_dtype == supported[0] + and self.weight_dtype == supported[1] + and self.mode == supported[2] + and self.algorithm == supported[3] + and self.granularity == supported[4] + ): + is_valid = True + break + + if not is_valid: + raise ValueError( + 'Unsupported LayerQuantRecipe configuration. See get_supported_recipe_matrix()' + ) + + +@dataclass +class TransformerQuantRecipe: + """Quantization recipe for a model composed of the Edge Generative API layers. + + Attributes: + default: The quantization recipe for global scope of the model. + """ + + default: Optional[LayerQuantRecipe] = None + + def __str__(self): + return f"""TransformerQuantRecipe( + Default: {self.default} +)""" + + __repr__ = __str__ + + def verify(self): + """Checks if the recipe configured can be supported in runtime. + + Raises: + ValueError: If the recipe configured is invalid or unsupported. + """ + if self.default is not None: + self.default.verify() diff --git a/ai_edge_torch/generative/quantize/quant_recipe_utils.py b/ai_edge_torch/generative/quantize/quant_recipe_utils.py new file mode 100644 index 00000000..441b86eb --- /dev/null +++ b/ai_edge_torch/generative/quantize/quant_recipe_utils.py @@ -0,0 +1,51 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +"""Helper functions to construct custom quantization recipes. + +These are intended for more advanced users who want to configure their own +quantization recipes. For pre-constructed recipes, use `quant_recipes.py` instead. + +Typical usage example: + +1. Applying a single layer recipe to the entire model + + quant_recipe.TransformerQuantRecipe( + default=quant_recipe_utils.create_layer_quant_int8_dynamic() + ) +""" + +from ai_edge_torch.generative.quantize import quant_attrs +from ai_edge_torch.generative.quantize import quant_recipe + + +def create_layer_quant_int8_dynamic() -> quant_recipe.LayerQuantRecipe: + return quant_recipe.LayerQuantRecipe( + activation_dtype=quant_attrs.Dtype.FP32, + weight_dtype=quant_attrs.Dtype.INT8, + mode=quant_attrs.Mode.DYNAMIC_RANGE, + algorithm=quant_attrs.Algorithm.MIN_MAX, + granularity=quant_attrs.Granularity.CHANNELWISE, + ) + + +def create_layer_quant_fp16() -> quant_recipe.LayerQuantRecipe: + return quant_recipe.LayerQuantRecipe( + activation_dtype=quant_attrs.Dtype.FP32, + weight_dtype=quant_attrs.Dtype.FP16, + mode=quant_attrs.Mode.WEIGHT_ONLY, + algorithm=quant_attrs.Algorithm.MIN_MAX, + granularity=quant_attrs.Granularity.NONE, + ) diff --git a/ai_edge_torch/generative/quantize/quant_recipes.py b/ai_edge_torch/generative/quantize/quant_recipes.py new file mode 100644 index 00000000..5c36118f --- /dev/null +++ b/ai_edge_torch/generative/quantize/quant_recipes.py @@ -0,0 +1,48 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +"""Helper functions to create common and supported quantization recipes. + +These recipes will work with models created with the Edge Generative API only. +Assume Transformer architecture congruent with +ai_edge_torch/generative/layers/model_config.py:ModelConfig. + +Typical usage example: + + quant_config = quant_recipes.full_linear_int8_dynamic_recipe() + edge_model = ai_edge_torch.convert( + model, (tokens, input_pos), quant_config=quant_config + ) +""" + +from ai_edge_torch.generative.quantize import quant_recipe +from ai_edge_torch.generative.quantize import quant_recipe_utils +from ai_edge_torch.quantize import quant_config + + +def full_linear_int8_dynamic_recipe() -> quant_config.QuantConfig: + return quant_config.QuantConfig( + transformer_recipe=quant_recipe.TransformerQuantRecipe( + default=quant_recipe_utils.create_layer_quant_int8_dynamic() + ) + ) + + +def full_fp16_recipe() -> quant_config.QuantConfig: + return quant_config.QuantConfig( + transformer_recipe=quant_recipe.TransformerQuantRecipe( + default=quant_recipe_utils.create_layer_quant_fp16() + ) + ) diff --git a/ai_edge_torch/generative/quantize/supported_schemes.py b/ai_edge_torch/generative/quantize/supported_schemes.py new file mode 100644 index 00000000..4086f44d --- /dev/null +++ b/ai_edge_torch/generative/quantize/supported_schemes.py @@ -0,0 +1,31 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + + +def get_supported_layer_schemes(): + """List of layer-scoped quantization schemes supported in runtime. + + Returns: + List of tuple(activation_dtype, weight_dtype, mode, algorithm, granularity). + """ + from ai_edge_torch.generative.quantize.quant_attrs import Algorithm as _a + from ai_edge_torch.generative.quantize.quant_attrs import Dtype as _t + from ai_edge_torch.generative.quantize.quant_attrs import Granularity as _g + from ai_edge_torch.generative.quantize.quant_attrs import Mode as _m + + return [ + (_t.FP32, _t.INT8, _m.DYNAMIC_RANGE, _a.MIN_MAX, _g.CHANNELWISE), + (_t.FP32, _t.FP16, _m.WEIGHT_ONLY, _a.MIN_MAX, _g.NONE), + ] diff --git a/ai_edge_torch/generative/screenshots/gemma-tflite.png b/ai_edge_torch/generative/screenshots/gemma-tflite.png new file mode 100644 index 00000000..ac47ef0a Binary files /dev/null and b/ai_edge_torch/generative/screenshots/gemma-tflite.png differ diff --git a/ai_edge_torch/generative/test/__init__.py b/ai_edge_torch/generative/test/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/generative/test/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/generative/test/test_model_conversion.py b/ai_edge_torch/generative/test/test_model_conversion.py new file mode 100644 index 00000000..07ab485c --- /dev/null +++ b/ai_edge_torch/generative/test/test_model_conversion.py @@ -0,0 +1,201 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Testing model conversion for a few gen-ai models. +import copy +import os +import tempfile +import unittest + +import numpy as np +import torch + +import ai_edge_torch +from ai_edge_torch.generative.examples.gemma import gemma +from ai_edge_torch.generative.examples.phi2 import phi2 +from ai_edge_torch.generative.examples.test_models import toy_model_with_kv_cache # NOQA +from ai_edge_torch.generative.examples.tiny_llama import tiny_llama +from ai_edge_torch.testing import model_coverage + + +class TestModelConversion(unittest.TestCase): + """Unit tests that check for model conversion and correctness.""" + + def test_toy_model_with_kv_cache(self): + self.skipTest("b/338288901") + config = toy_model_with_kv_cache.get_model_config() + pytorch_model = toy_model_with_kv_cache.ToyModelWithKV(config) + idx, input_pos = torch.tensor([[1]], dtype=torch.long), torch.tensor( + [10], dtype=torch.int64 + ) + + edge_model = ai_edge_torch.convert(pytorch_model, (idx, input_pos)) + + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + pytorch_model, + (idx, input_pos), + num_valid_inputs=1, + atol=1e-5, + rtol=1e-5, + ) + ) + + def test_toy_model_with_kv_cache_with_hlfb(self): + self.skipTest("b/338288901") + config = toy_model_with_kv_cache.get_model_config() + config.enable_hlfb = True + pytorch_model = toy_model_with_kv_cache.ToyModelWithKV(config) + idx, input_pos = torch.tensor([[1]], dtype=torch.long), torch.tensor( + [10], dtype=torch.int64 + ) + + edge_model = ai_edge_torch.convert(pytorch_model, (idx, input_pos)) + + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + pytorch_model, + (idx, input_pos), + num_valid_inputs=1, + atol=1e-5, + rtol=1e-5, + ) + ) + + def test_tiny_llama(self): + self.skipTest("b/338288901") + config = tiny_llama.get_fake_model_config_for_test() + pytorch_model = tiny_llama.TinyLLamma(config) + + idx = torch.from_numpy(np.array([[1, 2, 3, 4]])) + tokens = torch.full((1, 10), 0, dtype=torch.long, device="cpu") + tokens[0, :4] = idx + input_pos = torch.arange(0, 10) + + edge_model = ai_edge_torch.convert(pytorch_model, (tokens, input_pos)) + + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + pytorch_model, + (tokens, input_pos), + num_valid_inputs=1, + atol=1e-5, + rtol=1e-5, + ) + ) + + def test_tiny_llama_multisig(self): + self.skipTest("b/338288901") + config = tiny_llama.get_fake_model_config_for_test() + pytorch_model = tiny_llama.TinyLLamma(config) + + # prefill + seq_len = 10 + prefill_tokens = torch.full((1, seq_len), 0, dtype=torch.long, device="cpu") + prompt_token = torch.from_numpy(np.array([1, 2, 3, 4])) + prefill_tokens[0, : len(prompt_token)] = prompt_token + prefill_input_pos = torch.arange(0, seq_len) + + # decode + decode_token = torch.tensor([[1]], dtype=torch.long) + decode_input_pos = torch.tensor([5], dtype=torch.int64) + + edge_model = ( + ai_edge_torch.signature( + "prefill", pytorch_model, (prefill_tokens, prefill_input_pos) + ) + .signature("decode", pytorch_model, (decode_token, decode_input_pos)) + .convert() + ) + + # For the pytorch model, the KV cache is a persistent state internal to the model, and it + # will be shared for prefill and decode. However, for tflite, currently we can't share + # kv-cache between the two signatures. prefill will change the content in kv-cache, + # but it won't be readable by the decode tflite model. This means the output of running `decode` after + # running `prefill` in pytorch will be different from the output of running `decode` after `prefill` via ai_edge_torch. + copied_model = copy.deepcopy(pytorch_model) + + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + pytorch_model, + (prefill_tokens, prefill_input_pos), + signature_name="prefill", + num_valid_inputs=1, + ) + ) + + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + copied_model, + (decode_token, decode_input_pos), + signature_name="decode", + num_valid_inputs=1, + ) + ) + + def test_gemma(self): + self.skipTest("b/338288901") + config = gemma.get_fake_model_config_2b_for_test() + model = gemma.Gemma(config) + + idx = torch.from_numpy(np.array([[1, 2, 3, 4]])) + tokens = torch.full((1, 10), 0, dtype=torch.long, device="cpu") + tokens[0, :4] = idx + input_pos = torch.arange(0, 10) + + edge_model = ai_edge_torch.convert(model, (tokens, input_pos)) + + # TODO(talumbau, haoliang): debug numerical diff. + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + model, + (tokens, input_pos), + num_valid_inputs=1, + atol=1e-2, + rtol=1e-5, + ) + ) + + def test_phi2(self): + self.skipTest("b/338288901") + config = phi2.get_fake_model_config_for_test() + pytorch_model = phi2.Phi2(config) + + idx = torch.from_numpy(np.array([[1, 2, 3, 4]])) + tokens = torch.full((1, 10), 0, dtype=torch.long, device="cpu") + tokens[0, :4] = idx + input_pos = torch.arange(0, 10) + + edge_model = ai_edge_torch.convert(pytorch_model, (tokens, input_pos)) + + self.assertTrue( + model_coverage.compare_tflite_torch( + edge_model, + pytorch_model, + (tokens, input_pos), + num_valid_inputs=1, + atol=1e-5, + rtol=1e-5, + ) + ) + + +if __name__ == "__main__": + unittest.main() diff --git a/ai_edge_torch/generative/test/test_quantize.py b/ai_edge_torch/generative/test/test_quantize.py new file mode 100644 index 00000000..7941fa43 --- /dev/null +++ b/ai_edge_torch/generative/test/test_quantize.py @@ -0,0 +1,109 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import unittest + +from parameterized import parameterized +import torch + +import ai_edge_torch +from ai_edge_torch.generative.examples.test_models import toy_model_with_kv_cache # NOQA +from ai_edge_torch.generative.quantize import quant_recipe +from ai_edge_torch.generative.quantize import quant_recipes +from ai_edge_torch.generative.quantize.quant_attrs import Algorithm +from ai_edge_torch.generative.quantize.quant_attrs import Dtype +from ai_edge_torch.generative.quantize.quant_attrs import Granularity +from ai_edge_torch.generative.quantize.quant_attrs import Mode +from ai_edge_torch.testing import model_coverage + + +class TestVerifyRecipes(unittest.TestCase): + """Unit tests that check for model quantization recipes.""" + + @parameterized.expand( + [ + (Dtype.FP32, Dtype.FP32, Mode.DYNAMIC_RANGE), + (Dtype.INT8, Dtype.INT8, Mode.DYNAMIC_RANGE), + (Dtype.INT8, Dtype.FP16, Mode.DYNAMIC_RANGE), + (Dtype.FP16, Dtype.INT8, Mode.DYNAMIC_RANGE), + (Dtype.FP32, Dtype.FP32, Mode.WEIGHT_ONLY), + (Dtype.INT8, Dtype.INT8, Mode.WEIGHT_ONLY), + (Dtype.FP16, Dtype.INT8, Mode.WEIGHT_ONLY), + (Dtype.INT8, Dtype.FP16, Mode.WEIGHT_ONLY), + (Dtype.FP16, Dtype.FP16, Mode.WEIGHT_ONLY), + ] + ) + def test_verify_invalid_recipes( + self, + activation, + weight, + mode, + algo=Algorithm.MIN_MAX, + granularity=Granularity.CHANNELWISE, + ): + with self.assertRaises(ValueError): + quant_recipe.LayerQuantRecipe( + activation, weight, mode, algo, granularity + ).verify() + + @parameterized.expand( + [ + (Dtype.FP32, Dtype.INT8, Mode.DYNAMIC_RANGE, Granularity.CHANNELWISE), + (Dtype.FP32, Dtype.FP16, Mode.WEIGHT_ONLY, Granularity.NONE), + ] + ) + def test_verify_valid_recipes( + self, + activation, + weight, + mode, + granularity, + algo=Algorithm.MIN_MAX, + ): + quant_recipe.LayerQuantRecipe(activation, weight, mode, algo, granularity).verify() + + +class TestQuantizeConvert(unittest.TestCase): + """Test conversion with quantization.""" + + def test_quantize_convert_toy(self): + self.skipTest("b/338288901") + config = toy_model_with_kv_cache.get_model_config() + pytorch_model = toy_model_with_kv_cache.ToyModelWithKV(config) + idx, input_pos = torch.tensor([[1]], dtype=torch.long), torch.tensor( + [10], dtype=torch.int64 + ) + + quant_config = quant_recipes.full_fp16_recipe() + quantized_model = ai_edge_torch.convert( + pytorch_model, (idx, input_pos), quant_config=quant_config + ) + float_model = ai_edge_torch.convert(pytorch_model, (idx, input_pos)) + + self.assertLess(len(quantized_model._tflite_model), len(float_model._tflite_model)) + self.assertTrue( + model_coverage.compare_tflite_torch( + quantized_model, + pytorch_model, + (idx, input_pos), + num_valid_inputs=1, + atol=1e-3, + rtol=1e-3, + ) + ) + + +if __name__ == "__main__": + unittest.main() diff --git a/ai_edge_torch/generative/utilities/__init__.py b/ai_edge_torch/generative/utilities/__init__.py new file mode 100644 index 00000000..a27919bd --- /dev/null +++ b/ai_edge_torch/generative/utilities/__init__.py @@ -0,0 +1,15 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# This module contains common utility functions. diff --git a/ai_edge_torch/generative/utilities/loader.py b/ai_edge_torch/generative/utilities/loader.py new file mode 100644 index 00000000..873e935d --- /dev/null +++ b/ai_edge_torch/generative/utilities/loader.py @@ -0,0 +1,290 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Common utility functions for data loading etc. +from dataclasses import dataclass +import glob +import os +from typing import Callable, Dict + +from safetensors import safe_open +import torch + +from ai_edge_torch.generative.layers import model_config + + +def load_safetensors(full_path: str): + """Loads safetensors into a single state dictionary. + + Args: + full_path (string): the directory that contains the safetensor files. + + Returns: + A state dictionary contating loaded tensors. + + Raises: + ValueError: If no tensors are loaded from the provided directory or file. + """ + pattern = ( + os.path.join(full_path, "*.safetensors") + if os.path.isdir(full_path) + else full_path + ) + files = [] + for file in glob.glob(pattern): + files.append(file) + + tensors = {} + for file in files: + with safe_open(file, framework="pt") as fp: + for k in fp.keys(): + assert k not in tensors + tensors[k] = fp.get_tensor(k) + + if not tensors: + raise ValueError("Failed to load SafeTensors.") + return tensors + + +def load_pytorch_statedict(full_path: str): + """Loads state dictionary binaries into a single state dictionary. + + Args: + full_path (string): the directory that contains the bin files. + + Returns: + A state dictionary contating loaded tensors. + + Raises: + ValueError: If no tensors are loaded from the provided directory or file. + """ + pattern = os.path.join(full_path, "*.bin") if os.path.isdir(full_path) else full_path + files = [] + for file in glob.glob(pattern): + files.append(file) + + tensors = {} + for file in files: + this_file_tensors = torch.load(file) + for k in this_file_tensors: + assert k not in tensors + tensors.update(this_file_tensors) + + if not tensors: + raise ValueError("Failed to load torch bin files.") + return tensors + + +class ModelLoader: + """A utility class for loading and converting model checkpoints to the + Edge Generative API layer format. + """ + + @dataclass + class TensorNames: + attn_query_proj: str + attn_key_proj: str + attn_value_proj: str + attn_output_proj: str + + ff_up_proj: str + ff_down_proj: str + ff_gate_proj: str = None + + pre_attn_norm: str = None + pre_ff_norm: str = None + embedding: str = None + final_norm: str = None + lm_head: str = None + + def __init__(self, file_name: str, names: TensorNames) -> None: + """ModelLoader constructor. Can be used to load multiple models of the same + type. + + Args: + file_name (str): Path to the checkpoint. Can be a directory or an + exact file. + names (TensorNames): An instance of `TensorNames` to determine mappings. + """ + self._file_name = file_name + self._names = names + self._loader = self._get_loader() + + def load(self, model: torch.nn.Module, strict: bool = True): + """Load the model from the checkpoint + + Args: + model (torch.nn.Module): The pytorch model that needs to be loaded. + strict (bool, optional): Whether the converted keys are strictly + matched. Defaults to True. + + Raises: + ValueError: If conversion results in unmapped tensors and strict mode is + enabled. + """ + state = self._loader(self._file_name) + converted_state = dict() + if self._names.embedding is not None: + converted_state["tok_embedding.weight"] = state.pop( + f"{self._names.embedding}.weight" + ) + if self._names.lm_head is not None: + converted_state["lm_head.weight"] = state.pop(f"{self._names.lm_head}.weight") + if model.config.lm_head_use_bias: + converted_state["lm_head.bias"] = state.pop(f"{self._names.lm_head}.bias") + if self._names.final_norm is not None: + final_norm_name = self._names.final_norm + converted_state["final_norm.weight"] = state.pop(f"{final_norm_name}.weight") + if f"{final_norm_name}.bias" in state: + converted_state["final_norm.bias"] = state.pop(f"{final_norm_name}.bias") + + for i in range(model.config.num_layers): + self._map_norm(i, model.config, state, converted_state) + self._map_feedforward(i, model.config, state, converted_state) + self._map_attention(i, model.config, state, converted_state) + + if strict and state: + raise ValueError( + f"Failed to map all tensor. Remaing tensor are: {list(state.keys())}" + ) + model.load_state_dict(converted_state, strict=strict) + + def _get_loader(self) -> Callable[[str], Dict[str, torch.Tensor]]: + """A best effort method for finding appropriate state loader. + + Raises: + ValueError: If it fails to find an appropriate loader. + + Returns: + Callable[[str], Dict[str, torch.Tensor]]: State loader to be used. + """ + if os.path.isdir(self._file_name): + if glob.glob(os.path.join(self._file_name, "*.safetensors")): + return load_safetensors + if glob.glob(os.path.join(self._file_name, "*.bin")): + return load_pytorch_statedict + + if self._file_name.endswith(".safetensors"): + return load_safetensors + + if self._file_name.endswith(".bin"): + return load_pytorch_statedict + + raise ValueError(f"File format not supported.") + + def _map_feedforward( + self, + idx: int, + config: model_config.ModelConfig, + state: Dict[str, torch.Tensor], + converted_state: Dict[str, torch.Tensor], + ): + prefix = f"transformer_blocks.{idx}" + if config.ff_config.type == model_config.FeedForwardType.SEQUENTIAL: + ff_up_proj_name = self._names.ff_up_proj.format(idx) + ff_down_proj_name = self._names.ff_down_proj.format(idx) + converted_state[f"{prefix}.ff.w1.weight"] = state.pop(f"{ff_up_proj_name}.weight") + converted_state[f"{prefix}.ff.w2.weight"] = state.pop( + f"{ff_down_proj_name}.weight" + ) + if config.ff_config.use_bias: + converted_state[f"{prefix}.ff.w1.bias"] = state.pop(f"{ff_up_proj_name}.bias") + converted_state[f"{prefix}.ff.w2.bias"] = state.pop(f"{ff_down_proj_name}.bias") + else: + ff_up_proj_name = self._names.ff_up_proj.format(idx) + ff_down_proj_name = self._names.ff_down_proj.format(idx) + ff_gate_proj_name = self._names.ff_gate_proj.format(idx) + converted_state[f"{prefix}.ff.w3.weight"] = state.pop(f"{ff_up_proj_name}.weight") + converted_state[f"{prefix}.ff.w2.weight"] = state.pop( + f"{ff_down_proj_name}.weight" + ) + converted_state[f"{prefix}.ff.w1.weight"] = state.pop( + f"{ff_gate_proj_name}.weight" + ) + if config.ff_config.use_bias: + converted_state[f"{prefix}.ff.w3.bias"] = state.pop(f"{ff_up_proj_name}.bias") + converted_state[f"{prefix}.ff.w2.bias"] = state.pop(f"{ff_down_proj_name}.bias") + converted_state[f"{prefix}.ff.w1.bias"] = state.pop(f"{ff_gate_proj_name}.bias") + + def _map_attention( + self, + idx: int, + config: model_config.ModelConfig, + state: Dict[str, torch.Tensor], + converted_state: Dict[str, torch.Tensor], + ): + prefix = f"transformer_blocks.{idx}" + q_name = self._names.attn_query_proj.format(idx) + k_name = self._names.attn_key_proj.format(idx) + v_name = self._names.attn_value_proj.format(idx) + converted_state[f"{prefix}.atten_func.attn.weight"] = self._fuse_qkv( + config, + state.pop(f"{q_name}.weight"), + state.pop(f"{k_name}.weight"), + state.pop(f"{v_name}.weight"), + ) + if config.attn_config.qkv_use_bias: + converted_state[f"{prefix}.atten_func.attn.bias"] = self._fuse_qkv( + config, + state.pop(f"{q_name}.bias"), + state.pop(f"{k_name}.bias"), + state.pop(f"{v_name}.bias"), + ) + + o_name = self._names.attn_output_proj.format(idx) + converted_state[f"{prefix}.atten_func.proj.weight"] = state.pop(f"{o_name}.weight") + if config.attn_config.output_proj_use_bias: + converted_state[f"{prefix}.atten_func.proj.bias"] = state.pop(f"{o_name}.bias") + + def _map_norm( + self, + idx: int, + config: model_config.ModelConfig, + state: Dict[str, torch.Tensor], + converted_state: Dict[str, torch.Tensor], + ): + prefix = f"transformer_blocks.{idx}" + if self._names.pre_attn_norm is not None: + pre_attn_norm_name = self._names.pre_attn_norm.format(idx) + converted_state[f"{prefix}.pre_atten_norm.weight"] = state.pop( + f"{pre_attn_norm_name}.weight" + ) + if f"{pre_attn_norm_name}.bias" in state: + converted_state[f"{prefix}.pre_atten_norm.bias"] = state.pop( + f"{pre_attn_norm_name}.bias" + ) + + if self._names.pre_ff_norm is not None: + pre_ff_norm_name = self._names.pre_ff_norm.format(idx) + converted_state[f"{prefix}.pre_ff_norm.weight"] = state.pop( + f"{pre_ff_norm_name}.weight" + ) + if f"{pre_ff_norm_name}.bias" in state: + converted_state[f"{prefix}.pre_ff_norm.bias"] = state.pop( + f"{pre_ff_norm_name}.bias" + ) + + def _fuse_qkv( + self, + config: model_config.ModelConfig, + q: torch.Tensor, + k: torch.Tensor, + v: torch.Tensor, + ) -> torch.Tensor: + q_per_kv = config.attn_config.num_heads // config.attn_config.num_query_groups + qs = torch.split(q, config.head_dim * q_per_kv) + ks = torch.split(k, config.head_dim) + vs = torch.split(v, config.head_dim) + cycled = [t for group in zip(qs, ks, vs) for t in group] + return torch.cat(cycled) diff --git a/ai_edge_torch/generative/utilities/t5_loader.py b/ai_edge_torch/generative/utilities/t5_loader.py new file mode 100644 index 00000000..54aab3e1 --- /dev/null +++ b/ai_edge_torch/generative/utilities/t5_loader.py @@ -0,0 +1,467 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# Common utility functions for data loading etc. +from dataclasses import dataclass +import glob +import os +from typing import Callable, Dict + +from safetensors import safe_open +import torch + +from ai_edge_torch.generative.layers import model_config + + +def load_safetensors(full_path: str): + """Loads safetensors into a single state dictionary. + + Args: + full_path (string): the safetensor filename or directory that contains the + safetensor files. + + Returns: + A state dictionary contating loaded tensors. + + Raises: + ValueError: If no tensors are loaded from the provided directory or file. + """ + pattern = ( + os.path.join(full_path, "*.safetensors") + if os.path.isdir(full_path) + else full_path + ) + files = [] + for file in glob.glob(pattern): + files.append(file) + + tensors = {} + for file in files: + with safe_open(file, framework="pt") as fp: + for k in fp.keys(): + assert k not in tensors + tensors[k] = fp.get_tensor(k) + + if not tensors: + raise ValueError("Failed to load SafeTensors.") + return tensors + + +def load_pytorch_statedict(full_path: str): + """Loads state dictionary binaries into a single state dictionary. + + Args: + full_path (string): the bin filename or directory that contains the bin + files. + + Returns: + A state dictionary contating loaded tensors. + + Raises: + ValueError: If no tensors are loaded from the provided directory or file. + """ + pattern = os.path.join(full_path, "*.bin") if os.path.isdir(full_path) else full_path + files = [] + for file in glob.glob(pattern): + files.append(file) + + tensors = {} + for file in files: + this_file_tensors = torch.load(file, map_location=torch.device("cpu")) + for k in this_file_tensors: + assert k not in tensors + tensors.update(this_file_tensors) + + if not tensors: + raise ValueError("Failed to load torch bin files.") + return tensors + + +class ModelLoader: + """A utility class for loading and converting model checkpoints to ODML + transformer layer format. + """ + + @dataclass + class TensorNames: + attn_query_proj: str = None + attn_key_proj: str = None + attn_value_proj: str = None + attn_output_proj: str = None + relative_attn_bias: str = None + + cross_attn_query_proj: str = None + cross_attn_key_proj: str = None + cross_attn_value_proj: str = None + cross_attn_output_proj: str = None + + ff_up_proj: str = None + ff_down_proj: str = None + ff_gate_proj: str = None + + pre_attn_norm: str = None + pre_cross_attn_norm: str = None + pre_ff_norm: str = None + embedding: str = None + final_norm: str = None + lm_head: str = None + + def __init__(self, file_name: str, names: TensorNames) -> None: + """ModelLoader constructor. Can be used to load multiple models of the same + type. + + Args: + file_name (str): Path to the checkpoint. Can be a directory or an + exact file. + names (TensorNames): An instance of `TensorNames` to determine mappings. + """ + self._file_name = file_name + self._names = names + self._loader = self._get_loader() + + def load( + self, model: torch.nn.Module, strict: bool = True, fuse_attention: bool = True + ): + """Load the model from the checkpoint + + Args: + model (torch.nn.Module): The pytorch model that needs to be loaded. + strict (bool, optional): Whether the converted keys are strictly + matched. Defaults to True. + + Raises: + ValueError: If conversion results in unmapped tensors and strict mode is + enabled. + """ + state = self._loader(self._file_name) + + if isinstance(self._names, ModelLoader.TensorNames): + converted_state = self._do_load( + model, state, self._names, fuse_attention=fuse_attention + ) + elif isinstance(self._names, dict): + converted_state = {} + for additional_prefix, names in self._names.items(): + local_converted_state = self._do_load( + model, + state, + self._names[additional_prefix], + additional_prefix, + fuse_attention=fuse_attention, + ) + converted_state.update(local_converted_state) + else: + raise ValueError(f"Unkown type for names: {type(self._names)}") + + if strict and state: + raise ValueError( + f"Failed to map all tensor. Remaining tensor are: {list(state.keys())}" + ) + model.load_state_dict(converted_state, strict=strict) + + def _do_load(self, model, state, names, additional_prefix="", fuse_attention=True): + """Load the model from the checkpoint + + Args: + model (torch.nn.Module): The pytorch model that needs to be loaded. + state (Dict[str, torch.Tensor]): The pytorch state dictionary + names (TensorNames]): The TensorNames for the model we are loading. + + Returns: + Dict[str, torch.Tensor]: Map of name to tensor for loading. + """ + converted_state = dict() + if names.embedding is not None: + converted_state["tok_embedding.weight"] = state.pop(f"{names.embedding}.weight") + if names.lm_head is not None: + converted_state["lm_head.weight"] = state.pop(f"{names.lm_head}.weight") + if model.config.lm_head_use_bias: + converted_state["lm_head.bias"] = state.pop(f"{names.lm_head}.bias") + if names.final_norm is not None: + final_norm_name = names.final_norm + prefix = additional_prefix + converted_state[f"{prefix}final_norm.weight"] = state.pop( + f"{final_norm_name}.weight" + ) + if f"{final_norm_name}.bias" in state: + converted_state["final_norm.bias"] = state.pop(f"{final_norm_name}.bias") + + if names.relative_attn_bias: + rel_attn_name = names.relative_attn_bias + prefix = additional_prefix + f"transformer_blocks.0" + converted_state[f"{prefix}.atten_func.relative_attention_bias.weight"] = ( + state.pop(f"{rel_attn_name}.weight") + ) + + for i in range(model.config.num_layers): + self._map_norm(i, model.config, state, converted_state, names, additional_prefix) + self._map_feedforward( + i, model.config, state, converted_state, names, additional_prefix + ) + self._map_attention( + i, + model.config, + state, + converted_state, + names, + additional_prefix, + fuse_attention, + ) + self._map_cross_attention( + i, + model.config, + state, + converted_state, + names, + additional_prefix, + fuse_attention, + ) + + return converted_state + + def _get_loader(self) -> Callable[[str], Dict[str, torch.Tensor]]: + """A best effort method for finding appropriate state loader. + + Raises: + ValueError: If it fails to find an appropriate loader. + + Returns: + Callable[[str], Dict[str, torch.Tensor]]: State loader to be used. + """ + if os.path.isdir(self._file_name): + if glob.glob(os.path.join(self._file_name, "*.safetensors")): + return load_safetensors + if glob.glob(os.path.join(self._file_name, "*.bin")): + return load_pytorch_statedict + + if self._file_name.endswith(".safetensors"): + return load_safetensors + + if self._file_name.endswith(".bin"): + return load_pytorch_statedict + + raise ValueError(f"File format not supported.") + + def _map_feedforward( + self, + idx: int, + config: model_config.ModelConfig, + state: Dict[str, torch.Tensor], + converted_state: Dict[str, torch.Tensor], + names: TensorNames, + additional_prefix: str = "", + ): + prefix = additional_prefix + f"transformer_blocks.{idx}" + if names.ff_up_proj is None or names.ff_down_proj is None: + return + if config.ff_config.type == model_config.FeedForwardType.SEQUENTIAL: + ff_up_proj_name = names.ff_up_proj.format(idx) + ff_down_proj_name = names.ff_down_proj.format(idx) + converted_state[f"{prefix}.ff.w1.weight"] = state.pop(f"{ff_up_proj_name}.weight") + converted_state[f"{prefix}.ff.w2.weight"] = state.pop( + f"{ff_down_proj_name}.weight" + ) + if config.ff_config.use_bias: + converted_state[f"{prefix}.ff.w1.bias"] = state.pop(f"{ff_up_proj_name}.bias") + converted_state[f"{prefix}.ff.w2.bias"] = state.pop(f"{ff_down_proj_name}.bias") + else: + if names.ff_gate_proj is not None: + ff_up_proj_name = names.ff_up_proj.format(idx) + ff_down_proj_name = names.ff_down_proj.format(idx) + ff_gate_proj_name = names.ff_gate_proj.format(idx) + converted_state[f"{prefix}.ff.w3.weight"] = state.pop( + f"{ff_up_proj_name}.weight" + ) + converted_state[f"{prefix}.ff.w2.weight"] = state.pop( + f"{ff_down_proj_name}.weight" + ) + converted_state[f"{prefix}.ff.w1.weight"] = state.pop( + f"{ff_gate_proj_name}.weight" + ) + if config.ff_config.use_bias: + converted_state[f"{prefix}.ff.w3.bias"] = state.pop(f"{ff_up_proj_name}.bias") + converted_state[f"{prefix}.ff.w2.bias"] = state.pop( + f"{ff_down_proj_name}.bias" + ) + converted_state[f"{prefix}.ff.w1.bias"] = state.pop( + f"{ff_gate_proj_name}.bias" + ) + + def _map_attention( + self, + idx: int, + config: model_config.ModelConfig, + state: Dict[str, torch.Tensor], + converted_state: Dict[str, torch.Tensor], + names: TensorNames, + additional_prefix: str = "", + fuse_attention: bool = True, + ): + if ( + names.attn_query_proj is None + or names.attn_key_proj is None + or names.attn_value_proj is None + ): + return + prefix = additional_prefix + f"transformer_blocks.{idx}" + q_name = names.attn_query_proj.format(idx) + k_name = names.attn_key_proj.format(idx) + v_name = names.attn_value_proj.format(idx) + # model.encoder.transformer_blocks[0].atten_func.q.weight + if fuse_attention: + converted_state[f"{prefix}.atten_func.attn.weight"] = self._fuse_qkv( + config, + state.pop(f"{q_name}.weight"), + state.pop(f"{k_name}.weight"), + state.pop(f"{v_name}.weight"), + ) + if config.attn_config.qkv_use_bias: + converted_state[f"{prefix}.atten_func.attn.bias"] = self._fuse_qkv( + config, + state.pop(f"{q_name}.bias"), + state.pop(f"{k_name}.bias"), + state.pop(f"{v_name}.bias"), + ) + else: + converted_state[f"{prefix}.atten_func.q.weight"] = state.pop(f"{q_name}.weight") + converted_state[f"{prefix}.atten_func.k.weight"] = state.pop(f"{k_name}.weight") + converted_state[f"{prefix}.atten_func.v.weight"] = state.pop(f"{v_name}.weight") + if config.attn_config.qkv_use_bias: + converted_state[f"{prefix}.atten_func.q.bias"] = state.pop(f"{q_name}.bias") + converted_state[f"{prefix}.atten_func.k.bias"] = state.pop(f"{k_name}.bias") + converted_state[f"{prefix}.atten_func.v.bias"] = state.pop(f"{v_name}.bias") + + o_name = names.attn_output_proj.format(idx) + converted_state[f"{prefix}.atten_func.proj.weight"] = state.pop(f"{o_name}.weight") + if config.attn_config.output_proj_use_bias: + converted_state[f"{prefix}.atten_func.proj.bias"] = state.pop(f"{o_name}.bias") + + def _map_cross_attention( + self, + idx: int, + config: model_config.ModelConfig, + state: Dict[str, torch.Tensor], + converted_state: Dict[str, torch.Tensor], + names: TensorNames, + additional_prefix: str = "", + fuse_attention: bool = True, + ): + if ( + names.cross_attn_query_proj is None + or names.cross_attn_key_proj is None + or names.cross_attn_value_proj is None + ): + return + prefix = additional_prefix + f"transformer_blocks.{idx}" + q_name = names.cross_attn_query_proj.format(idx) + k_name = names.cross_attn_key_proj.format(idx) + v_name = names.cross_attn_value_proj.format(idx) + + if fuse_attention: + converted_state[f"{prefix}.cross_atten_func.attn.weight"] = self._fuse_qkv( + config, + state.pop(f"{q_name}.weight"), + state.pop(f"{k_name}.weight"), + state.pop(f"{v_name}.weight"), + ) + if config.attn_config.qkv_use_bias: + converted_state[f"{prefix}.cross_atten_func.attn.bias"] = self._fuse_qkv( + config, + state.pop(f"{q_name}.bias"), + state.pop(f"{k_name}.bias"), + state.pop(f"{v_name}.bias"), + ) + else: + converted_state[f"{prefix}.cross_atten_func.q.weight"] = state.pop( + f"{q_name}.weight" + ) + converted_state[f"{prefix}.cross_atten_func.k.weight"] = state.pop( + f"{k_name}.weight" + ) + converted_state[f"{prefix}.cross_atten_func.v.weight"] = state.pop( + f"{v_name}.weight" + ) + if config.attn_config.qkv_use_bias: + converted_state[f"{prefix}.cross_atten_func.q.bias"] = state.pop( + f"{q_name}.bias" + ) + converted_state[f"{prefix}.cross_atten_func.k.bias"] = state.pop( + f"{k_name}.bias" + ) + converted_state[f"{prefix}.cross_atten_func.v.bias"] = state.pop( + f"{v_name}.bias" + ) + + o_name = names.cross_attn_output_proj.format(idx) + converted_state[f"{prefix}.cross_atten_func.proj.weight"] = state.pop( + f"{o_name}.weight" + ) + if config.attn_config.output_proj_use_bias: + converted_state[f"{prefix}.cross_atten_func.proj.bias"] = state.pop( + f"{o_name}.bias" + ) + + def _map_norm( + self, + idx: int, + config: model_config.ModelConfig, + state: Dict[str, torch.Tensor], + converted_state: Dict[str, torch.Tensor], + names: TensorNames, + additional_prefix: str = "", + ): + prefix = additional_prefix + f"transformer_blocks.{idx}" + if names.pre_attn_norm is not None: + pre_attn_norm_name = names.pre_attn_norm.format(idx) + converted_state[f"{prefix}.atten_func.pre_atten_norm.weight"] = state.pop( + f"{pre_attn_norm_name}.weight" + ) + if f"{pre_attn_norm_name}.bias" in state: + converted_state[f"{prefix}.atten_func.pre_atten_norm.bias"] = state.pop( + f"{pre_attn_norm_name}.bias" + ) + + if names.pre_cross_attn_norm: + pre_cross_attn_norm_name = names.pre_cross_attn_norm.format(idx) + converted_state[f"{prefix}.cross_atten_func.pre_atten_norm.weight"] = state.pop( + f"{pre_cross_attn_norm_name}.weight" + ) + if f"{pre_cross_attn_norm_name}.bias" in state: + converted_state[f"{prefix}.cross_atten_func.pre_atten_norm.bias"] = state.pop( + f"{pre_cross_attn_norm_name}.bias" + ) + + if names.pre_ff_norm is not None: + pre_ff_norm_name = names.pre_ff_norm.format(idx) + converted_state[f"{prefix}.pre_ff_norm.weight"] = state.pop( + f"{pre_ff_norm_name}.weight" + ) + if f"{pre_ff_norm_name}.bias" in state: + converted_state[f"{prefix}.pre_ff_norm.bias"] = state.pop( + f"{pre_ff_norm_name}.bias" + ) + + def _fuse_qkv( + self, + config: model_config.ModelConfig, + q: torch.Tensor, + k: torch.Tensor, + v: torch.Tensor, + ) -> torch.Tensor: + q_per_kv = config.attn_config.num_heads // config.attn_config.num_query_groups + qs = torch.split(q, config.head_dim * q_per_kv) + ks = torch.split(k, config.head_dim) + vs = torch.split(v, config.head_dim) + cycled = [t for group in zip(qs, ks, vs) for t in group] + return torch.cat(cycled) diff --git a/ai_edge_torch/hlfb/__init__.py b/ai_edge_torch/hlfb/__init__.py new file mode 100644 index 00000000..2f1c13d8 --- /dev/null +++ b/ai_edge_torch/hlfb/__init__.py @@ -0,0 +1,16 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from torch_xla.experimental.mark_pattern_utils import StableHLOCompositeBuilder diff --git a/ai_edge_torch/hlfb/mark_pattern/__init__.py b/ai_edge_torch/hlfb/mark_pattern/__init__.py new file mode 100644 index 00000000..86a44f9a --- /dev/null +++ b/ai_edge_torch/hlfb/mark_pattern/__init__.py @@ -0,0 +1,139 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import copy +from typing import Any +import uuid + +import torch +from torch_xla.experimental import xla_marker + +from ai_edge_torch.hlfb.mark_pattern.pattern import Pattern +from ai_edge_torch.hlfb.mark_pattern.pattern import ScalarAttrTracker # NOQA + + +@torch._dynamo.assume_constant_result +def _get_uuid() -> str: + return uuid.uuid4().hex + + +# TODO: Move to a general fx utils file. +def _prepose_placeholder_nodes(graph: torch.fx.Graph): + nodes = [node for node in graph.nodes if node.op == "placeholder"] + [ + node for node in graph.nodes if node.op != "placeholder" + ] + + for a, b in zip(nodes, nodes[1:]): + if a.next is not b: + a.append(b) + return graph + + +def _insert_marker( + graph_module: torch.fx.GraphModule, + node: torch.fx.Node, + name: str, + pos: int, + id: str, + is_input: bool, + attr: dict[str, Any] = None, +): + attr = xla_marker.serialize_composite_attr(attr) if attr else None + with graph_module.graph.inserting_after(node): + new_node = graph_module.graph.call_function( + torch.ops.xla.mark_tensor, + args=(node,), + kwargs={ + "name": name, + "pos": pos, + "id": id, + "is_input": is_input, + "attr": attr, + }, + ) + + new_node.meta = node.meta + return new_node + + +def mark_pattern( + graph_module: torch.fx.GraphModule, + pattern: Pattern, +) -> torch.fx.GraphModule: + """Mark all existences of pattern graph in the GraphModule with fx pattern matching. + The marked subgraphs will be lowered in StableHLO composite ops. + Args: + graph_module (torch.fx.GraphModule): GraphModule to be matched and marked. + pattern (ai_edge_torch.hlfb.mark_pattern.Pattern): Pattern to match. + Returns: + The modified graph_module with additional marker ops in graph. + """ + # Create a copy of graph_module and sanitize it for pattern matching. + graph_module_to_match = copy.deepcopy(graph_module) + for n, m in zip(graph_module.graph.nodes, graph_module_to_match.graph.nodes): + m.meta["ORIGINAL_NODE"] = n + + # Sanitize graph_module to match in the same way as pattern's graph_module. + graph_module_to_match = passes.remove_clone_ops(graph_module_to_match) + + match_with_attrs = pattern.match(graph_module_to_match) + + for match, attr in match_with_attrs: + match_id = _get_uuid() + + # NOTE: Current graph rewriter (_insert_marker) does not work perfectly + # with continuous matches e.g. matching (a + b) on (w + x + y + z). The + # rewritten results may be undetermined with false negative - some + # matches may not be marked in the lowering, while the marked ones would + # always be correct. + # TODO(cnchan): completely support mark_pattern on continuous matches. + for i, pattern_input_node in enumerate(pattern.input_nodes): + input_node = match.nodes_map[pattern_input_node] + new_input_node = _insert_marker( + graph_module, + input_node.meta["ORIGINAL_NODE"], + name=pattern.name, + pos=i, + id=match_id, + is_input=True, + ) + + # Only replace input by the marker node for those nodes used in the pattern. + in_pattern_nodes = set(match.nodes_map.values()) + for user in input_node.users.keys(): + if user in in_pattern_nodes: + user.meta["ORIGINAL_NODE"].replace_input_with( + input_node.meta["ORIGINAL_NODE"], new_input_node + ) + + for i, pattern_output_node in enumerate(pattern.output_nodes): + output_node = match.nodes_map[pattern_output_node] + new_output_node = _insert_marker( + graph_module, + output_node.meta["ORIGINAL_NODE"], + name=pattern.name, + pos=i, + id=match_id, + is_input=False, + attr=attr, # torch_xla internal: only output marker needs attr. + ) + output_node.meta["ORIGINAL_NODE"].replace_all_uses_with(new_output_node) + new_output_node.update_arg(0, output_node.meta["ORIGINAL_NODE"]) + + graph_module.graph.eliminate_dead_code() + _prepose_placeholder_nodes(graph_module.graph) + + graph_module.graph.lint() + graph_module.recompile() + return graph_module diff --git a/ai_edge_torch/hlfb/mark_pattern/passes.py b/ai_edge_torch/hlfb/mark_pattern/passes.py new file mode 100644 index 00000000..dbae4f54 --- /dev/null +++ b/ai_edge_torch/hlfb/mark_pattern/passes.py @@ -0,0 +1,42 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import torch + + +def remove_clone_ops(gm: torch.fx.GraphModule): + # torch export adds additional aten.clone nodes to produce contiguous in memory tensors + # depending on tensor sizes for runtime efficiency. However, these unpredictable clone + # nodes can break the pattern matching. Thus remove all clones in model and pattern graphs. + for node in gm.graph.nodes: + if node.op == "call_function" and node.name.startswith("clone"): + node.replace_all_uses_with(node.args[0]) + gm.graph.erase_node(node) + + gm.graph.lint() + gm.recompile() + return gm + + +def remove_dangling_args(gm: torch.fx.GraphModule): + nodes_to_erase = [] + for node in gm.graph.nodes: + if node.op == "placeholder" and len(node.users) == 0: + nodes_to_erase.append(node) + for node in nodes_to_erase: + gm.graph.erase_node(node) + + gm.graph.lint() + gm.recompile() + return gm diff --git a/ai_edge_torch/hlfb/mark_pattern/pattern.py b/ai_edge_torch/hlfb/mark_pattern/pattern.py new file mode 100644 index 00000000..ddca823d --- /dev/null +++ b/ai_edge_torch/hlfb/mark_pattern/pattern.py @@ -0,0 +1,260 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import copy +import dataclasses +from typing import Any, Callable, Optional, Union + +import torch +from torch.export.graph_signature import TensorArgument +from torch.fx import Graph +from torch.fx import GraphModule +from torch.fx.passes.utils.matcher_utils import InternalMatch +from torch.fx.passes.utils.matcher_utils import SubgraphMatcher + +from ai_edge_torch.hlfb.mark_pattern import passes + + +def _are_equal(x: Any, y: Any) -> bool: + if type(x) != type(y): + return False + if type(x) in [int, str]: + return x == y + if isinstance(x, float): + rel_tol = 1e-07 + abs_tol = 0.0 + return abs(x - y) <= max(rel_tol * max(abs(x), abs(y)), abs_tol) + if isinstance(x, list): + if len(x) != len(y): + return False + return all([_are_equal(a, b) for a, b in zip(x, y)]) + + raise Exception(f"Cannot compare type: {type(x)}") + + +@dataclasses.dataclass +class ScalarAttrTracker: + """ScalarAttrTracker is used to track the occurrence of a pattern's + scalar arg/attr in the pattern decomposed graph. Since a scalar attr + to the pattern can be transformed and turned into a/some ops' scalar + arg in the decomposed graph, it would be hard to programmatically get + the attr value from the pattern match. With the tracker and tracking info, + we could target the position of the decomposed op's scalar arg derived + from the pattern arg/attr and retrieve the value from the InternalMatch. + + Args: + name (str): name of the attr to track. + pattern_arg_pos (int): the index of the attr to track in the pattern's + export_args. + transform (Callable): the transform function used when targeting the + occurrence of the attr value in the decomposed graph. An attr value + may be transformed during the decomposition and appear as a derived + value. + inverse_transform (Callable): the inverse transform function that maps + the transformed value back to the original attr value. + """ + + attr_name: str + pattern_arg_pos: int + transform: Callable = lambda x: x + inverse_transform: Callable = lambda x: x + _source_targets: list[tuple[Any, Any]] = dataclasses.field(default_factory=list) + + def track(self, *sources): + """Register magic values to track the (transformed) attr values in + the pattern decomposed graph. + """ + for source in sources: + target = self.transform(source) + if not _are_equal(self.inverse_transform(target), source): + raise Exception(f"Invalid transform/inverse_transform for {self.attr_name}") + self._source_targets.append([source, target]) + return self + + +@dataclasses.dataclass +class ScalarAttrLocation: + attr_name: str + node_name: str + pos: Union[int, str] + _tracker: ScalarAttrTracker + + @property + def index(self): + return self.pos if isinstance(self.pos, int) else None + + @property + def key(self): + return self.pos if isinstance(self.pos, str) else None + + +def _find_scalar_attr( + pattern_module: torch.nn.Module, export_args: tuple[Any], tracker: ScalarAttrTracker +) -> ScalarAttrLocation: + scalar_loc_intersections = None + for source, target in tracker._source_targets: + track_args = list(export_args) + track_args[tracker.pattern_arg_pos] = source + ep = torch.export.export(pattern_module, tuple(track_args)) + + scalar_locs = set() + nodes = ep.graph_module.graph.nodes + for n in nodes: + for arg_pos, arg in enumerate(n.args): + if type(arg) == type(target) and arg == target: + scalar_locs.add((n.name, arg_pos)) + for attr, val in n.kwargs.items(): + if type(val) == type(target) and val == target: + scalar_locs.add((n.name, attr)) + + if scalar_loc_intersections is None: + scalar_loc_intersections = scalar_locs + else: + scalar_loc_intersections = scalar_loc_intersections & scalar_locs + + if not scalar_loc_intersections: + break + + if not scalar_loc_intersections: + return None + # Choose any occurrence as the attr provider + node_name, pos = scalar_loc_intersections.pop() + return ScalarAttrLocation(tracker.attr_name, node_name, pos, _tracker=tracker) + + +class Pattern: + + def __init__( + self, + name: str, + module: Union[Callable, torch.nn.Module], + export_args: tuple[Any], + *, + attr_builder: Callable[ + ["Pattern", GraphModule, InternalMatch], Optional[dict[str, Any]] + ] = None, + scalar_attr_trackers: list[ScalarAttrTracker] = None, + ): + """The PyTorch computation pattern to match against a model. + + Args: + name (str): the name of the pattern. It would be propagated to + the `name` attr in StableHLO composite ops for the matched + model subgraphs in the lowering. + module (torch.nn.Module or Callable): the PyTorch computation. + export_args (tuple[Any]): the args used to export the pattern module + with torch.export.export. If export_args contains non-tensor + Python scalars, there must be a corresponding attr tracker + in `scalar_attr_trackers` for each scalar arg. + attr_builder (Callable[[Pattern, GraphModule, InternalMatch], Optional[dict[str, Any]]]): + the callable that produces the a scalar attrs dict, which would be + propagated to `attr` in StableHLO composite ops for the matched + model subgraphs in the lowering. + scalar_attr_trackers (list[ScalarAttrTracker]): the trackers + for scalar args in `export_args`, which are used to track + the attr occurrence(s) and retrieve their values from the + matched subgraph. + """ + if not isinstance(module, torch.nn.Module): + + class PatternModule(torch.nn.Module): + + def __init__(self, func): + super().__init__() + self.func = func + + def forward(self, *args, **kwargs): + return self.func(*args, **kwargs) + + module = PatternModule(module).eval() + + self.name = name + self.exported_program = torch.export.export(module, export_args) + self.graph_module = self.exported_program.graph_module + self.attr_builder = attr_builder + self._scalar_attr_trackers = scalar_attr_trackers if scalar_attr_trackers else [] + + # Sanitize graph_module for more precise pattern matching. + # The graph_module to match against this pattern should apply equivalent + # sanitization. + self.graph_module = passes.remove_clone_ops(self.graph_module) + self.graph_module = passes.remove_dangling_args(self.graph_module) + + self._scalar_attr_locations = [] + for tracker in self._scalar_attr_trackers: + self._scalar_attr_locations.append( + _find_scalar_attr(module, export_args, tracker) + ) + + # Builds list of ordered input and output nodes. + self.graph_nodes_map = {} + for node in self.graph_module.graph.nodes: + self.graph_nodes_map[node.name] = node + + self.input_nodes = tuple( + self.graph_nodes_map[spec.arg.name] + for spec in self.exported_program.graph_signature.input_specs + if isinstance(spec.arg, TensorArgument) + ) + self.output_nodes = tuple( + self.graph_nodes_map[spec.arg.name] + for spec in self.exported_program.graph_signature.output_specs + ) + + def register_attr_builder(self, attr_builder): + self.attr_builder = attr_builder + return attr_builder + + def match( + self, + graph_module: GraphModule, + ) -> list[tuple[InternalMatch, dict[str, Any]]]: + matcher = SubgraphMatcher( + self.graph_module.graph, + match_output=False, + match_placeholder=False, + remove_overlapping_matches=True, + ignore_literals=True, + ) + matches = matcher.match(graph_module.graph) + + match_with_attrs = [] + # Graph traversal must be done in the reverser order (from SubgraphMatcher). + for match in matches[::-1]: + if self.attr_builder is not None: + attrs = self.attr_builder(self, graph_module, match) + else: + attrs = {} + + for loc in self._scalar_attr_locations: + attrs[loc.attr_name] = self._get_attr_value_from_pattern_match(match, loc) + + attrs = attrs if attrs else None + match_with_attrs.append((match, attrs)) + return match_with_attrs + + def _get_attr_value_from_pattern_match( + self, + match: InternalMatch, + loc: ScalarAttrLocation, + ): + matched_val = None + for k, v in match.nodes_map.items(): + if k.name == loc.node_name: + if loc.index: + matched_val = v.args[loc.index] + elif loc.key in v.kwargs.keys(): + matched_val = v.kwargs[loc.key] + attr_val = loc._tracker.inverse_transform(matched_val) + return attr_val diff --git a/ai_edge_torch/hlfb/test/__init__.py b/ai_edge_torch/hlfb/test/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/hlfb/test/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/hlfb/test/test_mark_pattern.py b/ai_edge_torch/hlfb/test/test_mark_pattern.py new file mode 100644 index 00000000..00c0280e --- /dev/null +++ b/ai_edge_torch/hlfb/test/test_mark_pattern.py @@ -0,0 +1,133 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import unittest + +import torch +import torch_xla + +from ai_edge_torch.hlfb import mark_pattern + + +def _export_stablehlo_mlir(model, args=None): + if not isinstance(model, torch.export.ExportedProgram): + ep = torch.export.export(model, args) + else: + ep = model + stablehlo_gm = torch_xla.stablehlo.exported_program_to_stablehlo(ep) + return stablehlo_gm.get_stablehlo_text() + + +class TestMarkPattern(unittest.TestCase): + + def test_mark_pattern(self): + + class TestModel(torch.nn.Module): + + def forward(self, x): + return x * x + x + x + + pattern = mark_pattern.Pattern( + "test.add", + lambda a, b: a + b, + export_args=(torch.rand(2, 2), torch.rand(2, 2)), + ) + + model = TestModel().eval() + args = (torch.rand(20, 20),) + exported_program = torch.export.export(model, args) + mark_pattern.mark_pattern(exported_program.graph_module, pattern) + mlir = _export_stablehlo_mlir(exported_program) + + self.assertEqual(mlir.count('stablehlo.composite "test.add"'), 2) + + def test_mark_pattern_with_attr_builder(self): + class TestModel(torch.nn.Module): + + def forward(self, x): + return x * x * x + x - x * x + x + + pattern = mark_pattern.Pattern( + "test.add", + lambda a, b: a + b, + export_args=(torch.rand(2, 2), torch.rand(2, 2)), + attr_builder=lambda *args: {"alias": "test.test_add"}, + ) + + model = TestModel().eval() + args = (torch.rand(20, 20),) + exported_program = torch.export.export(model, args) + mark_pattern.mark_pattern(exported_program.graph_module, pattern) + mlir = _export_stablehlo_mlir(exported_program) + + self.assertEqual(mlir.count('stablehlo.composite "test.add"'), 2) + self.assertEqual(mlir.count('composite_attributes = {alias = "test.test_add"}'), 2) + + def test_mark_pattern_with_scalar_attr_tracker(self): + class TestModel(torch.nn.Module): + + def forward(self, x): + r = x + for idx in range(5): + r = torch.nn.LogSoftmax(dim=idx % 2)(r) * x + return r + + pattern = mark_pattern.Pattern( + "test.log_softmax", + lambda x, dim: torch.nn.functional.log_softmax(x, dim=dim), + export_args=(torch.rand(10, 10, 10), 1), + scalar_attr_trackers=[ + mark_pattern.ScalarAttrTracker("dim", pattern_arg_pos=1) + .track(0) + .track(1) + .track(2), + ], + ) + + model = TestModel().eval() + args = (torch.rand(10, 10),) + exported_program = torch.export.export(model, args) + mark_pattern.mark_pattern(exported_program.graph_module, pattern) + mlir = _export_stablehlo_mlir(exported_program) + + self.assertEqual(mlir.count('stablehlo.composite "test.log_softmax"'), 5) + self.assertEqual(mlir.count("composite_attributes = {dim = 0 : i64}"), 3) + self.assertEqual(mlir.count("composite_attributes = {dim = 1 : i64}"), 2) + + def test_mark_tangent_model_and_pattern_input(self): + class TestModel(torch.nn.Module): + + def forward(self, x, y): + z = torch.ops.aten.relu(x) + z = z + y + return z + + pattern = mark_pattern.Pattern( + "test.relu", + lambda x: torch.ops.aten.relu(x), + export_args=(torch.rand(2, 2),), + ) + + model = TestModel().eval() + args = (torch.rand(20, 20), torch.rand(20, 20)) + exported_program = torch.export.export(model, args) + mark_pattern.mark_pattern(exported_program.graph_module, pattern) + mlir = _export_stablehlo_mlir(exported_program) + + self.assertEqual(mlir.count('stablehlo.composite "test.relu'), 1) + + +if __name__ == "__main__": + unittest.main() diff --git a/ai_edge_torch/hlfb/test/test_stablehlo_composite_builder.py b/ai_edge_torch/hlfb/test/test_stablehlo_composite_builder.py new file mode 100644 index 00000000..61e9b960 --- /dev/null +++ b/ai_edge_torch/hlfb/test/test_stablehlo_composite_builder.py @@ -0,0 +1,270 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +import math +import unittest + +import torch +import torch.nn.functional as F +import torch_xla + +from ai_edge_torch.hlfb import StableHLOCompositeBuilder + + +def _export_stablehlo_mlir(model, args): + ep = torch.export.export(model, args) + stablehlo_gm = torch_xla.stablehlo.exported_program_to_stablehlo(ep) + return stablehlo_gm.get_stablehlo_text() + + +class TestStableHLOCompositeBuilder(unittest.TestCase): + + def test_build_composite(self): + class SampleModel(torch.nn.Module): + + def forward(self, x): + builder = StableHLOCompositeBuilder(name="test.plus_two") + y = x + 1 + y = builder.mark_inputs(y) + z = y + 2 + z = builder.mark_outputs(z) + return z + + mlir = _export_stablehlo_mlir(SampleModel().eval(), (torch.rand((2, 2)),)) + self.assertEqual(mlir.count('stablehlo.composite "test.plus_two"'), 1) + + def test_build_multiple_composites(self): + class SampleModel(torch.nn.Module): + + def plus_one(self, x: torch.Tensor): + builder = StableHLOCompositeBuilder("test.plus_one") + x = builder.mark_inputs(x) + y = x + 1 + y = builder.mark_outputs(y) + return y + + def plus_two(self, x: torch.Tensor): + builder = StableHLOCompositeBuilder("test.plus_two") + x = builder.mark_inputs(x) + y = x + 2 + y = builder.mark_outputs(y) + return y + + def forward(self, x): + x = self.plus_two(x) + x = x + 3 + x = self.plus_one(x) + x = x + 4 + x = self.plus_two(x) + return x + + mlir = _export_stablehlo_mlir(SampleModel().eval(), (torch.rand((2, 2)),)) + self.assertEqual(mlir.count('stablehlo.composite "test.plus_one"'), 1) + self.assertEqual(mlir.count('stablehlo.composite "test.plus_two"'), 2) + + def test_build_composite_with_attr(self): + class SampleModel(torch.nn.Module): + + def __init__(self): + super().__init__() + + def log_softmax(self, x: torch.Tensor, dim: int): + builder = StableHLOCompositeBuilder(name="test.log_softmax", attr={"dim": dim}) + x = builder.mark_inputs(x) + y = torch.nn.functional.log_softmax(x, dim=dim) + y = builder.mark_outputs(y) + return y + + def forward(self, x): + x = x + 1 + x = self.log_softmax(x, 0) + x = self.log_softmax(x, 1) + return x + + mlir = _export_stablehlo_mlir(SampleModel().eval(), (torch.rand((2, 2)),)) + self.assertEqual(mlir.count('stablehlo.composite "test.log_softmax"'), 2) + self.assertEqual(mlir.count("composite_attributes = {dim = 0 : i64}"), 1) + self.assertEqual(mlir.count("composite_attributes = {dim = 1 : i64}"), 1) + + def test_build_composite_with_mix_type_attrs(self): + class SampleModel(torch.nn.Module): + + def __init__(self): + super().__init__() + + def log_softmax(self, x: torch.Tensor, dim: int): + builder = StableHLOCompositeBuilder( + name="test.log_softmax", + attr={ + "dim": dim, + "source": "torch.nn", + "version": 1.0, + }, + ) + x = builder.mark_inputs(x) + y = torch.nn.functional.log_softmax(x, dim=dim) + y = builder.mark_outputs(y) + return y + + def forward(self, x): + x = x + 1 + x = self.log_softmax(x, 0) + return x + + mlir = _export_stablehlo_mlir(SampleModel().eval(), (torch.rand((2, 2)),)) + self.assertEqual(mlir.count('stablehlo.composite "test.log_softmax"'), 1) + self.assertEqual( + mlir.count( + 'composite_attributes = {dim = 0 : i64, source = "torch.nn", version = 1.000000e+00 : f32}' + ), + 1, + ) + + def test_sdpa_composite(self): + class SDPAModel(torch.nn.Module): + + def scaled_dot_product_attention( + self, + q: torch.Tensor, + k: torch.Tensor, + v: torch.Tensor, + head_size: int, + mask: torch.Tensor, + ): + builder = StableHLOCompositeBuilder("test.scaled_dot_product_attention") + q, k, v, mask = builder.mark_inputs(q, k, v, mask) + + scale = 1.0 / math.sqrt(head_size) + + q = q.transpose(1, 2) + k = k.transpose(1, 2) + v = v.transpose(1, 2) + y = F.scaled_dot_product_attention( + q, + k, + v, + attn_mask=mask, + dropout_p=0.0, + is_causal=mask is None, + scale=scale, + ) + result = y.transpose(1, 2) + result = builder.mark_outputs(result) + return result + + def forward(self, q, k, v, mask): + x = self.scaled_dot_product_attention( + q, + k, + v, + 8, + mask, + ) + return x + + query = torch.rand(1, 1, 32, 4) + key = torch.rand(1, 500, 1, 4) + value = torch.rand(1, 500, 1, 4) + mask = torch.rand(1, 1, 1, 500) + + mlir = _export_stablehlo_mlir( + SDPAModel().eval(), + (query, key, value, mask), + ) + self.assertEqual( + mlir.count('stablehlo.composite "test.scaled_dot_product_attention"'), 1 + ) + + def test_sdpa_composite_with_attr(self): + class SDPAModel(torch.nn.Module): + + def scaled_dot_product_attention( + self, + q: torch.Tensor, + k: torch.Tensor, + v: torch.Tensor, + head_size: int, + include_captanh: bool, + ): + builder = StableHLOCompositeBuilder( + name="test.scaled_dot_product_attention", + attr={"include_captanh": include_captanh}, + ) + q, k, v = builder.mark_inputs(q, k, v) + + scale = 1.0 / math.sqrt(head_size) + + q = q.transpose(1, 2) + k = k.transpose(1, 2) + v = v.transpose(1, 2) + y = F.scaled_dot_product_attention( + q, + k, + v, + attn_mask=None, + dropout_p=0.0, + is_causal=True, + scale=scale, + ) + result = y.transpose(1, 2) + result = builder.mark_outputs(result) + return result + + def forward(self, q, k, v): + x = self.scaled_dot_product_attention(q, k, v, 8, True) + y = self.scaled_dot_product_attention(q, k, v, 8, False) + return x + y + + query = torch.rand(1, 1, 32, 4) + key = torch.rand(1, 500, 1, 4) + value = torch.rand(1, 500, 1, 4) + mlir = _export_stablehlo_mlir( + SDPAModel().eval(), + (query, key, value), + ) + self.assertEqual( + mlir.count('stablehlo.composite "test.scaled_dot_product_attention"'), 2 + ) + self.assertEqual(mlir.count("composite_attributes = {include_captanh = true}"), 1) + self.assertEqual(mlir.count("composite_attributes = {include_captanh = false}"), 1) + + def test_build_composite_with_multiple_inputs_outputs(self): + class SampleModel(torch.nn.Module): + + def mimo_sample(self, a, b, c): + builder = StableHLOCompositeBuilder(name="test.mimo_sample") + + a, b, c = builder.mark_inputs(a, b, c) + x = a + b + c + y = (a - b) * x + z = (c + 1.0) * a + x, y, z = builder.mark_outputs(x, y, z) + + result = x + y * z + return result + + def forward(self, a, b, c): + x = self.mimo_sample(a, b, c) + x = self.mimo_sample(a, b, x) + x = self.mimo_sample(x, x, c) + return x + + mlir = _export_stablehlo_mlir( + SampleModel().eval(), (torch.rand(2), torch.rand(2), torch.rand(2)) + ) + self.assertEqual(mlir.count('stablehlo.composite "test.mimo_sample"'), 3) + + +if __name__ == "__main__": + unittest.main() diff --git a/ai_edge_torch/model.py b/ai_edge_torch/model.py new file mode 100644 index 00000000..27632887 --- /dev/null +++ b/ai_edge_torch/model.py @@ -0,0 +1,134 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +"""Represents an ai_edge_torch model. + +PyTorch models can be converted to this representation through `ai_edge_torch.convert`. +""" +from __future__ import annotations + +import abc + +import numpy as np +import numpy.typing as npt +import tensorflow as tf + +from ai_edge_torch.convert import conversion_utils as cutils + + +class Model(abc.ABC): + """Represents and edge model.""" + + @abc.abstractmethod + def __call__( + self, *args: npt.ArrayLike, signature_name: str = cutils.DEFAULT_SIGNATURE_NAME + ) -> npt.ArrayLike | tuple[npt.ArrayLike]: + raise NotImplementedError() + + @abc.abstractmethod + def export(self, path: str): + raise NotImplementedError() + + @staticmethod + def load(path: str) -> TfLiteModel: + tflite_model = TfLiteModel.load(path) + if tflite_model: + return tflite_model + + raise ValueError(f'File format in {path} cannot be deserialized.') + + +class TfLiteModel(Model): + """An edge model which uses tflite under-the-hood.""" + + def __init__(self, tflite_model): + """Initializes the TfLiteModel instance using a TFLite serialized object. + + Args: + tflite_model: A TFlite serialized object. + """ + self._tflite_model = tflite_model + + def __call__( + self, *args: npt.ArrayLike, signature_name: str = cutils.DEFAULT_SIGNATURE_NAME + ) -> npt.ArrayLike | tuple[npt.ArrayLike]: + """Runs inference on the edge model using the provided arguments. + + Args: + *args: The arguments to be passed to the model for inference. + signature_name: The name of the signature to be used for inference. + The default signature is used if not provided. + """ + interpreter = tf.lite.Interpreter(model_content=self._tflite_model) + interpreter.allocate_tensors() + + signature_list = interpreter.get_signature_list() + if signature_name not in signature_list: + raise ValueError( + f"Invalid signature name provided. Available signatures: {', '.join(signature_list.keys())}" + ) + + try: + runner = interpreter.get_signature_runner(signature_name) + except ValueError as exception: + if 'Invalid signature_key provided.' in str(exception): + raise ValueError( + f'Invalid signature key provided. Available signatures: {list(signature_list.keys())}' + ) + else: + raise exception + + if len(signature_list[signature_name]['inputs']) != len(args): + raise ValueError( + f"The model requires {len(signature_list[signature_name]['inputs'])} arguments but {len(args)} was provided." + ) + + # Gather the input dictionary based on the signature. + inputs = {f'args_{idx}': args[idx] for idx in range(len(args))} + outputs = runner(**inputs) + + return ( + outputs['output_0'] + if len(outputs) == 1 + else [outputs[f'output_{idx}'] for idx in range(len(outputs))] + ) + + def export(self, path: str) -> None: + """Serializes the edge model to disk. + + Args: + path: The path to file to which the model is serialized. + """ + with open(path, 'wb') as file_handle: + file_handle.write(self._tflite_model) + + @staticmethod + def load(path: str) -> TfLiteModel | None: + """Returns an edge (tflite) model by reading it from the disk. + + Args: + str: The path to the model. + """ + with open(path, 'rb') as file_handle: + model_content = file_handle.read() + + # Check if this is indeed a tflite model: + try: + interpreter = tf.lite.Interpreter(model_content=model_content) + interpreter.get_signature_list() + except: + return None + + return TfLiteModel(model_content) diff --git a/ai_edge_torch/quantize/__init__.py b/ai_edge_torch/quantize/__init__.py new file mode 100644 index 00000000..f2ccff56 --- /dev/null +++ b/ai_edge_torch/quantize/__init__.py @@ -0,0 +1,16 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from .pt2e_quantizer import PT2EQuantizer diff --git a/ai_edge_torch/quantize/pt2e_quantizer.py b/ai_edge_torch/quantize/pt2e_quantizer.py new file mode 100644 index 00000000..c429c38a --- /dev/null +++ b/ai_edge_torch/quantize/pt2e_quantizer.py @@ -0,0 +1,438 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from __future__ import annotations + +import copy +import functools +from typing import Any, Callable, Dict, List, Optional, Set + +import torch +from torch.ao.quantization.fake_quantize import FusedMovingAvgObsFakeQuantize +from torch.ao.quantization.observer import HistogramObserver +from torch.ao.quantization.observer import MinMaxObserver +from torch.ao.quantization.observer import MovingAverageMinMaxObserver +from torch.ao.quantization.observer import MovingAveragePerChannelMinMaxObserver # NOQA +from torch.ao.quantization.observer import PerChannelMinMaxObserver +from torch.ao.quantization.observer import PlaceholderObserver +from torch.ao.quantization.qconfig import _ObserverOrFakeQuantizeConstructor +from torch.ao.quantization.quantizer import FixedQParamsQuantizationSpec +from torch.ao.quantization.quantizer import QuantizationSpec +from torch.ao.quantization.quantizer import Quantizer +from torch.fx import Node +import torch.nn.functional as F + +from ai_edge_torch.quantize.pt2e_quantizer_utils import _convert_scalars_to_attrs # NOQA +from ai_edge_torch.quantize.pt2e_quantizer_utils import OP_TO_ANNOTATOR +from ai_edge_torch.quantize.pt2e_quantizer_utils import OperatorConfig +from ai_edge_torch.quantize.pt2e_quantizer_utils import OperatorPatternType +from ai_edge_torch.quantize.pt2e_quantizer_utils import propagate_annotation +from ai_edge_torch.quantize.pt2e_quantizer_utils import QuantizationConfig + +__all__ = [ + "PT2EQuantizer", + "get_symmetric_quantization_config", +] + + +def _supported_symmetric_quantized_operators() -> Dict[str, List[OperatorPatternType]]: + supported_operators: Dict[str, List[OperatorPatternType]] = { + # Both conv and linear should be able to handle relu + hardtanh fusion since + # those are clamp ops + "conv2d": [ + [torch.nn.Conv2d, torch.nn.ReLU], + [torch.nn.Conv2d, F.relu], + [F.conv2d, torch.nn.ReLU], + [F.conv2d, F.relu], + ], + "linear": [[torch.nn.Linear], [F.linear]], + "add": [[torch.add]], + "max_pool2d": [[torch.nn.MaxPool2d], [F.max_pool2d]], + "adaptive_avg_pool2d": [ + [torch.nn.AdaptiveAvgPool2d], + [F.adaptive_avg_pool2d], + ], + } + return copy.deepcopy(supported_operators) + + +def _get_supported_symmetric_config_and_operators() -> List[OperatorConfig]: + supported_config_and_operators: List[OperatorConfig] = [] + for quantization_config in [ + get_symmetric_quantization_config(), + get_symmetric_quantization_config(is_qat=True), + get_symmetric_quantization_config(is_per_channel=True), + get_symmetric_quantization_config(is_per_channel=True, is_qat=True), + ]: + ops = _supported_symmetric_quantized_operators() + for pattern_list in ops.values(): + supported_config_and_operators.append( + OperatorConfig(quantization_config, pattern_list) + ) + return copy.deepcopy(supported_config_and_operators) + + +@functools.lru_cache +def get_symmetric_quantization_config( + is_per_channel: bool = False, + is_qat: bool = False, + is_dynamic: bool = False, +): + if is_qat: + if is_dynamic: + raise NotImplementedError("dynamic quantization for qat is not yet implemented.") + act_observer_or_fake_quant_ctr = FusedMovingAvgObsFakeQuantize + else: + if is_dynamic: + act_observer_or_fake_quant_ctr = PlaceholderObserver # type: ignore[assignment] + else: + act_observer_or_fake_quant_ctr = HistogramObserver # type: ignore[assignment] + + act_quantization_spec = QuantizationSpec( + dtype=torch.int8, + quant_min=-128, + quant_max=127, + qscheme=torch.per_tensor_affine, + is_dynamic=is_dynamic, + observer_or_fake_quant_ctr=act_observer_or_fake_quant_ctr.with_args(eps=2**-12), + ) + qscheme = ( + torch.per_channel_symmetric if is_per_channel else torch.per_tensor_symmetric + ) + weight_observer_or_fake_quant_ctr: _ObserverOrFakeQuantizeConstructor = MinMaxObserver + if is_qat: + weight_observer_or_fake_quant_ctr = FusedMovingAvgObsFakeQuantize + elif is_per_channel: + weight_observer_or_fake_quant_ctr = PerChannelMinMaxObserver + + extra_args: Dict[str, Any] = {"eps": 2**-12} + if is_qat: + if qscheme == torch.per_tensor_symmetric: + extra_args["observer"] = MovingAverageMinMaxObserver + else: + extra_args["observer"] = MovingAveragePerChannelMinMaxObserver # type: ignore[dict-item] + weight_quantization_spec = QuantizationSpec( + dtype=torch.int8, + quant_min=-127, + quant_max=127, + qscheme=qscheme, + ch_axis=0, + is_dynamic=False, + observer_or_fake_quant_ctr=weight_observer_or_fake_quant_ctr.with_args( + **extra_args + ), + ) + + bias_quantization_spec = None + + # Some TFLite ops (e.g. Logistic, Softmax) have fixed qparams requirements + fixed_qparams_spec = FixedQParamsQuantizationSpec( + dtype=torch.int8, + scale=1 / 256, + zero_point=-128, + quant_min=-128, + quant_max=127, + qscheme=torch.per_tensor_affine, + ) + + if is_dynamic: + # Only valid for TFLite downstream to have no input activation quantization + # because dynamic quantization should be legalized to TFLite DRQ kernels + # which calculate quantization parameters during runtime inside the kernels + quantization_config = QuantizationConfig( + None, + None, + weight_quantization_spec, + bias_quantization_spec, + None, + is_qat, + True, + ) + else: + quantization_config = QuantizationConfig( + act_quantization_spec, + act_quantization_spec, + weight_quantization_spec, + bias_quantization_spec, + fixed_qparams_spec, + is_qat, + False, + ) + return quantization_config + + +def _get_supported_config_and_operators() -> List[OperatorConfig]: + return _get_supported_symmetric_config_and_operators() + + +def _get_module_name_filter(module_name: str): + """Get the module_name_filter function for a given module name, the filter accepts + a node and checks if the node comes from a module that has certain module name + + For example: + node: linear_op = call_function[...](...) # comes from a module with name blocks.sub.linear1 + + + >> module_name_filter = _get_module_name_filter("blocks.sub") + >> print(module_name_filter(node)) + True # the node is from "blocks.sub" based on the fully qualified name "blocks.sub.linear1" + """ + + def module_name_filter(n: Node) -> bool: + # example: { + # 'L__self___sub': ("L['self'].sub", ), + # 'L__self___sub_linear': ("L['self'].sub.linear", ) + # } + # get_attr nodes doesn't have nn_module_stack? + nn_module_stack = n.meta.get("nn_module_stack", {}) + names = [n[len("L__self___") :].replace("_", ".") for n in nn_module_stack.keys()] + return module_name in names + + return module_name_filter + + +def _get_module_type_filter(tp: Callable): + """Get the module_type_filter function for a given module type, the filter accepts + a node and checks if the node comes from a module that has certain module type + + For example: + node: linear_op = call_function[...](...) # comes from a module with type Block -> Sub -> Linear + + + >> module_type_filter = _get_module_type_filter(Sub) # submodule with type `Sub`, under the `Block` submodule + >> print(module_type_filter(node)) + True # the node is from the submodule `Sub` (same for `Block` and `Linear` as well) + """ + + def module_type_filter(n: Node) -> bool: + # example: { + # 'L__self___sub': ("L['self'].sub", ), + # 'L__self___sub_linear': ("L['self'].sub.linear", ) + # } + nn_module_stack = n.meta.get("nn_module_stack", {}) + types = [t for _, t in nn_module_stack.values()] + return tp in types + + return module_type_filter + + +def _get_not_module_type_or_name_filter( + tp_list: List[Callable], module_name_list: List[str] +) -> Callable[[Node], bool]: + module_type_filters = [_get_module_type_filter(tp) for tp in tp_list] + module_name_list_filters = [_get_module_name_filter(m) for m in module_name_list] + + def not_module_type_or_name_filter(n: Node) -> bool: + return not any(f(n) for f in module_type_filters + module_name_list_filters) + + return not_module_type_or_name_filter + + +class PT2EQuantizer(Quantizer): + supported_config_and_operators = _get_supported_config_and_operators() + STATIC_QAT_ONLY_OPS = [ + "conv_bn_relu", + "conv_bn", + ] + + # static quantization ops (both PTQ and QAT) + STATIC_OPS = [ + "linear", + "addmm", + "conv_relu", + "conv", + "adaptive_avg_pool2d", + "gru_io_only", + "max_pool2d", + "add_relu", + "add", + "mul_relu", + "mul", + "cat", + "fixed_qparams", + ] + + DYNAMIC_OPS = [ + "linear", + "addmm", + "conv", + "conv_relu", + ] + + def __init__(self): + super().__init__() + self.global_config: Optional[QuantizationConfig] = None + self.operator_type_config: Dict[ + torch._ops.OpOverloadPacket, Optional[QuantizationConfig] + ] = {} + self.module_type_config: Dict[Callable, Optional[QuantizationConfig]] = {} + self.module_name_config: Dict[str, Optional[QuantizationConfig]] = {} + + @classmethod + def get_supported_quantization_configs(cls) -> List[QuantizationConfig]: + op_configs: Set[QuantizationConfig] = set({}) + for spec, _ in cls.supported_config_and_operators: + op_configs.add(spec) + return list(op_configs) + + @classmethod + def get_supported_operator_for_quantization_config( + cls, quantization_config: Optional[QuantizationConfig] + ) -> List[OperatorPatternType]: + if quantization_config is None: + all_ops = [] + for _, ops in cls.supported_config_and_operators: + all_ops.extend(ops) + return all_ops + + for config, ops in cls.supported_config_and_operators: + # note: this assumes each entry in cls.supported_spec_and_operators + # corresponds to one spec, e.g. we don't have + # [(spec1, op_list1), (spec1, op_list2), (spec2, op_list3)] + # where the first and second entry have the same spec but did not + # merge the op list + if config == quantization_config: + return ops + return [] + + def set_global(self, quantization_config: QuantizationConfig) -> PT2EQuantizer: + self.global_config = quantization_config + return self + + def set_operator_type( + self, + operator_type: torch._ops.OpOverloadPacket, + quantization_config: QuantizationConfig, + ) -> PT2EQuantizer: + self.operator_type_config[operator_type] = quantization_config + return self + + def set_module_type( + self, module_type: Callable, quantization_config: QuantizationConfig + ): + """Set quantization_config for a submodule with type: `module_type`, for example: + quantizer.set_module_name(Sub) or quantizer.set_module_name(nn.Linear), it will quantize all supported operator/operator + patterns in the submodule with this module type with the given `quantization_config` + """ + self.module_type_config[module_type] = quantization_config + return self + + def set_module_name( + self, module_name: str, quantization_config: Optional[QuantizationConfig] + ): + """Set quantization_config for a submodule with name: `module_name`, for example: + quantizer.set_module_name("blocks.sub"), it will quantize all supported operator/operator + patterns in the submodule with this module name with the given `quantization_config` + """ + assert ( + quantization_config is not None + ), " quantization_config == None is not supported yet" + self.module_name_config[module_name] = quantization_config + return self + + def transform_for_annotation( + self, model: torch.fx.GraphModule + ) -> torch.fx.GraphModule: + """Transforms scalar values to tensor attributes""" + return _convert_scalars_to_attrs(model) + + def annotate(self, model: torch.fx.GraphModule) -> torch.fx.GraphModule: + """just handling global spec for now""" + if self.global_config and not self.global_config.input_activation: # type: ignore[union-attr] + model = self._annotate_for_dynamic_quantization_config(model) + else: + model = self._annotate_for_static_quantization_config(model) + propagate_annotation(model) + return model + + def _annotate_all_static_patterns( + self, + model: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, + ) -> torch.fx.GraphModule: + if quantization_config is None: + return model + + if quantization_config.is_qat: + for op in self.STATIC_QAT_ONLY_OPS: + OP_TO_ANNOTATOR[op](model, quantization_config, filter_fn) + for op in self.STATIC_OPS: + OP_TO_ANNOTATOR[op](model, quantization_config, filter_fn) + return model + + def _annotate_all_dynamic_patterns( + self, + model: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, + ) -> torch.fx.GraphModule: + if quantization_config is None: + return model + + for op in self.DYNAMIC_OPS: + OP_TO_ANNOTATOR[op](model, quantization_config, filter_fn) + return model + + def _annotate_for_static_quantization_config( + self, model: torch.fx.GraphModule + ) -> torch.fx.GraphModule: + module_name_list = list(self.module_name_config.keys()) + for module_name, config in self.module_name_config.items(): + self._annotate_all_static_patterns( + model, config, _get_module_name_filter(module_name) + ) + + tp_list = list(self.module_type_config.keys()) + for module_type, config in self.module_type_config.items(): + self._annotate_all_static_patterns( + model, config, _get_module_type_filter(module_type) + ) + + self._annotate_all_static_patterns( + model, + self.global_config, + _get_not_module_type_or_name_filter(tp_list, module_name_list), + ) + return model + + def _annotate_for_dynamic_quantization_config( + self, model: torch.fx.GraphModule + ) -> torch.fx.GraphModule: + module_name_list = list(self.module_name_config.keys()) + for module_name, config in self.module_name_config.items(): + self._annotate_all_dynamic_patterns( + model, config, _get_module_name_filter(module_name) + ) + + tp_list = list(self.module_type_config.keys()) + for module_type, config in self.module_type_config.items(): + self._annotate_all_dynamic_patterns( + model, config, _get_module_type_filter(module_type) + ) + + self._annotate_all_dynamic_patterns( + model, + self.global_config, + _get_not_module_type_or_name_filter(tp_list, module_name_list), + ) + return model + + def validate(self, model: torch.fx.GraphModule) -> None: + pass + + @classmethod + def get_supported_operators(cls) -> List[OperatorConfig]: + return cls.supported_config_and_operators diff --git a/ai_edge_torch/quantize/pt2e_quantizer_utils.py b/ai_edge_torch/quantize/pt2e_quantizer_utils.py new file mode 100644 index 00000000..523ae32e --- /dev/null +++ b/ai_edge_torch/quantize/pt2e_quantizer_utils.py @@ -0,0 +1,1041 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from dataclasses import dataclass +import itertools +import operator +from typing import Callable, Dict, List, NamedTuple, Optional + +import torch +from torch.ao.quantization.fx.utils import get_new_attr_name_with_prefix +from torch.ao.quantization.pt2e.graph_utils import find_sequential_partitions +from torch.ao.quantization.pt2e.utils import _conv1d_bn_example_inputs +from torch.ao.quantization.pt2e.utils import _conv2d_bn_example_inputs +from torch.ao.quantization.pt2e.utils import _get_aten_graph_module_for_pattern +from torch.ao.quantization.quantizer import QuantizationAnnotation +from torch.ao.quantization.quantizer import QuantizationSpec +from torch.ao.quantization.quantizer import QuantizationSpecBase +from torch.ao.quantization.quantizer import SharedQuantizationSpec +from torch.ao.quantization.quantizer.utils import _annotate_input_qspec_map +from torch.ao.quantization.quantizer.utils import _annotate_output_qspec +from torch.fx import Node +from torch.fx.passes.utils.matcher_with_name_node_map_utils import SubgraphMatcherWithNameNodeMap # NOQA +from torch.fx.passes.utils.source_matcher_utils import get_source_partitions +import torch.nn.functional as F + +__all__ = [ + "OperatorConfig", + "OperatorPatternType", + "QuantizationConfig", + "get_input_act_qspec", + "get_output_act_qspec", + "get_weight_qspec", + "get_bias_qspec", + "OP_TO_ANNOTATOR", + "propagate_annotation", +] + + +@dataclass(eq=True, frozen=True) +class QuantizationConfig: + input_activation: Optional[QuantizationSpec] + output_activation: Optional[QuantizationSpec] + weight: Optional[QuantizationSpec] + bias: Optional[QuantizationSpec] + fixed_qparams: Optional[QuantizationSpec] + # TODO: remove, since we can use observer_or_fake_quant_ctr to express this + is_qat: bool = False + is_dynamic: bool = False + + +OperatorPatternType = List[Callable] +OperatorPatternType.__module__ = "ai_edge_torch.quantize.pt2e_quantizer_utils" + +AnnotatorType = Callable[ + [ + torch.fx.GraphModule, + Optional[QuantizationConfig], + Optional[Callable[[Node], bool]], + ], + Optional[List[List[Node]]], +] +OP_TO_ANNOTATOR: Dict[str, AnnotatorType] = {} + + +def register_annotator(op: str): + def decorator(annotator: AnnotatorType): + OP_TO_ANNOTATOR[op] = annotator + + return decorator + + +class OperatorConfig(NamedTuple): + # fix List[str] with List[List[Union[nn.Module, FunctionType, BuiltinFunctionType]]] + # Basically we are mapping a quantization config to some list of patterns. + # a pattern is defined as a list of nn module, function or builtin function names + # e.g. [nn.Conv2d, torch.relu, torch.add] + # We have not resolved whether fusion can be considered internal details of the + # quantizer hence it does not need communication to user. + # Note this pattern is not really informative since it does not really + # tell us the graph structure resulting from the list of ops. + config: QuantizationConfig + operators: List[OperatorPatternType] + + +def _is_annotated(nodes: List[Node]): + """ + Given a list of nodes (that represents an operator pattern), + check if any of the node is annotated, return True if any of the node + is annotated, otherwise return False + """ + annotated = False + for node in nodes: + annotated = annotated or ( + "quantization_annotation" in node.meta + and node.meta["quantization_annotation"]._annotated + ) + return annotated + + +def _mark_nodes_as_annotated(nodes: List[Node]): + for node in nodes: + if node is not None: + if "quantization_annotation" not in node.meta: + node.meta["quantization_annotation"] = QuantizationAnnotation() + node.meta["quantization_annotation"]._annotated = True + + +def get_input_act_qspec(quantization_config: Optional[QuantizationConfig]): + if quantization_config is None: + return None + if quantization_config.input_activation is None: + return None + quantization_spec: QuantizationSpec = quantization_config.input_activation + assert quantization_spec.qscheme in [ + torch.per_tensor_affine, + torch.per_tensor_symmetric, + ] + return quantization_spec + + +def get_output_act_qspec(quantization_config: Optional[QuantizationConfig]): + if quantization_config is None: + return None + if quantization_config.output_activation is None: + return None + quantization_spec: QuantizationSpec = quantization_config.output_activation + assert quantization_spec.qscheme in [ + torch.per_tensor_affine, + torch.per_tensor_symmetric, + ] + return quantization_spec + + +def get_weight_qspec(quantization_config: Optional[QuantizationConfig]): + if quantization_config is None: + return None + assert quantization_config is not None + if quantization_config.weight is None: + return None + quantization_spec: QuantizationSpec = quantization_config.weight + if quantization_spec.qscheme not in [ + torch.per_tensor_symmetric, + torch.per_channel_symmetric, + ]: + raise ValueError(f"Unsupported quantization_spec {quantization_spec} for weight") + return quantization_spec + + +def get_bias_qspec(quantization_config: Optional[QuantizationConfig]): + if quantization_config is None: + return None + assert quantization_config is not None + if quantization_config.bias is None: + return None + quantization_spec: QuantizationSpec = quantization_config.bias + assert ( + quantization_spec.dtype == torch.float + ), "Only float dtype for bias is supported for bias right now" + return quantization_spec + + +def get_fixed_qparams_qspec(quantization_config: Optional[QuantizationConfig]): + if quantization_config is None: + return None + assert quantization_config is not None + if quantization_config.fixed_qparams is None: + return None + quantization_spec: QuantizationSpec = quantization_config.fixed_qparams + return quantization_spec + + +@register_annotator("linear") +def _annotate_linear( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + annotated_partitions = [] + input_act_qspec = get_input_act_qspec(quantization_config) + output_act_qspec = get_output_act_qspec(quantization_config) + weight_qspec = get_weight_qspec(quantization_config) + bias_qspec = get_bias_qspec(quantization_config) + for node in gm.graph.nodes: + if node.op != "call_function" or node.target != torch.ops.aten.linear.default: + continue + if filter_fn and not filter_fn(node): + continue + act_node = node.args[0] + weight_node = node.args[1] + bias_node = None + if len(node.args) > 2: + bias_node = node.args[2] + + if _is_annotated([node]) is False: # type: ignore[list-item] + _annotate_input_qspec_map( + node, + act_node, + input_act_qspec, + ) + _annotate_input_qspec_map( + node, + weight_node, + weight_qspec, + ) + nodes_to_mark_annotated = [node, weight_node] + if bias_node: + _annotate_input_qspec_map( + node, + bias_node, + bias_qspec, + ) + nodes_to_mark_annotated.append(bias_node) + _annotate_output_qspec(node, output_act_qspec) + _mark_nodes_as_annotated(nodes_to_mark_annotated) + annotated_partitions.append(nodes_to_mark_annotated) + + return annotated_partitions + + +@register_annotator("addmm") +def _annotate_addmm( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + annotated_partitions = [] + for n in gm.graph.nodes: + if n.op != "call_function" or n.target not in [ + torch.ops.aten.addmm.default, + ]: + continue + addm_node = n + + input_qspec_map = {} + input_act = addm_node.args[0] + assert isinstance(input_act, Node) + is_bias = ( + len(list(input_act.meta["val"].size())) < 2 + and input_act.op == "get_attr" + and "_param_constant" in input_act.target + ) + input_qspec_map[input_act] = ( + get_bias_qspec(quantization_config) + if is_bias + else get_input_act_qspec(quantization_config) + ) + + mat1_act = addm_node.args[1] + assert isinstance(mat1_act, Node) + input_qspec_map[mat1_act] = get_input_act_qspec(quantization_config) + + mat2_act = addm_node.args[2] + assert isinstance(mat2_act, Node) + is_weight = False + if mat2_act.op == "get_attr" and "_param_constant" in mat2_act.target: + is_weight = True + elif mat2_act.target == torch.ops.aten.t.default: + t_in = mat2_act.args[0] + if t_in.op == "get_attr" and "_param_constant" in t_in.target: + is_weight = True + input_qspec_map[mat2_act] = ( + get_weight_qspec(quantization_config) + if is_weight + else get_input_act_qspec(quantization_config) + ) + + partition = [addm_node, addm_node.args[1], addm_node.args[2]] + + if _is_annotated(partition): + continue + + if filter_fn and any(not filter_fn(n) for n in partition): + continue + + addm_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + output_qspec=get_output_act_qspec(quantization_config), + _annotated=True, + ) + _mark_nodes_as_annotated(partition) + annotated_partitions.append(partition) + return annotated_partitions + + +@register_annotator("conv") +def _annotate_conv( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + annotated_partitions = [] + for n in gm.graph.nodes: + if n.op != "call_function" or n.target not in [ + torch.ops.aten.conv1d.default, + torch.ops.aten.conv2d.default, + torch.ops.aten.convolution.default, + ]: + continue + conv_node = n + + input_qspec_map = {} + input_act = conv_node.args[0] + assert isinstance(input_act, Node) + input_qspec_map[input_act] = get_input_act_qspec(quantization_config) + + weight = conv_node.args[1] + assert isinstance(weight, Node) + input_qspec_map[weight] = get_weight_qspec(quantization_config) + + # adding weight node to the partition as well + partition = [conv_node, conv_node.args[1]] + + bias = conv_node.args[2] if len(conv_node.args) > 2 else None + if isinstance(bias, Node): + input_qspec_map[bias] = get_bias_qspec(quantization_config) + partition.append(bias) + + if _is_annotated(partition): + continue + + if filter_fn and any(not filter_fn(n) for n in partition): + continue + + conv_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + output_qspec=get_output_act_qspec(quantization_config), + _annotated=True, + ) + _mark_nodes_as_annotated(partition) + annotated_partitions.append(partition) + return annotated_partitions + + +@register_annotator("conv_relu") +def _annotate_conv_relu( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + annotated_partitions = [] + for n in gm.graph.nodes: + if n.op != "call_function" or n.target not in [ + torch.ops.aten.relu.default, + torch.ops.aten.relu_.default, + ]: + continue + relu_node = n + maybe_conv_node = n.args[0] + if ( + not isinstance(maybe_conv_node, Node) + or maybe_conv_node.op != "call_function" + or maybe_conv_node.target + not in [ + torch.ops.aten.conv1d.default, + torch.ops.aten.conv2d.default, + torch.ops.aten.convolution.default, + ] + ): + continue + conv_node = maybe_conv_node + + input_qspec_map = {} + input_act = conv_node.args[0] + assert isinstance(input_act, Node) + input_qspec_map[input_act] = get_input_act_qspec(quantization_config) + + weight = conv_node.args[1] + assert isinstance(weight, Node) + input_qspec_map[weight] = get_weight_qspec(quantization_config) + + # adding weight node to the partition as well + partition = [relu_node, conv_node, conv_node.args[1]] + bias = conv_node.args[2] if len(conv_node.args) > 2 else None + if isinstance(bias, Node): + input_qspec_map[bias] = get_bias_qspec(quantization_config) + partition.append(bias) + + if _is_annotated(partition): + continue + + if filter_fn and any(not filter_fn(n) for n in partition): + continue + + conv_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, _annotated=True + ) + relu_node.meta["quantization_annotation"] = QuantizationAnnotation( + output_qspec=get_output_act_qspec( + quantization_config + ), # type: ignore[arg-type] + _annotated=True, + ) + _mark_nodes_as_annotated(partition) + annotated_partitions.append(partition) + return annotated_partitions + + +@register_annotator("conv_bn") +def _annotate_conv_bn( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + """ + Find conv + batchnorm parititions + Note: This is only used for QAT. In PTQ, batchnorm should already be fused into the conv. + """ + return _do_annotate_conv_bn(gm, quantization_config, filter_fn, has_relu=False) + + +@register_annotator("conv_bn_relu") +def _annotate_conv_bn_relu( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + """ + Find conv + batchnorm + relu parititions + Note: This is only used for QAT. In PTQ, batchnorm should already be fused into the conv. + """ + return _do_annotate_conv_bn(gm, quantization_config, filter_fn, has_relu=True) + + +def _do_annotate_conv_bn( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]], + has_relu: bool, +) -> List[List[Node]]: + """ + Given a function that takes in a `conv_fn` and returns a conv-bn[-relu] pattern, + return a list of annotated partitions. + + The output of the pattern must include a dictionary from string name to node + for the following names: "input", "conv", "weight", "bias", and "output". + """ + + def get_pattern(conv_fn: Callable, relu_is_inplace: bool): + def _conv_bn(x, conv_weight, conv_bias, bn_weight, bn_bias, bn_rm, bn_rv): + conv = conv_fn(x, conv_weight, conv_bias) + bn = F.batch_norm(conv, bn_rm, bn_rv, bn_weight, bn_bias, training=True) + if has_relu: + output = F.relu_(bn) if relu_is_inplace else F.relu(bn) + else: + output = bn + return output, { + "input": x, + "conv": conv, + "weight": conv_weight, + "bias": conv_bias, + "output": output, + } + + return _conv_bn + + # Needed for matching, otherwise the matches gets filtered out due to unused + # nodes returned by batch norm + gm.graph.eliminate_dead_code() + gm.recompile() + + matches = [] + combinations = [ + (F.conv1d, _conv1d_bn_example_inputs), + (F.conv2d, _conv2d_bn_example_inputs), + ] + + # Add `is_cuda` and `relu_is_inplace` dimensions + combinations = itertools.product( + combinations, + [True, False] if torch.cuda.is_available() else [False], # is_cuda + [True, False] if has_relu else [False], # relu_is_inplace + ) + + # Match against all conv dimensions and cuda variants + for (conv_fn, example_inputs), is_cuda, relu_is_inplace in combinations: + pattern = get_pattern(conv_fn, relu_is_inplace) + pattern = _get_aten_graph_module_for_pattern(pattern, example_inputs, is_cuda) + pattern.graph.eliminate_dead_code() + pattern.recompile() + matcher = SubgraphMatcherWithNameNodeMap(pattern, ignore_literals=True) + matches.extend(matcher.match(gm.graph)) + + # Annotate nodes returned in the matches + annotated_partitions = [] + for match in matches: + name_node_map = match.name_node_map + input_node = name_node_map["input"] + conv_node = name_node_map["conv"] + weight_node = name_node_map["weight"] + bias_node = name_node_map["bias"] + output_node = name_node_map["output"] + + # TODO: annotate the uses of input, weight, and bias separately instead + # of assuming they come from a single conv node. This is not possible today + # because input may have multiple users, and we can't rely on the conv node + # always being the first user. This was the case in models with skip + # connections like resnet18 + + # Validate conv args + if conv_node.args[0] is not input_node: + raise ValueError("Conv arg did not contain input node ", input_node) + if conv_node.args[1] is not weight_node: + raise ValueError("Conv arg did not contain weight node ", weight_node) + if len(conv_node.args) > 2 and conv_node.args[2] is not bias_node: + raise ValueError("Conv arg did not contain bias node ", bias_node) + + # Skip if the partition is already annotated or is filtered out by the user + partition = [conv_node, weight_node] + if bias_node is not None: + partition.append(bias_node) + if _is_annotated(partition): + continue + if filter_fn and any(not filter_fn(n) for n in partition): + continue + + # Annotate conv inputs and pattern output + input_qspec_map = {} + input_qspec_map[input_node] = get_input_act_qspec(quantization_config) + input_qspec_map[weight_node] = get_weight_qspec(quantization_config) + if bias_node is not None: + input_qspec_map[bias_node] = get_bias_qspec(quantization_config) + conv_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + _annotated=True, + ) + output_node.meta["quantization_annotation"] = QuantizationAnnotation( + output_qspec=get_output_act_qspec( + quantization_config + ), # type: ignore[arg-type] + _annotated=True, + ) + _mark_nodes_as_annotated(partition) + annotated_partitions.append(partition) + return annotated_partitions + + +@register_annotator("gru_io_only") +def _annotate_gru_io_only( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + gru_partitions = get_source_partitions(gm.graph, [torch.nn.GRU], filter_fn) + gru_partitions = list(itertools.chain(*gru_partitions.values())) + annotated_partitions = [] + for gru_partition in gru_partitions: + annotated_partitions.append(gru_partition.nodes) + output_nodes = gru_partition.output_nodes + input_nodes = gru_partition.input_nodes + # skip annotation if it is already annotated + if _is_annotated(input_nodes + output_nodes): + continue + # inside each GRU partition, we should be able to annotate each linear + # subgraph + input_qspec_map: Dict[Node, QuantizationSpecBase] = {} + input_act = input_nodes[0] + input_act_user = next(iter(input_act.users.keys())) + assert isinstance(input_act, Node) + assert isinstance(input_act_user, Node) + input_act_user.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map={ + input_act: get_input_act_qspec(quantization_config), + }, + _annotated=True, + ) + + hidden_state = input_nodes[1] + hidden_state_user = next(iter(hidden_state.users.keys())) + assert isinstance(hidden_state, Node) + assert isinstance(hidden_state_user, Node) + hidden_state_user.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map={ + hidden_state: get_input_act_qspec(quantization_config), + }, + _annotated=True, + ) + + assert len(output_nodes) == 2, "expecting GRU to have two outputs" + for output in output_nodes: + output.meta["quantization_annotation"] = QuantizationAnnotation( + output_qspec=get_output_act_qspec(quantization_config), + _annotated=True, + ) + nodes_to_mark_annotated = list(gru_partition.nodes) + _mark_nodes_as_annotated(nodes_to_mark_annotated) + return annotated_partitions + + +@register_annotator("max_pool2d") +def _annotate_max_pool2d( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + module_partitions = get_source_partitions( + gm.graph, [torch.nn.MaxPool2d, torch.nn.functional.max_pool2d], filter_fn + ) + maxpool_partitions = list(itertools.chain(*module_partitions.values())) + annotated_partitions = [] + for maxpool_partition in maxpool_partitions: + annotated_partitions.append(maxpool_partition.nodes) + output_node = maxpool_partition.output_nodes[0] + maxpool_node = None + for n in maxpool_partition.nodes: + if ( + n.target == torch.ops.aten.max_pool2d.default + or n.target == torch.ops.aten.max_pool2d_with_indices.default + ): + maxpool_node = n + + assert ( + maxpool_node is not None + ), "PT2EQuantizer only works with torch.ops.aten.max_pool2d.default, " + "please make sure you are exporting the model correctly" + if _is_annotated([output_node, maxpool_node]): # type: ignore[list-item] + continue + + input_act = maxpool_node.args[0] # type: ignore[union-attr] + assert isinstance(input_act, Node) + + # only annotate maxpool when the output of the input node is annotated + if ( + "quantization_annotation" not in input_act.meta + or not input_act.meta["quantization_annotation"]._annotated + or input_act.meta["quantization_annotation"].output_qspec is None + ): + continue + # input and output of maxpool will share quantization parameter with input of maxpool + act_qspec = SharedQuantizationSpec(input_act) + # act_qspec = get_act_qspec(quantization_config) + maxpool_node.meta[ + # type: ignore[union-attr] + "quantization_annotation" + ] = QuantizationAnnotation( + input_qspec_map={ + input_act: act_qspec, + }, + _annotated=True, + ) + output_node.meta["quantization_annotation"] = QuantizationAnnotation( + output_qspec=act_qspec, + _annotated=True, + ) + return annotated_partitions + + +@register_annotator("adaptive_avg_pool2d") +def _annotate_adaptive_avg_pool2d( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + """Always annotate adaptive_avg_pool2d op""" + module_partitions = get_source_partitions( + gm.graph, [torch.nn.AdaptiveAvgPool2d, F.adaptive_avg_pool2d], filter_fn + ) + partitions = list(itertools.chain(*module_partitions.values())) + annotated_partitions = [] + for partition in partitions: + pool_node = partition.output_nodes[0] + if pool_node.op != "call_function" or ( + pool_node.target != torch.ops.aten.adaptive_avg_pool2d.default + and pool_node.target != torch.ops.aten._adaptive_avg_pool2d.default + and pool_node.target != torch.ops.aten.mean.dim + and pool_node.target != torch.ops.aten.as_strided_.default + ): + raise ValueError(f"{pool_node} is not an aten adaptive_avg_pool2d operator") + + if _is_annotated([pool_node]): + continue + + annotated_partitions.append(partition.nodes) + input_act = pool_node.args[0] + assert isinstance(input_act, Node) + + # only annotate input output sharing operator + # when the output of the input node is annotated + if ( + "quantization_annotation" not in input_act.meta + or not input_act.meta["quantization_annotation"]._annotated + or input_act.meta["quantization_annotation"].output_qspec is None + ): + input_act_qspec = get_input_act_qspec(quantization_config) + else: + input_act_qspec = SharedQuantizationSpec(input_act) + + # output sharing with input + output_act_qspec = SharedQuantizationSpec((input_act, pool_node)) + pool_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map={ + input_act: input_act_qspec, + }, + output_qspec=output_act_qspec, + _annotated=True, + ) + return annotated_partitions + + +@register_annotator("fixed_qparams") +def _annotate_fixed_qparams( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + annotated_partitions = [] + for node in gm.graph.nodes: + if node.op != "call_function" or ( + node.target != torch.ops.aten.sigmoid.default + and node.target != torch.ops.aten._softmax.default + ): + continue + + input_act = node.args[0] # type: ignore[union-attr] + assert isinstance(input_act, Node) + + # only annotate when the output of the input node is annotated + if ( + "quantization_annotation" not in input_act.meta + or not input_act.meta["quantization_annotation"]._annotated + or input_act.meta["quantization_annotation"].output_qspec is None + ): + continue + partition = [node] + + if _is_annotated(partition): + continue + + if filter_fn and any(not filter_fn(n) for n in partition): + continue + + node.meta["quantization_annotation"] = QuantizationAnnotation( + output_qspec=get_fixed_qparams_qspec(quantization_config), _annotated=True + ) + _mark_nodes_as_annotated(partition) + annotated_partitions.append(partition) + + return annotated_partitions + + +@register_annotator("add_relu") +def _annotate_add_relu( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + fused_partitions = find_sequential_partitions( + gm, [torch.add, torch.nn.ReLU], filter_fn + ) + annotated_partitions = [] + for fused_partition in fused_partitions: + add_partition, relu_partition = fused_partition + annotated_partitions.append(add_partition.nodes + relu_partition.nodes) + if len(relu_partition.output_nodes) > 1: + raise ValueError("Relu partition has more than one output node") + relu_node = relu_partition.output_nodes[0] + if len(add_partition.output_nodes) > 1: + raise ValueError("add partition has more than one output node") + add_node = add_partition.output_nodes[0] + + if _is_annotated([relu_node, add_node]): + continue + + input_act_qspec = get_input_act_qspec(quantization_config) + output_act_qspec = get_output_act_qspec(quantization_config) + + input_qspec_map = {} + input_act0 = add_node.args[0] + if isinstance(input_act0, Node): + input_qspec_map[input_act0] = input_act_qspec + + input_act1 = add_node.args[1] + if isinstance(input_act1, Node): + input_qspec_map[input_act1] = input_act_qspec + + add_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + _annotated=True, + ) + relu_node.meta["quantization_annotation"] = QuantizationAnnotation( + output_qspec=output_act_qspec, + _annotated=True, + ) + return annotated_partitions + + +@register_annotator("add") +def _annotate_add( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + add_partitions = get_source_partitions( + gm.graph, [operator.add, torch.add, operator.iadd], filter_fn + ) + add_partitions = list(itertools.chain(*add_partitions.values())) + annotated_partitions = [] + for add_partition in add_partitions: + annotated_partitions.append(add_partition.nodes) + add_node = add_partition.output_nodes[0] + if _is_annotated([add_node]): + continue + + input_act_qspec = get_input_act_qspec(quantization_config) + output_act_qspec = get_output_act_qspec(quantization_config) + + input_qspec_map = {} + input_act0 = add_node.args[0] + if isinstance(input_act0, Node): + input_qspec_map[input_act0] = input_act_qspec + + input_act1 = add_node.args[1] + if isinstance(input_act1, Node): + input_qspec_map[input_act1] = input_act_qspec + + add_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + output_qspec=output_act_qspec, + _annotated=True, + ) + return annotated_partitions + + +@register_annotator("mul_relu") +def _annotate_mul_relu( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + fused_partitions = find_sequential_partitions( + gm, [torch.mul, torch.nn.ReLU], filter_fn + ) + annotated_partitions = [] + for fused_partition in fused_partitions: + mul_partition, relu_partition = fused_partition + annotated_partitions.append(mul_partition.nodes + relu_partition.nodes) + if len(relu_partition.output_nodes) > 1: + raise ValueError("Relu partition has more than one output node") + relu_node = relu_partition.output_nodes[0] + if len(mul_partition.output_nodes) > 1: + raise ValueError("mul partition has more than one output node") + mul_node = mul_partition.output_nodes[0] + + if _is_annotated([relu_node, mul_node]): + continue + + input_act_qspec = get_input_act_qspec(quantization_config) + output_act_qspec = get_output_act_qspec(quantization_config) + + input_qspec_map = {} + input_act0 = mul_node.args[0] + if isinstance(input_act0, Node): + input_qspec_map[input_act0] = input_act_qspec + + input_act1 = mul_node.args[1] + if isinstance(input_act1, Node): + input_qspec_map[input_act1] = input_act_qspec + + mul_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + _annotated=True, + ) + relu_node.meta["quantization_annotation"] = QuantizationAnnotation( + output_qspec=output_act_qspec, + _annotated=True, + ) + return annotated_partitions + + +@register_annotator("mul") +def _annotate_mul( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + mul_partitions = get_source_partitions( + gm.graph, ["mul", "mul_", operator.mul, torch.mul, operator.imul], filter_fn + ) + mul_partitions = list(itertools.chain(*mul_partitions.values())) + annotated_partitions = [] + for mul_partition in mul_partitions: + annotated_partitions.append(mul_partition.nodes) + mul_node = mul_partition.output_nodes[0] + if _is_annotated([mul_node]): + continue + + input_act_qspec = get_input_act_qspec(quantization_config) + output_act_qspec = get_output_act_qspec(quantization_config) + + input_qspec_map = {} + input_act0 = mul_node.args[0] + if isinstance(input_act0, Node): + input_qspec_map[input_act0] = input_act_qspec + + input_act1 = mul_node.args[1] + if isinstance(input_act1, Node): + input_qspec_map[input_act1] = input_act_qspec + + mul_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + output_qspec=output_act_qspec, + _annotated=True, + ) + return annotated_partitions + + +# TODO: remove Optional in return type, fix annotated_partitions logic +@register_annotator("cat") +def _annotate_cat( + gm: torch.fx.GraphModule, + quantization_config: Optional[QuantizationConfig], + filter_fn: Optional[Callable[[Node], bool]] = None, +) -> Optional[List[List[Node]]]: + cat_partitions = get_source_partitions(gm.graph, [torch.cat], filter_fn) + cat_partitions = list(itertools.chain(*cat_partitions.values())) + annotated_partitions = [] + for cat_partition in cat_partitions: + cat_node = cat_partition.output_nodes[0] + if _is_annotated([cat_node]): + continue + + if cat_node.target != torch.ops.aten.cat.default: + raise Exception( + f"Expected cat node: torch.ops.aten.cat.default, but found {cat_node.target}" + " please check if you are calling the correct capture API" + ) + + annotated_partitions.append(cat_partition.nodes) + + input_act_qspec = get_input_act_qspec(quantization_config) + inputs = cat_node.args[0] + + input_qspec_map = {} + input_act0 = inputs[0] + if isinstance(input_act0, Node): + input_qspec_map[input_act0] = input_act_qspec + + shared_with_input0_qspec = SharedQuantizationSpec((input_act0, cat_node)) + for input_act in inputs[1:]: + input_qspec_map[input_act] = shared_with_input0_qspec + + output_act_qspec = shared_with_input0_qspec + + cat_node.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map=input_qspec_map, + output_qspec=output_act_qspec, + _annotated=True, + ) + return annotated_partitions + + +def _is_share_obs_or_fq_op(op: Callable) -> bool: + return op in [ + torch.ops.aten.hardtanh.default, + torch.ops.aten.hardtanh_.default, + torch.ops.aten.mean.default, + torch.ops.aten.mean.dim, + torch.ops.aten.permute.default, + torch.ops.aten.permute_copy.default, + torch.ops.aten.squeeze.dim, + torch.ops.aten.squeeze_copy.dim, + torch.ops.aten.adaptive_avg_pool2d.default, + torch.ops.aten.view_copy.default, + torch.ops.aten.view.default, + torch.ops.aten.slice_copy.Tensor, + torch.ops.aten.flatten.using_ints, + ] + + +def propagate_annotation(model: torch.fx.GraphModule) -> None: + for n in model.graph.nodes: + if n.op != "call_function" or not _is_share_obs_or_fq_op(n.target): + continue + + prev_node = n.args[0] + if not isinstance(prev_node, Node): + continue + + quantization_annotation = prev_node.meta.get("quantization_annotation", None) + if not quantization_annotation: + continue + + output_qspec = quantization_annotation.output_qspec + if not output_qspec: + continue + + # make sure current node is not annotated + if ( + "quantization_annotation" in n.meta + and n.meta["quantization_annotation"]._annotated + ): + continue + + shared_qspec = SharedQuantizationSpec(prev_node) + # propagate the previous output_qspec to the current node + n.meta["quantization_annotation"] = QuantizationAnnotation( + input_qspec_map={ + prev_node: shared_qspec, + }, + output_qspec=shared_qspec, + _annotated=True, + ) + + +# TODO: make the list of ops customizable +def _convert_scalars_to_attrs(model: torch.fx.GraphModule) -> torch.fx.GraphModule: + for n in model.graph.nodes: + if n.op != "call_function" or n.target not in [ + torch.ops.aten.add.Tensor, + torch.ops.aten.mul.Tensor, + ]: + continue + args = list(n.args) + new_args = [] + for i in range(len(args)): + if isinstance(args[i], torch.fx.Node): + new_args.append(args[i]) + continue + prefix = "_tensor_constant_" + get_new_attr_name = get_new_attr_name_with_prefix(prefix) + tensor_constant_name = get_new_attr_name(model) + model.register_buffer(tensor_constant_name, torch.tensor(args[i])) + with model.graph.inserting_before(n): + get_attr_node = model.graph.create_node( + "get_attr", tensor_constant_name, (), {} + ) + new_args.append(get_attr_node) + n.args = tuple(new_args) + model.recompile() + return model diff --git a/ai_edge_torch/quantize/quant_config.py b/ai_edge_torch/quantize/quant_config.py new file mode 100644 index 00000000..a7b23924 --- /dev/null +++ b/ai_edge_torch/quantize/quant_config.py @@ -0,0 +1,85 @@ +# Copyright 2024 The AI Edge Torch Authors. All Rights Reserved. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from dataclasses import dataclass +import enum +from typing import Optional + +from ai_edge_torch.generative.quantize import quant_attrs +from ai_edge_torch.generative.quantize import quant_recipe +from ai_edge_torch.quantize import pt2e_quantizer as pt2eq + + +@dataclass(frozen=True) +class QuantConfig: + """ + Encapsulates all different quantization methods and schemes available for + models converted with ai_edge_torch. + + Args: + pt2e_quantizer: The instance of PT2EQuantizer used to quantize the model + with PT2E quantization. This method of quantization is not applicable to + models created with the Edge Generative API. + transformer_recipe: Quantization recipe to be applied on a model created + with the Edge Generative API. + """ + + pt2e_quantizer: pt2eq.PT2EQuantizer = None + transformer_recipe: quant_recipe.TransformerQuantRecipe = None + + @enum.unique + class _QuantizerMode(enum.Enum): + NONE = enum.auto() + PT2E_DYNAMIC = enum.auto() + PT2E_STATIC = enum.auto() + TFLITE_DYNAMIC = enum.auto() + TFLITE_FP16 = enum.auto() + + _quantizer_mode: _QuantizerMode = _QuantizerMode.NONE + + def __init__( + self, + pt2e_quantizer: Optional[pt2eq.PT2EQuantizer] = None, + transformer_recipe: Optional[quant_recipe.TransformerQuantRecipe] = None, + ): + """Initializes some internal states based on selected quantization method. + + Performs internal sanity checks to ensure that the user is inputting valid + quantization requests. Verifies that the received quantization config + is properly setup. Additionally sets up an utility enum _quantizer_mode to + guide certain conversion processes. + """ + if pt2e_quantizer is not None and transformer_recipe is not None: + raise ValueError('Cannot set both pt2e_quantizer and transformer_recipe.') + elif pt2e_quantizer is not None: + object.__setattr__(self, 'pt2e_quantizer', pt2e_quantizer) + object.__setattr__( + self, + '_quantizer_mode', + ( + self._QuantizerMode.PT2E_DYNAMIC + if pt2e_quantizer.global_config.is_dynamic + else self._QuantizerMode.PT2E_STATIC + ), + ) + elif transformer_recipe is not None: + transformer_recipe.verify() + object.__setattr__(self, 'transformer_recipe', transformer_recipe) + if self.transformer_recipe.default.mode == quant_attrs.Mode.DYNAMIC_RANGE: + object.__setattr__(self, '_quantizer_mode', self._QuantizerMode.TFLITE_DYNAMIC) + elif self.transformer_recipe.default.weight_dtype == quant_attrs.Dtype.FP16: + object.__setattr__(self, '_quantizer_mode', self._QuantizerMode.TFLITE_FP16) + else: + raise ValueError('Either pt2e_quantizer or transformer_recipe must be set.') diff --git a/ai_edge_torch/testing/__init__.py b/ai_edge_torch/testing/__init__.py new file mode 100644 index 00000000..57b12003 --- /dev/null +++ b/ai_edge_torch/testing/__init__.py @@ -0,0 +1,14 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== diff --git a/ai_edge_torch/testing/model_coverage/__init__.py b/ai_edge_torch/testing/model_coverage/__init__.py new file mode 100644 index 00000000..9bee12a3 --- /dev/null +++ b/ai_edge_torch/testing/model_coverage/__init__.py @@ -0,0 +1,16 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +from ai_edge_torch.testing.model_coverage.model_coverage import compare_tflite_torch # NOQA diff --git a/ai_edge_torch/testing/model_coverage/model_coverage.py b/ai_edge_torch/testing/model_coverage/model_coverage.py new file mode 100644 index 00000000..00edbaa2 --- /dev/null +++ b/ai_edge_torch/testing/model_coverage/model_coverage.py @@ -0,0 +1,126 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +"""Utility Functions to test TFLite models exported from PyTorch""" + +from collections.abc import Callable + +import numpy as np +import torch +from torch.utils import _pytree as pytree + +from ai_edge_torch.model import Model + + +# Utility to flatten the order to make it deterministic. +# Ordering is done in left-to-right depth-first tree traversal. +def _flatten(data): + out, spec = pytree.tree_flatten(data) + return out + + +# Convert a Torch Tensor to a numpy array +def _torch_tensors_to_np(*argv): + if len(argv) > 1: + data = list(argv) + else: + data = argv[0] + + if isinstance(data, torch.Tensor): + return data.to("cpu").detach().numpy() + + elif isinstance(data, (list, tuple)): + out = [] + for di in data: + out.append(_torch_tensors_to_np(di)) + return out + + elif isinstance(data, dict): + out = {} + for ni, di in data.items(): + out[ni] = _torch_tensors_to_np(di) + return out + + else: + raise ValueError("Unsupported torch.tensor type.") + + +def compare_tflite_torch( + edge_model: Model, + torch_eval_func: Callable, + input_data=None, + *, + num_valid_inputs: int = 1, + signature_name: str = None, + atol: float = 1e-5, + rtol: float = 1e-5 +): + """Compares torch models and TFLite models. + Args: + edge_model: Serialized ai_edge_torch.model.Model object. + torch_eval_func: Callable function to evaluate torch model. + input_data: torch.tensor array or a callable to generate a torch.tensor array + with random data, to pass into models during inference. (default None). + num_valid_inputs: Defines the number of times the random inputs will be generated (if a callable is provided for input_data). + signature_name: If provided, specifies the name for the signature of the edge_model to run. + Calls the default signature if not provided. + atol: Absolute tolerance (see `numpy.allclose`) + rtol: Relative tolerance (see `numpy.allclose`) + """ + # Convert the input data and the output data into an array. + # output data here is generated by running the `torch_eval_func` and + # is considered to act as golden data for verification purposes + + # The supplied model_def.forward_args() will be executed num_valid_inputs + # times to generate num_valid_inputs random inputs. + torch_inputs = [ + input_data() if callable(input_data) else input_data + for _ in range(num_valid_inputs) + ] + torch_outputs = [torch_eval_func(*xs) for xs in torch_inputs] + np_inputs = [_torch_tensors_to_np(xs) for xs in torch_inputs] + np_outputs = [_torch_tensors_to_np(_flatten(ys)) for ys in torch_outputs] + + # Define inline utility function used throughout the function. + def equal_fn(actual, expected): + return np.allclose(actual, expected, atol=atol, rtol=rtol) + + def get_actual_fn(input): + if signature_name is None: + return _flatten(edge_model(*input)) + else: + return _flatten(edge_model(*input, signature_name=signature_name)) + + def get_expected_fn(input=None, idx=0): + return np_outputs[idx] + + for idx, np_input in enumerate(np_inputs): + output = get_actual_fn(np_input) + golden_output = get_expected_fn(np_input, idx) + + is_output_len_eq = len(golden_output) == len(output) + + output = [v.astype(np.float32) for v in output] + golden_output = [v.astype(np.float32) for v in golden_output] + + # Append the results of each invoke to a function-global variable + # used to store the comparison final results + is_equal = is_output_len_eq and all( + [equal_fn(out, golden_out) for out, golden_out in zip(output, golden_output)] + ) + if not is_equal: + return False + + return True diff --git a/build_config/BUILD b/build_config/BUILD new file mode 100644 index 00000000..0cb71fd8 --- /dev/null +++ b/build_config/BUILD @@ -0,0 +1,30 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +platform( + name = "android_arm", + constraint_values = [ + "@platforms//os:android", + "@platforms//cpu:armv7", + ], +) + +platform( + name = "android_arm64", + constraint_values = [ + "@platforms//os:android", + "@platforms//cpu:arm64", + ], +) diff --git a/ci/bash_helpers.sh b/ci/bash_helpers.sh new file mode 100755 index 00000000..fda1c786 --- /dev/null +++ b/ci/bash_helpers.sh @@ -0,0 +1,44 @@ +#!/bin/bash +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +# Create a git repo in a folder. +# +# Parameter(s): +# $[1} - relative path to folder +create_git_repo() { + pushd ${1} > /dev/null + git init . > /dev/null + git config user.email "unknown@google.com" --local + git config user.name "odml" --local + git add . >&2 2> /dev/null + git commit -a -m "Commit for a temporary repository." > /dev/null + git checkout -b odml > /dev/null + popd > /dev/null +} + +# Create a new commit with a patch in a folder that has a git repo. +# +# Parameter(s): +# $[1} - relative path to folder +# ${2} - path to patch file (relative to ${1}) +# ${3} - commit nessage for the patch +function apply_patch_to_folder() { + pushd ${1} > /dev/null + echo >&2 "Applying ${PWD}/${1}/${2} to ${PWD}/${1}" + git apply ${2} + git commit -a -m "${3}" > /dev/null + popd > /dev/null +} diff --git a/ci/pigweed.patch b/ci/pigweed.patch new file mode 100644 index 00000000..189930c9 --- /dev/null +++ b/ci/pigweed.patch @@ -0,0 +1,128 @@ +diff --git a/pw_presubmit/py/pw_presubmit/build.py b/pw_presubmit/py/pw_presubmit/build.py +index 4a370e33..224ad9c6 100644 +--- a/pw_presubmit/py/pw_presubmit/build.py ++++ b/pw_presubmit/py/pw_presubmit/build.py +@@ -20,7 +20,6 @@ from pathlib import Path + import re + from typing import Container, Dict, Iterable, List, Mapping, Set, Tuple + +-from pw_package import package_manager + from pw_presubmit import call, log_run, plural, PresubmitFailure, tools + + _LOG = logging.getLogger(__name__) +diff --git a/pw_presubmit/py/pw_presubmit/format_code.py b/pw_presubmit/py/pw_presubmit/format_code.py +index 19d09546..c1ff6b5a 100755 +--- a/pw_presubmit/py/pw_presubmit/format_code.py ++++ b/pw_presubmit/py/pw_presubmit/format_code.py +@@ -142,7 +142,7 @@ def fix_go_format(files: Iterable[Path]) -> None: + + + def _yapf(*args, **kwargs) -> subprocess.CompletedProcess: +- return log_run(['python', '-m', 'yapf', '--parallel', *args], ++ return log_run(['python', '-m', 'yapf', '--style', '{based_on_style:pep8,indent_width:2}', '--parallel', *args], + capture_output=True, + **kwargs) + +@@ -229,11 +229,6 @@ def print_format_check(errors: Dict[Path, str], + except ValueError: + return Path(path).resolve() + +- message = (f' pw format --fix {path_relative_to_cwd(path)}' +- for path in errors) +- _LOG.warning('To fix formatting, run:\n\n%s\n', '\n'.join(message)) +- +- + class CodeFormat(NamedTuple): + language: str + extensions: Collection[str] +diff --git a/pw_presubmit/py/pw_presubmit/pigweed_presubmit.py b/pw_presubmit/py/pw_presubmit/pigweed_presubmit.py +index 794967db..061db7ea 100755 +--- a/pw_presubmit/py/pw_presubmit/pigweed_presubmit.py ++++ b/pw_presubmit/py/pw_presubmit/pigweed_presubmit.py +@@ -220,8 +220,8 @@ def clang_tidy(ctx: PresubmitContext): + + + # The first line must be regex because of the '20\d\d' date +-COPYRIGHT_FIRST_LINE = r'Copyright 20\d\d The Pigweed Authors' +-COPYRIGHT_COMMENTS = r'(#|//| \*|REM|::)' ++COPYRIGHT_FIRST_LINE = r'Copyright 20\d\d The AI Edge Torch Authors.' ++COPYRIGHT_COMMENTS = r'(#|//|\*|REM|::|/\*|@rem)' + COPYRIGHT_BLOCK_COMMENTS = ( + # HTML comments + (r''), ) +@@ -232,21 +232,23 @@ COPYRIGHT_FIRST_LINE_EXCEPTIONS = ( + '@echo off', + '# -*-', + ':', ++ '# Lint as', ++ '# coding=utf-8', ' argparse.Namespace: diff --git a/ci/pigweed_download.sh b/ci/pigweed_download.sh new file mode 100755 index 00000000..60eaa245 --- /dev/null +++ b/ci/pigweed_download.sh @@ -0,0 +1,43 @@ +#!/bin/bash +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +# Always call from the root of the repository: ./ci/pigweed_download.sh +# +# We are using Pigweed for formatting checks, License checks etc. + +set -e +source ci/bash_helpers.sh + +DOWNLOADS_DIR=.downloads/ +mkdir -p ${DOWNLOADS_DIR} + +DOWNLOADED_PIGWEED_PATH=${DOWNLOADS_DIR}/pigweed + +if [ -d ${DOWNLOADED_PIGWEED_PATH} ]; then + echo "${DOWNLOADED_PIGWEED_PATH} already exists, skipping the download." +else + git clone https://pigweed.googlesource.com/pigweed/pigweed ${DOWNLOADED_PIGWEED_PATH} >&2 + pushd ${DOWNLOADED_PIGWEED_PATH} > /dev/null + + git checkout 47268dff45019863e20438ca3746c6c62df6ef09 >&2 + rm -rf ${DOWNLOADED_PIGWEED_PATH}/.git + rm -f `find . -name BUILD` + + create_git_repo ./ + apply_patch_to_folder ./ ../../ci/pigweed.patch "SDK patch" + + popd > /dev/null +fi diff --git a/ci/test_code_style.sh b/ci/test_code_style.sh new file mode 100755 index 00000000..c0ecad62 --- /dev/null +++ b/ci/test_code_style.sh @@ -0,0 +1,78 @@ +#!/usr/bin/env bash +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +set -e + +SCRIPT_DIR="$(cd "$(dirname "${BASH_SOURCE[0]}")" && pwd)" +ROOT_DIR=${SCRIPT_DIR}/.. +cd "${ROOT_DIR}" + +# Download pigweed for the license and formatting checks. +./ci/pigweed_download.sh + +# Explicitly disable exit on error so that we can report all the style errors in +# one pass and clean up the temporary git repository even when one of the +# scripts fail with an error code. +set +e + +# --fix_formatting to let the script fix both code and build file format error. +FIX_FORMAT_FLAG=${1} + +############################################################ +# License Check +############################################################ +.downloads/pigweed/pw_presubmit/py/pw_presubmit/pigweed_presubmit.py \ + -p copyright_notice \ + -e .downloads \ + -e .github \ + -e CODEOWNERS \ + -e third_party \ + -e venv \ + -e "\.md" \ + -e "\.ipynb" \ + -e "\.patch" \ + -e "\.pt" \ + -e "\.jpg" \ + -e "\.png" \ + -e "\.jar" \ + --output-directory /tmp + +LICENSE_CHECK_RESULT=$? + +############################################################ +# Python formatting +############################################################ + +PYINK_COMMAND="pyink --pyink-use-majority-quotes --pyink-indentation 2 --extend-exclude third_party --extend-exclude .downloads --check ./" +echo "Testing python formatting with ${PYINK_COMMAND}" +${PYINK_COMMAND} +PYTHON_FORMAT_RESULT=$? + +ISORT_COMMAND="isort --profile google --multi-line 7 --skip .downloads --skip venv --skip third_party --skip .downloads --check ./" +echo "Testing python imports with ${ISORT_COMMAND}" +${ISORT_COMMAND} +ISORT_RESULT=$? + +# Re-enable exit on error now that we are done with the temporary git repo. +set -e + +if [[ ${LICENSE_CHECK_RESULT} != 0 || \ + ${PYTHON_FORMAT_RESULT} != 0 || \ + ${ISORT_RESULT} != 0 \ + ]] +then + exit 1 +fi diff --git a/ci/test_examples_build.sh b/ci/test_examples_build.sh new file mode 100755 index 00000000..01ca541f --- /dev/null +++ b/ci/test_examples_build.sh @@ -0,0 +1,47 @@ +#!/usr/bin/env bash +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +set -e + +SCRIPT_DIR="$(cd "$(dirname "${BASH_SOURCE[0]}")" && pwd)" +ROOT_DIR=${SCRIPT_DIR}/.. +cd "${ROOT_DIR}" + +build_configs=("linux" "android_arm64") + +echo "NDK PATH = ${ANDROID_NDK_HOME}" +echo "SDK PATH = ${ANDROID_HOME}" +echo "Current working directory: $(pwd)" + +FAILED=false +for cfg in "${build_configs[@]}" +do + echo "Build config = ${cfg}" + BUILD_COMMAND="bazel build -c opt --config=${cfg} //ai_edge_torch/generative/examples/c++:text_generator_main" + echo "Build command: ${BUILD_COMMAND} " + ${BUILD_COMMAND} + if [ $? == 0 ]; then + echo "Build succeeded :)" + else + echo "Build failed..." + FAILED=true + fi +done + +if [[ ${FAILED} = true ]] +then + exit 1 +fi diff --git a/ci/update_nightly_versions.py b/ci/update_nightly_versions.py new file mode 100644 index 00000000..025dba31 --- /dev/null +++ b/ci/update_nightly_versions.py @@ -0,0 +1,134 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +"""Script to update the nightly dependency versions in `requirements.txt`. + +Usage (host bash): python ci/update_nightly_versions.py +""" +import argparse +from datetime import datetime +from datetime import timedelta +import functools +import json +from pathlib import Path +import re +import time +import urllib.request + +REPO_PATH = Path(__file__).parent.parent + +parser = argparse.ArgumentParser() +parser.add_argument("--nightly-date", default=None) +args = parser.parse_args() + + +@functools.cache +def torch_nightly_index(): + with urllib.request.urlopen( + "https://download.pytorch.org/whl/nightly/cpu/torch_nightly.html" + ) as response: + return response.read().decode("utf-8") + + +def torch_version(package, nightly_date_str): + versions = re.findall( + f"{package}-([0-9.]+\.dev{nightly_date_str})+%2Bcpu", torch_nightly_index() + ) + if not versions: + raise Exception( + f"{package} {nightly_date_str} nightly does not exist in the index." + ) + return sorted(versions)[-1] + + +def tf_version(nightly_date_str): + with urllib.request.urlopen("https://pypi.org/pypi/tf-nightly/json") as response: + tf_index = json.loads(response.read()) + + releases = tf_index["releases"] + versions = [ver for ver in releases.keys() if nightly_date_str in ver] + if not versions: + raise Exception( + f"tf-nightly {nightly_date_str} nightly does not exist in the index." + ) + return sorted(versions)[-1] + + +def torch_xla_wheel(nightly_date_str, cpver): + url = f"https://storage.googleapis.com/pytorch-xla-releases/wheels/tpuvm/torch_xla-nightly+{nightly_date_str}-{cpver}-{cpver}-linux_x86_64.whl" + with urllib.request.urlopen(url) as response: + assert response.getcode() == 200 + return url + + +def main(): + if args.nightly_date is None: + nightly_date = datetime.now() + else: + nightly_date = datetime.strptime(args.nightly_date, "%Y%m%d") + + nightly_date_str = nightly_date.strftime("%Y%m%d") + requirements_file = REPO_PATH / "requirements.txt" + requirements = requirements_file.read_text() + + def sub(k, v, suffix=""): + nonlocal requirements + pattern = f"{k}\s*(==|@)\s*[^\n;]+{suffix}" + assert re.findall(pattern, requirements, re.MULTILINE) + requirements = re.sub( + pattern, + f"{k}\\g<1>{v}" + suffix, + requirements, + flags=re.MULTILINE, + count=1, + ) + + sub("tf-nightly", tf_version(nightly_date_str)) + + sub("torch", torch_version("torch", nightly_date_str) + "+cpu") + sub("torchvision", torch_version("torchvision", nightly_date_str) + "+cpu") + sub("torchaudio", torch_version("torchaudio", nightly_date_str) + "+cpu") + + sub("torch_xla", torch_xla_wheel(nightly_date_str, "cp39"), '; python_version=="3.9"') + sub( + "torch_xla", + torch_xla_wheel(nightly_date_str, "cp310"), + '; python_version=="3.10"', + ) + sub( + "torch_xla", + torch_xla_wheel(nightly_date_str, "cp311"), + '; python_version=="3.11"', + ) + + requirements_file.write_text(requirements) + + readme_file = REPO_PATH / "README.md" + readme = readme_file.read_text() + + readme = re.sub( + "badge/torch-[^-]+", + f"badge/torch-{torch_version('torch', nightly_date_str)}", + readme, + ) + readme = re.sub( + "badge/tf--nightly-[^-]+", + f"badge/tf--nightly-{tf_version(nightly_date_str)}", + readme, + ) + readme_file.write_text(readme) + + +if __name__ == "__main__": + main() diff --git a/dev-requirements.txt b/dev-requirements.txt new file mode 100644 index 00000000..0a786937 --- /dev/null +++ b/dev-requirements.txt @@ -0,0 +1,8 @@ +-r ./requirements.txt +build +colorama +isort +parameterized +pyink +pytest +pytest-xdist diff --git a/docs/data/colab_warning.jpg b/docs/data/colab_warning.jpg new file mode 100644 index 00000000..929c465c Binary files /dev/null and b/docs/data/colab_warning.jpg differ diff --git a/docs/pytorch_converter/README.md b/docs/pytorch_converter/README.md new file mode 100644 index 00000000..a32f34f5 --- /dev/null +++ b/docs/pytorch_converter/README.md @@ -0,0 +1,297 @@ + + +* [API Walkthrough](#api-walkthrough) + * [Conversion](#conversion) + * [Inference](#inference) + * [Serialization](#serialization) + * [Importing a model](#importing-a-model) + * [Multi-Signature Conversion](#multi-signature-conversion) + * [Quantization](#quantization) + * [Providing a Wrapper](#providing-a-wrapper) +* [Debugging & Reporting Errors](#debugging--reporting-errors) + * [Error during torch.export.export](#error-during-torchexportexport) + * [Error during ExportedProgram to edge model lowering](#error-during-exportedprogram-to-edge-model-lowering) +* [Visualization](#visualization) + + + + + + +# API Walkthrough + +This section walks through the end-to-end process of preparing a PyTorch model for on-device deployment. + +We'll use the `resnet18` model from the PyTorch [torchvision](https://pytorch.org/vision/stable/index.html) package as an example. This model can be executed in PyTorch as below: + +```python +import torch +import torchvision +resnet18 = torchvision.models.resnet18(torchvision.models.ResNet18_Weights.IMAGENET1K_V1).eval() +sample_inputs = (torch.randn(1, 3, 224, 224),) +torch_output = resnet18(*sample_inputs) +``` + +## Conversion +`ai_edge_torch.convert()` converts a PyTorch model to an on-device (Edge) model. +The conversion process also requires sample inputs for tracing and shape +inference, passed in as a tuple. As an example, if the PyTorch model receives 3 +tensors as positional arguments, the `convert` function receives 1 tuple with 3 +entries. + +- **Note 1:** The source PyTorch model needs to be compliant with +[`torch.export`](https://pytorch.org/docs/stable/export.html) introduced in +PyTorch 2.1.0 . + +- **Note 2:** `convert` expects a `torch.nn.Module` with a `forward` function +that receives tensors as arguments and returns +tensors as outputs. If your model has a different interface, you need to provide a model wrapper, as demonstrated in the [Providing a Wrapper](#providing-a-wrapper) section. + +- **Note 3:** `convert` does not support passing keyword arguments to the model. + +```python +import ai_edge_torch + +# Note that we are setting the model to evaluation mode prior to conversion. +edge_model = ai_edge_torch.convert(resnet18.eval(), sample_inputs) +``` + +## Inference + +Once the model is converted, it is ready for inference with the +[TFLite runtime](https://www.tensorflow.org/lite/guide/inference). Prior to +deployment on-device, the outputs from PyTorch and the edge model can be +compared in Python as a smoke check for the converted model. + +```python +import numpy as np + +edge_output = edge_model(*sample_inputs) +assert np.allclose(torch_output.detach().numpy(), edge_output, atol=1e-5) +``` + +## Serialization +The on-device prepared model provides an `export` function which can be used to +serialize the model as a [TFLite](https://www.tensorflow.org/lite/guide) +Flatbuffers file (`.tflite`) which can be used +[for deployment](https://www.tensorflow.org/lite/guide/inference). + +```python +edge_model.export('resnet.tflite') +``` + +## Importing a model +A model serialized via `export` or any TFLite Flatbuffers file can be imported +into `ai_edge_torch` as follows: + +```python +imported_edge_model = ai_edge_torch.load('resnet.tflite') + +# Once imported, you can run the model with an input. +imported_edge_model(*sample_inputs) +``` + +## Multi-Signature Conversion + +Sometimes, it is desirable to have multiple PyTorch modules converted into one +edge model. This is often the case when a model comprises multiple components +that share weights. + +[Signatures](https://www.tensorflow.org/lite/guide/signatures) are a TF Lite +feature to address this. + +The API for multi-signature conversion with `ai_edge_torch` is as follows: +```python +inputs_1 = (...,) +inputs_2 = (...,) + +edge_model = ai_edge_torch + .signature("input1", model, inputs_1) + .signature("input2", model, inputs_2) + .convert() + +# Run each signature separately by providing the signature_name as a keyword argument. +edge_model(*inputs_1, signature_name="input1") +edge_model(*inputs_2, signature_name="input2") +``` + +## Quantization + +Following is the code snippet to quantize a model with [PT2E +quantization](https://pytorch.org/tutorials/prototype/quantization_in_pytorch_2_0_export_tutorial.html) +using the `ai_edge_torch` backend. + +```python +from torch.ao.quantization.quantize_pt2e import prepare_pt2e, convert_pt2e +from torch._export import capture_pre_autograd_graph + +from ai_edge_torch.quantize.pt2e_quantizer import get_symmetric_quantization_config +from ai_edge_torch.quantize.pt2e_quantizer import PT2EQuantizer +from ai_edge_torch.quantize.quant_config import QuantConfig + +pt2e_quantizer = PT2EQuantizer().set_global( + get_symmetric_quantization_config(is_per_channel=True, is_dynamic=True) +) + +pt2e_torch_model = capture_pre_autograd_graph(torch_model, sample_args) +pt2e_torch_model = prepare_pt2e(pt2e_torch_model, pt2e_quantizer) + +# Run the prepared model with sample input data to ensure that internal observers are populated with correct values +pt2e_torch_model(*sample_args) + +# Convert the prepared model to a quantized model +pt2e_torch_model = convert_pt2e(pt2e_torch_model, fold_quantize=False) + +# Convert to an ai_edge_torch model +pt2e_drq_model = ai_edge_torch.convert(pt2e_torch_model, sample_args, quant_config=QuantConfig(pt2e_quantizer=pt2e_quantizer)) +``` + +Following is the code snippet to quantize a model with [TensorFlow Lite Quantization](https://www.tensorflow.org/lite/performance/model_optimization). + +```python +import tensorflow as tf + +# Pass TfLite Converter quantization flags to _ai_edge_converter_flags parameter. +tfl_converter_flags = {'optimizations': [tf.lite.Optimize.DEFAULT]} + +tfl_drq_model = ai_edge_torch.convert( + torch_model, sample_args, _ai_edge_converter_flags=tfl_converter_flags +) +``` + +## Providing a Wrapper + +`ai_edge_torch.convert` expects an `nn.Module` with a `forward` function that +receives tensors as positional arguments and returns a tensor, or multiple +tensors in a Python list or tuple. If you have a model with a different +interface, you will need to provide a wrapper. + +As an example, let's say `MyModel` receives only `kwargs` and returns a custom +object. Here is how the mentioned wrapper would look: + +```python +class MyModelWrapper(torch.nn.Module): + def __init__(self): + super().__init__() + self.m = MyModel() + + def forward(self, tensor1, tensor2): + custom_output_object = self.m(arg1=tensor1, arg2=tensor2) + return custom_output_object.out_tensor1, custom_output_object.out_tensor2 +``` + +The instance in evaluation mode, `MyModelWrapper().eval()`, would be the right argument to pass to `ai_edge_torch.convert`. + +# Debugging & Reporting Errors + +Failure of `ai_edge_torch.convert(...)` can happen in a multiple different steps +with verbose and potentially hard to understand error messages. + +The two high-level steps that users should be aware of are + 1. [torch.export](https://pytorch.org/docs/stable/export.html) to convert + PyTorch model to an [ExportedProgram](https://pytorch.org/docs/stable/export.html#torch.export.ExportedProgram) + + 1. Lowering from ExportedProgram to an [edge\_model](https://github.com/google-ai-edge/ai-edge-torch/blob/main/ai_edge_torch/model.py). + +In case of a `convert` failure, please use our `find_culprits` tool to help +narrow down the issue and generate a minimal PyTorch program that reproduces the +failure (in some cases). + +`find_culprits` can be given the same parameters as `convert`: + +```python +from ai_edge_torch.debug import find_culprits + +culprits = find_culprits(model.eval(), args) +culprit = next(culprits) +culprit.print_code() + +``` + +## Error during torch.export.export + +In this case `print_code()` will provide all the logs from `torch.export.export` +followed by an error message confirming the error type. +``` +ValueError: Your model is not exportable by torch.export.export. Please modify your model to be torch-exportable first. +``` + +The fix for these errors involves changing the model source to be compliant +with `torch.export` and is not a bug in `ai_edge_torch.convert`. Please refer +to [PyTorch torch.export doc](https://pytorch.org/docs/stable/export.html) +for more information. + +## Error during ExportedProgram to edge model lowering + +For errors after we have an ExportedProgram, `find_culprits` can provide +a minimal reproduction code sample that can be attached to a GitHub issue. + +Below is a code snippet that causes such a failure. + +```python +import torch +import torchaudio +import ai_edge_torch + +model = torchaudio.models.ConvTasNet() +args = (torch.rand((1, 1, 256)),) +ai_edge_torch.convert(model.eval(), args) +``` + +To debug the error, call `ai_edge_torch.debug.find_culprits` with the same arguments +provided to `ai_edge_torch.convert(...)` to get a generator of culprits. + +```python +from ai_edge_torch.debug import find_culprits + +culprits = find_culprits(model, args) +``` + +Next, print a Python code snippet that reproduces the error with. + +```python +culprit = next(culprits) +culprit.print_code() +``` + +Which prints the following to the console. + +```python +import torch +from torch import device +import ai_edge_torch + +class CulpritGraphModule(torch.nn.Module): + def forward(self, arg0_1: "f32[512, 1, 16]", arg1_1: "f32[2, 512, 33]"): + # File: /opt/venv/lib/python3.10/site-packages/torchaudio/models/conv_tasnet.py:300 in forward, code: decoded = self.decoder(masked) # B*S, 1, L' + convolution: "f32[2, 1, 256]" = torch.ops.aten.convolution.default(arg1_1, arg0_1, None, [8], [8], [1], True, [0], 1); arg1_1 = arg0_1 = None + return (convolution,) + +_args = ( + torch.randn((512, 1, 16,), dtype=torch.float32), + torch.randn((2, 512, 33,), dtype=torch.float32), +) + +_edge_model = ai_edge_torch.convert(CulpritGraphModule().eval(), _args) # conversion should fail +``` + +You can attach the code snippet to a GitHub issue, after: + +- Confirming that the generated code snippet fails conversion with the same error as the original program. +- Removing any sensitive information before reporting the issue with the code snippets to us. +- Note that the culprit finder tool overwrites weights and inputs with random values in the generated code. + +You can also find and print all culprits at once: + +```python +for culprit in find_culprits(model, args): + culprit.print_code() +``` + +# Visualization +Once the exported TFLite model is obtained, you can visualize the model structure with [Model Explorer](https://github.com/google-ai-edge/model-explorer). + +``` +pip install ai-edge-model-explorer +model-explorer 'resnet.tflite' +``` diff --git a/docs/pytorch_converter/getting_started.ipynb b/docs/pytorch_converter/getting_started.ipynb new file mode 100644 index 00000000..bd86c5fc --- /dev/null +++ b/docs/pytorch_converter/getting_started.ipynb @@ -0,0 +1,248 @@ +{ + "cells": [ + { + "cell_type": "markdown", + "id": "df840597-64ce-4834-852e-48ced451f69f", + "metadata": { + "id": "ac9da08f7821" + }, + "source": [ + "\n", + " \"Open\n", + "" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "00e00b3b-d7ed-4e2e-815e-3addfc23c8f3", + "metadata": { + "id": "23dd0a0eba89" + }, + "outputs": [], + "source": [ + "# Copyright 2024 The AI Edge Torch Authors.\n", + "#\n", + "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", + "# you may not use this file except in compliance with the License.\n", + "# You may obtain a copy of the License at\n", + "#\n", + "# http://www.apache.org/licenses/LICENSE-2.0\n", + "#\n", + "# Unless required by applicable law or agreed to in writing, software\n", + "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", + "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", + "# See the License for the specific language governing permissions and\n", + "# limitations under the License.\n", + "# ==============================================================================" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "a9bdc007e6ce" + }, + "source": [ + "Note: When running notebooks in this repository with Google Colab, some users may see\n", + "the following warning message:\n", + "\n", + "![Colab warning](https://github.com/google-ai-edge/ai-edge-torch/blob/main/docs/data/colab_warning.jpg?raw=true)\n", + "\n", + "Please click `Restart Session` and run again." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "a91d40b5-91f0-4c19-bdb4-a2f56fa1c5ff", + "metadata": { + "id": "2b09cc13a5c1" + }, + "outputs": [], + "source": [ + "!pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt\n", + "!pip install ai-edge-torch" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f744e7c3-e360-4f3a-8d75-74759265b4aa", + "metadata": { + "id": "2027d669fce6" + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "import ai_edge_torch\n", + "import torch\n", + "import torchvision" + ] + }, + { + "cell_type": "markdown", + "id": "cec203fc-7b6d-41bf-9716-4b76af45b019", + "metadata": { + "id": "2bf24a1bd28e" + }, + "source": [ + "# Sample PyTorch Model\n", + "\n", + "Instantiate `resnet18` as a sample model from PyTorch's `torchvision` package. We also provide it with a sample input and execute it directly via PyTorch." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "c4ad2105-ce72-4f00-8f4d-74b0d505d422", + "metadata": { + "id": "c96810c259a9" + }, + "outputs": [], + "source": [ + "resnet18 = torchvision.models.resnet18(torchvision.models.ResNet18_Weights.IMAGENET1K_V1).eval()\n", + "sample_inputs = (torch.randn(1, 3, 224, 224),)\n", + "torch_output = resnet18(*sample_inputs)" + ] + }, + { + "cell_type": "markdown", + "id": "efbc9364-e0ce-4213-a0a7-07b0b6a264ae", + "metadata": { + "id": "ba2ad90ae477" + }, + "source": [ + "# Conversion\n", + "The `convert` function provided by the `ai_edge_torch` package allows conversion from a PyTorch model to an on-device model. The conversion process also requires a model's sample input for tracing and shape inference.\n", + "\n", + "**Note**: The source PyTorch model needs to be compliant with `torch.export` introduced in PyTorch 2.1.0 ." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "508e4a18-dd21-410c-bf65-ecb062d4d3ba", + "metadata": { + "id": "26a208b29579" + }, + "outputs": [], + "source": [ + "edge_model = ai_edge_torch.convert(resnet18, sample_inputs)" + ] + }, + { + "cell_type": "markdown", + "id": "35ee138e-f93d-4b47-a698-27f985fb2d3a", + "metadata": { + "id": "f61e660adb9f" + }, + "source": [ + "# Inference\n", + "Get outputs from inference with the TFLite runtime by directly calling the edge_model with the inputs. Many of the details of [TFLite inference in Python](https://www.tensorflow.org/lite/guide/inference#load_and_run_a_model_in_python) are abstracted away with this API." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "0b9860f6-0dc4-41ca-ac31-6a177e89f4c3", + "metadata": { + "id": "d53042b5e46a" + }, + "outputs": [], + "source": [ + "edge_output = edge_model(*sample_inputs)" + ] + }, + { + "cell_type": "markdown", + "id": "b9b6c6ca-1ebf-4011-b5cd-86a5be666f1c", + "metadata": { + "id": "7862f0d68600" + }, + "source": [ + "# Validation\n", + "Here, we make sure that the output generated by the on-device prepared model created by `ai_edge_torch` matches the output generated by PyTorch." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "f2cd200f-aa9e-4eb2-94cf-9d683a01ded8", + "metadata": { + "id": "ea6b6914879e" + }, + "outputs": [], + "source": [ + "if np.allclose(torch_output.detach().numpy(), edge_output, atol=1e-5):\n", + " print(\"Inference result with Pytorch and TfLite was within tolerance\")\n", + "else:\n", + " print(\"Something wrong with Pytorch --> TfLite\")" + ] + }, + { + "cell_type": "markdown", + "id": "5ee2c9f3-585a-43ff-a9ef-82e0e7b58dc3", + "metadata": { + "id": "83468e71907a" + }, + "source": [ + "# Serialization\n", + "The on-device prepared model also provides an `export` interface which can be used to serialize the model. This serializes the model as a TFLite Flatbuffers file." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "4df580b7-ff62-4d24-b99c-ae0c43b47a88", + "metadata": { + "id": "942812454807" + }, + "outputs": [], + "source": [ + "edge_model.export('resnet.tflite')\n", + "\n", + "# Download the tflite flatbuffer which can be used with the existing TfLite APIs.\n", + "# from google.colab import files\n", + "# files.download('resnet.tflite')" + ] + }, + { + "cell_type": "markdown", + "id": "92d06de3-2a33-4d9c-bdc0-8128379f1d6d", + "metadata": { + "id": "52027ca7613f" + }, + "source": [ + "# Visualization\n", + "The TFLite flatbuffer can be visualized using the AI Edge Model Explorer." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "id": "6d04ede7-5e72-41ba-b4a8-4debe7e12507", + "metadata": { + "id": "1c5cc28c58de" + }, + "outputs": [], + "source": [ + "!pip install ai-edge-model-explorer\n", + "\n", + "import model_explorer\n", + "model_explorer.visualize('resnet.tflite')" + ] + } + ], + "metadata": { + "colab": { + "name": "getting_started.ipynb", + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/format.sh b/format.sh new file mode 100755 index 00000000..33e2e87d --- /dev/null +++ b/format.sh @@ -0,0 +1,22 @@ +#!/bin/bash +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# A helper script to format code. Must be called from repo's root. +# + +set -ex + +pyink --pyink-use-majority-quotes --pyink-indentation 2 ./ +isort --profile google --multi-line 7 --skip .downloads ./ diff --git a/requirements.txt b/requirements.txt new file mode 100644 index 00000000..d99ffcfb --- /dev/null +++ b/requirements.txt @@ -0,0 +1,15 @@ +scipy +numpy +tabulate +safetensors +--pre +tf-nightly==2.17.0.dev20240509 +-f https://download.pytorch.org/whl/nightly/torch_nightly.html +torch==2.4.0.dev20240429+cpu +-f https://download.pytorch.org/whl/nightly/torch_nightly.html +torchvision==0.19.0.dev20240429+cpu +-f https://download.pytorch.org/whl/nightly/torch_nightly.html +torchaudio==2.2.0.dev20240429+cpu +torch_xla@https://storage.googleapis.com/pytorch-xla-releases/wheels/tpuvm/torch_xla-nightly+20240429-cp311-cp311-linux_x86_64.whl; python_version=="3.11" +torch_xla@https://storage.googleapis.com/pytorch-xla-releases/wheels/tpuvm/torch_xla-nightly+20240429-cp310-cp310-linux_x86_64.whl; python_version=="3.10" +torch_xla@https://storage.googleapis.com/pytorch-xla-releases/wheels/tpuvm/torch_xla-nightly+20240429-cp39-cp39-linux_x86_64.whl; python_version=="3.9" \ No newline at end of file diff --git a/run_tests.sh b/run_tests.sh new file mode 100755 index 00000000..97352616 --- /dev/null +++ b/run_tests.sh @@ -0,0 +1,18 @@ +#!/usr/bin/env bash +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +SCRIPT_DIR=$( cd -- "$( dirname -- "${BASH_SOURCE[0]}" )" &> /dev/null && pwd ) +PYTHONPATH=$SCRIPT_DIR:$PYTHONPATH python -m pytest $SCRIPT_DIR -n auto diff --git a/setup.py b/setup.py new file mode 100644 index 00000000..0b9ca240 --- /dev/null +++ b/setup.py @@ -0,0 +1,69 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import pathlib + +from setuptools import find_packages +from setuptools import setup + +here = pathlib.Path(__file__).parent.resolve() + +# Get the long description from the README file +long_description = """ +Library that supports converting PyTorch models into a .tflite format, which can +then be run with TensorFlow Lite and MediaPipe. This enables applications for +Android, iOS and IOT that can run models completely on-device. + +More details are in the project's [GitHub repository](https://github.com/google-ai-edge/ai-edge-torch). +""".lstrip() + +setup( + name="ai-edge-torch", + version="0.1.1", + description="Supporting PyTorch models with the Google AI Edge TFLite runtime.", + long_description=long_description, + long_description_content_type="text/markdown", + url="https://github.com/google-ai-edge/ai-edge-torch", + classifiers=[ + "Development Status :: 4 - Beta", + "Intended Audience :: Developers", + "Intended Audience :: Education", + "Intended Audience :: Science/Research", + "License :: OSI Approved :: Apache Software License", + "Programming Language :: Python :: 3", + "Programming Language :: Python :: 3 :: Only", + "Programming Language :: Python :: 3.9", + "Programming Language :: Python :: 3.10", + "Programming Language :: Python :: 3.11", + "Topic :: Scientific/Engineering", + "Topic :: Scientific/Engineering :: Mathematics", + "Topic :: Scientific/Engineering :: Artificial Intelligence", + "Topic :: Software Development", + "Topic :: Software Development :: Libraries", + "Topic :: Software Development :: Libraries :: Python Modules", + ], + keywords="On-Device ML, AI, Google, TFLite, PyTorch, LLMs, GenAI", + packages=find_packages( + include=["ai_edge_torch*"], + ), + python_requires=">=3.9, <3.12", + install_requires=[ + "numpy", + "scipy", + "safetensors", + "tabulate", + "torch==2.4.*", # 2.4.0 stable release does not exist. Force using torch nightly. + ], +) diff --git a/test/__init__.py b/test/__init__.py new file mode 100644 index 00000000..e69de29b diff --git a/test/image_classification/colab/mobile_vit_mpt.ipynb b/test/image_classification/colab/mobile_vit_mpt.ipynb new file mode 100644 index 00000000..04fa5b1c --- /dev/null +++ b/test/image_classification/colab/mobile_vit_mpt.ipynb @@ -0,0 +1,602 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 13, + "metadata": { + "id": "r4lisalb-A5R" + }, + "outputs": [], + "source": [ + "# Copyright 2024 The AI Edge Torch Authors.\n", + "#\n", + "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", + "# you may not use this file except in compliance with the License.\n", + "# You may obtain a copy of the License at\n", + "#\n", + "# http://www.apache.org/licenses/LICENSE-2.0\n", + "#\n", + "# Unless required by applicable law or agreed to in writing, software\n", + "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", + "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", + "# See the License for the specific language governing permissions and\n", + "# limitations under the License.\n", + "# ==============================================================================" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LwrH6f2sGJ6U" + }, + "source": [ + "This Colab demonstrates how to convert a PyTorch [MobileViT](https://huggingface.co/docs/transformers/en/model_doc/mobilevit#overview) model to a TensorFlow Lite model using the ai_edge_torch library. It also guides you through running the converted model with MediaPipe's Image Classification Task." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Mzf2MdHoG-9c" + }, + "source": [ + "# Prerequisites" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hux_Gsc_G4nl" + }, + "source": [ + "First install all dependencies." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "l-9--DWON236" + }, + "outputs": [], + "source": [ + "!pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt\n", + "!pip install ai-edge-torch\n", + "!pip install transformers pillow requests matplotlib mediapipe" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IUMh9GRk17fV" + }, + "source": [ + "Then download and read the test image." + ] + }, + { + "cell_type": "code", + "execution_count": 37, + "metadata": { + "id": "lfdgp-4Id51J" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " % Total % Received % Xferd Average Speed Time Time Time Current\n", + " Dload Upload Total Spent Left Speed\n", + "100 144k 100 144k 0 0 482k 0 --:--:-- --:--:-- --:--:-- 482k\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 37, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "!curl -H 'Accept: application/vnd.github.v3.raw' -O -L https://api.github.com/repos/google-ai-edge/ai-edge-torch/contents/test/image_classification/test_data/astrid_happy_hike.jpg;\n", + "\n", + "from matplotlib import pyplot as plt\n", + "from PIL import Image\n", + "\n", + "image_path = 'astrid_happy_hike.jpg'\n", + "image = Image.open(image_path)\n", + "plt.figure(figsize=(7, 7))\n", + "plt.axis('off')\n", + "plt.imshow(image)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IBFYQIm-yFz1" + }, + "source": [ + "# PyTorch model validation" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "g7qbJRCcvQJt" + }, + "source": [ + "Prepare PyTorch model and corresponding processor." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "flLiQaaL6tU5" + }, + "outputs": [], + "source": [ + "from transformers import MobileViTImageProcessor, MobileViTForImageClassification\n", + "\n", + "\n", + "hf_model_path = 'apple/mobilevit-small'\n", + "processor = MobileViTImageProcessor.from_pretrained(hf_model_path)\n", + "pt_model = MobileViTForImageClassification.from_pretrained(hf_model_path)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ar4CAoW176Aq" + }, + "source": [ + "The default processor performs the following operations on the input image:\n", + "1. Converts the image from RGB to BGR.\n", + "2. Rescales the image from the 0, 255 range to the 0, 1 range.\n", + "3. Resizes the image to have the shortest edge of 224 pixels.\n", + "4. Adds zero padding to make the image 256x256 pixels if needed.\n", + "5. Performs a central crop of 256x256 pixels.\n", + "\n", + "Steps 1 and 2 are mandatory because the model expects the image to be in this format.\n", + "\n", + "To make it easier to validate the converted model with MediaPipe Tasks (more details in the corresponding section), steps 3-5 are replaced with a single operation that resizes the input image directly to 256x256 pixels. This is done by specifying the desired input size and disabling center cropping when calling the processor.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "id": "_-WmB2MYWc-P" + }, + "outputs": [], + "source": [ + "inputs = processor(\n", + " images=image,\n", + " return_tensors='pt',\n", + " size={'height': 256, 'width': 256},\n", + " do_center_crop=False\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ZAQG5SSVzVi2" + }, + "source": [ + "Run the model on prepared inputs to get classification over 1000 ImageNet classes." + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "id": "ofbZW6nVzSrS" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Predicted class: Eskimo dog, husky\n" + ] + } + ], + "source": [ + "outputs = pt_model(**inputs)\n", + "logits = outputs.logits\n", + "predicted_class_idx = logits.argmax(-1).item()\n", + "print(f'Predicted class: {pt_model.config.id2label[predicted_class_idx]}')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "iV7MXM9kyqYD" + }, + "source": [ + "Apply softmax to convert logits to probabilities and show top-5 of predicted classes.\n", + "\n", + "Model was trained on ImageNet-1000, which does not have \"Shiba Inu\" class, so \"Husky\" is the closest we can get." + ] + }, + { + "cell_type": "code", + "execution_count": 20, + "metadata": { + "id": "ff37QG1MypKa" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "37.1% Eskimo dog, husky\n", + "19.4% Siberian husky\n", + "14.6% Pembroke, Pembroke Welsh corgi\n", + " 2.7% malamute, malemute, Alaskan malamute\n", + " 1.7% Norwegian elkhound, elkhound\n" + ] + } + ], + "source": [ + "import torch\n", + "from torch import nn\n", + "\n", + "probs, indices = torch.nn.functional.softmax(logits, dim=-1).flatten().topk(k=5)\n", + "for i in range(len(indices)):\n", + " class_label = pt_model.config.id2label[indices[i].item()]\n", + " prob = probs[i].item()\n", + " print(f'{(prob * 100):4.1f}% {class_label}')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pfJkS3bH7Jpw" + }, + "source": [ + "# Convert to TFLite" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qk7zWa2S7eLU" + }, + "source": [ + "## Add model wrapper" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ci-8lp_55TLi" + }, + "source": [ + "Before converting the PyTorch model to TFLite, we have to add a wrapper to conform to the model format expected by MediaPipe (MP) Tasks. Here are the necessary adjustments:\n", + "1. MP Tasks require channel-last images (BHWC) while PyTorch uses channel-first (BCHW).\n", + "2. For Image Classification task, MediaPipe requires an additional sigmoid layer on classification logits.\n", + "\n", + "We can include preprocessing steps into a wrapper as well: converting from RGB to BGR and scaling.\n" + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "id": "NlBmvShe4Mt0" + }, + "outputs": [], + "source": [ + "import torch\n", + "from torch import nn\n", + "\n", + "class HF2MP_ImageClassificationModelWrapper(nn.Module):\n", + "\n", + " def __init__(self, hf_image_classification_model, hf_processor):\n", + " super().__init__()\n", + " self.model = hf_image_classification_model\n", + " if hf_processor.do_rescale:\n", + " self.rescale_factor = hf_processor.rescale_factor\n", + " else:\n", + " self.rescale_factor = 1.0\n", + "\n", + " def forward(self, image: torch.Tensor):\n", + " # BHWC -> BCHW.\n", + " image = image.permute(0, 3, 1, 2)\n", + " # RGB -> BGR.\n", + " image = image.flip(dims=(1,))\n", + " # Scale [0, 255] -> [0, 1].\n", + " image = image * self.rescale_factor\n", + " logits = self.model(pixel_values=image).logits # [B, 1000] float32.\n", + " # Softmax is required for MediaPipe classification model.\n", + " logits = torch.nn.functional.softmax(logits, dim=-1)\n", + "\n", + " return logits\n", + "\n", + "\n", + "hf_model_path = 'apple/mobilevit-small'\n", + "hf_mobile_vit_processor = MobileViTImageProcessor.from_pretrained(hf_model_path)\n", + "hf_mobile_vit_model = MobileViTForImageClassification.from_pretrained(hf_model_path)\n", + "wrapped_pt_model = HF2MP_ImageClassificationModelWrapper(\n", + "hf_mobile_vit_model, hf_mobile_vit_processor).eval()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "GMBNfgcV7k0f" + }, + "source": [ + "## Convert to TFLite" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "T2MnULes70W0" + }, + "source": [ + "Provide sample arguments -- result TFLite model will expect input of this size -- and convert the model." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XOfNPYpnLGrp" + }, + "outputs": [], + "source": [ + "import ai_edge_torch\n", + "\n", + "\n", + "sample_args = (torch.rand((1, 256, 256, 3)),)\n", + "edge_model = ai_edge_torch.convert(wrapped_pt_model, sample_args)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "HPbeMLwbLZb7" + }, + "source": [ + "Get model buffer." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "id": "1mDOCFdG7H16" + }, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "\n", + "flatbuffer_file = Path('hf_mobile_vit_mp_image_classification_raw.tflite')\n", + "edge_model.export(flatbuffer_file)\n", + "tflite_model_buffer = flatbuffer_file.read_bytes()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FNm44HUG76Vn" + }, + "source": [ + "Populate the metadata." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "id": "oNbasH46Zp2b" + }, + "outputs": [], + "source": [ + "from mediapipe.tasks.python.metadata.metadata_writers import image_classifier\n", + "from mediapipe.tasks.python.metadata.metadata_writers import metadata_writer\n", + "from mediapipe.tasks.python.vision.image_classifier import ImageClassifier\n", + "\n", + "labels = list(hf_mobile_vit_model.config.id2label.values())\n", + "\n", + "writer = image_classifier.MetadataWriter.create(\n", + " tflite_model_buffer,\n", + " input_norm_mean=[0.0], # Normalization is not needed for this model.\n", + " input_norm_std=[1.0],\n", + " labels=metadata_writer.Labels().add(labels),\n", + ")\n", + "tflite_model_buffer, _ = writer.populate()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "AMk6rSsfDykf" + }, + "source": [ + "Currently, passing the converted model buffer to the MP classifier results in an out-of-memory error, indicated by the message:\n", + "\n", + "```Your session crashed after using all available RAM.```\n", + "\n", + "To mitigate this problem, a workaround is to save the model to a file and use that file instead." + ] + }, + { + "cell_type": "code", + "execution_count": 25, + "metadata": { + "id": "jpQ8R2pxQrIW" + }, + "outputs": [], + "source": [ + "tflite_filename = 'hf_mobile_vit_mp_image_classification.tflite'\n", + "# Save converted model to Colab's local file system.\n", + "with open(tflite_filename, 'wb') as f:\n", + " f.write(tflite_model_buffer)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1KVR8e4V8pou" + }, + "source": [ + "Check that the file was successefully saved." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "wuwP7uMzCAS5" + }, + "outputs": [], + "source": [ + "!ls -l /content/hf_mobile_vit_mp_image_classification.tflite" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "e7II2a_389DH" + }, + "source": [ + "# Validate converted model with MediaPipe Tasks" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-3kFtIGK_1qi" + }, + "source": [ + "The converted model takes in an input of size 256x256. The MediaPipe Image Classification task automatically resizes and adds padding to the input image to meet the model's input requirements.\n", + "\n", + "During validation, we aim to ensure that the converted model produces the same output as the original PyTorch model for the same input. However, the resizing and padding in MediaPipe differs from that performed in MobileViTImageProcessor, which affects the output. To address this, we will bypass this step by resizing the input image before feeding it to the image classifier during validation." + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": { + "id": "YyUjSj4h-LuY" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "37.1% Eskimo dog, husky\n", + "19.4% Siberian husky\n", + "14.6% Pembroke, Pembroke Welsh corgi\n", + " 2.7% malamute, malemute, Alaskan malamute\n", + " 1.7% Norwegian elkhound, elkhound\n" + ] + } + ], + "source": [ + "import numpy as np\n", + "from PIL import Image\n", + "import mediapipe as mp\n", + "\n", + "\n", + "np_image = np.array(image.resize((256, 256), Image.Resampling.BILINEAR))\n", + "\n", + "options = mp.tasks.vision.ImageClassifierOptions(\n", + " base_options=mp.tasks.BaseOptions(\n", + " model_asset_path=f'/content/{tflite_filename}'),\n", + " max_results=5)\n", + "\n", + "with ImageClassifier.create_from_options(options) as classifier:\n", + " mp_image = mp.Image(image_format=mp.ImageFormat.SRGB, data=np_image)\n", + " classification_result = classifier.classify(mp_image)\n", + "\n", + " for result in classification_result.classifications[0].categories:\n", + " print(f'{(result.score * 100):4.1f}% {result.category_name}')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1bxosFdH_99n" + }, + "source": [ + "Same result as for the original PyTorch model!" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "3AOmkXUaBVUb" + }, + "source": [ + "# Download converted model" + ] + }, + { + "cell_type": "code", + "execution_count": 28, + "metadata": { + "id": "mY00XJQ1BZP3" + }, + "outputs": [ + { + "data": { + "application/javascript": "\n async function download(id, filename, size) {\n if (!google.colab.kernel.accessAllowed) {\n return;\n }\n const div = document.createElement('div');\n const label = document.createElement('label');\n label.textContent = `Downloading \"${filename}\": `;\n div.appendChild(label);\n const progress = document.createElement('progress');\n progress.max = size;\n div.appendChild(progress);\n document.body.appendChild(div);\n\n const buffers = [];\n let downloaded = 0;\n\n const channel = await google.colab.kernel.comms.open(id);\n // Send a message to notify the kernel that we're ready.\n channel.send({})\n\n for await (const message of channel.messages) {\n // Send a message to notify the kernel that we're ready.\n channel.send({})\n if (message.buffers) {\n for (const buffer of message.buffers) {\n buffers.push(buffer);\n downloaded += buffer.byteLength;\n progress.value = downloaded;\n }\n }\n }\n const blob = new Blob(buffers, {type: 'application/binary'});\n const a = document.createElement('a');\n a.href = window.URL.createObjectURL(blob);\n a.download = filename;\n div.appendChild(a);\n a.click();\n div.remove();\n }\n ", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + }, + { + "data": { + "application/javascript": "download(\"download_51a2e119-b6e9-4557-883a-321d761248cc\", \"hf_mobile_vit_mp_image_classification.tflite\", 22885932)", + "text/plain": [ + "" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from google.colab import files\n", + "\n", + "\n", + "files.download(tflite_filename)" + ] + } + ], + "metadata": { + "colab": { + "name": "mobile_vit_mpt.ipynb", + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/test/image_classification/colab/mobile_vit_tfl.ipynb b/test/image_classification/colab/mobile_vit_tfl.ipynb new file mode 100644 index 00000000..3f8ff22a --- /dev/null +++ b/test/image_classification/colab/mobile_vit_tfl.ipynb @@ -0,0 +1,557 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "r4lisalb-A5R" + }, + "outputs": [], + "source": [ + "# Copyright 2024 The AI Edge Torch Authors.\n", + "#\n", + "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", + "# you may not use this file except in compliance with the License.\n", + "# You may obtain a copy of the License at\n", + "#\n", + "# http://www.apache.org/licenses/LICENSE-2.0\n", + "#\n", + "# Unless required by applicable law or agreed to in writing, software\n", + "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", + "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", + "# See the License for the specific language governing permissions and\n", + "# limitations under the License.\n", + "# ==============================================================================" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "LwrH6f2sGJ6U" + }, + "source": [ + "This Colab demonstrates how to convert a PyTorch [MobileViT](https://huggingface.co/docs/transformers/en/model_doc/mobilevit#overview) model to a TensorFlow Lite Quantized DRQ model and run it, using the ai_edge_torch library." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Mzf2MdHoG-9c" + }, + "source": [ + "# Prerequisites" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hux_Gsc_G4nl" + }, + "source": [ + "First install all dependencies." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "l-9--DWON236" + }, + "outputs": [], + "source": [ + "!pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt\n", + "!pip install ai-edge-torch\n", + "!pip install transformers pillow requests matplotlib" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IUMh9GRk17fV" + }, + "source": [ + "Then download and read the test image." + ] + }, + { + "cell_type": "code", + "execution_count": 2, + "metadata": { + "id": "lfdgp-4Id51J" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " % Total % Received % Xferd Average Speed Time Time Time Current\n", + " Dload Upload Total Spent Left Speed\n", + "100 279 100 279 0 0 1024 0 --:--:-- --:--:-- --:--:-- 1025\n", + "100 144k 100 144k 0 0 268k 0 --:--:-- --:--:-- --:--:-- 7365k\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 2, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "!curl -H 'Accept: application/vnd.github.v3.raw' -O -L https://api.github.com/repos/google-ai-edge/ai-edge-torch/contents/test/image_classification/test_data/astrid_happy_hike.jpg;\n", + "\n", + "from matplotlib import pyplot as plt\n", + "from PIL import Image\n", + "\n", + "image_path = 'astrid_happy_hike.jpg'\n", + "image = Image.open(image_path)\n", + "plt.figure(figsize=(7, 7))\n", + "plt.axis('off')\n", + "plt.imshow(image)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hvwuZuBqLGUl" + }, + "source": [ + "# PyTorch Model Wrapper\n", + "Before converting the PyTorch model to ai-edge-torch model, a wrapper must be added to conform to the model input format expected by ai-edge-torch.\n", + "\n", + "ai-edge-torch only accepts a tuple-of-tensors as model input and produces a tensor or tuple-of-tensor as model output." + ] + }, + { + "cell_type": "code", + "execution_count": 3, + "metadata": { + "id": "2a57jT3mLGUl" + }, + "outputs": [], + "source": [ + "import torch\n", + "from torch import nn\n", + "\n", + "class MobileViTForImageClassificationWrapper(nn.Module):\n", + "\n", + " def __init__(self, model):\n", + " super().__init__()\n", + " self.m = model\n", + "\n", + " def forward(self, img):\n", + " return self.m(pixel_values=img).logits" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IBFYQIm-yFz1" + }, + "source": [ + "# PyTorch Model and Validation Utilities" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "g7qbJRCcvQJt" + }, + "source": [ + "Prepare PyTorch model and corresponding image processor to process the input image to a format required by MobileViT model." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "flLiQaaL6tU5" + }, + "outputs": [], + "source": [ + "from transformers import MobileViTImageProcessor, MobileViTForImageClassification\n", + "\n", + "\n", + "hf_model_path = 'apple/mobilevit-small'\n", + "image_processor = MobileViTImageProcessor.from_pretrained(hf_model_path)\n", + "hf_pt_model = MobileViTForImageClassification.from_pretrained(hf_model_path)\n", + "\n", + "# Utility function to get %probablilities and corresponding class labels\n", + "# defined in MobileViTForImageClassification\n", + "# This utility applies softmax to convert logits to probabilities and shows\n", + "# top-5 of predicted classes.\n", + "def get_classification_probablities(logits):\n", + " probs, indices = torch.nn.functional.softmax(logits, dim=-1).flatten().topk(k=5)\n", + " for i in range(len(indices)):\n", + " class_label = hf_pt_model.config.id2label[indices[i].item()]\n", + " prob = probs[i].item()\n", + " print(f'{(prob * 100):4.1f}% {class_label}')\n", + "\n", + "wrapped_pt_model = MobileViTForImageClassificationWrapper(hf_pt_model).eval()" + ] + }, + { + "cell_type": "code", + "execution_count": 5, + "metadata": { + "id": "_-WmB2MYWc-P" + }, + "outputs": [], + "source": [ + "processed_inputs = image_processor(\n", + " images=image,\n", + " return_tensors='pt',\n", + ")\n", + "\n", + "input_tensor = processed_inputs['pixel_values']" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ZAQG5SSVzVi2" + }, + "source": [ + "Run the model on prepared inputs to get classification over 1000 ImageNet classes." + ] + }, + { + "cell_type": "code", + "execution_count": 6, + "metadata": { + "id": "ofbZW6nVzSrS" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "Predicted class: Pembroke, Pembroke Welsh corgi\n" + ] + } + ], + "source": [ + "wrapped_pt_model_outputs = wrapped_pt_model(input_tensor)\n", + "predicted_class_idx = wrapped_pt_model_outputs.argmax(-1).item()\n", + "print(f'Predicted class: {hf_pt_model.config.id2label[predicted_class_idx]}')" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "iV7MXM9kyqYD" + }, + "source": [ + "Use the get_classification_probablities utility." + ] + }, + { + "cell_type": "code", + "execution_count": 7, + "metadata": { + "id": "ff37QG1MypKa" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "68.0% Pembroke, Pembroke Welsh corgi\n", + " 8.5% Eskimo dog, husky\n", + " 6.6% Siberian husky\n", + " 1.6% Cardigan, Cardigan Welsh corgi\n", + " 1.2% dingo, warrigal, warragal, Canis dingo\n" + ] + } + ], + "source": [ + "get_classification_probablities(wrapped_pt_model_outputs)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Ibj8fdAJNJio" + }, + "source": [ + "# Convert to `ai-edge-torch` model and run" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "T2MnULes70W0" + }, + "source": [ + "Provide sample arguments -- result TFLite model will expect input of this size -- and convert the model." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "YBqLUnp8NPXq" + }, + "outputs": [], + "source": [ + "import ai_edge_torch\n", + "import tensorflow as tf\n", + "\n", + "sample_args = (torch.rand((1, 3, 256, 256)),)\n", + "\n", + "edge_model = ai_edge_torch.convert(wrapped_pt_model, sample_args)" + ] + }, + { + "cell_type": "code", + "execution_count": 9, + "metadata": { + "id": "4todIXwTNp4h" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "68.0% Pembroke, Pembroke Welsh corgi\n", + " 8.5% Eskimo dog, husky\n", + " 6.6% Siberian husky\n", + " 1.6% Cardigan, Cardigan Welsh corgi\n", + " 1.2% dingo, warrigal, warragal, Canis dingo\n" + ] + } + ], + "source": [ + "edge_model_output = edge_model(input_tensor)\n", + "\n", + "get_classification_probablities(torch.tensor(edge_model_output))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "3AOmkXUaBVUb" + }, + "source": [ + "# Save and download the ai-edge-torch Model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "mY00XJQ1BZP3" + }, + "outputs": [], + "source": [ + "from google.colab import files\n", + "\n", + "\n", + "ai_edge_torch_file = 'hf_mobile_vit.tflite'\n", + "edge_model.export(ai_edge_torch_file)\n", + "\n", + "files.download(ai_edge_torch_file)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qrpIjQRaW_X8" + }, + "source": [ + "# Post Training Quantization with TfLite" + ] + }, + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "id": "9rZZXm6XW_X8" + }, + "outputs": [], + "source": [ + "import ai_edge_torch\n", + "import tensorflow as tf\n", + "\n", + "sample_args = (torch.rand((1, 3, 256, 256)),)\n", + "\n", + "tfl_converter_flags = {'optimizations': [tf.lite.Optimize.DEFAULT]}\n", + "\n", + "# Pass quantization flags to the TfLite Converter using the _ai_edge_converter_flags parameter.\n", + "# More details on post-training quantization are at: https://www.tensorflow.org/lite/performance/post_training_quantization\n", + "tfl_drq_model = ai_edge_torch.convert(\n", + " wrapped_pt_model, sample_args, _ai_edge_converter_flags=tfl_converter_flags\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": 12, + "metadata": { + "id": "UHdp9aQtW_X8" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "91.0% Pembroke, Pembroke Welsh corgi\n", + " 2.8% Cardigan, Cardigan Welsh corgi\n", + " 0.2% Chihuahua\n", + " 0.2% dingo, warrigal, warragal, Canis dingo\n", + " 0.2% Siberian husky\n" + ] + } + ], + "source": [ + "tfl_drq_output = tfl_drq_model(input_tensor)\n", + "\n", + "get_classification_probablities(torch.tensor(tfl_drq_output))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Mzj0n95NW_X8" + }, + "source": [ + "# Save and download the quantized ai-edge-torch Model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "9BYprsnqW_X8" + }, + "outputs": [], + "source": [ + "tfl_drq_file = 'hf_mobile_vit_drq.tflite'\n", + "tfl_drq_model.export(tfl_drq_file)\n", + "\n", + "files.download(tfl_drq_file)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "-zXJ7KVOXimd" + }, + "source": [ + "# Post Training and Dynamic-Range Quantization with PT2E" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "bJ1nrEnYXskA" + }, + "outputs": [], + "source": [ + "from ai_edge_torch.quantize.pt2e_quantizer import get_symmetric_quantization_config\n", + "from ai_edge_torch.quantize.pt2e_quantizer import PT2EQuantizer\n", + "from ai_edge_torch.quantize.quant_config import QuantConfig\n", + "\n", + "from torch.ao.quantization.quantize_pt2e import prepare_pt2e, convert_pt2e\n", + "from torch._export import capture_pre_autograd_graph\n", + "\n", + "# PT2E is a framework-level quantization feature available in PyTorch 2.0.\n", + "# For more details see-\n", + "# https://pytorch.org/tutorials/prototype/quantization_in_pytorch_2_0_export_tutorial.html\n", + "\n", + "# PT2EQuantizer is ai-edge-torch backend specific and is configured to quantize models\n", + "# to leverage the quantized operators/kernels offered by the TFLite Runtime.\n", + "pt2e_quantizer = PT2EQuantizer().set_global(\n", + " get_symmetric_quantization_config(is_per_channel=True, is_dynamic=True)\n", + ")\n", + "\n", + "# Following are the required steps recommended in the pt2e quantization workflow.\n", + "autograd_torch_model = capture_pre_autograd_graph(wrapped_pt_model, sample_args)\n", + "# 1. Prepare for quantization\n", + "pt2e_torch_model = prepare_pt2e(autograd_torch_model, pt2e_quantizer)\n", + "# 2. Run the prepared model with sample input data to ensure that internal\n", + "# observers are populated with correct values\n", + "pt2e_torch_model(*sample_args)\n", + "# 3. Finally, convert(quantize) the prepared model\n", + "pt2e_torch_model = convert_pt2e(pt2e_torch_model, fold_quantize=False)\n", + "\n", + "pt2e_drq_model = ai_edge_torch.convert(pt2e_torch_model, sample_args, quant_config=QuantConfig(pt2e_quantizer=pt2e_quantizer))" + ] + }, + { + "cell_type": "code", + "execution_count": 14, + "metadata": { + "id": "OKiW6uDbrIcl" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + "26.1% Pembroke, Pembroke Welsh corgi\n", + "13.7% Eskimo dog, husky\n", + "12.1% Norwegian elkhound, elkhound\n", + " 8.9% Siberian husky\n", + " 5.8% dingo, warrigal, warragal, Canis dingo\n" + ] + } + ], + "source": [ + "pt2e_drq_output = pt2e_drq_model(input_tensor)\n", + "\n", + "get_classification_probablities(torch.tensor(pt2e_drq_output))" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "EyVQyfY5sE9X" + }, + "source": [ + "# Save and download the PT2E quantized ai-edge-torch Model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "3wPzfxM_sC_H" + }, + "outputs": [], + "source": [ + "pt2e_drq_file = 'hf_mobile_vit_pt2e_drq.tflite'\n", + "pt2e_drq_model.export(pt2e_drq_file)\n", + "\n", + "files.download(pt2e_drq_file)" + ] + } + ], + "metadata": { + "colab": { + "name": "mobile_vit_tfl.ipynb", + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/test/image_classification/test_data/astrid_happy_hike.jpg b/test/image_classification/test_data/astrid_happy_hike.jpg new file mode 100644 index 00000000..ecca944c Binary files /dev/null and b/test/image_classification/test_data/astrid_happy_hike.jpg differ diff --git a/test/image_segmentation/android/README.md b/test/image_segmentation/android/README.md new file mode 100644 index 00000000..b0b9c606 --- /dev/null +++ b/test/image_segmentation/android/README.md @@ -0,0 +1,75 @@ +# TensorFlow Lite Image Segmentation Demo + +### Overview + +This is a camera app that continuously segments the objects in the frames +seen by your device's back +camera. +[Deeplab v3](https://tfhub.dev/tensorflow/lite-model/deeplabv3/1/metadata/2) is +a state-of-art deep +learning model for semantic image segmentation, where the goal is to assign +semantic labels (e.g. +person, dog, cat) to every pixel in the input image. These instructions +walk you through building and running the demo on an Android device. + +The model files are downloaded via Gradle scripts when you build and run the +app. You don't need todo any steps to download TFLite models into the +project explicitly. + +This application should be run on a physical Android device. + +![App example showing UI controls.](screenshot1.jpg?raw=true "Screenshot with controls") + +## Build the demo using Android Studio + +### Prerequisites + +* The **[Android Studio](https://developer.android.com/studio/index.html)** + IDE (Android Studio 2021.2.1 or newer). This sample has been tested on + Android Studio Chipmunk. + +* A physical Android device with a minimum OS version of SDK 23 (Android 6.0 - + Marshmallow) with developer mode enabled. The process of enabling developer + mode may vary by device. + +### Building + +* Open Android Studio. From the Welcome screen, select Open an existing Android + Studio project. + +* From the Open File or Project window that appears, navigate to and select the + tensorflow-lite/examples/image_segmentation/android directory. Click OK. + +* If it asks you to do a Gradle Sync, click OK. + +* With your Android device connected to your computer and developer mode + enabled, click on the green Run arrow in Android Studio. + +### Models used + +Downloading, extraction, and placing the models into the assets folder is +managed automatically by the download.gradle file. + +## Run debug test for segementation with IS-Net DIS model + +### Models used + +Downloading, extraction, and placing the models into the assets folder is +done by `download.sh` script. +> cd app/src/androidTest +> sh ./download_model.sh + +The script loads `Converted With New Converter Tool` *.tflite model. + +### Test run + +* Open Android Studio. From the Welcome screen, select Open an existing Android + Studio project. + +* Find *ImageSegmentationDebugTest.kt* in **app/src/androidTest** folder, click on it and run the test. + +* Pull a folder with segmentation result from device storage + > adb pull /sdcard/DCIM/testdata ~/Downloads # find segmentation_mask.jpg + +Example of segmentation with IS-Net DIS model +![Test example showing input and output.](screenshot2.jpg?raw=true "Screenshot of input/output") \ No newline at end of file diff --git a/test/image_segmentation/android/app/build.gradle b/test/image_segmentation/android/app/build.gradle new file mode 100644 index 00000000..0eece255 --- /dev/null +++ b/test/image_segmentation/android/app/build.gradle @@ -0,0 +1,111 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== + +plugins { + id 'com.android.application' + id 'org.jetbrains.kotlin.android' + id 'kotlin-kapt' + id 'androidx.navigation.safeargs' + id 'de.undercouch.download' +} + +android { + compileSdk 32 + + defaultConfig { +// applicationId "org.tensorflow.lite.examples.imagesegmentation" + minSdk 23 + targetSdk 32 + versionCode 1 + versionName "1.0" + + testInstrumentationRunner "androidx.test.runner.AndroidJUnitRunner" + } + + buildTypes { + release { + minifyEnabled false + proguardFiles getDefaultProguardFile('proguard-android-optimize.txt'), 'proguard-rules.pro' + } + } + compileOptions { + sourceCompatibility JavaVersion.VERSION_1_8 + targetCompatibility JavaVersion.VERSION_1_8 + } + kotlinOptions { + jvmTarget = '1.8' + } + + buildFeatures { + viewBinding true + } + androidResources { + noCompress 'tflite' + } +} + +// import DownloadModels task +//project.ext.ASSET_DIR = projectDir.toString() + '/src/main/assets' +project.ext.TEST_ASSETS_DIR = projectDir.toString() + '/src/androidTest/assets' + +// Download default models; if you wish to use your own models then +// place them in the "assets" directory and comment out this line. +//apply from: 'download_models.gradle' + +dependencies { + // Kotlin lang + implementation 'androidx.core:core-ktx:1.8.0' + + // App compat and UI things + implementation 'androidx.appcompat:appcompat:1.4.2' + implementation 'com.google.android.material:material:1.6.1' + implementation 'androidx.constraintlayout:constraintlayout:2.1.4' + + // Navigation library + def nav_version = "2.4.2" + implementation "androidx.navigation:navigation-fragment-ktx:$nav_version" + implementation "androidx.navigation:navigation-ui-ktx:$nav_version" + + // CameraX core library + def camerax_version = '1.2.0-alpha02' + implementation "androidx.camera:camera-core:$camerax_version" + + // CameraX Camera2 extensions + implementation "androidx.camera:camera-camera2:$camerax_version" + + // CameraX Lifecycle library + implementation "androidx.camera:camera-lifecycle:$camerax_version" + + // CameraX View class + implementation "androidx.camera:camera-view:$camerax_version" + + //WindowManager + implementation 'androidx.window:window:1.1.0-alpha02' + + // Unit testing + testImplementation 'junit:junit:4.13.2' + + // Instrumented testing + androidTestImplementation 'androidx.test.ext:junit:1.1.3' + androidTestImplementation 'androidx.test.espresso:espresso-core:3.4.0' + androidTestImplementation 'com.google.truth:truth:1.1.3' + androidTestImplementation 'org.tensorflow:tensorflow-lite:2.4.0' + + implementation 'org.tensorflow:tensorflow-lite-task-vision:0.4.0' + implementation 'org.tensorflow:tensorflow-lite:2.8.0' + // Import the GPU delegate plugin Library for GPU inference + implementation 'org.tensorflow:tensorflow-lite-gpu-delegate-plugin:0.4.0' + implementation 'org.tensorflow:tensorflow-lite-gpu:2.9.0' +} diff --git a/test/image_segmentation/android/app/download_models.gradle b/test/image_segmentation/android/app/download_models.gradle new file mode 100644 index 00000000..3b3983b2 --- /dev/null +++ b/test/image_segmentation/android/app/download_models.gradle @@ -0,0 +1,22 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== + +task downloadModelFile(type: Download) { + src 'https://storage.googleapis.com/download.tensorflow.org/models/tflite/task_library/image_segmentation/android/lite-model_deeplabv3_1_metadata_2.tflite' + dest project.ext.ASSET_DIR + '/deeplabv3.tflite' + overwrite false +} + +preBuild.dependsOn downloadModelFile diff --git a/test/image_segmentation/android/app/proguard-rules.pro b/test/image_segmentation/android/app/proguard-rules.pro new file mode 100644 index 00000000..8ea4cb95 --- /dev/null +++ b/test/image_segmentation/android/app/proguard-rules.pro @@ -0,0 +1,36 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +# Add project specific ProGuard rules here. +# You can control the set of applied configuration files using the +# proguardFiles setting in build.gradle. +# +# For more details, see +# http://developer.android.com/guide/developing/tools/proguard.html + +# If your project uses WebView with JS, uncomment the following +# and specify the fully qualified class name to the JavaScript interface +# class: +#-keepclassmembers class fqcn.of.javascript.interface.for.webview { +# public *; +#} + +# Uncomment this to preserve the line number information for +# debugging stack traces. +#-keepattributes SourceFile,LineNumberTable + +# If you keep the line number information, uncomment this to +# hide the original source file name. +#-renamesourcefileattribute SourceFile \ No newline at end of file diff --git a/test/image_segmentation/android/app/src/androidTest/assets/input_image.jpg b/test/image_segmentation/android/app/src/androidTest/assets/input_image.jpg new file mode 100644 index 00000000..1b79c037 Binary files /dev/null and b/test/image_segmentation/android/app/src/androidTest/assets/input_image.jpg differ diff --git a/test/image_segmentation/android/app/src/androidTest/download_model.sh b/test/image_segmentation/android/app/src/androidTest/download_model.sh new file mode 100644 index 00000000..3d656779 --- /dev/null +++ b/test/image_segmentation/android/app/src/androidTest/download_model.sh @@ -0,0 +1,34 @@ +#!/bin/bash +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# A helper script to format code. Must be called from repo's root. +# + +# Check if 'gdown' is installed +if ! command -v gdown &> /dev/null +then + echo "'gdown' is not installed. Installing..." + curl https://bootstrap.pypa.io/get-pip.py -o get-pip.py + python3 get-pip.py + pip install gdown +else + echo "Downloading model..." + file_id="1Yx0gHQs0R9XVM3KleKYsG3iAJrmxIUzP" + download_url="https://drive.google.com/uc?id=${file_id}" + destination_file="assets/isnet-general-use.tflite" + + gdown "${download_url}" -O "${destination_file}" + echo "Download complete!" +fi diff --git a/test/image_segmentation/android/app/src/androidTest/get-pip.py b/test/image_segmentation/android/app/src/androidTest/get-pip.py new file mode 100644 index 00000000..a9dc0f96 --- /dev/null +++ b/test/image_segmentation/android/app/src/androidTest/get-pip.py @@ -0,0 +1,33053 @@ +#!/usr/bin/env python +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +# +# Hi There! +# +# You may be wondering what this giant blob of binary data here is, you might +# even be worried that we're up to something nefarious (good for you for being +# paranoid!). This is a base85 encoding of a zip file, this zip file contains +# an entire copy of pip (version 24.0). +# +# Pip is a thing that installs packages, pip itself is a package that someone +# might want to install, especially if they're looking to run this get-pip.py +# script. Pip has a lot of code to deal with the security of installing +# packages, various edge cases on various platforms, and other such sort of +# "tribal knowledge" that has been encoded in its code base. Because of this +# we basically include an entire copy of pip inside this blob. We do this +# because the alternatives are attempt to implement a "minipip" that probably +# doesn't do things correctly and has weird edge cases, or compress pip itself +# down into a single file. +# +# If you're wondering how this is created, it is generated using +# `scripts/generate.py` in https://github.com/pypa/get-pip. + +import sys + +this_python = sys.version_info[:2] +min_version = (3, 7) +if this_python < min_version: + message_parts = [ + "This script does not work on Python {}.{}".format(*this_python), + "The minimum supported Python version is {}.{}.".format(*min_version), + "Please use https://bootstrap.pypa.io/pip/{}.{}/get-pip.py instead.".format( + *this_python + ), + ] + print("ERROR: " + " ".join(message_parts)) + sys.exit(1) + + +import argparse +from base64 import b85decode +import importlib +import os.path +import pkgutil +import shutil +import tempfile + + +def include_setuptools(args): + """ + Install setuptools only if absent and not excluded. + """ + cli = not args.no_setuptools + env = not os.environ.get("PIP_NO_SETUPTOOLS") + absent = not importlib.util.find_spec("setuptools") + return cli and env and absent + + +def include_wheel(args): + """ + Install wheel only if absent and not excluded. + """ + cli = not args.no_wheel + env = not os.environ.get("PIP_NO_WHEEL") + absent = not importlib.util.find_spec("wheel") + return cli and env and absent + + +def determine_pip_install_arguments(): + pre_parser = argparse.ArgumentParser() + pre_parser.add_argument("--no-setuptools", action="store_true") + pre_parser.add_argument("--no-wheel", action="store_true") + pre, args = pre_parser.parse_known_args() + + args.append("pip") + + if include_setuptools(pre): + args.append("setuptools") + + if include_wheel(pre): + args.append("wheel") + + return ["install", "--upgrade", "--force-reinstall"] + args + + +def monkeypatch_for_cert(tmpdir): + """Patches `pip install` to provide default certificate with the lowest priority. + + This ensures that the bundled certificates are used unless the user specifies a + custom cert via any of pip's option passing mechanisms (config, env-var, CLI). + + A monkeypatch is the easiest way to achieve this, without messing too much with + the rest of pip's internals. + """ + from pip._internal.commands.install import InstallCommand + + # We want to be using the internal certificates. + cert_path = os.path.join(tmpdir, "cacert.pem") + with open(cert_path, "wb") as cert: + cert.write(pkgutil.get_data("pip._vendor.certifi", "cacert.pem")) + + install_parse_args = InstallCommand.parse_args + + def cert_parse_args(self, args): + if not self.parser.get_default_values().cert: + # There are no user provided cert -- force use of bundled cert + self.parser.defaults["cert"] = cert_path # calculated above + return install_parse_args(self, args) + + InstallCommand.parse_args = cert_parse_args + + +def bootstrap(tmpdir): + monkeypatch_for_cert(tmpdir) + + # Execute the included pip and use it to install the latest pip and + # setuptools from PyPI + from pip._internal.cli.main import main as pip_entry_point + + args = determine_pip_install_arguments() + sys.exit(pip_entry_point(args)) + + +def main(): + tmpdir = None + try: + # Create a temporary working directory + tmpdir = tempfile.mkdtemp() + + # Unpack the zipfile into the temporary directory + pip_zip = os.path.join(tmpdir, "pip.zip") + with open(pip_zip, "wb") as fp: + fp.write(b85decode(DATA.replace(b"\n", b""))) + + # Add the zipfile to sys.path so that we can import it + sys.path.insert(0, pip_zip) + + # Run the bootstrap + bootstrap(tmpdir=tmpdir) + finally: + # Clean up our temporary working directory + if tmpdir: + shutil.rmtree(tmpdir, ignore_errors=True) + + +DATA = b""" +P)h>@6aWAK2ml36Ls(GPCgAn}003hF000jF003}la4%n9X>MtBUtcb8c|B0UO2j}6z0X&KUUXrd5m`_ +R3SI<3)PuKWDYI?b2HKe+NnQH)PIu{sK*;0e2SD>J!fm}sV{PrY}+lK{4&R6jE^8qmoGmPkiLK_(-K{ +(EkDBTFeQ-C@Ki35VvOi9I>v*3HC`lg}FduUKS4YCD6gkCjC>0C$JPe)tF(WN6nNu38Ea&`}HFgyJ@G +B9{e8sD4K$g2|O2c-|@;t@dR%;`5Qu6f^i+#IYx8|79X$VF3?d#n|xfMkA8wQAoLVDffU76;J#O)CYU +tTKs|(rtOUt}xq0efX64y=-}wYe4gv+Rewsv@!47DzwFn{pMIm#X%sAFClIW>99{f@Za2e3a^UYte1H +%y3GHUTlK2Lp_T}m3nsgC)$#bX09kug6MU#nM~&r24-0~c2yu2!TgU+z6-O~;x +-O@YkJ|0dA=sY-F^F})aITrzTyS?O7N5T~%P_vE*{#XPt(tDzVC+>eZ42i!91eGvPx8>ysJFuZiRYzl +Cqu4no3L)R_c2M{&P)haML0zYtRpKw0?HZ~t=E9}0<93*a^reKp2wsiXosqFv#$q{3!PIV@d3Fa6TvSqmUyJeY&DcVg-E}?LbjUB +1cn%!C6%kRp-;$05^P^$8se4pYUP)h>@6aWAK2ml36Ls)(XC6&+u005)~000#L003}la4%n9aA|NYa& +>NQWpZC%E^v8$RKafBFbuu>D>(Ns8*sg%9WWqRh5<#2_0nWXdKkJwP;9!cgQASRWPM=z*f32cc +b%r_zXvEMm@4r4q?$c5^J(mKI(3Hg|D>g=Lxw%nv$Wmo4RYi?)7udNh0m#wx6=aN-9l2Z_Ro?XWMA9 +H4R6bM>&GY$FuXGn|A-aRI9X-8F?LTJ9uy={rXDj9PL|)#-&tcJp|{ +7%UfKur-Qgc*HdS!&2r5PvKKj7lj;6bm#|ekt4j +DT_oIx_OH%T5Txb;+NMvKmp{|Fng{JXM3Ft!jdrrw2Me+dyL5MD~nZx5M?Vn~!z+L2>~pw9(=_ax0;p +K|=}I~N9>@lyH~{Y}(~nJ`9IW&E;$EIpwS`SH>=)ZAZCO9KQH0000800mA%Sk1@4HNXG>03HDV01N;C +0B~t=FK~G-ba`-PWF?NVPQ@?`MfZNi-B_Ob4-5=!Z$M%;t!XVKc9b}U{5?(?Egj!;iWEo#VY8e`cO+3 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" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "from PIL import Image\n", + "\n", + "IMAGE_PATH = '/content/astrid_l_shaped.jpg'\n", + "image = Image.open(IMAGE_PATH)\n", + "plt.figure(figsize=(5, 5))\n", + "plt.axis('off')\n", + "plt.imshow(image);" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IBFYQIm-yFz1" + }, + "source": [ + "# PyTorch model validation" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BKfMAS7ggB0w" + }, + "source": [ + "Clone IS-Net DIS repo and download Pytorch model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ywS-73O6gB0x" + }, + "outputs": [], + "source": [ + "%cd /content\n", + "!rm -rf DIS sample_data\n", + "\n", + "# Clone github repo and download the Pytorch model.\n", + "!git clone https://github.com/xuebinqin/DIS.git\n", + "%cd DIS/IS-Net/\n", + "\n", + "!curl -o ./model.tar.gz -L https://www.kaggle.com/api/v1/models/paulruiz/dis/pyTorch/8-17-22/1/download\n", + "!tar -xvf 'model.tar.gz'" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "MW3TdIhyr-ds" + }, + "source": [ + "Build model" + ] + }, + { + "cell_type": "code", + "execution_count": 15, + "metadata": { + "id": "bvyEsyNQp7FT" + }, + "outputs": [], + "source": [ + "import torch\n", + "from models import ISNetDIS\n", + "\n", + "\n", + "pytorch_model_filename = 'isnet-general-use.pth'\n", + "pt_model = ISNetDIS()\n", + "pt_model.load_state_dict(\n", + " torch.load(pytorch_model_filename, map_location=torch.device('cpu')))\n", + "pt_model.eval();" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "B5d4s8SSr8wn" + }, + "source": [ + "Prepare inputs" + ] + }, + { + "cell_type": "code", + "execution_count": 16, + "metadata": { + "id": "XefR4a2nGqmz" + }, + "outputs": [], + "source": [ + "from io import BytesIO\n", + "import numpy as np\n", + "from skimage import io\n", + "\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "from torchvision.transforms.functional import normalize\n", + "\n", + "\n", + "input_size=[1024, 1024]\n", + "\n", + "im = io.imread(IMAGE_PATH)\n", + "if len(im.shape) < 3:\n", + " im = im[:, :, np.newaxis]\n", + "im_shp = im.shape[0:2]\n", + "\n", + "im_tensor = torch.tensor(im, dtype=torch.float32).permute(2, 0, 1)\n", + "im_tensor = F.upsample(torch.unsqueeze(im_tensor, 0),\n", + " input_size, mode='bilinear').type(torch.uint8)\n", + "pt_image = torch.divide(im_tensor, 255.0)\n", + "pt_image = normalize(pt_image, mean=[0.5, 0.5, 0.5], std=[1.0, 1.0, 1.0])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vm3eor_fr_tp" + }, + "source": [ + "Get prediction" + ] + }, + { + "cell_type": "code", + "execution_count": 17, + "metadata": { + "id": "1WXZv2N7v2a9" + }, + "outputs": [], + "source": [ + "pt_ds_val = pt_model(pt_image)[0] # List of 6 results.\n", + "pt_pred_val = pt_ds_val[0] # First one has the most accurate prediction.\n", + "\n", + "# Recover the prediction spatial size to the orignal image size.\n", + "pt_result = torch.squeeze(F.upsample(pt_pred_val, im_shp, mode='bilinear'), 0)\n", + "ma = torch.max(pt_result)\n", + "mi = torch.min(pt_result)\n", + "pt_result = (pt_result - mi) / (ma - mi)\n", + "pt_result = (pt_result * 255).permute(1, 2, 0).cpu().data.numpy().astype(np.uint8)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8Tk-RZl8HthN" + }, + "source": [ + "Show the result segmentation mask" + ] + }, + { + "cell_type": "code", + "execution_count": 18, + "metadata": { + "id": "Gto5TIbdtUQv" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "\n", + "f, ax = plt.subplots(1, 2, figsize = (7,7))\n", + "ax[0].imshow(im) # Original image.\n", + "ax[1].imshow(pt_result, cmap = 'gray') # Segmentation mask.\n", + "ax[0].set_title('Original Image')\n", + "ax[1].set_title('Mask')\n", + "ax[0].axis('off')\n", + "ax[1].axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "P1U6HlhAgB0y" + }, + "source": [ + "### IS-Net DIS to TFLite conversion" + ] + }, + { + "cell_type": "code", + "execution_count": 19, + "metadata": { + "id": "EkrpZZNZ5kiX" + }, + "outputs": [], + "source": [ + "import torch\n", + "from torch import nn\n", + "from torchvision.transforms.functional import normalize\n", + "import torch.nn.functional as F\n", + "\n", + "\n", + "class PT2MP_ImageSegmentationModelWrapper(nn.Module):\n", + " def __init__(self, pt_model):\n", + " super().__init__()\n", + " self.model = pt_model\n", + "\n", + " def forward(self, image: torch.Tensor):\n", + " # BHWC -> BCHW.\n", + " image = image.permute(0, 3, 1, 2)\n", + "\n", + " # Get result.\n", + " result = self.model(image)[0][0]\n", + "\n", + " # TODO: b/336805255 - Add min-max normalization postprocessing step.\n", + " # In official model Colab demo\n", + " # (https://github.com/xuebinqin/DIS/blob/main/Colab_Demo.ipynb) next model\n", + " # output should be min-max normalized. Currently skipping this step, because\n", + " # torch.min and torch.max are not supported.\n", + " # ma = torch.max(result)\n", + " # mi = torch.min(result)\n", + " # result = (result - mi) / (ma - mi)\n", + "\n", + " # Output has shape [1 x 1 x 1024 x 1024] for [batch x channel x H x W].\n", + " # Media Pipe Image Segmenter expects [batch x H x W x class]. This model\n", + " # produces predictions for a single class, so just dimension permutation is\n", + " # enough.\n", + " result = result.permute(0, 2, 3, 1)\n", + "\n", + " return result\n", + "\n", + "\n", + "wrapped_pt_model = PT2MP_ImageSegmentationModelWrapper(pt_model).eval()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "T2MnULes70W0" + }, + "source": [ + "Provide sample arguments -- result TFLite model will expect input of this size -- and convert the model." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XOfNPYpnLGrp" + }, + "outputs": [], + "source": [ + "import ai_edge_torch\n", + "\n", + "\n", + "sample_args = (torch.rand((1, 1024, 1024, 3)),)\n", + "edge_model = ai_edge_torch.convert(wrapped_pt_model, sample_args)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "HPbeMLwbLZb7" + }, + "source": [ + "Get model buffer." + ] + }, + { + "cell_type": "code", + "execution_count": 21, + "metadata": { + "id": "1mDOCFdG7H16" + }, + "outputs": [], + "source": [ + "from pathlib import Path\n", + "\n", + "\n", + "flatbuffer_file = Path('isnet_mp_image_segmentation_raw.tflite')\n", + "edge_model.export(flatbuffer_file)" + ] + }, + { + "cell_type": "code", + "execution_count": 22, + "metadata": { + "id": "rsPHAHlExaKN" + }, + "outputs": [], + "source": [ + "tflite_model_buffer = flatbuffer_file.read_bytes()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "FNm44HUG76Vn" + }, + "source": [ + "Populate the metadata. IS-Net expects inputs normalized with mean 0.5 and std 1.0. Let Media Pipe Task to handle it by providing the corresponding values for uint8 images." + ] + }, + { + "cell_type": "code", + "execution_count": 23, + "metadata": { + "id": "oNbasH46Zp2b" + }, + "outputs": [], + "source": [ + "from mediapipe.tasks.python.metadata.metadata_writers import image_segmenter\n", + "from mediapipe.tasks.python.metadata.metadata_writers import metadata_writer\n", + "\n", + "\n", + "writer = image_segmenter.MetadataWriter.create(\n", + " tflite_model_buffer,\n", + " input_norm_mean=[127.5],\n", + " input_norm_std=[255.0],\n", + ")\n", + "tflite_model_buffer, _ = writer.populate()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "AMk6rSsfDykf" + }, + "source": [ + "Currently, passing the converted model buffer to the MP segmenter results in an out-of-memory error, indicated by the message:\n", + "\n", + "```Your session crashed after using all available RAM.```\n", + "\n", + "To mitigate this problem, a workaround is to save the model to a file and use that file instead." + ] + }, + { + "cell_type": "code", + "execution_count": 24, + "metadata": { + "id": "jpQ8R2pxQrIW" + }, + "outputs": [], + "source": [ + "tflite_filename = 'isnet_mp_image_segmentation.tflite'\n", + "tflite_path = f'/content/{tflite_filename}'\n", + "# Save converted model to Colab's local file system.\n", + "with open(tflite_path, 'wb') as f:\n", + " f.write(tflite_model_buffer)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "1KVR8e4V8pou" + }, + "source": [ + "Check that the file was successefully saved." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "wuwP7uMzCAS5" + }, + "outputs": [], + "source": [ + "!ls -l /content/isnet_mp_image_segmentation.tflite" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "e7II2a_389DH" + }, + "source": [ + "# Validate converted model with MediaPipe Tasks" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "YyUjSj4h-LuY" + }, + "outputs": [], + "source": [ + "import numpy as np\n", + "from PIL import Image\n", + "import mediapipe as mp\n", + "from mediapipe.tasks.python.vision.image_segmenter import ImageSegmenter\n", + "\n", + "\n", + "tfl_image = Image.open(IMAGE_PATH)\n", + "tfl_np_image = np.array(tfl_image.resize((1024, 1024),\n", + " Image.Resampling.BILINEAR))\n", + "\n", + "tflite_filename = 'isnet_mp_image_segmentation.tflite'\n", + "tflite_path = f'/content/{tflite_filename}'\n", + "options = mp.tasks.vision.ImageSegmenterOptions(\n", + " base_options=mp.tasks.BaseOptions(\n", + " model_asset_path=tflite_path),\n", + " output_category_mask=True)\n", + "\n", + "# TODO: b/336806051 - Fix inverted mask issue.\n", + "# Currently MP Image Segmenter with converted model returns mask, which is\n", + "# similar to PyTorch model output, but inverted.\n", + "with ImageSegmenter.create_from_options(options) as segmenter:\n", + " mp_image = mp.Image(image_format=mp.ImageFormat.SRGB, data=tfl_np_image)\n", + " segmentation_result = segmenter.segment(mp_image)" + ] + }, + { + "cell_type": "code", + "execution_count": 27, + "metadata": { + "id": "vTigF7crGcs_" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "\n", + "pt_result_image = Image.fromarray(pt_result[:,:,0]).resize((1024, 1024), Image.Resampling.BILINEAR)\n", + "\n", + "f, ax = plt.subplots(1, 3, figsize = (10,10))\n", + "ax[0].imshow(tfl_image) # Original image.\n", + "ax[1].imshow(pt_result_image, cmap = 'gray') # Segmentation mask PT.\n", + "ax[2].imshow(segmentation_result.category_mask.numpy_view(), cmap = 'gray') # Segmentation mask TFL + MP.\n", + "ax[0].set_title('Original Image')\n", + "ax[1].set_title('Mask PT')\n", + "ax[2].set_title('Mask TFL + MP')\n", + "ax[0].axis('off')\n", + "ax[1].axis('off')\n", + "ax[2].axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "3AOmkXUaBVUb" + }, + "source": [ + "# Download converted model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "mY00XJQ1BZP3" + }, + "outputs": [], + "source": [ + "from google.colab import files\n", + "\n", + "\n", + "files.download(tflite_path)" + ] + } + ], + "metadata": { + "colab": { + "name": "isnet_mpt.ipynb", + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/test/image_segmentation/colab/isnet_tfl.ipynb b/test/image_segmentation/colab/isnet_tfl.ipynb new file mode 100644 index 00000000..a6391a6c --- /dev/null +++ b/test/image_segmentation/colab/isnet_tfl.ipynb @@ -0,0 +1,843 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "lWoqui4egB0q" + }, + "outputs": [], + "source": [ + "# Copyright 2024 The AI Edge Torch Authors.\n", + "#\n", + "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", + "# you may not use this file except in compliance with the License.\n", + "# You may obtain a copy of the License at\n", + "#\n", + "# http://www.apache.org/licenses/LICENSE-2.0\n", + "#\n", + "# Unless required by applicable law or agreed to in writing, software\n", + "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", + "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", + "# See the License for the specific language governing permissions and\n", + "# limitations under the License.\n", + "# ==============================================================================" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Xvt-8e8eE1da" + }, + "source": [ + "This Colab demonstrates how to convert a PyTorch [IS-Net](https://github.com/xuebinqin/DIS) model to a TensorFlow Lite model using the ai_edge_torch library. Validates the converted model with TFLite Interpreter." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Mzf2MdHoG-9c" + }, + "source": [ + "# Prerequisites" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hux_Gsc_G4nl" + }, + "source": [ + "First install all dependencies." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "l-9--DWON236" + }, + "outputs": [], + "source": [ + "!pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt\n", + "!pip install ai-edge-torch\n", + "!pip install pillow requests matplotlib" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IUMh9GRk17fV" + }, + "source": [ + "Then download and read the test image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "6TDCmXEplIyB" + }, + "outputs": [ + { + "name": "stdout", + "output_type": "stream", + "text": [ + " % Total % Received % Xferd Average Speed Time Time Time Current\n", + " Dload Upload Total Spent Left Speed\n", + "100 275 100 275 0 0 858 0 --:--:-- --:--:-- --:--:-- 859\n", + "100 226k 100 226k 0 0 302k 0 --:--:-- --:--:-- --:--:-- 7946k\n" + ] + }, + { + "data": { + "text/plain": [ + "" + ] + }, + "execution_count": 26, + "metadata": {}, + "output_type": "execute_result" + }, + { + "data": { + "image/png": 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AYDQSCgapVqvEYjG63S6jo6M8e/aMaq1Ks9kkm85QKBT43ve+NyicdrudiYkJlEolAAq5glwuh0aj4f79+0jEYqF5i0ZJpVLCfSqXo1AqcbmcVCoVHE4HOzsvvtuC8uGHHyKRSFCr1UQiEZx2J/l8jk8++YRarcaobwyjyUQ+nycYClIqlgCIx+NYrVZ+8pOfsL+/y5dffskHH3zAzMwMS0tL7O7usfFsQ+hI8nlKxSKrKysELvzk83marSaVSoXhkREkUinPnz/HYBY6Or1UglQuI1/IUyqX2NvbY21tjW63i0yhELqKRoNyuYzdbmdhYYFEIsHZ2Rm3bt0SOqZ+d352fs7Y2Bgej5dcIc/Q0BDffvst0Wi0fwGKqZTKRKNRRkZGcLlcOBxO6vU6a5cu4ff7kUUizMzMUK1WcTgcfPTxb+h2u9y+fZuZmRk6nQ4ymYytrS2+973v4XF7ePLkGQ8eCV1drV7H7XaTz+fxer2o1WpkMhkff/wxLrcbkUhEtyvAfdlshlqtydraGnKlgnqjwcHBAfV6nZOTExQKBUajkbW1S8TjcfZ2d5mbm6PVatFo1Emnk6jVajRqJUdHR+h0OgwGA5FIhNPjY0ZHR4lEIswtLgjTg1bNL+58g8vlYnVlFbfLxdjYKJVKBZlMRjgcRqfTsby0jMflIhlPMD4+jlQm48GDR4TDYTweN51OG4B2u025XCaTydBqNNFqNHTbHcQ9iIUjFLI5vF4vUqkUs8nMt3fvEo/HUSgUqNVqisUik5OTPHu2QbVSwmyz4h0aQi6XE45GAHA4HGSzWQwGA1KJlImJCc7P/cjkCrQ6YbJ2ezxkMhk0Gg3TM9Ok02lGx2ZodzucnJzgG/ORLxRALCKTzaDT6UilUgwNDdFutzEY9Gh1WtrtNr0eqLVaZAolErkCtVaHVm8klcmiUmv56U9/ilQqIxQOU6vV8XqHkEgk9AC5UkEPaLSaiCQSPEND7O7tIe9PvtlsDqVSycjYGPVGg1QmTakqTKJGo5E33rhFuVym1Wrh8XiJRqNEo1EikSjPnj3D6/WiUCiYmpqgWq2iVqsp5AuoVGrEYjEOux2tVgv06HY7KKQyXHYHEqm0P+0c8PDBA6YmJ9FpNfh8Pk51WnK5HM+eRDCbzUxOT9PpdNDpdIyOjPD08RNkMhk7OztMT8+Qz+c5Ozvjxo0bTExMkM3l6HRBJldgtljQ6bREo1EKpRIymYxgMIhKpWZ8YoLhkSHSqRQiJjD2IduNjQ1cTjsWixn/xRnVchmDwcCllRWi0ShLiws4XS4Oj444Pz/HbrcyPT1Nq9XCO3wLmUzG5vPnnJ2fYjYYuXLlCharhc8//xy73SZAU9kc4XCYhw8fMDc3h81mY23tErlclmQywdWrVxGJxFQqJTKZLHa7nZGxMS4CAXZe7PDOO+8wPj6BzzdKPB4XCmyxwKhvjHgsyqhvjM3NA6DL3Ow0jVqdo8Mjzi/Oyefz3L59G/+FH7lcjsfjwWS28vDhQwwGAzabDUQgEoupVap0u13m5+cZGRkhn8/Tbrf55ptvmJ2dRaFQoNVq8fuFe7VUKmEwGHB7PAwPDyMWi9ne2iISiSDr9ViYn+fOnW9IphM8ffoUqfT3KxWi3zdt+PnGY9RqNblcDqPRSDFXRKvV8uWXX6JSKbBarXR7XU7Ozhgf8zHkHcI37uPB/QfUalVWVlZJpVI8fvwEiUTM0tIyMzMzFIsFyuUK4UiE5ZVlSqUiIsDtdvO3v/oV0WiEW2/cYnh4mHQ6QzAQxGK1UiwV6XS72Ox2An4/ZrOZcDhMoVBgYnycpYVF/uaXv2Rqagqb3Y5Op6NeryORSBBLxDx++hS5XI7VakUsEqHX6VDIFThdTjK5HG6Ph0I+z8XFBa1GnYuLC+bnF3j86BFvvvkmcpkc6LGx8ZzJqSmePn3K9vY2f/iHf8iYb6wP77TIFwr0gInxcY6Oj3E5nWzv7JDNZPGNC3zMyMgISqWaWCzKRx/9hj/5kz+hWq5Qq1ZRKpXk83l8Ph+PHz9mZXWNZCpFJBqm124jU8jp9nosLi7SbrdJJpMcHh5y+fJlms0mYrGYSqVCyB9gcnKSTqdDsVKmWq2iUCgGkOXMzAzNZoOtrS3GRkZot9o8ePiAD3/yE6RSKcVSib/5m7/BYDTy5u3bFItFarUaBoORfD6PTqfj/PRs8HdHR0ccHh4yOjaGXmcgFosxMzON1Wohnkig1Wp4cP8B5XKZkZERnE4nMplscJGo1Wrkcjntdpvh4RGOj0+Ym59HIhFzceEnHovhcrk4Oj5Co1ZjsVtRKBQolUranQ6FojAhj42N4XQ6OTk5AUAulw/4vXqjjkqlIhKJMDY2hkKhIJPJIJfLsdvtKBQKNCo1+/v76PV67A4HiCAcDpPP59FqtaiUSpKJBEajiUwmi1qjpdeBUqnExMQ46UwKuVyGRqOm2WxSbzQplcooVUqkUkETk8/naTabuFwuxGIxm8+fC3waMDc3i0ajRalUUqlU0Ol0Awi3VC6hUqrI5XJUSmWq1QoTE+NE+hwRgN1ux+l0IhKJiEQiTE1Nkc/nyOfzaDRaCoU8a2vr5PN5DDo9uWyWFy9eML8wR6PRQKPRcHh4SK1WIxKJ4PF4cDqdtFotPv/8c/QGA6/fuInD4aDX61KpVNFqtbhcTkKhMA6Hg2Qyyfj4OK1Wm1arTSKRoNFsYrVayeVyTE5Oks9mUCgVPHn8mM2tTd5663uIxWIajQZWq5V6tUY4HGRpaYlMOgW9PgxbLLK3t4fP52Nzcwur3T64p0ZGRpicnMTv99PrQa/TJV/IMzc/DyJot9qk0ykCFxe0Wy2WVlaIxOJEohEcdjtvvfkmsViMf/3nf45GrebDn/yEk9PTwV2iUmtY6cO2x8fHxCNRWq0Wl9bW+Pyzz6g16ty8dYvZ2VlEIhHHh0dsbm6STCT4/g9+wM7uCyanJjk7PycSjvAHP/kJIX8ARJBKpwhHoqyurvLrX3/Ez37296jVahiNZhCJKBaL/QZjlIuLCzxuD16vl3gsxt27d5HJZIwMD/N8c5OJiQnEYjF/97d/i0alZnXtEgaDAavNhkgsIhKNkk6lGff5uHbtGqlUint377K0vEyjUQdAJpPz9tvvfncF5dHDu+j1era2tigUiiwvLA24gFqtQjabRSaXYTKbOdw/ELpTqRSxWMzx8TEqlQqPZ4hsNkuz2aTX6zE5OUmr1cJkMvGv//W/RmfQ4XF7qNeqzM7O9j9AI3KFjMPDQ2GEs9opV8qMjvmQK+S0W22SqSQajYZ4PM7S0hImg5FSqUS1UqEHFAoFTCYTTqezDzUE2HnxglgshndoiKWlJcrFIp9+8ilXrlxBq9dzcnIMIli7dIlGvY5er++TrzFsVhvpVAqn00k0GqPT7bK1tUWpUua9994jn8vRaNTp9npMTExQLJXw+XzEYjEqlQpbW1tcXAT5j/6jPyOfzyORSHA4nDQaDYrFAk6nE6VCwe+++h1Wi4XRsTGymQyVSpVWq43JYkZv0FMs5AkEgihVSkZHR5FIJKhUKhKJBGNjYyQSiQFkkUtn2Nvbw2AwUGvUqdZqDA15WVlZRavVcHZ2TqlUJJPJoFWraTVbaLQaRkdHqVSrSPqcTKlU4vT0FL1ez8nJCWNjPuw2G3a7ncCFH71eL/BozeYAFjUaTYyOjhKPx5BIJRweHgrFQyolFo/z+uuvU6/VBlCoXC4nny9wcnLSF3bAu+++h91uI53OoFarOTg4oFgsIpFIcLlctDstEItwOp2kUiniiTi7e3u88847iECYql0utBoNBr2BWq2GVqdld3ePcDjM9PQ0Xq+HSqWKTC7D7XJRKpWJRaOYzWZhulTIkUgkWCwW/BcBwuEQNruNSrlCLptFqVQxOuYjFAwhFktot1pksmlu377F6ekJJyenXFpbx2w2EwyGsFrNNJsNCoUiY2OjpNMZVColer2eRr1BNpMhm8ni9ngwGA1oNBoqlcoA8kskEuTzecqlEg6bnW63w9T0FJlcnqdPnzLX5xHVajUqlWrQuaZSSc7OzigWi+zv73P16lUymQxDHi9Go5F0OkUsFgN6A/HN+vo6crmcYrHEnTt3UKnVeLxDaHVaTEYTZosFsVjC+dmZcJmNDFMqFohGo9hsdmRyORcXwsWu0+uRSCQ0m00MBgPNZhO320m73UapVBAKhZidnaXT6RIJRzg7O2N4aAiNWk0oFEAsFtHrdklnMthsdu4/EBqTH//ox1wE/DgcDlqtFi92dxnyeslksrz22mukkyk+/fRTnG4XnU4Hm93G8NAwAf8FlVIJk8VCu9vl+uuvUymViEWjJBIJUskkgUCAf/JP/glHx8cUCgVisRizc/N0Ox0y2Qw2q5VgIEitWkUmlzMyMsKjx4/Q6fQsLS1RKpcJ+gOM+3zUajUqlQpjPh9avY6xcR8Bf4CjgwPUShVmi5lAMIhcoWB1dZVkMkm5XGZ8fBy73Uk8HufC78fn86HWaJDJ5bRaLVLJBLVand3dXaamJtHp9CwvL5FOZ/BfXNDtdhnyDvHpp59iMpsZG/eh0Wo5Pz9ndmYGj8tNNBal3WojkwlCFIfDztnZOTKZjKtXr313BeXTT36DRqMhEAigVmtJxRMsLy/zr/7V/4Of/vRD9Ho90WgUo9GIxWJhe3ub7e1tfv7zn+P1etnZeYHFYiWTyZBOpzGZTBiNRtRqNbFYrE9QixgdHSUUCtHpdLhx4wanp6fsH+wxOzuL1WLl4YMHiMQijEYTKyurZDIZZDIZWq2Wk5MTkskkNpuNcrnM9PQ0h4eHuN1uUqkU4+PjQid9fs7o6CiZXI7Do0PEYjHintBVymQy5ubmCAT9JBIJrl+/PpjKSqUS7XYbr9eLyWQiGo2i1ehIJpOEIxHsTgcSiQS5XIbX6+0rYHTkcjlm+2Rqo9Hg7Owci8VCMplELBYjlUqZmZ4BEeRyOcbGxjg7O+PZs2eIugJurdFo8fnGOT8/Z2JqinanRT6fG2DSzWaTcDjM5OSkUEByOVqtloBH1+ucHh3TbreRSqWo1WqSmTSbm5tcvixcFPF4nMnJSZxOJ51Wi2w2S6fTQaFQ8GJ3F5lcjsPh4OrVq9y7d49SqYRUKkWpVGHQ61HKFZyfn+N0OpBKhc+wUqkQiURIp9O4XC5EIhHlSomnT5+yvLzM+Pg4jx49Ynl5Gb/fj1qtJh6Nsba2RjAYRKPVYbPZ2N3dxefzUa0Karu5uTkCgQAGg4HJyUm63Q7FYp7t3RckEgmcfRy60WhgsVg4ODhgaGgIo9GI3+9HLBYus3q9jlKpxOkUsGKPx4NUKqVUKgmTSzhCqVzCZrORyWW5fPky3W6XWq1Go95kY+MZIrEIjUaDTqtDoVAwPDTC2fk5Go0Gk9FIOp1maMjD6ekpCoUclUbD1uY2ly5dQiaVUCwKk75cLieRSAhNVL97bNRqFAtFdvd2cbrdTE5OUigUBjyZRCJBoVCwubGB0WCkWCggEovwjY+j1mrRaDS02238fj/ZbJZer4dcLmd0dITHjx9jsViwmM3IZTJOTk4Gz9Ds7Cynp8fMzMwwNzdHvV6n2+0iFktQqtTs7u1hsVjxeDxsv9ghHo8zNzuPx+PFYrFw//59VCoF9UqFSqWMRqulUq2RSCT4wz/8IwHaazQwm80cHh4yMzNDNBam3W5js1lJpVLC5JsrkM/l6XQ6TE1NEo9FaTYbnPcVbiMjI6i12r5SL4HL5eLw8BCb3Y5YIhYECHI5iXgCo9GIUa8nk8lisVmFRvfkGLvdjl6n4+z0lGAwyO0330ImkyEG9vZ22d3dJR6PMz8/z+rqKtvb2wwNDYFIRDaXZ3/3BUtLS6hUKj755BMkEgntdpt/9I/+Eefn51y7eo3HT55yeHxEtVJhYW4em82Gx+OhUCwilklQqlR0O11+9cu/YXRkGJPZwvHJMUNDQ0SjUd56663+e7KKRCIhHA6jVqspVyogEvPmW2+h1Wp58OA+er0Ot9vN/v4BcrmMtbU1tra2BEWmw8n56Tkms5nRsTE63Q6FYpFCscjE+Dj/93/xL1hfX8fpcKLTaikWi8hkMjqdDt1ulw8//PC7Kyh/+Rf/mnazxeHBAbOz8+TzeVwuFza7nXqtgruP8ZfL5QHJ02q1ePvtt6lUqxzsH6DXG5DL5ZydnREIBAR+4a3bJBJxHDY7rWYTgHQ6zdT0NLlCnrOzc4x6fZ/ENvHwwQMSCeEBMRgMKBRKFAoFqXQahULB1uYWb731Jp1Oh/E+cdxqtahWq9TrdVZWVuh2uwJRqdPSaDTQ6XRcnJ1it9upVCpEo1EWFhaIx+PEYjFBMqzT0ev1MBqNjI6N0e50cDqdpNNpgsEQYrEgQ3Y6HbhcQgfkdApd15MnT/B4PP2fo8by8jKhUIgvvviCf/gP/yFyqZRoJIrOoMdssQyUFzKpFDEi6vU6UqkUl8tFOBpDo9ViNBqp1So8fvx4ICCYm5sjGo2i0+n4/PPPKRQK3LhxA6PRSCwcYXZ2VrgYJGJEIgbY+vn5OfPz8wNuwtRXHQmXto52W5CQFotF3nv/fXRaHZlMlnA4zOXLl2m1WsRiMba3txkeHkEmlaHT6YRO3u/HYrEgk8mo1qo0GnWOj4+5dOkSIyMjNBoNAoEAWq0WkVjMwf4+w8PDTE1NcXR0hFKhGsi2u90uS0srAu/SauHxeIjFovh8Y8jkUtLpNJVqlXAoRDabZXhkhOGhIY6Ojrh8+TKlUolKpYIIMffu3WN1dRXvkBen08WDBw9IJhIMDw+TSqUQi8WYTCYMJhPZXJZAIMD33nl7UPhCoRD0L0a5VIa83yUC2GyOAcxULAoXolgsRq6UIxZLBkIPtVIFQCaTIZfLDZSEa5cuoZAJ3Mnh4SEf/OgDqvX6gCDe29tD3CdTR0ZGqJbKKBQKEokE0UgEncEgcD6ZDMPDw5hMJhQKBWdnZ4hEIi5dWiUYDA6eMZ1WC8DU1BShcJhsLsfOiy1GR0YZGR3haP+QZrNJoVjENz6JzWZjZHQUqUzK3t6eILCQyRkb89HtdMnnctDrUC2XKRTyTE5O0en1SKVSdLs93G4P3V5v8J3abDZ2XmwRDAbQ6/V0u10mJibRanWYjGaqlQpWq4Xt7S1q1QoPHj5iZGSEcrmMw+HA4XBQr9cxmk1YrVboiWi12iiVSvYP9picmGBifJzT01NyuRyFQoGpmWmBz9zcxGwyEwqF0Ol0rK6sUMjnCQaCFIsFHE6Bh+t2uxiNRur1Ol6Pl+GREe7ev8/5+Tkjw8Oo1SrarRbj4+MDdajV7uCzzz7rN0caga+98PO9N98ikUqSzeU4PT1FpVHjdruRy+VUSmUmJqeQSWWDBtbtdrO1tYVYLMbj8SASiZiZmeHXv/41mWyO165exWQy0el0qNVquFwuzs5OSCQSSKVSPB4PvV4Pr3cImUzOwf4BSpVSaPx3dlhcFMQSO9vbmEwmQqEQToeTYrHMwcEBSoWCbrfLf/Ff/G+/u4Ly7MkDatUav/n1r/mjP/r77L54wejoGHML82xvPadYLA6UCXqjQZCYtttoNBpsNjt379zhytVrtNsd9vZ20Wq1mM1m7HYb9XqNwMUF9Vqtj9G68AcCiMRiRGIRyXiCRDwudGY2K9PTU9TqdWrVGsPDw2QyGSbGJ2g0m9y5cwePx0M2m2VmZoaJiQmazSbdbpfPPvuM1dVVyuUyarWa5ZUVTk6O2d7eYWVlqQ/f1djY2ODDDz8kHo/zySefcPXq1QEE9+TJE/YPD3G5XFy9epV6rcba+mV+9cu/YXllBbPJSCabYWNjg/X1dTrdLh9//DHvvPOOoAQpFnnttSsolUru3bmLRqNGJpWi0WhQa7XI+1LNeDSG2WymXCphtVp59uwZ7U4HqVzO0NAwFouFSqU04I2KxSLZdAa7w06j2cThcPDs2TOkMimrK6u0G01SqZTwwLmdLCws4HK5KBaL3Lt3D61Wy8zMDHK5nGAwOOhOtFo1w8PDHB4esr29zeLiIsPDw+TzRUGKrVFz79493nrre6hUKv7lv/yXLMwv4PUOUSgUWFxcJJVKolSrqVartNstgsEgHo+HTqfD0NAQib4fw2g0cnFxgUKhwGQykU6n0Wp1GA1G7t+/j8PhwOVy43A4OD8/p1arUSwVabXbDA8PMTTkJZVOD1R69VqdXC5Hr9fD7XYh7Re6oD+ASCQaQKAKhYKtrS0qlQo+nw+VSjWYRLL5HM1WE5lMhtFkQqfTC7xJKolGo8VkNLK3t4der8flcqHT6Tg5Oe0Tn2V+9atf4XI5UGvUrK2vUywWGR4e4ez0lNmZGUKhEMlkkvfefx+rxUK1WkUmk9HtdEjE49y9c4cx3xh2p2sAFddqNbzeIQABdrNa6XZ7+C8ukEkkGMxmFErFoNF4edF0u10SiQRKpYLR0VEcDgepZJJYNEoqI/hATCYT8USCZrNBo9HE6XSSTCQQSyR02h067Q7NdovR0VG6vS7DIyMkUykCgQAqlYrlpWWUCgUX52ck43FSqRSX1tax2mxks1lUKjXBYIhcPo/H46Hb7VIsFNDo1CQSCbxeDyaTiW63SygUod3qUCwWmZ2dJp/P0e128HqG+PLLL8nn83z44YeEw8J043Q5USqVnJycolFr8Hq95PqQcrfToVKtEotGEYlEgoCoWBCgt3qD9bU1lEol1WqFUDCIx+Pl4cMH3Lx1E7lczv179+j2ely/dp2trW0MRgMrq6uk02lOTk6Ix6LMz82j1Wqp1KoY9Hqkcjn7e3vYbHbsDidnp6d9oj/L7373NeFIhB/96Ed4h72olIJc3u/3Uy5XWVxcRKvVMjTkHXjAvv7d7/B4PPzkJz+hUChQrVQolavoDHr8fj82mw25XMHm5nOuXr1Cs9nk22+/ZX5+DrFYQjAYBLEEr8eD0WgkmUzS6XQwGgw833iOTq/DOzTU/55U6HR6NBoNUomEO9/e4T//z7/DgvJXf/k/9UlIFRarDbVKRSAQxGA00G43+36KGFarFYvNRo8eu7u7GAwGxGIxMpmcVquNy+VCJhM6uvv376FQyFlaXGBrc5NIKMy1q9fI5nLk8nna3Q71RgOH1YZOrUEsFWMwGmi12wJ2XC7j8XiYnJiiBxwcHCACHjx4gNFkxDfmY25ujmQy2TdbyYhGo2QyGX784x9zeCjAXYlEHKvNitVqxWAQiqFWqx3ARqVSiXg8zvLyMhqNhtM+ZBaLxdh6/pyVlVWmJqcIBoPUGzWkUimPHz/mypUrpDKClO+l+iyVSjMzI5iylHI59VqdQlEgZW/ffpNUJoPZbObON98KZLPFMiD95ufnaXa6fQhxB4fDRq/Xo9VqMTY6ysXZOXfv3cXt9fD66zcGPpy5+Tk2n26QSqVYXFyg0WxQKpXIZrOMjIygUCioVqtYrVZisRhyhYJnT59it9tJJgUorFqt4vf7cblczM3OcX7hJxaL8d5773L37l2azRZTU5OoVGoqlQqtZhvoUSgKkM3b77yD3W5H2lcN7e/vs7W1hcViwWEXplO9Xo9Op6NQKHDp0iVBebK9Ta1WQy6T81d/9Qt+/OMfc/36dQ4PDzGbzag0GgrFAvF4HK1WB0CpVOTatWvodHqi0QiBgND5ptNpbDYbdpuNZ0+F6UwsFpHP5QUOQCRCJpcNCr/ZbEEsEdNut4j0DWA2mx2VSkUwGGR8fByRSESn06HVJ5m73R6lUol8XoCmRsfGgB5Go4FOr4tOp2N/74BIOILDKWD4IrEIpVJFKBhEr9cTj8cpFAqsX7qEWq3i66+/5vD4hJWVFWw2G2qNhkqlysT4OOVyGY1WQ6GQR6vRUq9UqbealPsel42NDbrdLiaTiXa7jUKhEPi8eAyDXk8wEKDZaOD2DnFycix0wGIxDrsDk8mMxWJmf/8AhULO2ekpQx4vM3Oz7B8ckM1mmVuYRyKR0Gq1iITD1Op1hjxeggE/9Hpks1luv/kmW9s7GAwGLi4CDA0NCbCSWIxCLqdcKWMym5DKJMTjcbLZLG6Xm1wuj8Viw+v10mw1iETCrK1dQqvWkM8XePHiBTKZTODQ2m0qlQoKhYK9vT1u3bqFyWSiXm8STybJpNOYTSbUajVKlYqLiwvUWo0wWTabGPQGOu02gYAfrU7Tv7CFd0Jv0NNud9jf28c37uurT1tYLGbMZku/SQoxMTGB0WiiUhEmxi+++Jz5+QXUajX1RhOZVEYkHEYEPH/+nCtXrmAwGqlUK+Rz+UHTenxySrvVxuV2cX52ysjIKGKxiPv37nHjxg3kcjkbzzYQ9XoYjCaUKqEYLy0LnjqP20O70ySbzVKtVIQm1W5HIpNRqTcY9npRKhRYLFaK+Tz+QACFXIHL7SIWi+EPBlheXkan03Hnzh3o9VhfW2dpaem7Kyj/w//1/zyQJbpdXpRK5YA0rzdqzM7NEovFiMfjeIa8aDTCl/LSuOcdGiIWi1Or1bh06RLJZJJoNILBoGd97RLPnz3jo7/7Df/p//o/5cLvR65QCpBVIs7F2Tk2qxWbzUYimcA7JMhJd3d3iUQi/OD7P0ChUnF0fIxcLsfS7/RMJhMXFxcC5upyY7fb2dvbw+VyMT8/z9nZGUajEZFIxPONZ+h0OjQaDfOLC9y5c4eFhQXMZjMnJyfMz8+TyWTIF4tYLBZBaKBUcnR4yMjwCMtLSxwfH7OxscEHH3zA4eEhVqsVp8dNoVgc4JC7u7totTqmJye56EsDR0dHBa9BvY7BaMJms5HLZNBqBEiu0+nQbApd8ov9PSxWG6urq9RrVcrlMtlMRtDXixi4/hVKFT6fj2gshlarJZtK06jXKZVKWG0Wdnd3aTabAyjo6OiIK1euCMS9yTQQU4wODzE7O8PBwQHtdhuHzY5EIqVarfH555/z1vfeRKcXPrdYLNFX7hX5+OOPWV5exuly8Ve/+AVTU1Osrq7SaDSw2WwoFAqSySSffvopH3zwwYCDUygUfP7ZZ7z15ptAjwcPHmI2m7l9+zbJRAqJREKj0aDZbHJ6cc7S0hLZbA6LxYrZbCabzdJoNDAajXS73cHko+ir5er1GjKphGAwQLPZ7E9BWux2OxKJhImJCZ48eUI4HObGjRvUazXarRZur5fT0zNKpRJra2tEIhFCoRC1Wg273U48GkOtVuNwORnxjlAsFgUlUbeLwWAgX8gTjoSwmG3Mz8/TaDbI5TIoFAJZ3e120Wg0VKtVSsUSYpEIi8VMt9MRpiilCp1eh1whRywSUyyWicXjVCsVvvrdV1y/fg2FQsHo8Ai1WpVqtYrL5UYmkw0UQXq9XuBSgIPDA2QyKdPjk3S7PeRKBSKRCIVSIagCQxEkEimjo6MU8nlarRa7L3aQyyRcunQJpUpFOBLh4cOH3HrjDaR9Psfv96PTakklk/R6PSRiCdlsDoPBwFvvvE0ul8fQF82k02k67TZanYZ0OsVi36gYjUaRSmX4xifQ6w0A5HJZzi/O6PW6uF1uMun04LuzWm0D/rNQKAiihv4zMDI6hsFoIptOk0qlANDqdCiUCpRKFSq1ik67w+bz53Q6HQAKxRxyuZz5+fm+EKFIpVLFbnOQzmRQKBRYLGbyhQKdTofTkxNGx8YE75fBSDKVFFRgKhUisZhgMEgum0UiFpPNZGm3Wnz44YeCjDcQoNlqEYlGqNVqzM3M0my3EYslggAjK/Ck0WgEiVjE2NgY4XCYR/2UhtHhUaxWGw8ePkSn17O2tka9Xufvfv0rrl69isvlotVq8Xd/+3f87I//mMXVVUKBABq1GrFITCGXR6lUolIpabXbHBwcsHJptU8RNIjGorhdbrQaDSsrK99dQfnmi08FGWy+wM6LHfQ6PbffvM3Z2RlfffUVV65cwWQyUSqVBEe3VssPf/hDfvvJJzidTianpgZS09HRUTafbzIxOUE2m6HXEcbaVqvFkHeIjz7+iOHRUUZGRlAphW7QZrPh9/sFzLhaQ6/XodVqefHiBb1ej6WlJaamprh37x4iMeRyeWqNBr1ej5GREUFxk8lisVooFouUSyWkEjGLi0uMj4+TTiZ5sfuCkdFRfvnLXzIzM8O1a9eQSqUcHR3h8/nY2toilUqxsroKIhHtVou93V329/e5eeMGFouVQrHAjddfJ5GIk0qnMRhNdLo9KpUK474xTo4F4cDKyjKRSIROpyNEXfSLhs1u41/83/4F7777HkuLiyhVSqKRGJ1Oh7GxMbrdLul0hmqjjkqlYGR0lLPTU6q12gB2yWSznJ2eIpPLMRmNyKTCpaLT6QiHQqRTSRbm56AHe3t7ON1OwpEoarUGk9nM7u4eH3zwAel0CqlYTKfdHrh7S8US77//PuVymd3dXaRSKZVqhfXL6/j9gpPf7RYusvPzc3zj4+gNBjY3NnA4nVQrFVQqFZdfe42TkxNyuRx6gwG/349KpWJhYYGD/X20Ot1gcjg9OUar0aDRaMjn8ywuLGKxWNnY2qTX6xEMBvn+e++jUqoIBAOcnp4yPDpCs9miUMhjsVjpdHv4fD6SySQiemg0au7evYvBYODatasDv4fXO4RKpWRvbx+ZTIbJaKTRaBBPJKhWq0xPT5PJZCjlC/REIrxD3v7nGubrb4QYjrm5OcLBEGKRcAGk0mmOTgRRxJWr1/uyZBuBoJ/79++zurqKyWTi6OiIer3eJ0YdPH36BLvVhtVq5dGjB+i0OmQKGb2eiE67g1Qmp1QuIRaLGRsbo1qpsLm5yRu3blEsFGi2Woz7ximVSyiVSsqVCmKxBJlMmBKTySST4xNcXJyTzmTQ63Q0W62B+koqE4qMy+UiGAxydnqGUa8lmUxx5cpVtDotzWYTkUjM0eEBbo+HTkcQdOj1emw2G6enp0QjUW7euoXJbKLT7uB0utjdPxhAjsVikXqjRqlcQq1SodVoKZVKgkenB48fP2J9fZ1iqcj2zg7FfIHl5WXBP9OPPBKgxhOGvUM8eSJYHIxGA8lkmqmZacwmM61mk9998zV6vYHxiXGcThfxeILjoyMq1SqlYpGl5WUWFxdot1vsvnhBqy1M/4G+XUGlVtNoNJBJ5ZTKgipyyOvl4PCAifGJgchGo9XSAwKBEHKFAplUQq/bxTfmo1KpQK834Pw6nQ7ZbI6z83OuXL3K2toayWSSWq02UKxpNRrq9Tr5QoFkUihYLqeTsZFR0qk0xWJx4J+LxWL86le/4h//43+MCHix+4J2u8PE5CRSuQK9XkujXiefzREKBnh47x7Qo1AoUG82WVhc5Ac//CH04M6db6lUq9Dr8c//6//2uysom08fkU6nKRQKaDSawcgfDoeF+AijceDwvDg/58mjx9y+fZujk+O+C3gCtVpNIBAAIBQKcf36dUQieL6xgd1up16v43Q60RsMPHz4EIfTybWr1/jss89ALEKtUhPwCyOz0+mg1+uh0+l48uQJBqMBlVLJ02fPuH7tGlKZjJHRUU5PTxkaHgagXC6jVCqRy2WcnpzSqAvFLZsVuoZsLke5XEYulzM3N4dWqyWTyVAuC+TU6ekpP/vDn7GwuMD9+/cHeHYymeTHP/4xxUKRYCiI3W5neHiIs7MzCsUyxycnDHm9vPXm7QGhqtFo8Hg8fPHFFwD9otLGarUQDAZ5/nyTyUkh7uDo8Jjv/+D79Lo9HA4Hsv5F0u62Cfbdsw6ni2KpyOzs7KBTPzk+xucbp91qoVApUatUBAMBtGo11UoZh93OkydPEEnEqNQaJqemBVFFR3Dnq1RKioUC9HrcvHGDaDTG3t4ebrcLnVZHuVJBp9OSSCQYHhmh2+3y4sULHA4Hi0tLZDIZzk5PB13V9PQ0v/zrv6bRaPIHf/AHSGWCWerk9JTh4WGePn3K8MgIvrExEIl48WIXpVJJNBImn8sxMzNDoVDA4XAwNjrG7sHBIIlga+M5JpOJ4eFhnj17xuq6kCvWbrd59OgxmUyWoaEh7A47qWQKn89HNpvuK9WUlEpFEokE+n6USz6fJxyKYrUKhrtkMondbqfRaJDNZjHq9cjkCqw2QW1VLBY5Pj7G5/P1O3Mxuy92cfXjiTxeL2KphFa7SzQaJRaPIZGImJ2dHcA/tWqNYrGAzWajUqlQ7bvkd3d3efr4Ae+88zapVJpAIMjw8CiXL1/G0b/snz59yvz8PGKxmFAgwPDwMO12m9PTU0ZGR7FYLIQjUarVClarDbPZhNVqQ6NWcXZ2RigY5PDwEIlEwpUrV5ifnyccjlCuVGh3OtRqddwuF7lMhmxO8LC4XE5cLjf7+3scHh1y7epV5HIZn3/xOSKRiNGREWq12sDsODMzQ6Pe5Ns7d7A5nCwvL5PLCaZki9XE7u4ua2traNUaMpkMOzs7NJtNQTFnMgnWA68HqUTKxcUFGo2GdDo9MK+azWbSqTTNRp2xsVGUCgW1Wp3z8wukUglOl4tsLofJbO5/T3B4eEgikeDKlSs0Gk2BP2o0kEoliEQQjUbw9aW+mUyW9cvriMVSOt0uKpWCZ0+eUq1WOD09RS6XMzU1xfHJCbfeeAOJRMbu7h7vvvc+TqeDSDiEUqHk7OyMRDxOJpMhlUqxeukSS0uCn6XWaBCNREilkgwNDVNvNNBptbhcbjaeb9DudJicnBxE0TQbDbLpLD16xGIx2u02r7/+On6/n7t373Ljxg0hL9DpxO3xsLW1w/zCrPBePHyIVqVEIZNRLpUEtW0uh0KlxOfzMTY2TqfbRdmHBX/0kz/47grKf/ff/FeDCeSdd94ZaOElEgn6l/k4pRK5XI5qpUI8Hhe6pTfeoNL3g9y8eZNOp8P+/j69Xo92u43H7abcl2Y+fPgQm93GyuoqiXiyT+jbKBSEIEKHw0EgEODBgwf4fD7B2WoR4JtEIkG9UcNgMDA6Osrnn3/B9WvX8Xq95IsFlCoVWq2GTDqNXq8nmUgQjUbJ5/NYLBaKhSJyhRyz2Txw19tsNlqtFjabjS+++IJarcb6+jp6vZ6HDx8yOTnJ7OzsICjSbDSRzQvKjWvXriGRSBgZHePs/JyTwyPcHoFYnZubAwRD29HREcVikdu3byORiPuy0DCpVJpsNsetW7d48OAhHo8HhVwhdD/9gu72uqk3Gng8Hs7Oznm+tYndbmdpaUkISjw/57cf/5bV1VX0RgOXVlfZfP6cZr2Ouy9xVigU7B8eUKnW+PAnf0C5XCYQCmG1WOj0fSeJeJxWHx5TqVSkUil6vR6hUGhwcV1cXAwu0263y8zsLOFwmOcbG0xMTAhEc7fLsydPyWQyvPbaa6ytr/N88zmJRAKZTCZwKFotOr2eiYkJnj3fBGBmeponjx/hcDiwWCzs95VgXUQkEgmhw0ulsVqtTE5Nkc1kaLRaFIpC8alWq5yfn/Pee+8hEok4OTnD6/VSrZapVAQP1enpCQsLC2h1OkrlMrOzs3zx+Ve43E7GxgTYZ8g7xMXFBSDE1LwMZhSaFDnpdBqDwcDsrPDC5nM55H21zsnpCdOzsyhVGkqlkuAJGPJQLBVRqVRsbGxgt9qEGJpul0gkglgsYnJykmAwiNftQqNR9+XTVbpdKBSLqDUawuEwYrFYkMDq9Tx78oSZmRmSyRSff/4ZDqeTtfV1dnf3KBaLWK1W7HY7xVKJ+blZms0mkb7KSSaTDaYlu81BsVikUC6xurpKIZ8nGU8wt7BIoVgEwGAwsLW1xeTkBHK5jHa7jdksJGZIxeJByOdHH33EO++8w8jIKA8ePGD9tdfodntksjksFjNOl0PokGt1Dvb3SfczyTxuN4o+XKdSqQZqTZlMxsXFBSKRiCdPnjA9PY3H4+HZs2cMDw/RrNfJZrNMTk1RrVT4zW9+w9WrV3E4nfQQYTQaabVaBAIBVlZWqFarRKJRUqkM+VyODz/8EcVikd3dF1gsFiJ906Lb7UapUgMitDo1SrmC4+OjgQrU6XTy5VdfYbPbufLaVdQaHbV6nU6nhVgkIt6H/UvFIvPz88I0ZzCgUChoNJpEYjGcdhsGg4HDw0O2tnZ4/fXXsTvsdLtdGs0muVyOxcVFMpkM9T6/qFQqkclkA9g0FAr14XUBzl1du0QqmaJUqlCrV6jX66RTKRbm55idniYejdFoNQUV2NEharUGq9VGJpNBJIIhr4er117/7grK//wX/4aRkRGGh4d5/Pgx7v6on81mSafT6LU6IuEw3W4XlVLJzMwMFxcXLK+s0Gg0uHv3Lqenp9y+fZtSqSSkEovFlErCyP6SoLt3/z63bt0aRHqYzWYqlUrf9yBhZXWFzc1Ntre3EYmEF25jY4Pr165jtwkfwMvLTqPTMj4+zieffEK5XGZtbQ2JRMIbb7zB0dERDx48YMg7hFwmQ6vX0Ww28fl8PH/+nEwmM/Cb+Hw+RCIRH330kRA50e+6FQoFer2ect/s9WbfWbt/cIDFamF2dpbZ2TkMegNfffUVk5MTGE1G9vf3OT8/H6iqHj16xAcffEA0Gu2PuXaUShWPHz8eyG9fSp/tNgcPHz5kenqayakJ6k2BfBNczwXqjTqlonABqDVqHj54gFarRSYTvDGhUAiDTkcsEsFqtQgGt3KFhYUFGo0mw331jlarpdlq0ut0kUgkPH36lHq1yvj4+IDs1el0rK6u8uzZMwH2u3kT79AQ0VhMgH3CYer1Ouenp2i1WibGx2m32vzlX/4l6+vriEQiRCKR0KiUy1jMZo6Pj9Hr9ThcTsYnp6hWq4yNjfHJRx8jlUlIpVKkUulBkF+j0UAmk2EwGPuihxQajYZ79+7RaDS4desWHo+Hw8NDwVk8MjIwXf72t79laMjL7du3CYVCPH76pF+MhwbSYL1ej0wm6xtlq7T7Dcbh4aFQKE5OWF1dZW5ujlK5TKfToVqtIpfJsFgsBC/8AkTRqHP1+nU0Gg2ZbBalUoEIEb/73e+QSCRMTU0NxA8vJ+MnTx6jVCrxjY3RajaRy4WGJxQK0ep0uHfvHnK5fJDc/NIjpZTLUavV/Kt/9eesrCyhMxio1xsAmM1mMpkMvolxAO7eucON129wfn7OkNeDve/76fV6dDs97HY7drsdmUxGJBrFYrOSSKToIaQHv/y7qalJNp4/Gyiqup0OU+OTAw/S/9Lj0mw12T88xOPxCPCfw4lEKqZcKrH7Qvi3bTYbGrWGRCzG8PAwZrOZZCpJJBwhEAqxvLKM3W6nUCggkogZHh7m4cOHdNodbFYrx8fHZLNZfGOjiBDyBPOFAlevXcNqtbK5ucno6Ggf0j5GKpXg8QxxcHCIz+fDarWgVgsmYZFIRK1W4/nz5wwNDWEymTGbzfR63cH9ZLVaaLeFWKF6vcHp6SlT0zOUyxVyuRyhSJh2q002k+Gdd94RMub60vcLv5/FxUVq9Tq5fIFiPo/DLvjLfve737G4uITb7aLT7bK7u4/X60Wv1xMKhVAoFINCazabEYlFPHr0iPHxcdQaDS6XayBIikQiuJ0u0tkMb7xxi0DATyIWJxwKYTQahQgirZYxn492u02hWMI35iMUDCIWi/npT3/6H6wTv3eW1+XLlzk6OiKZSlGuVtCo1SiVSnZ3dxkdHUUsETO/uEgsGsXjdnN2doZSpSKXz9MD7E4HCqWSer3O6Ogo1Wq1f1kKkRmBQAC7w8nPf/4nRKORgYv+pVtaqVSSSqcwW0woFHJkMhm5XI4HDx703bwlRkdG0Gg0fPbZZ/T6Lt9mo0mxUMDt8QgwyYsX/M0vf8nExAQz0zNYzGbK5TLn5+dYrVby+TxTU1McHBwIHUGjwdOnT2m32ywtLWE0GgceBJVKxdOnT6mUK1y7dm2QJLC+vsb52Tn/9i//LT/60Y9YXFxEIhFTq9foZDqk02mePXvG9evXSafTyOVynj59OuiUdnf3GB4eHqQxf/DBB0K0BSASiTk+PUGtEeDD8/MLrl2/Tqav2CqXy9w7v4dIBJl0mps3bxIMBDD3PSEajRqFQo7b46ZSrSKWSLlx4wadTgetjv7nmiUcDuHxePH2Jdijo6OcHh/jdrsH3ePLTlFIQB3myZMnuPr8STgcplarYbFYcL7+On/xF3/ByOgoGq2QeGqz2QgEAkxMTAxSbQ0GA3q9nhcvXvDo0SMMRhOFYhGpVIrFZiWfy7K0tMS/+Tf/E3fv3uW1K1cEbX8wyMnJKUqlErPZjF6vR6FQDBKXO50OQ14vL3ZeUC2XUWs0QI/ZmRnKFYFLUCqVjI2O0ajXOTs9xWa1UiwU0Gm1ZLNZtFot52fnZDMZjo+PMRgMzM/P993dSgLBAPFEgkqljNPuwOFwks1msDnswgXeT0ouFovs7e8JE3qrTTabFZIC6nVevHgxSCMQ/CNmCoU8iWRS8HiVyuzu7aFQKBnz+VhaEqTuS4uLnJ+fC0Wl1WL/9JTFxUX+s//sf0O5XOb07BzHiAC9qVQqvEPevkrJgsMhNCjXrl2jVqnwxedfUK83+OEPf8DW1rYQ1VMUJOJdev11EPsMD49i7kOMLztit8uNRiMojs5Pz4iptUxOCkVFpVINTI+NRgOxTIrZbO4b9ULU6zUKhSLpdJorVwTJq1wuG5hrd3Z2AEHBubi8jEQiQalU0my16Pa6qFQq3njjDfx+P1qtlrn5ORqNJtVyiY1nz7hx4wbRfqiiVCrltddeY2dnh3a7zc7ONq+9doXJyYn+c6Qgk0lTKEhptVoUCgWGhoZ49913GRkdJRKOoNEIakaVSjWYDr799g5+v5+hoSEhxj8W4/DomMnJSW6/8Yag7HM42NzcZOPZM9xuN5cvX8ZitZLuiwbm5xfwX1yws7PDm2++yeuvvy402woFDx4+RCKR0ut10em0guVAJsNut/Pr3/wGs9nMwuICP/zgA0wm08AbZbFYKJVKwrucSaNQugj4/eRyWQ4PD5H3IddUKkWtXmd8YoJKpYJcJqdSLgNC2sjvc35/Uv7Lz4QxvlBALJXQ6XQGH6bNZhuEQGYyGcSIiPYTeJudNmKxmE6nQygUolou4/UOodNqOT09w+VykS8UiYTDXLt+nVKxwN7eLp1Oh/n5edLpNKFQCJlMRqvVRKNTo1IqUSiUWK2Ctl0mkxEKhlCrBXdzOp2m3W4LqqT+RWUyC4qZYrHI+Pg4brebQqHAxsYGn3zyCf+7//0/JZVKUe/HrHz88cfIZDJu3brFl19+yfvvv4/D4Rio217uHvnmm284PTnlZ3/4hwMeQCKRsLS0RCAQ4Pj4hJ/90c84Pjlmc3OTDz74gK+//pput4vdbh+oMDKZzABSzGQyrK+vc3h4SC6X49KlS2SyWbxDQ1QqFV68eEEqleKtN27jdnuQK+RkslkSySQmk5GPPvoYt9vF6OgoGrUaqUTChd9PMBQiGAjwBz/5cX9ClLC5KSTXCunPp9SbTaLRCOM+H1NTUwSCQTxutwCxuVyMjIyQTCRRa9REo1EMBgP1eh21Ws1f/MVf8MMPPiCXz1Ov17FaLFisVgoFIYLjxo0bNGo1gQAPBsmkM0ilUvx+P/ML87Rbgpeg1WpzcnrCa1evcXFxgcViodvtcnIkTBkvU1a7XeEiaXXaiMWCw/327dsD/shsNgtxI4UCNosVESCVSnnw8P5g8pHK5WQyGcbGxggEAsRiMZYWFwXY9IsvWL10iWQqRbfb4fL6ZULBEN1ul1arhdlsRiqVcn5+zsnpKelMmrff/h4GnZ5SqcRnn33G6OgYy4tLhMNhDCYjtX7EjE6no1Iu0e50WF1ZpdlsUiyVqPbz2wRiXFBlKZVKZmfn+Oijj5ifn2doaEiYmKoVQqEQzXqd2dlZ7t69KyQwGwxMTEyQyWRot9tkc0IWXDKVEpIVxGIKxcLA9yUWCQjByz0xBoOBXk/A5A19wcTZ2SkLi4vM9BMQ7HbBE5TJZlEoBPFHs1EnFA4TCgbRaDQoZHJBaRiNCns5lErOz89ZXFxkZl4w4Voslr68t06j0Rhc4IFAAHo9FubmicfjTE9Pc3p6KiRZLC7Q6xsjWx1BLvxy8my32wOiv1AoEA4EUchlvHn7TVLZDAcHBzgcDiqVan8VRZQ7d+7wZ3/2Z+i0Oqw2O9VqGb/fTy6Xo9PpIBKJuHrtKtVKFZVKMKO+nHhB2D2USCQGqepvv/02S0tLiMUSkskUOr2eer3Wtzl46fV65LLZQdRQp79X6OV+qFq1ilKlwmI2o1Kp2Nza4uzsjFqtxu3bt/ld349isQj8nUgkRiKVoOmnI1QqlYFQIR6PD9aFnJ6cIKaHy+2m2WrS7k+SVouVQCCIy+XE6x2iVq8hlkiQS4VG12gwMjI6wuXLl7+7gvLlpx9Tq9WYnpnBHxRePCFpU4Tf7ycej9PtdvF4PMgkUkRiEaFweAC3vJQQi0QiatUqE75x9HpBzimSiNna2kIulUGvR7PZZGpqgnA4TC6Xo16vI5fLGB0bI1fIMjk+Ti6Xp9PpDgpHKBSiXC5j1AukarvTIV/IUy6Vuby+3seduwB8/fXXTE9PC/4GuTDttLsdgsEgk5OTAMILXixiNBq5e/cudrsdi8XCSH8K2tjYQCqVDvLKTCYTZrNZkBiWyzTqDSqVCnfv3efHH/4Yj8dNMpkcLO1ZWVmhXC7T6/WwWq3odDqOjo6Q9yNOXsbbx2IxQqEQIpEIncHAzMwMvV6PL7/8kkQ0zve+9z1i8RharQadQYhyf/bsGWq1mqnJSeJ9b1Cj2eTw4ACtVovD4Ri4bl86r1UqFdvb26yuXMLhtJNIJAaLv2q1Gq1Wi6tXryKVSHj08NEgAmVkdIST01PMZjMvXrzAbDYPlF4jIyOEwmF29/Y4Pz/n3XffJZfLCTxApUIqmRx4al5eLC9evOgn4yqp1uuIxeLBSH96cozT4WBhYYFyuczJyYmwbMzlwGgWlk9ZLFbkEqkw8drtQpBpsUiv10MqlRKLxei0W2w8f87yyjLFYnEAxaZSqUHsz+uvv0631+Pu/fssrywLu1Z0emHJUk5YVra+vo5SqeT0VLhso9EI5v7v0O12qdfrLCwsDpzwxWIRu90+SP5tNeqIRCLq9QaVcoVKvTbwi7wMqBR4AjAaTYPEV7VazcaG4Cuanp6i2DcJPn8uGIxfQrUvY11MJjNymZxHT5/gdDrx+XwD1321WsHpdBKPJwj6A1gtFra2thD1FWyTkxOUy2W2t7fxerxotQJXIJZKKPbhaofDQa1SpVqpDKDAmzdvDt6PWq1GMBgcyHwXFxfpihDc7UYjvZ7g3RkaGiIUCrGzs4NIJKJRr+NxCc/RyxSLWq1GrdFAq9MOYpfG+gnM0Vh0IEgxGo3UqjUUMhknR8fCNOZ2sb+/T6fTYWJigtHRURqNBpFIhMV5wQB6fHqGSNQT/tviIohFQgOg1fHrv/s77HY7a2trhEIhEomE8J5NTbG9vY1er0ev1w+gapfLhUajxePxotaqiEZjqJRCunMmkyGVTLKxsUGrn3ggl8tZXFzEbDJxdnZOOBLmnXfeIRQK4XIJP/vCwoKQKiES8Xd/9xvS6TR/9md/JvisspnB1PQyTcLhcBCNRikWi1TLZZwOO+lMhmQqyeqlSwLHYrVTqVQJBoPIFPJBSnc+LcT1TExOcH5xwR//8R9/dwVl47GwAySZSoFYxPCwsNfE5XIjl8uQyaSDbX/plPDg1Ot1EukUN2/eJJ/Pk0ymBTVLrUqxUGR+bg6FUomyT/Te/eZb3njjFt1ul4ODfUQiEXa7XXDvxuNMTE0SjoSFDDCVErFIGAVfBkOenZ0J3Wyni9Vmxe/30+l08F9cYDQaee3ya2xsbAwI5EKxgE6vH4yh5XKZqakpjEYjAGKxmFarhUqlGjzQ8Xh8EKUxPz/fD0gcG+jqXy7Q6nQ6xCJRIbKkVGLc52N8UtgQ+HKRjkQiGLmEh3ehH0kiSAYT/RgQnU7HxcUFi4uLhCNCTHitWiWXyxOLxrh9+zaZrBAqKOtHJOzs7FCv15nrbzuU97vwpaUl9vf3hfhurxAEGA6HqVarLC8vY7FY+OLzL2g2G7jdbs7PzllfXxcSdkNhgbAuFllfX+ef/9f/LW9/701EYhE2u525uTkePHgwyDIym82C6MLjQaPR8Fe/+AWXX3ut3xzI2dzcFDKN3G70BgOPHj5kZnZWIJdtNuqNBtVqjWaz2S/iakqFAsFgkEajweLiIr/61a+o1ar8/b//xxgMJvb2BNK5Wq0yOztHs9lkcmKSUqnEo0ePkEqlKBQKzCbjQHXW7XYHisVYIs6TJ08GHibv0BBiqZRr169RKpV48ujxYANpOBxGKpUyNDSMzWal1Wqzt7eHySQ4kF8WjXQ6w/z8/KABsdkE4t1iNmE2mfrpDHUMegMv9vcYHR3F7/fjdrv78IyEb7/9lmJRCBidnp7uv0sJRkZGhNj//nbQl8vBjo+PefDgASqVitHRUdbW1jk+PiaVSnHr1i2CoSAGo1Eg3w8PKRYKyORyJicm0Ov1nJ6ecnF+wdT0FKVSCbfbjclkotcVjKpKpZIvvxREKjdv3eK0nwwgFosY8ngZHx9nzOcjEAiyublJOBzm3Xffxel2IZXJyGWzxKIxer0eY6OjaHQa8tk8FpuVHkKhCYVCHB0dcfPmTS4uLkjEYlxavUS32+V/+B//R/7j/+Q/xtT//Mrl0iAMNRKN4vV4aTabNFtN1Ao129vb3Lh5k9Oz0z5vIghAPv/8UyEotFpBoxY6e6VShc1pFziOdpupmWlEIhFKpZK7395BoVBgs1jZ2tri6cYGc3OzTExMMDk5iV6vp9lsChs2VSqOj4+5du0a6XSaZrvF8LCghDzYP2RpcZF6vU6hUBgIHNRqNTMzM2QyGb755hvUag0KhZy1tXVkMjkikWhgPj49FX4XYPBvSaQSup0u6UyaGzduUiwWsNsdwuIxrYbdnR3KpSIrKyuks1k2nm8wOTnNhG+cfD7Pn//5nzM/P8vP/+RPKBQKHOzt4fUO0Wq2uLjw85/84//Vd1dQvvnyMwFK6nTQGwzMzM4SCAhkjdFooNVsEI/H0Wt17O3tk81m+eCDDyiWS2i02n5Mh3YANWSzWT7/9DP0Bj0T4xMUinlaDUEi6PONDbqU5eVlyuUysVgMnV4v5F2ZTTTqDXLZLMlkErlCgU6nxWQyIZPJaDab2O128rkcmUyGBw8e0Ov1uP3GbdLpNM7+9jOpTEY2m0UqlfIv/+W/4ic/+RC9TofZbEaj0dDtdUkmU33iS0kkEiESjiCTyxjz+SgVizidTqrVKrV6nV/9zd/gcrm4efMmrVaLjWfPePt7Qv7T/v4+wVCQn//Jn9Dr9djf32d1dVUwXp6fMz8/SzAYQqMRVBm5XG4QIKlUKkmn0wPF0sjICKVSieOjE5RKJR/86ANevNihJxLh8/n48qsvUcjliIB6rc4777zD/fv3mZiYQKVSsbe/P1idKpVKOTs9xWAwcPnyZeGz6nT6kf9CcnA4HCKRSFIqCabO22/cptPp8OWXX9LudhgfH+/nqil49OgRvjEfWp2Wr776iu9///tYLBbOLy4GIZ3NVmtAKg4NDVEulwkGg0xPT2O1WgmHw/h8Prq9Hs0+h+V0Omk3mwSDQYaGhlhdXWVzc5NMJsP4uE/YY5PL8uzZM0AQa7Rb7cG2yfPzc27duiVM07Eobre7r/46Qy6XMz09g9EkNBIvY10q1SpOj5u5uTnOz85otzuU+pE0er2eQCBAvV5naWmJXq/HJ7/9LWazCYlURjwWY35hoV9MnjMzMzPINnv27Bkry0t0Ox3q9Tp+fwCXy81rV68MOJ98Po/JZKJarQ6ajpc7cvz+C5xOJzabjXA4zMnxMZ1OhzfffJPp6WmODg95vvEct0cw83o8Hvb39zEYDExNTfHRxx8Nmp/1tTVSqRSPHj3i/fe/T7fb5fnz5+TzeW7dusXZ2RlSqXTg93hpHQCEZs3vZ2J8ArPFQrFYQCISY7PZMJpMnJ2f8+/+7f/MjRvXuX37TcQyqdBkxhN43W5isRgmk4nTsxNcTjd6gx7v0DD1Rp10P5vvpTfH7XIR8AcEon1iHI/HMzAdn5+doVDImZmZwePx4Pf72d7ZYX19nVKxTCgUxmA0CEuv9g+4evUKUqmUVqvJ7u4u4h7cunWLRCLBgwcP0JuMTE1NIZPJEEmEplUE7L4QzMBupwuLxczQyAi/+Pe/4PXXb6DTaRGJxLzYEabT9fU17ty5IywBczhIZzPYrDaSySTT07NUKxVsNhuNRoNGU9gHVCqXqVYqVCpVnC4nw8NC1l232+X4+ASXy8Xm5ibT09PMz83x+MkTrBYLgWCAxcVFjAajEH2fTBIMhbDb7dhsNs7PL7DarMikUr756itu3LqJXKFAbzQSDkc4OT7h0uoq5VKJF7s7Azh3anKS8/Nztra2efedd/npH/7hf7BO/N6kfLPZRKFQ0KlWMRoMvNh5gd5gELDtk2OcdjvLi0t9t6kYkUiEw+HEZrOzu79HPJEQFsT0gwdNJhNLK8vIpVKmp6Y4OTmmXq9jt9v57W9/y9ramrApbncXp9PJ6ekpyVSK2fk5xsbGhC2EcjmNVotcoYDBaODJ06fYbDYhsyiZRKFQUMznaXc61Gs1Hj1+xI0bN9jf3yeZTDIzM0M8HufGjRv82Z/+qQBdzC8Qi8V49mwDvV6PxWIhFo0hl8tZXl7GZDRjs1tRKJXc+fZbIWxQIsHpcPDWW29RrVbp9Xp0OkJszNHREVNTUxQKBVKpFAF/ALdHSI5Vq9WIRCLW1tYwGPSIRGL29vb7PpZhYQFUvzsMBAKcnJwIgoZKFbPJzJUrV9jc3OT+/fuYzSZanQ7Hx4csLMzhcDgoF8t89ulnPHnyBKtV6Kqmpqc5OhaSTA39XSzJRGJw4UxOThKLCpLVWr2G0WQkXygIY++5YICr1WsU8kJWW7VWxeVyUSoJC87EIhESsRilUsmtW7cGYZPTU1M8fPhQUE3197C8NCr2ej3eeecdstnsAP/N5XIYTEai0SjpTBqdTsfUxMRgYsxms4MVxPl8gXQ6JSx2Gh2hWCz3o3HixGNxxDIpNoedWCJOtA8P+oMB5ufm6PaE9IJ2p02xVKLdD3j0eDxI+uo/hUJBPifIeScnJ4lGowNs3ePx4Ha7abVa/L2/9/eoVspIJFLOzs//P+C2TqfDzs4OY2OjLC8vCTLTrqASGh0do9ZocO/ePRQKRd/QJ6RMJ5IJXE7XIBxwfHycxcVFQd3UD/DU95ctZXM5zi8umJ9bQK/To1AqePr0qdDo9ZV5zWZTUIzJpIyODJNKJalWK1y+vA70qFYqaNWCLL1cLlOr1dDpdExPT5PL5QYcVrPZxGw2s76+zvn5Ob2esEFwe3OL/f193nzrLRYW5vnwJz/GarWQSqWYXZjn+PgYp9OB1WYjGAySz+dIJpPs7x3w9ttvc352Sqw/nTebTSG+PZVEhIhiuYRvYpyrV68Omsz79+8x5PVy59tvSSYSjIwMc3x8jMViRSaTMT7ho9lqDr4vuVyKTiesHXa5nIL/LJ1Br9fT6XR49913OfNfsLq6KvA06RS5XA6xSMzc3Bwnx8fcvXsHk9mCSvOcn/3RH1EoFDBbLISCEYxGE3a7jWazyaVLl0ilUkI+YdlJIBAgmUiwsrzK/v4+0ViM6elpVpaXOTs7w+vxEAgEUKo02O1OOp0u1aoQ5fRSGHTr1i0kYgnnZ+f0Ol2ePn3C6uoKAf8FT/oQXKVSoVQuo1Ip2d7e4saNGwOT7uX1dZrNJtVaHZ3BSLVaFawQOh3tZotGvU4mk+Wdt9/m4uKCVCrFtWtXkfR39/yHzu89ofw3/+X/gZWVFba3t0lnMlisNrxDQ8JCmeUlFAoF8Xhc2Afe6ghEqM3G0tISwWCQsbExyrUq0WiUer0uxIFks0jFIpaXlsjn80LypkrFyckJly5dwmw2D1y7Wq2Wo+NjIrF4PxLFxM7O9mDsBfjd777igw9+RCaTHpgtIxEB15b3VWHifhSCUqkk1o86V6lU+EbGODg4GFzmDx4/4uLiQlBJXfjZ2dlheHiY1dVVjEYjW1tb2Gw22r3OIHxyfX2dQi43gJmi0Sj+Cz/dvsu9VquRTqcFbNPlZG1tjePjI7LZDG63h5GRUX71q18J0RZKpZBQK5dTq9X65rsSRoOJre0tSsUiMzOzwhoAk4liuUg8Hken16HXCw7mVCrN3Mwsx0fH+P1CvEcmk+HW7dtsbGxgNBqZn5ujWqlgMOjZ29sdkI4voaCxMUEmPN0vvqcnJ1y5coUXL14gkUjIZoV96yqVikcPHlKtVgcxKnqjAaVSyY0bNwiFQvj9ftbW1vjqq69Y7z/YL6eubreLSqNBLBbz7NkzjCYjWp2GXq+H2WQmlxV8DS+j+VUqFW63m1wuRyqVwuWwc3R0xGuvvSZs8cwXef58E4vZwtXXr1Ov19Hp9JTLZRKJGNFodLCa+fDgAI1WiLnR6/WD2He5XE69Xu9r8UVotdqB9+Sl5BORiGQyydCQIDR5cP8uc3MLg2Ip7Uuaw5EINqsVlVqFTCbjwf37mIxGspks3uEh5AolIpGI+/fv4/f7GRsbQ6aQ89Zbb1Gr1Tg5Ohb4kj4vYjAYBmmyL6WrWq2W7e0dxkZGMBoMnJyeDNJ1p6enCfovBLWP18vs7CyhUIinz55iNBm5du06G882KBVL1OsNpmaEabFcLgsrY7VanC4njWadVCpFpVLBYraQzWXptXuCvNnn4/DwkHQqTafTwTvk5fUbN4hFY6RTacxWKy92X3B5fR36mWftdhu1Wk2r1SKdyQhRQz0hrqZWqzEyNsrm5iZKpZK52VnUKiER+6UIyGYReMtvv/2mL5ZosrS0RLcrbIudmp4hkxVMrS9z4prNRl8B2KHTaVMuFgkEAoOk7Hw+j0whJxqPk85k+OlP/wCzycyLnR2kYiH6p9VpMzk1iVano1FvEovFaTQaTE5OUm/UyeUyJGKCefH27duAsJMnny/g842jUCoJhUL0ej163S6xWGwQ6+PxDvHw4aOBrLlerbG3t8f8/DyKPqwtFovZePaMR48f8YMffp9Go9Gfdv2808/NOz4+pt3p0Gm3MRgMRKNRGrU6eqOJar02gD2jkQjXr14j4A9w/8FdlpeXmZ2dpVQq8eDBA2ZmZ7FYLNy4ces/WCd+7wnFbnegUChxOl28+/77WKw2on0sr95skUimODw4YGR4hEqtgtlqRiQRce6/QC6V8eLFC+wOBzKJlI0Xu0xPTzM6PMyTx4+p14R91hKZjNExH1a7nXQqzbn/QpDa2e3Mz89js1qRyxVkM2likTATvnFCkTCOvhb+gx9+QLctkKeVSgX/xTlWq43joyPqNSEC/ubNm8hlcrK5LGP9xNVoJML29hbNRhObzUq1WmVyYgKNRkgsNRmNjIyNcnhwSLvdRqVWY3PYyWazjE8Ii8SCgQD7e3to1IL66cqVKwMFUJceWr0OqUyKTC6n1+uhUqsG3cvW1hYSqYzxiUmWlpa4uLhAJpOiVWtwupzkczmCwSBTU1NYLEYkYiHb6GX0idFkxOv14nZ7ODk5RiEfQSqVkUykcdiyTE1P4/P5aDYbbG5u0mm3sFstwgRiNJDLZvt6+TxPnjzlzdu3OT45EfD+XI5IOCwsSrIKa1Ffeh/KlQr5ghDSt9Yn+Obn54nFYlSrgiJGJpNRyBdQyBVCgGAkzPz8PDKZDL/fT7VaZWZmhvPzc0LhMIcHB+xs7/D9H/4Am8WCWCzm4f0H0IPZ2VmcTucgoUGtUtFqNLgoFRG7nSwsLrK7L2zv63banBwfIp6eJRaJCOtSex2kEjGdtsCBff3116ysrLCyssrFxflgkVOv2yUQCGAxmwmFw0ikUmGXjlZHu9UiGg6zfumSoFaLhKlWymxvPhdiNyQyzs/OMej1nF9c0Ol2EIv+37s3rBYrNoedTqeD2+ulVK4SDIZxewRvwdLSCuMTk9htdhBDPJYkl8vx9jvvsLOzw/HxEZMTEwIUqlDQ7bRJJRMkEgk0Gi0KuQytVkM0FqVYLGA06lEqFXTawuQlLFnTE4tF+OyzT2m1OyhVaj799DMadQFeeen81+v19Ho9qtUqFquVQL8p2d/f5/Lly8hlcrxur/DOV6vs7OzgcrtRqlTcu3eXHh2++KzCzPQMjWaD46MDxkZHKBTy6DRaqtUKsWiMhcUF0tkiSrUKiUwg8RcWFoSI/XiCXCbLXP+ZCQSD2KwWRCIRR0eHHHQ6rK6u8sd//+cUiwV+/etfc3Z2gVQqRavVYrFaEEsk5HI5EokElUqFoaEhqtUao6MjqFRqopEIz54/Z3pmlk67g0KlpNvtEo/HUKs1REJhUomEsDJh1EMylUbUaHB2eoZao+HOt3dptVq8fuMGMqmUQr6O/yLQj90XOI9MJo1SqRIy0foRT5fX17m4uKBQKNDr9fB43Oh0WgJ+P3a7lXA4JAge6jXeff896PVIJlNIpFJisTin5+dMTU8x5vP1VYPlQVCnXC7HYDDy208+Ydw3jtlspVyuMDI6ytj4OGKRiF/81S945513eOPGLY5PTvj8s8+YnBpnfmGBTDpDvV7n0to6qWSKudn536tO/N4Tyi/+3V8yMz2DRCph+8ULRsfGmJiYEPDUXo9QIMjDB8Le5ZW1FfLFAtlMBqVCjUwipdvp0Gq1Bsm2L2WCsVgUqVTC0tIyXZFogAsL0kQb0UiEUCBAu90eYLhzc3PCIiqfD7lSQS4jmCt7vS7dzktJp4lqrcprr702UFOUSwLp7na7QSxCLBZzenbG6MgIz59toFIqaTSbjPnGyeZzGE0mej3Bz9JoNDDo9aiVKhrtFvV6vZ+ubKFRr+Ow2ymVSgOibWpqCq1WSywWo1arYTabOT8/H2CzFxfCQ2+1Wmk0GlwEgkxOTqCQyYTYie0tpqem6PazqoTEZhkOh0AYnp6dMzM9CwirXYeHh3EPealWq4Md6fV6vZ8wKyedTBKLCStFa7XqAFYRuC0dPp+Phw8fEggEuPH6DSrl8kCIcH5+jkgsZmx0lEQqiVwuZ3h4mEarRTKRIJNOM+TxotProdej3qiTTCSJJxIsLy9RLBQJRcJ4vV7MZiOJRGoAQbx48YK1tTVhS6VSSa1SZWtri6+//pr/43/3fyKTyRAKhQZKGqVSidFoJJVKoZDL8PR9MTaHY5AyUC6XmZ6cZn9/D5fLjdPtZnNzs7/jJoFWp8PS/9ztdjv5fF7Asht17FYr3W6Xb775BpEI3nr7Her1Bo1Gg0w6RbFQIJ1OMzzkYXJyihc7O2j1Qo5UKp1m3DeJXC7H7XaBSMTTp09ZnJ9nemaGTqdDNBrFZDJRKJXw+wN4vcMMDQ3R6XTY299jZFiIg5+fn8ftdpNMpqjVqjgcdp4+EwQDTpuNer1OrVoRlnapVITDEZ492+DnP/85wWCQWq3K7OzMYMdNrVYjlUySTqXRG/ScnBwxMT6BwWhmaHhEcIpHIkxOTWG32/nFX/0VF/0tf+vr61itVoLBIDqdjm63y8rKCt988w29LtgdNnpAOpPh+vXrGE1GIUU7l6VZb3J6esrJyQk337jFxMQEv/71r1ldXcVsMhO4uKDT7eIaHsJssSCVSKiWq+QLebLZLH6/n3Gf0LTZHXboB6A+fvSIfD7P97//fcxmM4FAQNibrtHwYmcHhVKJ2+XC6XLzxZdf8tFHH3H9+nWhsYDBBlelUkmhUMA37uPp02eMDA/TaDRIpVIsLS0K8Ga7zeHhIeVKlfXXLjM65uPw8AitWkW5VKHb7TI2NjZI4+71ehwdHfH669dRKOTcf3Afp8OBwWDk8ePHHB4e8sd//HMajcbAwL2/v8/PfvYzotEwF/4ARoOxv6JazcHBIetr6zSaTdxuNzs7OyjkcoaGRygWcwOZebvVEjZR2my0+pFDe3t7vPfe+zjtDlqdNvlCnoXFRTrtNp98/Akjw8NYrVb2D/aJx+Osra2iUqnI5wvk8wUWFheh1+OLz7/gv/zn/9V/sE783hOKWqsllc0M5G3hcBiTycT5+TkqlQqHy8nV168TCoX45NNPB2thu90uXXGXcFi4UJLJ5GBpzOjo6P9COdXFbLMOUlHz+Tya/o4OtVI5uCRfxsb3RCBTyNnb2wNgeHhYUHz1d2xLpRI+/XefksvleOedd3B7PIwMC//exvPnOF3Ogd4+kUziG/cRDoVR9L8cq802kAvPzMxg1BuQiiVkMhkMJiGh2KDXY7NYyGazhEIhYrGY0B13u2xubgowX7lMKBQapI++3FnudDr54ssvGZ+YwOPxcvPmzX5gXwKLxcLU9Axuj0fYRpcQguKarTahcBSzxcLS8goKmbA06WU0u0QuG6x8ffLkCT7f2AC+0el0HBwUiEZjdLttUikhuddgMDA8PEqxWKTb7fKnf/qnPHv6lM3nm6yuruJ0OnnjjTfY3NwUHL+hkFBcDQZ6IhEnx8e89tpr6PX6wXccCAWp1WtUqhUOj44AcLvdqNVqgZT/X0iyb9682Xf6a/oKLLMg4+6/xJlMZuCT0fYXi3U6HSqVCoVCk+2dbS6trHJ2dk6hUKDRaOC0Cy/v5ctXEIvFbO1sk05nMOiNmE0WgpFwHwLTUalUkEqlOJ0OIRfu8WM67TY/+MEP+Pf//t9Tr9UZ6qu6yqUSTqez7xcqEIvHMJqFDKqVlRV6iPjiq9/x3nvv4u37DSrVKiaLhW6vh1Qmw2SxYLPZGBsfR6lU0m63EYm6dDotatUKUqkYr8eFVCIiEg4SiwurFRLxGEa9AZfdTrPRYOtgH7vdhlwuG3Abb771FtV6nXQ6icPh4O7du4Jazevl7OwMn8+HRq0hFotRrzUpFEpo9QIs/PIzTiYSlEslCoUCo6Ojg8V5L2FdpVLJ8PDwILn40qVL/Qlbylg/8+olzKzVaGg2WoyMjBCJRAZbNu12O9/evcu1K1dYXF6ikC/Q6nQpF0ukU2lmpqag2yUeiaJVqVHIZOzu7lKrVtEbDLTaLXz9rlytVrO1tcW9e/e4ffs2Wq0W7/AI2WyWerPF1vY2IyMj/NN/+k9x9/1UT58+xeVyYTKZ+N3vfofVaiUajRIKhRGLhHw1pVIwU05NTaHX6UgkEhwenbC0tEIiJijsAv5zVi+t4XA4ODo64vziYiBAcns8dOnx13/zS6FYh8Ncu3ZNCH1dWhls0EQkotPt4hsfp95oYDAZUScTSCQiVpaXePToCb1uh6+++oLbt29TKRexWkzs7Owgl8vQ6bQCBFkWIvO//vprPB4P8wsLjI6OMDo6Sq0mBLu+duU1Wm0he6/b6fDaldcEf1o4RKVa5a3vvcXx8RFisZjh4RGqlRpPHj2m1WoN7BTfWUFZXFyk1U8iHR8fH1ygY2NjZNJpesD29jYzMzPIZBKMOj2Svm4+GBA6TADEYuQqJbliAf/dOxj1eixmC5FIBIPZRCQSoVgsCjvAnU7kMik+n2+wdKder7O4uMje/j7ffvstDocDj8fD7Owc7XabWCyO3mRmZ3uThaUlcrk8zze3MBtNnJ2dYbPZqNXqnJ6cIZFJWb98GbPZzOnxETqDIPtTKJVk0oLE+eWFk8lkOD05odsVJMkLCwucRqPsbG2zvLyE2WRBLpdzfn6Ox+MhGAxycXEx2DeSTqdZXl7m6dOneDwejk9OMBiNdDrdwSbBVCpFu92h2WpTqdZIZwSSemp6Bp1ez4udHRxOJ0q1CrvFSjqZYnR0VJBVJhKk0mlmZ2eYnpyk02py//59/vBnPyOXyxEOhZifn0ev1zM7N8vZ2RmVcgW9Xk+r0RTG7m6PZ0+eYrXZODw6Qq5UAKDRaLBarciVCrL5PB999DGTk5NMz84yNT1NNp/H7fGg0+kGeWcvu6ZoNIpILEaj1RIM+PsKOh0mk4mTkxNEIhHdTpdoJEokEmFubh6xRISon2tmtVo5PT3tG7kseL3ewYK0VquJSqVicWmJJ0+fConEKjVjY2PCeoH+n5cWl5CIpX1SfAy7TeAGRL0exUIefzCIw+FAJBIRDoVo9VVoP/zhD6G/ibPX66E3GFGp1YPf8eW6BpVKjUKhxGS2MD83TygYQiISo9frsVosHOzv89577xHp7+KpVipIpFI2nj9DJpVhNBopFPL4fGP4/X2JeDhEKBQiGo3i8Xiolit9iNQNdAexH+12m+npaaKxGBarjePjk8FWyBs3bgzep0ajwf6+IMWXyWS89fb32NneEeDaYFBQa01M4PV6+cu//EvGx8dZXV1lcnqazY0N0uk0Pt8YvV53EEj6wx/+EKVSyXh/G+Ls7Cz3HjzAaDSSz+fZ2tyk1+3isDu4fv065/6Lwfs1PT2Nx+ulUq1SKBSx9ldZp1MpHmWzjI+PMzw0JEBV8ThymYyx0RGUKiU7u7sD34pIJCANIEKt1jAyMopcHhN4EJmM669fF/iZlBAi+dd//de88cYblMtldnZ2WFtbGzQoUomEfFbI4qs3BMl6qVQi4A8wPj6BxzOEVCb41s5OTgVrQCxGIpEgHo/j8/mw2+20222GhoZIJlPcuvkGEqmYfDZLs9lib2+XsbFxUuk0f/u3f8c/+Ad/SrvdZG9vj3q9zvj4OKVSmWJBUFSOjY0yNTVBMBhiZ2cLv9/PG2/cRqGQo/5/sfafQXKY+Z0m+KT33puqLO8NCgWg4AiQbJJt1E12t1qmddJo5GZ25uImYuI2Zm8n4j5M3MXFxexGXIxZzWp1Y6SW1E6t9t0kCBAkvCkA5b3Lqsqs9N7b+/Amcvc+qT+IH7sjGCAqK9/3/f9/v+fRqiiXy2xuboq/505Hq7+/n6NgUDD8jEZevlxieGSYtbU1enr91KoVbDY7crmCOZuVv/3+9/nggw+EKXdsHIVczvraupDfxWNCq+5y/krnxK888nr+/CmxqLg9lwpFjoJHDAwM0tcXoNVuo9ZoukvMcl4gFMLhMGtrayLSZrFSbzSwOxzcvXuXubk58vkcWrUwAr569QqNVoPNLtIZmYxQpyYTCXr8fnRa8e/f3t5mamoKmULO88VF3nrrLVZX14jH44yNjVMsFjk9PeXKlcs0GjXW1tbFD+GNG6jVal4tiaipWiXGW2/ceAOXy8Xh/h5Gk4mNjU1cbjc9PT1i+VYTIp1CTiyo8vk8FqsZj9uDXm8QXKW6uIW1WuIDViyJ2anZbGZ/f5++vj5CoRBnZ2fCFmc2MzA0RCwW79gPM90l6+umstfr5fDwsFt6TKXSWG3CBb22toZBb8Bhs1KviXnp4eEhW5ubTE1NodVqkEgl3TZ5sVjk6tWr4hVotRKPx7pfmqVSCZVCidls7pbvzBYLZ5Ezjo6OOA4eo1Kq+OrXPsBoMhGJRNjc3OTq1aso1YJgfPv2bYaGhmg1m+zu7gpTZVMgZmKxGMMjI6hUKu7du8fcuVnUag36zk1OKpORy+ZIpdJkMhm+9MUvdsRaS2Rz2W5E+vVna2trC5fLRSAQYGNjnZGRYdxuN0eHQbRaYZez2Wyk02k2t7YwWyxMTk5Sr9XQ6w3s7e1RLpeoVMpMTE7SarXE2FYiEaBHlYqenh7RHajVcHu8KDqOnXq9zpPHjzCbTQR6eymVyywvL6PX6fH7/QyPiF7LVkdI5e/p4fGjR/T19dFoNlh8/pze3gDRaIRSpczk9BSjI2NEo1HS6QxOp4CRFopFAKIREUCp1mq0mm1ymQxerwerzUKr2SSVSvLRRx8RCASQyeUYDAYsFisupxiJVSoV8eqzWoWTI51mYGCQk5Nj9HpDh/59zP7+PiaTifPnz3NycvK/y59MJkKhEGq1msePH9PXJ/pAiUQSewerHwwKGdPr12GmM+7VaDTUqlUSHWjs5YXL7O7vIZVKhaMe0Ot00G6zurLCzOw51CoV9x884I3rb4g/e+cln8uJMePhoYi/np+fZ2V1tZt0a3XG0vF4oossGhoaEi+xWpXNjQ1qtTofvP9+18L6jV//dWRyQS0eHR0VU4RymR6fn7/57newWC38/j/+fU6Cx9y9e5fpyWl2trdxerx4vV48nWTfzs5ON5Y9MzNDtVrtcAflWCwWksmOb8dhZ39/n62tLaanZ1Gp1Wxv7zA3dx6328nq2irFQpFGo4FCLu2GDkZHR2m32+zu7jI0NMRHH32EyWTqBgA8Xh9KpQp5Z++l1+u5f/8+vYEAXq+XNpDL5inmCyhVCjY3N3A4nWi0WqEUKRSFY6hSIZvJsL+/z9HhEd/49V8nnUkzPjbO8ckJ6VSK3/3d3/2HO1Du3/+McrlMJp1G0hI/wNdZealcxuDQEM1Wi7NwmP3dbUEvNZooFAqiMDg6itvrY3Jykmg0ikwmxe12sb66zsbGJoPDQ8LlkUx2PdGrq6vI5XJCoRDnpqf56U9/QjabFT9Qn49mS7hERkfHWV5eZmNjA2sHTS1AeV6+853vMDU11aUKT01NoVAoabfh4GCfaCwi0h/pDDKZHI1W0x1P6XQ6gWMplgBwu92CMaRSkM8XCJ2KNq3LJci90WiUVruJy+Vmf38Ph8PRJTK/dsv39vaKBXmj2WVC2e128vk8y8vLnDt3rou19no9lMuVju63hFyuoNlhEUmlUlaWX1GtVnnrzTc5C4XpDfTSbDTFMtZioV4Xo6VkMonVYuvqA+QKGaVSqQuLVCmU9Pf3o9frxT6ho7w9PT3l/v0H2GxW3nvvPYrFYndM2Gw2MVutJDuSpBcvXnS5TYODgzx9+rSbSpmYmODsTCSrXlOlBwYG6B8Y4CgYZHh4mFhMyI+SHbQ8QL0hBFgSiQStVovP5yMWj/P40SNu3rzJ1tYGQ0NDpNNpfB4/x8fHyGSyrq2w3qgTi8eYn5/HarGRzWa72JyXnbHn8PAwVquVn/zkJxgMBkqlEhKJBK/Xh81qo9lqIZFJkcmkjI+Pc+vWLTGydDqRSKXUGw0SiQT5fB6PxytEa51mttfjYXNzU1gA9SKqmi/kCYVC9PT2MjI6il6vJ5FICjdOu4VMKmd8YhyrxYJCqUImE036cqWGXCojGDyi1WyQSiXp7+vlxz/6IUajkeHhYWq1Gj6vF61ORyqV6sZ+6/V6l0Sr0ei6P/eJiQlCoVAXV9JsNkmn01Sr1a4WIhqNsrm5zfDwIF/+8q9RLBZYXV3t2Fe9QlNdEDHt1/bQSqVCJBLpkqiVCgU9PT1s7+xQKBT4/Be+QLlSYXlpCY/b1Skxy/B4PCy9WsJstjAyMsLE+DjBYJBg8Kgrx8pms8ycm0Wv1+P1ersG1r4BsdfQarXdasLt27dptlpcu34Nk8mEUq7gxYsXomj5uXcwGI3s7O0y0rnwFAtF8tks//E//Snvvvcu+/v7zM7M0m63mT9/nnQyTaPdplavMzkx0b00p1IpzBYLer0emVRK+OyMgf5+cvk8z549Y2pysuuJEbsbL0gkAk9fqZJMxkmmktgdDmrVKru729SrIq0mkwk80s7ONn/8x39MNBrl8PCwu3JQKFW02+D3+bodoStXrtBqtzk4PMBqteFyuqlXa6RSSfw9PrEmkEgYHR9DpdGxsbGBy+nE7/Xxi5//vFNM7afRbIpUZCTC9tY2//pf/+t/uAPl7ie3cDtdKBUKTjq3nXA4zPiEYPL09vZyfHoiMvi7O5SKJdxuNyOjo2xuboqosUPgRK5fv0Ykctax5MlptyGRSJDuOC9eu88BHA4H29vbNJtCvqXpmP7cHg+RWJRPP/2UiYlJhoaGCQaDnJ6eotPpMJvNjI6NUa/Vul+EYq8gFJ52ux2T2cTz54tIJBKGBvu7CJV6vc6zZ8+6RbRcOsPnPiec6ZFIBH+Pj2gkyt/93Q+p1+t8+ctfxul0Ui6XO/4JcZN7/vw5UqmUnp4ehoeHkclk7Gzv0Ab8nZ3PD37wA77+9a+LcVGpRK1a6XKEKpUKFouN+fPnsVitHBwdEg6H6esXf9ZUMsng4CDVapWtrS0cDgfrq2vdwqVOr2V6eprFxUUkMjkOm5211VV6enoE5fjpE6LRCFeuXEGn1WHqNH2LpRKBQB/xDvup3qizubnRxbYYjUai0SgOlwuHzc7RwYGQg7mcqFQqHjx4wN7eHhcvXsTpcOCwO1AoFCCBza0tyuUyw8PDeH0+8rkc65ub2G02Ws0mMpmMSqVKpVzm3Nw5wWM6Pe3qBCqVCsfHx/T29tJs1jEYDMKO2Grj8/m4d+8eVquV0bExTkMhjEahBS4USrRabaCNz+PlL//yL3F53CwsLHTwJ5XuZ29//4APf/kh165dY2xinIPDQ2w2wQWr1+ucnJxQLL4mNFdFJ6pz2zVbrEgk0Gg0MBqMSKRSgsEjnE4HxUKRQF+A09NTHHYHm9vbIlbeAoPBwAcffBWdXi92cEuvcDic4nPf00uuUKbVbAEtSsU866srlEp5ioU8p8dBGnXRezCbzcTiCWw2O+VyuZO202IwCO/4uXPnqFQq/3+L7EKhgNlsRqMR+8fXOzlAINIrlc5oqIHDIV4ldruDalVE+rVabVf6tLW11Q3OJJNi52qzWimVSty7f198J4yMcHx6ikwmw2wyEjo94ews2n2Na9Ta7iuz3W6zurpKuVzizbfexGKxsPTqFdmMUBPY7XYUKmWnQzZNIpHg+PgYt9vNyekJJ+Ewb731FiOjI7SaTQ73D9jf3esSOGLxOPVmA5vNRiadwefxYLKK//3FyxdcvrSAUqkkdHrK5YXLbO/uEYlEAOj1CTOtxWZFbzB0VgJVnj590iVHf/bZPeRyBUqlHK1Wi0qloqcngM/v78JcNzY2CAQCnJ2dYTSbeHD/Ac0OOdrtdhOPx3E6nZ0ejRi5RaNR9Ho9t2/fFq+VoSFGR0fxeDz8+Z//OR/fvsPNmzfweDzMzMyg0+p59OAB6WSC+QsXUKhVuDweQuEzZDIZOp2OaDTK+NgYzVqDH/3kx3zu3Xeo1Wr09/fz9OlT/tHv/t4/3IHy5OFn1Gp1zEYjuVyOjY0Nbt++zfz8PP6eHuQdfaooPImGb7FYwtrxtD979hyFStW9qalUSuER0Bu4MC+gY2sb610Mt1wuZ3R0lMPDA+RSKdVqFXuHAGu328W+o14nEonws5/9nHPnZpmeFvTVs7MzZDI5BqOR3p6ebrzW6/Xy+PFj2u02Op2O0bGxbtJHIZd2Heyv2+tzc3MUi0Va9QZDQ0Nd/8fh4UGHISaaznK5nOHhYdLpNAaDgb39vc7roiwKRlotodMQJpMJaJPL5ekNBBgeHu5C39rtNtVKBY1axcLCAgCfffYZiXgCjUaLw+lgYGAQpBIajQbB4yD5XF4EIlyurgYgnUohlUiF/U6rFYtUjZpkMsXI8AiZTJrpySmePHnScYk0xMjNbCKVTPH5z38etVqDVqcTdGezhU8/vSvUs1IpWq0Wu90ufgGiUT698wl+n4/e3l7kCgWRiJD0GI1GVEqhq43H44KBlckglUm75sNGo9G1AZrMZhr1OvV6HalUKtI9g4M4HHbOwmfs7u52GWdDQ0PEYlEO9vdpAxarRdzak+KmL1coePvtz1Gr17uIirW1NVQq4S1pt9qsb2zg9XoxGo1YbTYSiYT4GR8fd/E4X//ar2NzOEgkE6ysLBOPx1lYWECn0/HLX/4Sl8tFX18fBoOhe9DVanUcTke3x/K67/K65DgyPMxRUNgp44kUJ8cnnDt3Ho1Wy/jEhMDkJJI8ffaUa9euodPpaLbbVGstJBIJ0KTVqBE9CxONhDGbDOzt7pBMxMnnciJN2Wxx4cIlqtUqEonoMr1W475OtPX19XVf4pFIBKfTSTgcZnZ2loODAx49esTU1BQGg4He3t5OGkmOyWRkZ2eHfF5w08LhMPYOLVepVHYx6FKplGg0Sn9/P1aLlReLQrFttpjpDQTY2dsTLyOdDrfLyeLLV9y8cZN8Pk+hUKBULLG1vUUg0Mf8+fOoNCp2trZ4+fIls9MzSCQSlpeXhWo8lxWKCanYW6VTaUKd8mk4EuHdz7+HTCZjeHAIqUTC1uYGyUQSj9eL0WTm8ZPHBPoCFHJ58tkc85cusrK6Sv9AP2aTiaPDI7QaDT6Pl739AxotcXN/+ugJgUAvU9PT9Pb2dlr9ZQJ9AWqdxJVEIsFgMKLXC0/J4uIiqVSa+fkLuDuffZ/PJ/oo7TZIBN0ik8kQCoXo65hrX78kVSoVFovQhB8cHvC//dn/Rn9/P++//z4up5PT01P++q//Bq1OSyAQwO/3U6/XyWVz+H0+YpGI4NYlE0jlCiE4y+f52c9+xle/9lXMRjOFfB6pXIbeYMDn97G5uYlKpeLLX/q1f7gDZX35JZubmyiVSlrNJoG+Po6DwS69s1KpcO3aNYrFIkajAZVK3TXgJRJJ5AolLo+b7e1tFhcXmZ2ZxetzUylVkEnFCCadzXJycsyNmzep1+qoNWoO9vfRdLAKlUqFH//4x3g8HgL9fbTa7W6c1OFw0Nvbi1KpZHNjE3eHhGq1WNjY2GBjY4P5+XmcTidSqRS320273RYGN4uFtdVV5HIpVqsVs9lMKpWiVCpSLBYZGxnlLHxGNpdDp9MikUC93mBocIj9/X22d3bEstfpwGQyYzAaCAaPkMtkFEtlNjY3MRoFxkSUFQUeu1Kp0O5Ic87NzhKNRinkc0xNT2MwGKhWKoJPdBpG13niK1TKLnDvNezy9Z95aWmpSxt1OJwYDIK6+pq8Ojw8LL78SiVoQ6VaJRqNolIqCYVD5At5xsbGcDhFBFer1aJWKEln0jSb4sv/9PRUiImOj6lUq4yOjFAtV6jVauzv7WF3OJi/ME+9Xmd7a4venl6arSZymZwnT5/SbDU7/hKTWJZ2RmRHR4fYbCKa+vZbb/Hq1SuKpQIzMzOoVWr+05/+r3zpS1/ijTeus7OzTT6fZ3NzE4fTIW5yDjuNZhOlSsWrpSVq9YbwqrhceDwenj59RqsloIA///kvmZicZHBgALfHQzQWI5vNiha+SoXdbicajZLPF0Ai4crVqxQKee7evYvZZMLt8bC/v4/ZbCaRSNDf34/L5SZydsbSy1ed3oaVVrtNq9lieEQY9jQajbDipVIMDQ+jUAqp0sLlyzSaLc7OIiiVSlQqJfv7B/T09HRTexK5KLSplHKUcimFfIbo2RmRyBlmo4GzcIhiscDx0THnL1wS+umODkAiEZeQ17d9gLGxMXQ6Hc+fP8dms7G8vIxcLuftt9/G5XIJNbTbLbAj3S9vLZHIWSccU2X+wkUUcjmxeByf14fdbuPw8BC/v4fj42CXpK1WqTk9OWFgYIDFly8IhUIE+kUCMZ/LYbfZkMhkaDQa8vkCCoUCvV7PvXv3eeutNzt7BTln4RCffvopf/D7/xiXy8WdO3fIZrOivd/fRygcxmg0srm5ic/nY/7CBVRqDWeRCNs729SrVW68cYNaVXxh7+zusX+wz8WLlxgdG6Veq/Pk4WPGJifI5XO8fPUKo9HAzPQMJoMBpVzEez0+L2azhW//9be5fPlSF0QquGxl7A4HOoMepVIp2GzBI4JHwU5sXYzYrVYbu7t7mC0WDjtYIrlMhkqtFqXOUonPPvuMtz/3Ofx+wSZbXl4Wjp2OEl2lUfPTn/yEt996m2AwyNTkJC9fvsLhsOPv6UGvF4mu4eFhDvb3KeTzqJUqBgYHKXUuu+lMlkwm07FnptFrdej0eu58codms8n5C/Ps7+/jcrn47d/8++GQv3LKa3V1lZmZGU46MhZrJy57bm4OaSdvf/v2bWi16e0LkEqnxRe8SkU6m2VoeJhyuczI0DAvnj0nGY9Dxzdy7do1Wi2BwBjo6yceiTIzM4PBaEDaFq3Q106Fq1evolaruXP3E2RyOY6OoTCfz3N6ekoiFufo8BCD0YCps3R+jSNotVqCzyORsL29jcPppNVqE48LF8HxcZDp6anuwrrZFC3edDZDYKCfly9f8vzFC65du4bDZebp4nMGBwe5fuMNQQkoFFjf3MTpFFl3lUKBw+kkEAgICrNCQbUqHNyxWJTg4RHXr12jWq3SbjXFsq1WI5cv4PP3sJ/YR4I45BrNBkglXTe8XC4nnU7T6MzwdTodXq+fs7MzFAoV2WyOZrOFUqUiGo+zvrpCtVqhv3+gW5I0WcwoVEoAhsdGefz4MUfBY1ptRDS73e4cME421tY7jgolKrWavv5+7ty5w+jICP4ePxqNhmqt2vVXFAoFJFKpYBh1pE39A/0YDIZu8zwQ6OWHP/w7arUKV65c5vDwkOvXrvD82VPBgzIbkUmkDA0O8vnPv8vjxw9pNGqUSmKn5XTZabWaHBzs0evzUy8WiZ5FCYfOCIXFnkKn07Gzs9O5peeQyRS8cfMmVqsVlUrF8soKV65cIR6PY7FY2OpckAKBALdu3eIoGESpUuLxeKhWq9y+fZtLFy/S7nDGbty4QTgcRqVSoVIomDs3y+2PP0ZiszIzPY1GraZer3McDHY7ILlsjma9webWFtVaFZPZiEKuIJFIolKpcTqdJGIRpJI2SoWCWKuJ3mgWexCtGoXRiNlkot1okErEOQkeo9Vq0TsNGA1mSuUywyMjrCwv0+qUNL1eryB6K5XMz8+jUCjY2tpCr9ejVqu5du0aXq+3a139whe+0IFQxohEIgQCopDY29tLf/8g2VyOSrVKC1Cq1AyNjBAMBjHojZwcnzA4MERvoIdbt27Rajbx+/zs7u5iMpqEyreT0HI4HEglEnr8fs7CZxi0etw+L8ViiS984YtCg2CxsrKyTL4gPDF37n4ioKVSCQaTkYWFBV68eIHL5UKr1XaNsLOzsxwGgzx69Jjenh76AgGqFVGifvDgAdFYjK9+/esUSyXiiQRmk5kLFy9isdlQqlQMDg4RPgtRrVZ4sbODxyWcMrdv32Zqepqvfe0DlpaWuuVctU5DKBQilUqzu7vL9PQ0NrudzW0RJDk+PiYejxMIBIQ3xy2U0rs7O0xNTqLX64XaWKvGYjHxO7/z2+ztHbD4/LmA1ppMeNxi7xcKhcjn87z//lcxWyxiB1QsUSoVGR29Rr5QoF6v8+jRI0Knp9jMFrRaLY+ePkGl1VAqlkmnM/QN9DM4ONhN79ZqNZLJJLOzsyTicW5/9DFf/dpXGR0d/ZXOiV/5hfIv/y//nM+98w71Rr07ssjnC6jVKmi18XeseAf7+6Q7HRKpVMr8pYukkmnynRm4o6PbzWQyaNQaFAp5R4Zlplqtdx0gCwsLGAx6nj59wuTkJJVKBYfDwdOnT7sa1GariUqtpsffw8bGOvv7wk1erVYpFMtcWrjcHdMolcpu6kur1REKhTCaTMzPX6CQL1AqFYhGI4yOCrmWQJC0GR0dpVardTLrd4UQ6Y1rItIZOsOg13Px4kVCoZDAjzx5wujoCBazmdDpKW6PB6+vB5BQr9fJZDLs7u5y5coC7VaLWDRKKpXE7XZTbzQwms2k0mnqtTp2mw2tVs/uzg4HnQjyyMgwIOHw8IBsNtNZtIrUVCQSxWZ3YDaZyHaouz1+P6+WXlIpl9HptAwPixedxWJBJpOxt7eHpZOEcjqd7O3tUavVuq+RRCJBf18fuUyWVltACyVSKQqlklw2y8rKCjPT00xNTaHpOL5LHd7ba0RGsVBge3ubz33uHew2G3qDnqOjI0wmI7ValVqthlQi4c6d20xOCC9KvlAgEAjw4MEDrl27hl6v58H9+1y8eJHjYBC328XUzDQvX70kEomg14gXnMPh5LP7DxgeGabeaOB0OqlUKjSbDZxOF7VajUwux/b2NrqO0S4Q6KVeF7a9cqlErgM/LBQKNJpNrDYbAJlUSkSBO+VHvcFApVrl2bPnAm9vNGI2GigVS/j8/q7/JB6PE41G8fn9bG1tcXR0hNvtplorUywWuXnjLRodgrVeZ8DjcXN2FqZaq2Ewih2RVqtFp9Nj0Okwm4yolIqOVrlJJHxGKHxGKpVmc3OL4dHRrsFQq9UIn/voCKVSmcPDQ5LJJIVCAZlMwuc//0VevhQa5tduI61W231d5PP5LgKk1RKBD5lMgUQqpVyp0myK0e/IyAiRSITV5RWBSNFqaUvbaDUaPv7oY0aGh7HZbCCV8OLlS0bHxujp6WFjYwOFQsHe7g4elxebzUYimaDZbAvS9sEhFosJuUzG9Mw08XiMzS1xGazWxP5qcHCQUufCmMqkKJdLbG5scnoawu5wYrWKPaRSLiMUCrG/v08oFMLldnP+wgUaHef9xvoGhWyeZDrNjZs3cTgcWCxm2q0WH334S2QSMY7f2t5kYHCQmdlz1Gs16vU6brebdCaN3qDnz/7sz7hy9Sp9ff3Y7XYqlQqphFAYfPvb3+Y3fuM3aDabjI6OdnZyp6jVGmKxGLOzs4RPTygWhdhqdWWVZrPJ5StXmJmd4TR0xtraGkNDQ0QiESanZ4QIsFJGo9FQLpWoVqvY7HZevHhBMBjkzZs30Wu0RBNxQmdhvB4vyWSKp0+fcf369a5fZ35+ntW1NZQqJRqlis/ufsrg4CAer5dCocBXv/4P6JT/67/4L0jlMlZX15iamuTy5cvksjlWV1dx2O3UazWBGrCJJdlBBxEvVyppNFuoVCpBzY3HGRsdY3t7i1QqxenJCU6nA61Wh9FoxOfz8/LlC+EWN+jZPzhALpdBG3K5HNeuX+9gFCLCwdIWmlKvx4PBYKDRbFAslni2+IJcToxwPvjgfaLRKFarhWZTvIQMOn1HNJSjtyeARErnl6NO5OyMX/zi50QiEfr6+5mcmECt1ggLoEJBsVQkmUpxfm6O+/fEorFSEW5nrU5Lj9+PRqtlf3eXk5NTZs+dQyKRkognsFitfPLJHd5//yu4HE7hNYlHsVgszJ47R6vdJpvNcXYWZuHSAhqtjqWXr2g0xG5haGgIrUbDyekJTpeTdqvN1pYYRQpxmZGNrS2azQYTE5NYrFbSqRQWi4ndnR2BK+lQB4qlIs1mszvyuTB/gVxWNGRdbiETKxWLJBPC165QyLuL3EazicvpZG9vl8UXL5ianKItkXDx4sWuYtdkNnHv3j08Hg8yqZTT4xM8bg+1ek2YHN1uoM3y0hKxWJS+QIBMVnx5FgsFJBIJ8XicRCLBuXPncDld7O7uotFqyGYzjIyNkclm0Gv0HBweEg6HuHjhIjs7u3h9PkZGR/j07qfYHXba7TaDQ0MCJXN2hrVj+XS73RiNBjY3t/D5/CgVQtT1uhVeKBRxupxi7NSmuxytVCoolApu3b5DINCHy+0hk05hMRmpFIo0mk12Do+QyKU47E4mJicZGBwkk0mzsrxMo1ImFDpGrhBDgkqlitFgwGQyYzab8XjdHB+fIJEIjcJrfpNeq8Npt1GrVSnkM1hMJowGI9F4iu98928xmW1YrNZuArJSLTE8NEgykcRoMnFyfMrDh4/w9/iZOz9HPpfH7fGwtrqGv8eP2WSmVC7x8OFD0uk0I8PDgghhE8ruSrWC2+1hYHCQdDpLoVhkamqadrvNysoyzbpIjOl1OpZWXqHVaCkUCqhVKvb29nF7PAT6+nC5xWtCq9WSzWSIRkIkYgkmp6aFt12tIRqNdYvA7Varw/qqoFSpGBkdQSGXs7O9g8liRq3REDw6wmqzYjIJ9FI0EsVmE+OfdCrNkyePSSQSfPnLX0auUHDcmbbYOiPObDpD6PgUr9/H+fPnOYtEyaTT1Bs1zsJhEvEEAwMDmMwmbHYbi4svmJ+fx2KxoNVqhKW0UiGfz+Pz+VhdW6PH70ev11MqlhgYGOA73/ku165dRS6X8+rVK6LRKBcvXmR+fp579+5jNBoxaLUkU8KmeO3aNf72b79Po9Xixhs3qDcaHB6K0M4//Sf/hJ5e4Rw6ONgnFouiUqmQSqVdsrvdbqfVaPHZZ5+iUCr5+je+Ll6X5Qob65vMzs5gNJo6Hb4zkqkk58/Ps7e7S7lUxufzsvRqCY1Ww//1v//v/95z4lceeZ2fn6PZbGGzCKd1IZcnm8lAu83Djtv64oUL4nR0OhgYGMDhcNBstnF7PVQ7M8B8Po9CpcRgMlFrNAj09eGwOxjruDtWV1fZ2trk9OQEv9/H/Pw8p6fH1Ot1zGaroNCaTNRqVR4+ekhvTy92uw1/Tw+NulhabWd2uXHjJsvLyx2VZ4ZWq0kymSSVSnEWDpHTaMU4ZHePQi6HQqXC7XajUMhw2h30+P1IJRJOgkFqlQp6vQGnw8lbb71FrlikWqmRiCc6fmcDTscIO9vb2DtR2kQi0eEG+UklkygVSswmI71+H3OzsxwfBfnolx9yfn4ef6CXcrlMOHyGz+dDLpPhsDsodBzl/YFewuEwVouFSDhEpVzGYDRwsLeLUqlieGiIFy9eoFapyKTStBqv7X8F2u1WF7GiUWso5MVrYXpmSuzBTk4wWyzYbHZKxSIalZqGoYVSqaKQL0CrRTabQS4X0edkMolWI/TPwaMgVquFd957h53tPXQ60cJ+XWwrlIqcm5tDq9Gg1WqIRM7Y2txEo9ViNomGtkQiwaDXc3J8zNFREL3RQK1Rw9fbw/e/+7cU8jkuXrwgNKaFIsVyBbVOh8FkoVKt4/MHKJdK2J1OnC4Xu/v7VGpVQW49PKLSSQuurK6iVKvR6XRMT04Cbba2MtRrZR49XMJud9Bs1FhaX+2+wEOhEJVKmWIhSyKe5I03bkKrxWk4RDQWJd9JR3l9fqw2B319/SRiIT776DbvvPce8/MXcHg86HUGDAYj1WYTo9XO9NQMGytLgIREIkkxn0ejUVMqZMln06STWsrFbHfvoTcYkEmk1CoVstUaCtrodWrKuRQqaQOFpIHFpGHhwhxmq4tSqUImn6WYz1GqFFleXkKCuDDlslmcTgdXrlyh1mhgczjZ3dvnc+++i0qlIpVKsbG1yfyFC6hVKrQaDTaLGZ/Xy89/8XN0eh2Li8+JRmPY7Q5cHg/lcomHDx+h1wst7XEwyMjoCEq5gkqlwujoKDs7O+h0evz+HrQ6Hfv7B9hsVlwuFwcHexzs7dCo1Wg1G2xvb+D1+FCpNQwM9BMKhZmameHj2x/j9nhpNmpkU2licUGQWF9fpzfQyyeffML4+DhXrlyhWW8yODAo9pTNJmqVkkwmw8VLl9AbDKxvboobtVSK3W4nHouRSacYGx+lVCyxvrpKKp0CJGSyGUETPhWHTaVSIZvPdxXMz58/Z2pqCrPZjMvlJhQKEQ6FsZjMSCVSCvlCl479h3/4B8RiMcHg6yTrSqVShxYh1AT+TtfFZDGj1ev4nd/7PdpAoEckwYSt1s6dj29z6fICXp9PvJQaNZwuQVuXy+RMTU0Ri4kU2+/93u+TzWUIh8LsdXQVQ0MDaDRqtFot//E//kdkMhl/8id/8r9L/0xGenp6GBwept5hwf19//zKL5Tvf/uvcDgc5HI5YW08FBFWnU5HT68fqURKvVEnm87Q1ycy2MJ5IaRQvYFeKrUa6XSacgcGGQqFiEUi6LQ6nE4ntVqNra0tisUiBoMOq9XC1PQUWrX4QtrfP0CnFy1rrU6DVColl8t1zHNlLGaLgAbqdUxMTlIsFgmHw11Yod1uw6jXC9RLo4lWp0UqkWK3O1jd2GRh4SLBYBC/34dGrebVy5fdUt3M7CwKpaq7A5B2yLcOh4Nw6BSVUkkqlQLEjbJUKnWz+SqVimQyydFhEL1e3y1+qVQqqrUqCpWqi7d/nVUfGBjg4OAAo9FILBLF5/Vy79492ohm/R/8wR/w/PlzDg8PWVgQiBGHw4Fer+f58+cMDQ4jlYsl32tb5pNHD4VN0e1hbWMdm93O9MwM8WQC2qBUKElEYyTSKRqNBv39/ThsVh48eIDdbsPZSS+9PljS6TR6vfC3L1y5QrFY5NatW1y6dAmTycTS0hIXLlygUCjg9/s5PDigWhbjp1K5jF6v59mzZygUMqYmJ9nZ3sHr92G2WugNBEgnMjQaddbW1kTM22hkYHCQjY0Nkc6y27s2wImJCdrNpoB3ajQUi0V+8pOfkMlk+OY3v4lao6Faq3F0dITFbCYRj3XivGJ8Va1W6e8fpFKpCtS3xYzRaGRx8TmZTIZz5+a4+8mnVCtVAoFeWu0WVpuVmXNzeP29KBVq6o0qoeMj/tf/z3/A6nDwjf/TNzFabZhNZuQKJXK1imarhVau4PToiJfLr+jp8bGztcn3v/ddpsaHkdJGp9Pi9XmRSqQiXSdToNHqUKnU1Gp1mtUag0N9qBQSatUSKpUSJFLqNUhl8oTCEdxuL8GTEzK5nHgRWm2YTEb8Xi+pdBqVUkWtXmNx8SXnL1zA4XBQKBYJBoNotVoxgei0zV8uPmdrY4OBwQF0Bh31WhODyYhCoUSjEV7zXDZHLp9jeGiIe5/dY2xslGw2y9mZ2C85HA6cbg9KpRKZTIpKpeTWrVsYjSacTjv3730mNLRuNyaTpcPEy3G+Q6UeGhQx3I2NDS5emOfw8JDNzU3GJsa7Ot7BwUEUHar4a7Hb0dEROp0Ok8mEpiPiC4fDBAJ9oq+TTgmhmsmM1+Mln81ycHDA+Pg4RpOR5dVVNBpNV5Q1ODiIRCIRbMBCgf39fdRqAZMMh8O8/fbb+P3+rk58Y2OD9fV1RkZGsFqtOBwO8vk8zWaTQCCA1WoVYZxCoasATydTovc0OcnGxhatdpvr16/z6tUrLGYzlUqFzc1Nen1+Pr5zh95ALzdv3iSWiKLXGdBqBen66OiI2ZlZTEYz2WwWs8XM02dP+Pa3v82XvvQlRkZGcDgctNsS/vRP/5TR0VFGRkbY2tqip7eHGzdvCl1xWigGvvbBV//ec+JXfqGUSqVu8icWjZLN5UhnM0TjMcJnIbRaLQqFnGQiSS5fQKlUdoqPNvR6PSfHJ0QTcRQKBVPT02Q73vHZmRkACoUizWYDr8+Hx+2m2WywvLyE2+2h2WhwcnLMk6dPkcsV1GpVvvyVL9NutzGbzezs7FAsFAkrw10CaKFQQC6XcRw8Rq1Rk8/n8HldtFpNenr8HadFg/Gpaer1Bl6vh1wux/nz50mlhN/9YueLsV6vs7K6SiqV7uTIewiFQni9XhqNBm63m+WlJYrFYte4FwgEMJvNRKNRnj9/zs7ODiPDo2LU1OGX+f1+MbaTgMfjwW63IZPJkEqlfPjhhwwPD2O320mn0iy+fIlSrcJoNDA0PIxSpUKmUJDL53n16hWXLl0iFAqhUglcSrPZoFKrcOvWR+zs7PD+++/j94tbu3hx6XDY7SwuLqLWqDGbLditNvKZLC6nU3yhp9M0Wy0mpyah3aZcFgTh17bHZDKJ2+0hl8uTiMfp8fsZHhpie2uLr3z5y/QFAqRTKSqVCrs7O/T6e0jE4+iNBmQdw6BCoWB8fAyj0czc+fM4XS6arSaxaAydVk+j2aBWF30Ti9XKzs4OtVoNgB//6EcMDw+TzQoQaSGfJ5FMMjo2hlQq5Ytf+hJHR0colErUajUrKysEAgFMRiPtVrOrDUgmk+j1RpLJFC6XG5lMoDw0Gg2XL1/pFCYVjI2N8+mnn2G2FVAoFTjdbo6Ch8jkcgKBPhRyKTa7jRtvvUmtXufo6JA+qZR2o4lMoUSt1yFTyFGoJPT2DWB1uWk06rjdHj795DOePnvJ+dlxpJIWiVgUg05LvaYAJBTyefRGI06nmxIQOjujP9BDqVpDoVYglbSRSpuYjSqSSTg62sbh8mOx2skVCjx/sYhOpyEUOhXomXyBXDZPo17jcH+Pg4M9Wi2BoZcA66urIlgBbG/vMDQyyvnz50imElQqVWKxOBaLlY8++yUqpYrhkREmJsYp5Qs06lWikTAWm5WvvP9lDg8POTo6Ym19FZ+vB5/fy9bmJnsdArNGo2R6eoZGo834xBjDQyOcnYUplsooFMpuMu3tt95GpVYhlckYHB4ilU7jdrvp6+vrljebnUtFNpslFotxeHDIlStX8Hq9BIPHbG1uMTA4wMzMDEgkbO9s43A4GB0ZQSqRcnhQ5+LCJdqtNkaTiYGBAZrNZhfD8tlnnwkQq9dLoyFe/ycnJ/T19WG3C0vs5uZm9zL5zjvvCPipy0UikaDa+ewODg6Sy+VIpVJYrVba7TZLS0uo1Wr8Pj8A6XRGXGBTqU7sXUWlWuXnP/85Fy5cYGpmmlqz0Q1WbG/tiFJi/wCpVIrr165xcHBAs9ESE4NigZcvX/Iv/+W/7Cq3s50D9P3332dgYIA//dM/pVwuc/HiRT795C52h53enl7OQuFf6Zz4lV8oH/7sx3i8HrRaLevr6xSKRaQy4fsOn55isZjZ3t5mdHSM6alpms1Wxy/i4vj4BJlczsVLl8QXXVUsYl93OP6PPulKucy5mVkkEgnrG+tYLWbW19eRK2T09fURDp0RjUU4Pj6h2WwwNTXV/VIX/nGxeH769AmxWBSPx8P4+Bh7e7tCa3twwNDQEIZOEenoKIjVZsdisQp74cE+MqmUs0iEoaEhvF4vW1tbYm/QEPsZiURCsePPrlTK9Af6eO+9dzGZTASDQR49eoTX68Xn86FWq0mlUh1gnkDGq1XCHbG2JjD+LQldX4HDYRdSsrU11Go1Q0ND3L59G6lUytzcHDs7Ozx8+ICFhQXxVE4myWYyTE1NoVQqu153rVaLz+tF0kmGKRQKlAo5T588xePxcP3GG7TabVIdQsDy8jK1Wo1z07PojQa0OpGMEy5xL69evmRkZJhqtYpSqSIajTA4OIjT6RYAy44aGeiOvF53O9KpFCazGY1agwTw+Lysra+TzmSYnpoi35FQpdPpjivGRTQWo7e3D7VKxe7ODk6Ho2Pc2xBlMouFv/qrv+Kf/NN/So/PTzQWxWQy8fTpUxqtFiOjI0xMTBI8OhLxdaOReCxGu9UiEAhgsYhouEYj9jE7OzsoFEInvb9/gFQqYWCgn8HBAWKxOKFQmL6+AQrFgogDt5ro9TpS6SQ6rRaNVotGoxG48qNjdvf2cXo9aPR6Mqk0zRY4vR6cXh86hRqdRodMpUahkCNtNdjeWuP//j/+j+SzKeZmx7HbzKiVCnR64YSRqTTojWb0BhMKhVABmEx6bBYTGpWMZr1Cq9FArVZSKJY5DkVQqgxIZFokcgWyThdleekFJp2OWCxKNBRh7vx5MrkceoOes0iE6enp7r5QIpHidrloNpq0aRM6PSUSFVj8C/MXkcnkhMPhLpW41WoSj0ZQq0Xfxx/o7Y5zXqfL7t+/LwI5Go3wvLuc+Ht6cbo8qFQqVldWaSMSdH19/SiVqu6rqd7pdmg0mk5LXMmd27exWCxoNBo8Hg+NRgOXy8WjR4+E014mp6+vD51OR61WJ5PNUq5W6OvrY2t7i4HBwe5/n0wqE46aVIqNjQ3GxsZEYXJqCq1WSz6f5+joqOtpstuduN2uLglBr9ezsrLSxaK8RrCkUik0KhW9gQBLy0uEQmECgQByuRybzYaqM6Go1WqdqYeLs7Mzms1mN3ml7CB0nj55QrFY7Ir3jo6OuiT2Wq2G3+/v7Bm1mIxGFAoFapWGw8NDPv74Y/7oT/6IfD7P3t6eeA126gZf+MIXqNcbPHv6jEsLCzTqDdq00Wg03L17F71ez7/4F//iH+5AuXPr5wDdU83pdJJMJjEYDLx48aJL2c3n8xQLQlO7tLREuVxmaGiY/v4BlEolxYqYaS8uLmIymZBIJBiNRuEX9/lQqVQcHBwglUp52iG/Ou02RkdHkUilaPVaivk8H398h6GhAQYHhQ/5dduz3W4L1HSh0D00kkmBtm82xaJSKhUYjePjY2KxODqdnkZDpHxeL2OlUmkX9vb9H/wAr9fLtWvXyGZznJ6eMj09zce3PmZ8bIT9/X0mO7E/r9fLw4cP0el0TE5O4vGIgqOI9RXZ2Njkw19+yI0bN6jXBTXVbBaHcSweQ6FSdjEnOzu7GI3GLu7EZrMRDod59OgRUqkUn8/HQF8/RoOeXD5Hq91meekVgwMDPHv6lFgsxm//9m8zMDDAWeSMnZ0dTk9OqdVqjI2N0Wi3aNEmnxMHR7VS4a0330ShUtFstjp/b22MRiMTE+M0agK3fXh4hEolqNCRSASr1YrdbkejER/cYDDI5cuXxZd7o8Ho8AgrKyvdccSlywuchkIolEqmpqZwOcQobXV1lRcdSrPX62VqZoZwOIzZJEqXarWKaCSC0WDA4XCwu7uLtuOzMJvNmCxmVCoVobMz9EZDtzy5trLapRVrVCrW19cZHx9HqVRSrZY7iPc8CoWSQr7A7dt3UKoUzM3Nkcmkcbtd7O4fotcbxJelSonRYECr05BKJcilxRemTC5HKpOiaEs5OTllbGqCeqPZoek2kcoVBAaGMOoMyGVKtHoDOr0eo05Hu9Vgb3eLP/tPf0rwcJvJsWFMeg1KhQylUoFKr0OrNyKVKrDa3cjlCuqNGiqFArvVgEouoVzIIJO0aTQaSGVK8qUaJ2cJjBYnErmKUrlCXyDAxtoqZ6EQ168skC8UWe6w8Hp7e7sXxZmZGdRqDVarTTjMd3bJ53Ncu3aVw8PDjvHQQzqdRiaTgQRWV5exGE1YLGYisQg2++uEXZN2u90t8GYyokyn12tRKBW8/8HXqNValDvjxlAoxNHhIdeuXhVKXqOBcrnUjdw6nG6SqRTXrl1jd3ubzz77jEuXLjEzM0OxWOT4+JiNjQ3Onz+P2+VGqxWjr3K5TP/gAF6fwI/87Gc/Y3R0lIWFBSq1Kga9Hq1Gy86OENIZDAaanQTYa3TN4eEhuWyW2ZlptnZ2BSR1dBSlUkk6ne6y7l7jXPL5PEtLS5wEj5idneXatWtUanVWVlaEp/7+fWw2GwsLC/g7KcDh4dFuX29ubo7h4WEkUimPHz/GoNdz6dIlVlZWuPfZAz744Cu0aRONRjl37hyLi4uiNBsX06ALFy5wdHSE3W5na2uLt99+m4cPHxKJRDh37lwXtNrb28vKygpjoxPU63UODw+ZmpnufA/tdIMD/3AHyoc/IZ1Og0RCMpkkHAqjVKkZ6B8QKZqWAJiZzGby+RzpdIZGo0EgECAQ6KOnR7Rtd/f2MOj1JFMpjGZT90tYKhWN6pWVFd566y2ATuNdhkql6JziGUqlEkq5vGskk8vlXafB65txvV5nY2MDtVrNlStX2NzcIJ/PMzg4yP7+AYlEXMzc2zA0NMje3j4jQ4M8e/aMFy9ecOnSgmAtjYzyrb/6Fi63m75AgFQqTSgc4uKlBVwuJx6Ph3iHNFooFNDr9V1XiEKhoFQqdYuFSqXgZaVTaV69WmJ5eZmZmRkuXLjQBUwmU0lcbhcOux2j0cjyygqJeLyzoFQzNjFOOBymVC5jMOiRy+Q8fPCACxcviO6MwYBSIWNnexu1Ss1ffusvmJmZYWxslHgiRT6XR6lQCEbRuVkGh4fJ5LIsPhcwwEq5zOjICGur67TaLY6Dx/j8fvr7+xgfHyObzbK7u8vc3BzhcJjHjx5TLBW7SJJ8Ps9Jp8AW6BFomc3NTQYGBlhdXRWwRa9HLGIPD2m129y4cYNmvc7u7i5yuZyeQKArHqt3WEJHh2LvMTU1yfbWFo8ePmR6ehqZRBCJX18AbHYb9WYTJCKi3Wg2BTZfoxEH8cOHXL1yhWw227npqmk06tRqdRQKJf19A6LQWMhTrYplciKRQCaT0QLi8TjZXJ7eQC89Pj9SSZuzcIi9vW1qlbIYx8hlSBqiP6I16Gk0W8jlMqRSGWqNlgYSjAYzeo0OvdGIUqnG6fKgUKqQSCCXTfGjH/4tyy+eolfLMepUaNRK9BYTSqUKqUyFy+NHp38tvypiNmhxWE1UC1mkNJC0WzSaDZptaLbl5Mp1kGmZmD5P6CzCyxcvqFer2G1iJDs9PdN1+Wh1Woqlkigwt9oYjSZ2dna63porly+TTCXZ3NxkYmKSdDpFKpHAarXSbDaQd4gTCqWSSqXG88VFpqenmZ6eZmtrk6dPnzDRwTVJJBJUKiVKpYqFK29QKpUwGIwEg0difKtUCnagpE2lUqG/X8RwT07DaDsE7HbH2V4oFIhEIoRCIVZXVxkcHMTtduN0uvD7xGj5tf3VYjXzankZh8PJp5/e5cKFCwwODnZ2rcKO2m63RapOryefy1KpVJianBT//rU1Bvr7yeTEnlgg4stdIOfGxgatVovx8fHOd5uEjbU1YrEYJrPouiSTAl+fzWbZ29vjnXfeYW1tjRcvXnDjxpuYzWa2trYYGRnpUiIODw+7F2eXy8Xi8xcMDQ9hNps4Pj4GYG5uDplMxosXL5DL5Vy7do1UKkW9XsdgNArFs17flai9ePECiUTCX/3VX/Pee+/x9a9/Dblczt/98Idcv36DZ8+esbOzwzvvvMM//sf/+B/uQPnL//K/sLe7TyKRRKvVMjU1g15v4PnzRd5553O8fPmSXC4nzGpKBT/9yU+5ceNGd/GUSKQIBAI8ffqUSCTCzZs36R/sZ319HYdDeORf35wDgQC1Wp3e3l4kEvjoo1/S29tLKpVCr9czNTnZTWzpdTqSqSTHx8eiC2Ay4XvtZlapxVK4WOgQXdNMTk4ilcl4+uQJfr9fvIKaTXweN0dHR4Ck22fQ6MRt5Y033hDu6VSKcqXCwNAQFrOFvb1d7ty+zXvvvcfU1BR3797tKlZff5na7XYaHQVntVrlwoULmExmjg6PODs76+I/9vf3+ejWLd79/LtUS2VOTk+pViuMjIzgdrkplkqoNBp6enrI5rIolEry2VwHfV8gHo9TrVQYHRnGbDYRPYvwyd1PiMdjXLxwkXPnz5PP55G04eXLV4IkOjnJ2Pg4tVqdX/7ylwwPDRHo7e3OXF/rkeOJWPdF9NlnnzE8PEygN4BKpSYUOuV73/8eKpWKd955B71eD0DwKIjP58Xr9bG3tyvSJh2vgtlsolKrcXxygkQiQS6Toe/8kkRjMU5DISRSKWNjY4TCYRw2OzqdwMgUCwVevXzJ3NxcB3iX6szhNdQbddQaDXqDgVg8zu7envBj+Hy0Wi2ePH7M6OgoNpuNjz76CL/fT7VaRiFXoNXqmD9/gXK5TDQWJZvN0NPjR683IFcoiMXjbG5uUu8s/U1GI+HTE2rVMoOD/YROjqnXazRaTVRyhZCy1StUq3WsHdZXpVZHq9VTq9XR6w3otFq0OgMOtx+LzYFSo0elUlKtFNndXOWzTz4kcXaKSilDZ9Sh1WhQqTRodUbsDhfSTh9E2m6jkLaxGrXUSnl0ajmNeolCsYBSrQWZmmypid7k4sHjRVxuDy6Pi3a7QfQswoULFwkeHXEWOePcuTl0eh0nJyf87Gc/5+aNmzQaTTY2NnjzzTeJRCPdl6lSqRS3c4WCxcXnaDRqwuEQNrsdv9/Pk6fP2d7eY3AggFKp6PxeOdB3xnhOp5P9g31qtQZWq51USphJx8fHiESjOOx2zsJhDAYdrVaLmZkZ4vE4uYL4UlQolFRKJUFCDvQJF47bhdPp4jR0ysOHD2m3Ye78eQr5POYOd6zZajI8MkIsFiOVTncKx1XKZfFaVavVWC1W1tbWcLqcqJVKdnd3qdfr9PT0MD4+LhAnf/MdcYlTKZmbmxOSq0aDgYEBdnd3+OlPf87Vq5eFU6nzWq7VatQazS7F4PXr7fW4+M///M8xGs288847WK1WDg8PuxdUoa+OcuXKFV69eoXZbMHhEGbHQKCP09NTPv74Y3p7e5mamhIOpVqtS29XazSUy2Xm5+eRALdu3WJ6eppkMtl9vbwmok9NTbGxud2lh7/mEf6DHSj/+c/+PeFQmI2NDf7gD/6QkdExPvrwI8bHx9nb26NYKnJ+7nzHx6xgbW2dRr3B9PQ0g4OD3UZ6sVgkl8shl8vQaNSUy2V6enoE078t6Y6iJBJJF7VusZi7eGyxvBbLL5vNRiwmooOJZAK73SaelBWBVjjYPxT+B6UCaJNKpRgfH2dsbKwTKU7y7Nkzkskk//y/+6fcvn2b4eFh4vEkrXab2XOzHB0ddW2NgUAAm83G02fPaLZaqDoq3FqtxunpaTd1ViqVUCgUxONxtra2sFgsgmnUgeQNDAzQbAhumLrjhvjWt76F19ehKNfqbG5tMjIyTLlURiKVYLZYsFptFEslZJ1djxQJ169fp1oVY4XXt7qd7S2hN1UJb7VOr2dobASFTMbSyyVi0Thz8+fRdxZ+zabAoWxvbVEpFxkcHGZ25hzhcAhfJyZ5dnZGvV7n4OAAl8uNQS/4VRarWdwU220SiQQej4eDA8E6K5VK3e6MzW7nk9t3SCWTGM0m0pkMV69dY3d3l0BPD1tbW1itViFtOzoiFosxMTGBBMgXCl3YoEqp5CwcFmWsTp5eqVSKg0kup1As0AayuRzKTgx2dHS06+JWq4W7fXFxkZs3b9JsNQidnPL0yVP+6T/579BoNHz88S1kchk+n4fdvQPBGeu4z8X//zHFfJ6trU0CgR76Aj1EI2GsFjPtdgtabdQaNUaTkXa7hUKmRKlSiZdTo0690UIhl2HU69HpTTg8PVhsLvRmGzK5Ar1Og1zSInp2yqP7dznY26JaEb4OrVaD2WzB5fagVOtQqrSo5HJoNaiXCxi1KmTtGrVylkIhi4QWSo0Otd5GqS7nyYs1Fq7dZGJ6mlQqwXHwiNWVVdLpNBMTE7jdborFIs+ePWN0ZAzaoNVqefr0CW6Ph5tvvonBYGBxcZHNzU0sFgvnzp0jm81wcnIsFs/VKgqlktGxCVwuF2fhEI16rTs+DYfDTE1NCchoLEZbAr/46S/o7Qng9/uYPTfb/d3I5/MddEydSETYT81WCw6ni1azTTIe5xe/+AUej4c3rl0XcVejuFAEg0Ey2Wz38HDa7cRiMTKZDB6PB7PZjFqt5sc//Skmk6lbUB4cHOT05ISzjotGpVLxk5/8hFAohN/vZ3R0lLfeeouT4xD7+3totVpmZ2e5++knpNNparUav/Vbv8Xjx084PDygWhVq5XfeeUewx/IFTCYTR8Egfr8feUdRfPHiRV69egVIu5/b16Oo9fV13n77bXQ6HXt7e9jtdqRSKcHjINFYBK/bh8Ph4Pnz56jVam7evInH4yEYDLKyssLh0RHf+MY3KJfL3Lt3r7MrU7O8tIRMJkOtVncZbxqNhv7+AcoVMeLWdA6imzdv/sMdKN/9m79gd3ePixcuEI1GcTpd9PT0sLi4yPPFZ7z77rvkcjnxApBKefLkCbu7uzQbLTweD9PTQqc5MjLSRdAnk0na7RZajQaAVqtNLB7v5u9NJlNX2uXz+Tg8PBRjNxDPc62WiekpstksrVYLpUKO3WYjn88L7a7djk6nI3J21vXW6/WiNV+riXHc97//t2Qyab72tQ9EEaxSYWVljWQixTe/+U0ikQjJZBKjycijR6LsVSgU6OnpYXZ2tjuqe810er1kS6VSVCtV2ohZ82sBTzAYFCOumjhsj46OhDe6VKJQLNKWShjqF/j2aDRCIZ9Hq9Ny55NP+PznP49OLxbm4jUFweAxiURcxGpNJq5du8bTJ08YHBhAKpWKL2GViunZWWQyGR9++CE2sxWn00k2l0WuVGAwGDg5PiZ4dEijUWdzc4vr19/AYrF0lu8DGI1Gbt++TSKR4I/+6I95+PBRZ8zRolwqozfoGB4exmKxUC6XWVpawu/3E41G0er1DA0N8/L5c2LRKG++9Sb1ZpNEMkmr0eg+7w8PRSInm8/TbreJRSKYzWaUSiXNZpMrV67w7Nmzrj+mVqmSzWZFJL1aJZVMIkHC9PQ0JpOJw6BYWOoNBvH6HR8nmUyyu7vb2UlZGRjsZ29vn73dA0wmEyaTiePjIKlUCq/PzdDgMFtb20Abk9GAyWgQcE9/D3fu3MFoNNI/ECASPuVgf49atYJWr0Mul4uFqFqNSqXoxGVlSIBKtYZEAiqlErVWj8Ptx+HyYjY70Gj1yGRyFEoZOq2aRq3C0cEeTx7ep1LOk4hH0Gu12J0u7C4PFqsDmVSOTAI067TrVQwaKdVCikImTq0sIqpaoxW7tx+N2cX+cZRMoQIyBU+fPCWTzTA8PMyF8+exWCwsLi4KH7vVQq1aJRAIcHJyQqvdwuf38/LlSxQKBYlEgoWLl0ilUty+c4ed3R0ALl++zJtvvUWj1WR1eYXjYBC1Ws3c7DkUCtHwDwaDhMJhJiYnxKVPpqRNG6vNhs/nY3d3F7VaLRAms7O0Wi2hWY7HqdUrDA0OcRIMMj09jUat5Sc/+Sketxur1YpGo2VwWEwR8sU85Y4Xpt1u8+zpUz69exen08nMzDT9/cLiuru7SyaTRa1WdSGvdruddDrNl770a+TzBXZ2dtjf30cikYhbvkSC2+1GJpNxfHxMf38/1WqVtbW17hjY5XJxcnJCLpej2Wrh8/ews7PD6JhQOuTzefQ6HQqFnKGhQVr1BjqDnlK5LMCgTcFfC4fD/OZv/iaFQoFQKCSka6USofAp2VyW05MwapWKsbExWi2RPisUCgx1KOdSGZydRTCbLF3yR0+P+LPs7e1x7tw5Xr54wb/7d/+O+fl55ubmcLm9bG9vk0wm+epXv8q77777954Tv3JsGJkCs9XG9Owc6Xuf8fGd2/T29jI+NoZcLiOVTjEw2MfR8RHVcrX7H5zN5Njf30er1XbHE69vKRMTEzx4cJ9sJoNEIsFisXB4dITHI+bearWay5cv02q1xI1pdJRLly7x6tUrXC4XiQ5gcXR0lPX1ddbW1ykVhDfe2llgt9ttDHo9p+FTvF4v2VyOrc1N9HoDZ2dhbty4Lj7gJ0E2trbo6elFpVZjsVl5ufQKiUSCx+1BJhMpqydPHmM0GhgfH2diYoJUKoVKpaJWq6HT6QC66Yt4LIHRZOiM7iREo1EGBgYYGBhgfW2Dhw8fdkVCUqmU/f19+gdFuOE1ssPn9eLxeOjx+ymXy8gVCnZ3dwTgrVRiYKCfvr4AiUSC0dFRzs7OmD13Do1aDe02yWSSRrPJweEhgwODjI2Nc7gnfimarRbxU2HTLJVKXL16lUwqhcVswW6zsre3h0ajZmNDaJbbbfHnWllZodGoE4tFGRwcxmqxcnIqlAbpdFo43xMJmu12V818584dxkZGGBsdoVAssLOzS19fH2qDgdXVVZqNJjfeuIFKrcLWUQsc7O6Sy+bQG8Vy9OjoqEt2ttlstFttnj9/RqPe6ID4+qlVq5ydndEXCBCLadne3sZiq9Jqt9nZ3aVUKjEzM8P+/j53795Fp9cyMjJC6DRMPp/HarXyzjvvcnJyjFanRqPWMj4+jsNh5zh4wOHBIU6nU/SxRkZIJBMsLS2h1ai6cE+pQt7lm0lkMpBKQCJFLZVSqwkBk0qlAgk0S0VaZ2FarTbtZhspbVQaHZVKHblMilyhpKdvGK1GT/Bgh52tNc5Oj5HK5JitNuq1GmqTDoVchqTVpFxsglSCTKZAqVRTK2ShUaeazxAPH+FWKpkYG+T5q01evFqmWquxsLAg0D3RKMHjY+x2OwP9/WxtbnYj9F6vl3whTy6b4fBgn0ajwc2bNwkeHxGNRFEqFPzaF7+E1W4jGAyy9OoV/p4e+vv60KjVyGVSNtZXmZqaxuf1YDIa2d3bRa1SEw6HuTB/UWBhEgkSHX3Fax5gJiP88oFAgEuXLpFMxflP/8ufotVo6PX3oPPpUXVIxxsbG5jNFnR6PS6ni8h+lM3tTW7eEJ2KCxcuMH/+PEdHh+h1OkrFImq1ukuRLpVK7O7usra2xtWrVwmFQnzve9/FZrNz/vx5JsZEmOPTzz7j5auXvPHGG1y5coVUKsXIyAhqtZpyscRnn37KWTjM3Pm5rob53v37VGt1rFYrHo+ne9FUq1SkUyke3LuPSqnEZLV00Ujh8Fnn92yA9XXB03v9CvR4PPQPDPDgwX08Hg/hUAiZTPZ/UIAPEI/HxIjWLLiGjXqz26Url8s0mwKb8/LlS8xmM++993msVitvvPEGzTb8t7/4b3zjG98gGov9SsfEr/xCWVtdYWNjnUQigdViwWAQaJRYNMrW1iZb25s4XE70Oj3XrlxjdW2N2ZlZyiVBxc3lchQKBfr7+/nkk0+wWq3MzMxQqZTJZXNMT0+RSqe5desWE+MT9PX1YTaLNnW5LBhECoWC9z/4QNjOtrbES6PZoFAocHpyIjoT4+MCxX0WRtNBeOSLBQK9PaQzGdbX1nhw7z5vvnkTnU7H7Ow5jg4PUaiUJBKil9Df30+t3uCXv/gFCoWCD776VY6DQbKZNG6Pi9BpmGw2QyDQ1xUZve7dtFotenp6BM24BZlMmuDJMT6vF6VSic/nE8mj1XWRWHE42N3Z6ewAGpyETnnr5pucnJywu7uDrNPkjcSiuFwuRkZGWFpZwWKx0NfXJw6MRkMQg0MhFl+8YHRkhMGhIXp7etjd2WF1fZ1UKs2lixc5NzPDp3c/5TQUYu78eSY7utlUMkm5WMTrEbc8o9HIR7c+IpGIMzw6IjzjuTwz0zPk8zlOTk4YHR3FZDITDB4jlUqRSERkWKFQEI0nCIdDyKQyBgYHRbonnUanUbO0vEy9XmdqarobIY1FY+SyWax2G/0DA0gkYLdaScTjrG9sMDI6SiKRpF6vMzMzI1wWsZjYf/l81Os1jg4PyWZy7O3tYdTrsVit/Oznv+Ty1csE+gIoVSr8PX7W1tbo7ekhGovicDiQScXSXCaVEU/EOQ2FGB4aIpVOYrPaMRoNVCol0skEG+vrnWV+A7lUJl6/1TJ7e7tIaFOtlMl0DqbhkWEsZrMg6apVKGQyaLdptlrIZDIUSrGQVqnUGE0WLBY7brcPh9NDtdFAoVBhNJuF4rbVoJRNc3y4zbPH9wmeBJmamcXb24/RZBGwyFaTZrVCIR2llI5RyaWQN8vQriOTy2lK5VjdfgIjs+QrErKFBsVKnYGhIdKZNCurKygUMlQKOdVSlXKpjMlkJp/PolDJCAaD+Hw+tFpdRxMhugnr65v88R//sdiVJpNEo1HcboGOabfbYrxnNJDJpFErVQSPT9jd2cPusHdkapKuI/7Jk6fo9Xr6Bvo742Izio52d2NrA6vFQm+gl0gkQr1aw+V0US6VcTicxGIxdnf3GBkdQavVEIvFyeQytNptZDIZkxOTAharURMMBomcnaFSqbh85TKvXr2i2WzidntQq8UlyuF0dsypB+zu7tFqtriycAWn00no7Iy/+Ztvc+36NYaHhigWC9RqIlhz5fJl4rEYJx0JlsFgwO12s7d/gMEoEptanQ6NRkujXiccDuP3+Sjkc5wcH9M/OMDJySlDw0O0222sVhsPHz4gm81jNpsZGxtjaWkJvV7PwEA/j5885stffh+JREI4FOLBgwd4PB5arRYjI8MolAoeP3qIxWqjt7dP1CxcLpaWl1CrNUxPT/P48WOsFgszMzOEwyFOQ2EMJjNOpxObzYbD4cTrdv+958Sv/EKxmU3Uq2Vy6RQWowFHxyERORNO7fNzFzAZTYyNjxGORFi4fAVtx7+dSaUZHh7mO9/5DvPnz/M73/wmn376KU8eP2bu/HlcbjdWm51Gq8Xb777LxNg4hXyeWCxGqVxELpPj93hQaNQcn55gs9sZn5jg1kcfETw+JtDbS60iXkU9/p4OvqNBqSCek6Ixe4zRaCSbzfO5d99jZmoKtVpDKpnGbLGhVChIJzN87zvf4dKlS9hsNpx2GyaTmc31NRLJJEgkvPHmmxQLRVotUXYKhUJIpVKuX7+OpYPKj8VigqIqlWK129ja3aFcrVKpVMQXiUJBNpfh4LCBw2lHrlBgsVqRSCWUK+IZe3wcZL6zSFdp1MiVCk5OTvD5/UxMTBAMBjuRRh0SCRwfBdnaXMdhs7D4/FnXIGfuGCzVqhDVSpl7n33Go0cPOTd3nkCgj2QyhUQiRYKUVqvNxsYWPp8Xk9mM1WYnmc5gMJr5629/l8mJSXw9vWjUanp7ewkeHhGNxjAYjPT0+FldXSEaFXj2VqvN5OQkm5tbxONGYamsVjtCJh2xWIx4PM61K1cpFotcu3qNYqlIpVJhcXGRSCTC3Pw5HHY7kg7y/+rVq2SzWfL5PFtbW5gsFnGZCIWxWow4nDYGBvpxOGz86Ec/wpQw8Yd/+Pv09PbSaLXI5fNIkKDRajGYTChUKqRIODw4EGKhZlPcjFNJ9g5EUqxcqeBuOHj25DEqpZJYLIJSqcBkNFBvtTk82EEml1Is5HA47DQaNSStNpFQmHQy1ZUkqdQqFAoxXlSpBLZeHEpS2nI5xVyWdqtFq9Wg2WpisTmo1SrksllkcjkSCUikMpwuD+fOnScaj3F8cozF4cRosYBECrSRy5S021LqzSYSuQyJRE6r2aRSr9KiSuLsmFazhdnRgwINu1tbIJVic9hRqVUkElEa1SoahRqZRMH87Dy7hzto9Aq+97ffYzI/xRe/+CXUGjVIpNhsNmRyJUsdhYTQa6so5AqMjI3x6tUrTCYjOr2Bg0OxG7NabTjdbuEr6h8gGomwsbHO8PAwbrcLtVqDpA0+j4enT5+gVqux2W2U8lnajTrlUoHe3l4MXhPpdBaz1YpEJv4bLBYLJpORcDjEwf4eU9OTtNttXrx8iUImaBLVSonjk1OsVivjY6OYzWYGBwd5/OQJeqOZQP8ACpWSk9MT3F4PfQP9XLl6na2tbXK5HGcrUXoDvfw//l//T37605+xsrYmdnrFErl8kVZbgsfnZ2xqilqtRiwWx2ixMjwiJhHVapVYLMZZ+IxisUgiESMUOuGN69dptZqcHp9wFDwmm8vz3nvvEYlEmJ4W+1yn04larebSpUvcv38fr8eDSqHiw1/+kumZGbRaLefm5pDL5Uho09Pj5+NbtygVCigVSr733W9z/eo1aNZpNRo8fPCAtdVVfvf3fq/zMlthb2eXSq3Ol7/6NU5PT3F7vBQ61tq/759f+YVydLDH8vIyEomE0dHRrmr12bNnXeWkVCLh9PgEtVaNx+thY2ODSCRCJHzG+NhYJxJ3A6vVyu6uGHm0Wi1sNhuRSBSzzYpKpSbX8Y5Ez844Ojygx9/Ds2dPGRoaptFs0j8wQLFQIJ1OI5VKWVhYoNFoEIlE2NjYoFwuY7FaKBYLvP322yiVShZfviSRSDA1NUU4HMbSSV2ZTWY2Njd46623SCWT7GzvdDEm7bawAP74pz/hnXffJZ3J4PP7kUngwf0H+P1+nE4ner2eeDzO+vo6mUwGqVRKs9nE6XTSbreRy+X4/X60Oh3tjsNkb2+Pu5/cxWy2sLCwwNy5c5yGToV7pN7g5OSE8fFxkfXPZHj85DE2m42Zc+fo7e0ldHpKo9HAYNAjkUg4DgZJp1OMjIxy+/YdZmZnBUvM30NfXz8PH95nZnqGvT1RetJqtCRTaXQGI1NTU3z6ySc06jUePrjP/Pw8MrmMy1eu0Gq1abaaPOokpAb6+ggGj2h0muA6nR6rw8nRwQFPnjzmc597G4fDzl/+5bfo7+9nZGSEZrPN5PQ0PT09RM/OADoluyXmz89z69YtLly8yOy5WeIdB7lSqeT07JR4NEa9i9ZuUK/XabfbuFwuXn90k8kksViEq1ev0mo2efrkKRqNhnPnzvHw0WN6AwFcbjexWIye3l7cbjeLi4vk8jn6+/qplEqUSiVGRkb4uIMm9/v93L17F61Og9/vY2N1FZlMQuj0hFqtyvzcOZZfLYlbt0ZJLBbr6gRarRa5bJ5cLk+1WhP7CLsNs8XcNQXKZTIkEiF6E0A/GSq1BrVGh93hwuZwoTeYMZhMqNQaarU6rXoN6hVqlQIrq0s8fPyQiakZhsfGMeiMKOUK5ECpmKKQipBLnqFs1VEqZNRqJZqNOtVaDbXWiM7swNs3Sh01m7tH6E02dEYjn927i1Iu48qlBfRqA6VSmUa7SSaXolAssPRymeHhYfoHBlBr1CI91Cnvms1mCrk8P/zhD7ly9Sq9gb5uRFWrFaQCr9fL/v4+UqmcQCDA/v4+58+fRyqVsLW5RaVSod5oEDoNMTMzTa1eJ5NOkUqnuHDhAmq1KBgXCsWOV8ROT08PKysrXefQwf4+uWymg+PP4fF62dreptFo0NfXh9vtJpsrCEhno0GjURNYqXyeufMXukKrJ0+eIJVKmJ0VIYFWo9ntzC0uvkCuVAKiKW+3C36hzWbj2bNnpNNpRsdGsVqsrK+vo9Po6e/ro1av8fT5cyGk6/Dx/B6PsKM6HZTLJeq1Biaz4Hh9+ulnNJsN3nrrbcLhMx48eMDXvvY1dnZ2cDgcxOMxRkdHO3s+EaCo1mqYzWYuXpgnn8/x4LN7wm7pcLC0skx/r5iMSCQSXi4v8b2//T5/9Ed/zED/IP/1v/xnImcRLi0ssHDlCgAHB4c0Wy3+yR//yT/cgbK5vk46k2ZzcxOr1Uo+n++i3dfX1oRWUqEgeHjI5NQkBqOBu3fvkstlqVYqbG9tMTE+wYULF7o39dclyb29fTKZLFffuC6WuFotg4ODJGIxNjc2aDUaOF3CepfN5VhcXMRuF7cRf0dC5PP5yGQyRM7O2N/fx2Aw0EZQjr0+HyudBvnNmzfJZbO8fPECnU7HhQsX2NnZYW19nbnZczTqdc7OzrBYBQTTYNCzuraGveNdKZfLeN1u/vzP/5xKRTRuJycnGR4eZmNjAxA6V6dTkIStVisXLlyg3W4TDofxdDzjsVic97/yFba3trl3/z5z586xt7eHSq1idGSEmZkZnjx5wvr6Ol/6tV+j3qgL1e/2NmPj47RbLX75i1/w1Q++ytOnwr74h3/4BxwFj4nHREntVWeO3Wq2OA2d8oUvfAGdTitu4qUyZ9EYQ8Mj5PN5zCYjB3t7lEtFQqEQ733+88hkMqrVGuGzMFa7CCycHh+TzWY4PDxAo1aTzuQYn5wkk07jcjoYHBxAr9ezuLhIqVSiXq+jUmmYnpkh1hmFFAoF8nnhVrdZRKs/fBam2cnu5/N55Ao5mWyGVrOBVCKlr68PhULJf/j3/4E//pM/YXBgkFK5RCadxmaz8+3v/A35fJ4333yTpVevOuVHJ/l8AalcJtKI+/uEw2GMJiMmoxG3283AwAArndv18fFxF1evVChRKhVdfPzO1hZ2mwWpVEKtViUWOWNnewvabVxuJ5mMUGKXSiVarRbZTJZqtUYuJ/od1WoLhUpGf3+Anp6eDhhQjUIu63QxlMg7IzC90YzVakej0eNwurHaHej0BuRSGYVclka1TCx+xi9+8QtK5RLXb7yB2+UVPRUJyCR14uEgxVQMamXMRj31aolSIUezUaVaq6PWGbG6fHj7RjmJpKm3FBwch/H19FCtlLDbLBTzBf7iL77F57/wJUqVElKJhO2tLUZHR5mcmhKGynqNO3c+4eLFC4ROQ0xPTWG32wmFQjxbfMHExARmsxibzZ+fR6lSsbu7i9PpolQqiT1HNMre/h6zM7Nkshl2d3bZ39tjemZajL/6AuTzeSwWC0+fPmVyckIgdRQKrFY7Pp+PdDotemHxOJlMmlgkwvLyMn19ffT197O3vwfAzIyoO1itViKRCN/+9reRSKC3t5dcPo9MrsBoMDJ3/jzJZLKDPkrx6OFD0aNyubh46SIWiwWz1YZCLheR/WqV4+NjzGYzp6EQT588xWQy8sYbb9DbG6CYF2mpXD5PqVxmYGCQer3GcfCI5aUlxsfH6evro1DMEwwe02q3OTd3DofDSTQa5Xvf+z7Xr1/vUNsFFeDk5IRbtz7iS1/6Eo8fP8bhcLJw+TInJycsLS0xMT7WYfe5uHXrY2q1GhcXFtCoVLx69Qqv10tvIMDLVy8plcu02wL3Uu/QwqdnRLhFp9Oj1xu4ePHS33tO/Mojr5WVVZRKJZcuLrC0tMS1a9dJplIYjCbm5uYxGsRssI2U5c6MXy5XMDExgUKhwGgyYTVb+Na3/oovfvELjI+Ps76+Tn//AH19/SwvL3diwnGePn2KSqXCbDQxOTnF9uYWep2ely9fMTDQ301jKZRKKjWxnPrswX16/X4WFhaw2WwdWZUQ6RSKRUDcisPhMJVKBbfbzebmpkDqJxLcu/+AjY1NDHrRh1BrNQyPDItGsNdLJpulUCjw+NEjrl+7xptvvkmzKW4sT5485erVq0xOTtJqtTk5ESWjb37zmxwcHPDjH/+Yc52XxbNnzxgfH2d4aIREPMHh4SFul6vL4RoaHMTpdPLgwQPa7TZvvfWWMC/m88TjcVRKJWtra1y5fJmFhQWi0QgyqQyv10ehUMKg05NVZFDIFUxOTnXozgqu37iByWzm+bNneL0eVEoV9+7dY31jk3fffReZVEYqlSKTFjiS5eWVrnFucGiQl50GuwgeCM/FWfiMielpAoEA8/Pz5DJpTk9F+GFsbEwUAjuCp+fPnnX5Z06nk9nZWfoCfSy9ekU8HmdqeopKtcqtW7dot9uMjAzjcNgpFArdF62Ito5TKZV5/uxZ5+/+CaVSCafbhU6nZ3t7h/kLF6ElUi4KhQK3V/zynRwfk8/nsVnNbG6sk4jH0KhVqNUqpFIJZ2dhgczIZujv7+fo6IjniyEMRkOHIB3DYjYhk0l5+fIliXgMCSCTySiVhNBIo9FQqVRQqpRUKhWkMiler5dms0kkEiEajZJKpRnv/LIb9HparSbQRioXgMdSIUe71USjLSKVSZBI2pSLZSxWK1qdnpZaQ73VYmh4lE8+uU0kHMFudaLV6mi3QaNTI1OqqLfAarWhVMgxGAyoVSqKuRSSdpF6KUcxIycdU+N3BZCrTOj1RlK5IocHhzx+dB+lUsm161ex222Ezxpksxm+8Y3fANqEQiGikQiT01P4fD6sFiv1qpAz5XI50plMN9lWLpcol8tirJxK4/F4iUaj1Go1drZ3aCOhRZt6s4nZbGV0ZJSrV66Sy+fQ64XWor9/gJ///OfUaiKFeOHCPDabjR/84IdUKhUAFAoFd+7cwefzMT4+hslkIhKNksmKPV2j0aBarVGrpZFIpLTbbSYnJzh37lw32vvs2TNBr7ZasZrNIjHVbPKbv/mbSBD8uB/93Y+Yv3CehStXSZdKlIpF9vf3aTablIpFZqamoNXi4cOHNOp17t/7jN6eAMfHx1y9ehWdVsvp8TGVShm9XodWq+Xs7Izl5WVMJiMSmZTjkxN293aZmppmbm6OsbFRJBKANj//+c+w2x3CO2QWZIK5uXNoNDpu3brF7OwswaMjlAoF8XgMl8tJLpOljYSnz55z5fJlEZ12uymXSgwPDuJwuZDKZZyehLFabSQSMfZ2d/jh3/2AywuX6Q30/cMeKM1WHb3BTKNZo9Gssb6+KnAbaiXR2BlanRqZVEYuk+LoOMilhQXOnz/PyckJJpMOp8uFQa8nEo9zehYmW8hTLBSwWAWkDKBSLmMymRgcHBRObpWSleVldHod5WoNlUqF0WhkanKSdDqNQqWit7cXjU6Ly+3i+OSEarmCwWDg9PSU3t5eensCaLRaLDaruCHksjgcDp48edKNxC1cvsw//+f/jPX19a7Os9VqUSwWRZmxg06Znp7mlUrFxsYG7777Lnq9nlgsxtraOs+fL2K32/i3//Z/YmxsjIGBfgYGBhgeGeGjjz/G6XZ30DDw+NETvvjFLwqxlEzGe2+/zQ9+8APGOla0crlMKBSiv7+/e+Op1+t4PIJ3NDY2RiaTgbaEo+AJY6MjNFstIpEoPp+PN27cJJlM0tMrsPf37t2j1mwJbpnFwu7OHulshvkL86yvrxOJhDk5CSJVyEll0nzzt3+nG8/VaDTs7e9Rr9cIn56i02mo16uMjo1xFolwenqK1eboNuI3t3bIZrN8/vOfJ5/P87Bzs+vr6wXaOJ0uANbW1vB6vaRSqU4iULi4x8bGKBaLXTzO/fv3OTs7Y3Jykp///OcdUGiQ7e1dJiYm6O0V6P9z5+dotVpsbW0JzpXR1O089fT0sL62hsVqZXJykkw6hVKuwGIyc/eTT5icmiKTyXDt2jV+9KMfcXlhgfBpiGa9QbFQYGx8jJvX3yAYPCR0eopMJqHRaJHLFhkfF8wmoEvSbTTkZLNZ5HI5gUAv7VabaFQgy6uVKol4hmKxiM/nw+fz4nDYqNUbKBQKZEoptVqZRqNGu9nkpFym3WqiVuXJZDM4nS60Wh1avYmh4TGOj4PsbG0zOjaOQqlErlShVskwmG1US0UsFj0KqYR2o4a21YRmlUatItr7rSaNcp5iJorVoaJVL3J6tE88HsNoMvP5z79HKpUmEomTTAouW61W49kzceHLFwqsLC3z1Q/eR4IEn9dLIpFgZWUFqVTK7/zOb6NUinFgNBrlRz/6ERKJDL1eT60hwhUGg5F2qy1KiQ4ny8vLVKpltDoNZrOJTCbD8vIy/f399PeLIvTAQH+3GiCXy1lbW6Ovr4+dnR3m5ubwer20Wi2mZ2dwRCJ8+OGHjI+P09sb4OTklEAg0CEEN/jKV75CMBjs9shEV0lDs9mkWCxxenJKu9Uir80hk8n4R//o97h160M+/vhjllZWGR4awufzUauJ7yebzUaxWOx21sxmM8PDwyy9Wub8+fMoFAqSySTR6BmtdhuTxYTZbOajjz7iG7/xDRwOOzKFgoPDQyKRCHa7nWfPakxNTRKJCG/SP//n/4xoNMp2Z4z34x//mF/7tV+j3W5z443rSCRSfv/3f59arcbGxgZer5d4LMb8hYvo9HoeP3rIb//2b7P86hX/8//0P6HT6xmbnMDtcTMxOS0OtOMTLCYz/b0BbBYr9+5+ym/+1jf/3nPiVx55ZVMJTk5PWFxcxO/zYbVaicXipNMpnjx5QqCvj0sXL1LMF7A6HCg63YHd3V22tjbR6XS8/fZbpNNpvvvd7zI3N8f169cp5PIkO+mdK9evsbKyjEQiZWHhEvF4gmdPn5LLZDAaTSjkcvR6Hf39/bTabTY3Nzk9CzM1M02lLNJi4VCIeq3O+bk5rFYr4YgYX+n1eux2Ow8fPsDVeRHs7eyg1+sZGhrCanfQ0+MnFouRz+WInAl39sTEBEtLS8RiYlb5GpOdzWa7HvJsNtu16tlsdu7du8e5c7NYrVakcjkPHj6kv68Pp9PJ+Ni4GAc8fcbVa1dRKVWUy2Vi8Rg6jQa/z8fTp08xmUyMjY1xcnrK6toquVyu23txOByEw2c0mk0ikSjXr11DqRKK21gsxrlzsyJWnUjy+PFjni8u8saNmwwNDqDVqDk+CvL9v/1b/of/2//Aq6UlbDYbjx49olatcvXKZSRIWVtbx2DQUywWWbi8wMnJMU6nk93dHZRKRfeXWac30tMb4PDwgOPjY1Hsa7d5/ytf5uDggOfPn9Pu4Lez2RwulxubzcbGxoYogMrktFotbt+5zefeeYdAIECpVOL09JRUKsHly5fZ3t7GZrPxne98hw++8j4KhQKn083Dhw8ZGhrC6XSSLxQZGh5iaekVx8fHvHnzTRqNOsfBY0GaPQ6i0WoZGBigXq3wgx/8QBCT0wkuXryESqVieHiYf/Nv/g1vvPEGA30DTE5NUa6U2djawmw0EotFCPT2sLOzzeOHD8lns1y4cB65XM7e3i5mi4lkMk693iCbzWG320mlUsRi8c6XZmcRL5cTPgujVAmYZH9/AKfTgcloQK1WiVGYUoFEIqPdgt6+frQ6E/WmBKvNgd3pQqVUkM2kWF9ZYvnVS9557108/h50ehNGo45MIkyznEPSKFEp5qiVijQqRQqpBKV8llq9jtlsQSJXoNDq0ZmdOLwDnEQztOVKovGkIFDbbZydRTHojaTTKcLhU27f/lg0xsfGu6iScDiMwWBgeHgYqVTKxsYmG1tb/O7v/g6RSKTjTgKbzU4mk0GlVmO12cjlcrjdIkLbbDbY291DJpeRzWYZGxsVpeV4nEajic/rJZvLks6kabfb9PT0oFJpaLdFaXlpaYlLl0QvRkw8xILeaDRiMBiIx8XPplwW9ler1YLNZmNlZRm9Xo/L6RRgRY1O6HH7+qjX6p0xv4Xe3l6Oj49QqRS8fPWKUkn0ia5cudqlC8zPz3dV47VqleBREACZXIFSrUKv1/Nf/8t/4+abN7l48QLFztivUBAj4GazydDQIHc/+5S11TUWFsRE6K233qJcrrCzs4PdbkelVDI2Oka1XkOn17P4YhG7VWjZh4aGOxdSUUEQfb82UpmckZFRCvksfq+Xn/z4xzx6+ACny0Wt1WRoeIT3P/gqi4sv2NvZobfHx+T4BA8fPSKVSvH//rf/8997Tkh/lcME4OmTR6wsLfHw/n1azSbra6u4XA7UahW1agVaoqDY19+HxWRmdXUVnU7Hp59+ik6nZ2pqirW1NTGHPznBYjajUavJZjPs7u5QqVZ4+PABsViMZDJBOp3q6EuFYvf8+Tmu3bhOqVQin89jMpkYHh4Wh9bOrmjKvvEGVpsNW+eDms/nmZ6ZEaOL589ZX1/H5/Px6NEjHA4H58/Pi45HR4G5tbXN1tY2O7u76PV6rFYrR0dH9Pf3I5PJaLfbXUe5xSLkOK93KTdv3iSXy2GzWfnggw/49re/Szwex+VyMT09xfLyModHRzSaTQJ9/Tx/8YJbH39MWwL1ZoPeQACFUsnii8WuW+GTu59gMptYWVkRyuLO3L9QKODxuLlx8ybf/J1vksqkqVSrDI8Mo9FpefzkKX/5rW8RPD7B6/MzPz+P3S5+kZdXVrDb7XzxC1/gw19+iMPhoKenh+vXr9MbCDAyOkqzJfSrNptNkE4VCoaHh2k0GjSbze7fzcjICFeuXCGXyzE1NcWv//qvMzg4hFb32rQpZ2Ki05Y+O+uqmHd2dsjn8+zu7oox39AQSqWqQ6d28vHHH3ccFFfZ3z/A5XJxenoqZvNnYYwmE4WCUKQuLi7y7//9v0etEe72UqnE8vIyweOgOLifP2d5eZkbN2/SbDYJBoMkUynGxsdptVsMDg7icNjRaNTEOtHsRr1BNBrlJz/5Cbc+vk0slmBtbY1cNkej0aTVbCKVSpiZme5oGwS6xWKx4nA4KZcraDQaUinhlVGplCgUcpAg3PMqFVKJnEa9yeFhkCdPXnF6GqZQKJHPF8jlcmTSGSrlMuVyiejZGbVKmXqtTLFUIJVKUK4ITEh//wBOl5tkKk2lKtDozWaLVlOCBClSmZR2u0WlWqJYKpLJZkimUmQzORqNNu1mi1I+Qz4TIxY5wu+z47BaqFVq6HQGmi0JZrOFZrNB/0AAu93KzRtvdHXAvT093VTk6OhoF+6oVCr4zd/8BtVqlenpaZwuFy6XC6PRgE6nxWI2Ua/VsFjMxONRjo4EVNRoMpLNZNjd2eHJkyfUqlVq1SpGg56XL1+wvraGz+djZGSEfL7A06dPxULb4WBkZASJREKr1eqQqxtYrTY0Gg0GvQGZTEY8HsfcIR/E4wlOTk5e3615+fIVpWIJpUJJtVIhdHpKKpXE4bCzt7fHs2fPuH//PpVKla98+X2uXrlMXyBAvV4jl8vRaDTY6fy5/+t//a98cucTEokEDx4+7DiBerDZ7fyz//M/w+vz8v/9z/+Zza0tYvEY1VqNdDaD2WIhdBbm8uUFvvnNb6JUKrl69RqDg4OMjY3xla98BYlEwtDwMCcnx5RKJc7OzlCr1WxubuL3+7HbbahUStbX17DZbKjVagwGA61mkzt37nQvbNFoFI1Gy9d/4xtcuXyFsdExTk9DSIC33nobi8XKYTCI1+fj4qWFX+mc+JVHXq1mk2Ixzx/98R9iMpmYmRUt73PnZnnw4D7VaoX79z7D4/UyMjLO+fPn2drawmazddzdXoydgtq/+lf/CrlUxuryCh6Ph/c/eJ+dvV3u3r1LvS7MYGq1Cp/PR7PVpNZs4DIZ2d3dw2a34/X5yOfznEUiTExMYDAY0GnFLHJ+fp61tTUyuSxWq5Viocjc3Bz5fJ5MJsPZWYRvfOM3qFSryJFQKpVot+jerOx2O2tra13FbyaTIRqN0tvb2xVg+XyeDrRShcvlEr0Ho4mFS5cJh8PI5DKuXFlAbzBgNJoYn5ikWquLRI9ajcFoYnx8ArPZ1DW5FYsFGs0Gff39rK2tkUiJ4pHb4+HNNwUs7rX7RafTcRaJoFCpAaFGFm3mEPVag3QmS61a7Tzhm3g8bvQ6Hel0kqHBQWiL4EBidRWXy0WxXCKby6FSqch17IFbWwLfMjU1RSgcptGo09fXJ0ZTgT5isSixWAybw4lOJ+Lhbrdb7IeGh7tq6ImJKWF51GoFCTgUYmtri6tXrzI1OUWz0UAmk7GwcIntnR1isRhjY2O43W7sdge/+MUv+fKXv4xGo0MuV6LX68lkcng9HmZmZlhdXUWhULC8vERfXx9KpZJ3332XWq1GsVjkylUhRspms5hMJh4/fsxbb93EYrWQzqSZmprB5XJy69ZHXfiev6eH09NT0uk02zu7lMtVfv3rHzA8NCBspZ1RqK2Dimk265hMJra3tkmlk92En1wmp16r0aw3KLcqSKWg0agpFkt4PG7SmRy1ep18Psvy8iqyTvO63ilqghSFQkGxIA4RncEoTI71KvVqBaNej0KuwGy2UilXaTVFv4WWBNptoQWo52jWBQqoDsgkUor5EkgkpJIprHYrjWaNmjxPLiMBhRqN3sXh0SEmi429g31cDgfJeIz+AYFcPwuFkSFhoK8PjVpJ8OiInp4ecejmciJt1RlPg4C8lopFTo5PutBEj0f4hyrVKplMmvv3H6BWq7HbbbQaDQb6+7rKcIH7ceH3+4nFEhwfH5PPF4jF4szNzaFUKikUCszMzJBOp4nH4/j9fmZnZ9FptVTKJcKhENVyha2NTUaGhOBuZ2cHmcdNpVLDaJSRTKXxebwCey+Xc3h4SKFQ4Ld+67c4d26Wra1NzGYjIDA/8/PnxQW3UKDVFoSA+/fvs7u7z4UL86JfFYtx4+YNXrx8SSafZXBwiIsXLxKJRhkYGiSeiJMv9nSCKArK1QrZTIZkIsnCwkJHJmciFhMEEbPZTI/fT/DgEIPRgFyuoFSq4PX4cTtd4nMnl2O325HJZASDh+zs7KFSqejv7wdaPH78mOHBIVwuN1/5yvso1CpGRkap1escH59y8+ZNnj97xubmOv39/fh9PaTTmV/pnPiVR16//tVf48aNG3zwwQc0GuIG12g0cDgcfOc73xEGQqUStVpDrdZgZm4Os9nMs2fP8Pv9SKVSen1+gsFgh3dTxeVyUywXmZyaJJGI8+GHH+Lz+VAoFCwtLTE+PsG1a9cAWFlZQS6XC+2szcrCxUsdYu806VSa7e1thoaGMNuEAU3Tsahlc7muV6Snt5dP7twhkUgwPT1NLBKlWCgwMTnJ5vZW91ZerVYp5HLcuvURV69epb+/H61GS7VSoVavsbO7jdvt7rjkazx48IC9vT1uvHGT2dlZQAQAWu0WpXKZc3NzbG3tiGZqq8nszCyvXr1CQhu5TIpKrWKgv5/d3R0sFmu3rPjkyRNGx8YoFItI2m1isZhIrXm9AhNiNGN3/f9Y+68gydL0PBN8jnCtdQj30FpkZqTOrCwtWws0AVRTgYTkwJYDLoe0sR3e7Oyu7S6XQ1sOyQVtjADJWfYOCKDRXY2WVdUlMrNS6wytlYd7hHu4lkfuxfGK3blCjRn6pi+6LUOf//zf977PY82dh4aGyGaPiEQiJ8yhVMrCYbtcTqLROJsb6ywtLPDitReo1muomkY4EkXVDD76+Jd86Z23cbvc/OgHP+T8+fNIkoTP5+P5/HN6e61l+vXr13nttddYWVlms9MaP336NKqmWdwft5vl5WWazSbT09NUKhUG+/u5ceMGV65codFo0Gq1KBaLVMoVyqUSY2NjGKbBD374Q2ZmZk7CGZcuXeKHP/whyWSSb37zm8x33k4/++wzzp09iyiI/OxnP+P06dPYHXaymSyzp05xmM2ytbNNoVBgamqKUudjfN4RmpqZRhSsh/WP//I9Tp86jfS5ZXNoEJfbTauloCgK8wvzvPrqq4iYZDJpqpUyR0eHRMOhDg23RKlUQJIkFhbnaTSsAIjf76dYLFrSsmqVarWKoii4PG4M3eTgwILwmYCqasiSTKvVoru7h6mpCUvN6nF2QIrg9frp6e0FUUJRNSRZJhyK4nZ7Se8fUG80mJycINHTRcDro5RLU86lqZezyKKBoOsIqkIpd8jB/h6GrhOMRvF5fThdDpq6iisQQpN8BKL9tHU7Lm8AXdPZ2FwjFongcTnJH+exd2CKH330UacjEmNkZJRavY7b62FwYACtw5arVConqcd87pBmo4nD6eT58+c06nVsdhvTUzO43BZuZGtri7kzZwgEgzjsdmSbjWwmg24YBAJ+HA4njx8/JpvNnsAmx8fHOTg4OJHLxeNxdF3nzp077GxtMTExSigcotVskzvKoyoq/YODeL1e1tfX2dre5uy5s6iKQrvDrwoGLc/68vISuVyO7u5uhoaGGBsbZ3FpiUq1QiwSwTAMHE5HpyvlRLbZ6Orq4v0PPiCVTGECpmEQCYe4fv0GpXKJ3/6d3z2xtab301SqVaamJslmLCJyd3d3x1IawTTB4/FQrVa5desW165do1Qooqkabo+XuXNnWd/Y6OByPDx5/Ji5uTPMTE4RikRYXllmYWHRQuFoFr17dWWFRLwLVVVPYvjvfPnLnSL5PvV6jUajwb27d5mZmcHTERZ+52/82l95TnzhG8rIyCjnz1/gZz//Bd1dXfzghz+g2Wxx5coVXnr5FYqFAj3d3WxtbfFsfoGXQ6/S1dXFa6+9auWYO2+i3d3dvP/++7jdbkqlMmMTY9TrdY6Ocpw/b2XAE4kEum5YxbxgkI2NTQRB5PSZM1y6fJk/+9M/5fr16/i8XnJHOaqVCul02lK/tpoMDQ9bmffubkKhID/+8U+siGIiwf5+muPjvBUZPnuW/b19fvbTn3L6rHUbSSQStJpNnj19xtTUNLlcznqwer3oms7Tp09xeZycOnUKVdX49NNPLbGX04Xb7SYQCJxcQR8+fEj28BCHw0k8lmB1ddW6GRzl8Hm9NGo1kr1Jfv6Ln1EuFrB1IIddXV04XS5GRkdpdFAnBwcHJ7iaSqXCzvYO/kAAfyBAIpFgdWWFZkthbW2NmekZAv4AG+vrBAN+kskUCwuLBAMBSwCVyeD2eiwNQSZLPGG1g99//wPe/fVfJ5FI0NXVZflG3G72dneRJYloJEo0YqE1gsEQk5NWD2FjY4NarUaxXMbj8RCLxU6u2isrK7RbLSKRCLlcjr29PURR7NjnLIinoihMT0+f0IoXFxc5d+4c8VicCxcusNGJ+8bjcXY6/Kb88TGVchnZJlOtVen191rons0NEokuzs7Nsbm1ddLn2d7eZm9vj7m5OUwTllaWuXbtGt/5znf4V//Pf83Y6AivvvoKbVVhe2ubsYlJ8vk8Fy5eotlooqltalUryTUyMsJRNkOtUiUSCaMoLUtyFAwhyRLujoI4FAx2sDxtRNFPq9Ume3RIV1c3sXiU4/wxNtmGTbahKCqaZrKwsIzb7WJoeAC7Q6attACBZssqXEqySK3WQDfB5XThdLlxeTxouo4s25AQMDQVSRTxuJ0YbSeyYNCq1hBNsIsyHocTBAPB1Kx8lWngctiQRBHdMFBaLYrVGrVmC6/Xy8T4GJqiUiwcnyhoTdOkv7+/Y/Ds48HDhzhdLnqSvVb6slrF6/MhyzKHh4fous5h1krR+f1+FhbmWV6xCLd+vx+Xx0et0eDNt96mt9dKgTWbTSq1Gh6vj4PMAZFoFL1D3ejv7ycajVqN907/7HMsz/nz5y0wZKlIJntAvVEhEg4jIHH69Bma9SbZTAZFUalUK4wMjxAJh1laWma3A2zc2NhgaXmRgYGBzs/Y0kevrW8wMjJ6EgaoVCp8/etfp1SpcPfuXU7PzVGuVLhw4SJer7djjpUpFwv09aXQt3UePXiIbugMD4/QaDR49vQpS4vWx4rFYnz22WfIsg2v10cikaBarWIYJq+99nrnZf6ImzduWuZWl5O+Pitlmc1kmJycZGtzE6fNjri1RalS5vLlSzx+8pjFhUX+1t/6W1y5coVMJst4n8W2+8sf/yXdySTJZC8ff/RLaxrR19dxCHno6upmfX39C50TX/hAOXv2HPcfPsQ0TR4/fYrH6yfR1W3pTwcGmJyY5MH9+7TbCq+99iqFwjGiKNBsNhkbG+Mvvv8XPLz/AI/Hw+zsLAMDA/i9Ptpqm6NDixjs8/lYXV3j8PAIr9fLdMc/sL6+wfDwMLpukMlmsDvsuDpAyWQyyf7e3okTJdHdxdrqKpMTEwSDAdL7+7xw9Sp7e3vc7uxO5ubO4Pf70VTtJEkhCAJnzpzhOJ/nyaPHpFIpzp0/B5j88pe/JCeK2G127t+/z+j4CPPz8xSLRUKhEP39/XR1dWEYBkvLyxb/KGhB2IqFAkfZLKZuYLfZ2NxYx9A1dnZ2aDabgCUeevToUSedYvGvGvU6hmny+PFjxicmuHTxIp/dvEmxVMLtclGtVUGw3sZ6urrZ393j7r27fOlLXyYaDXOwv4vb7WZpcZEbn16npydJT083Z8+eZX19lf3dPcq1KmPjE9jsdi5evAiYtJU2bdXSnW5ubnJ4lGVqapKDgwzra2tEIhGLSNtosL29jaIo+Px+Jicn2dvfp9qJ+fq8XlRNY2xsjFazyd7e3glt9vTp0+RzeeRhiX/+f//nBIOW/nd2dpb79++TSCTY3d3lMGvxg0zDJNMpRObz+ZNUIIJAW1FoKwrf//6fc/HiBdxut7VnqtcodRhxn7/1HR4eWoBQv59kMonH7aYv2cM/+oN/yL/8l/+S/fQ+b7/zNh6vB1VtE4mFKRVLOGw2ckdHPHjwkDNnZikcH/Pw4UOGB4dwuy274cHBwckytrczkq3VarQaFlXB5/PRarU7eykrZeX1eXA5rRvI4WEWp8tOW7WxvrGOKIsMDw8gykKnHOtAabcx29buQpLsOOwO7LJF0hYEwQJOOuyYpoZuKMg2CafdjtqsIxg6YkcV4HLaMdERJBNVbYJoIpg2XC6w2ezs7+3iDXUhYrC0tEC9VsNhd9Db3Y3X66Hdbp/g0MPRCA6ngzNzcwQCAT7+9BOq1eqJf8Mmy4BVEHY57Z1xVZVIJMIbb7zBtWvXePL4GfEuG+FwBJvdTrPZolqtksvnyefz9PYmabUVCsUibrebq1evdiyJlsTu84V8ImFhQvY6WoTp6WlCoSBd8RjZTJbMQYbVlRVcLjc+nx/dqKMoKs1mk4X5Raampjh96jTrG2u4PG7LAhq0CNKaouFyuVnb2GBMFJmammZkaMjCSEUi5AvWC+GdO3c6fZg8/f39Jxgml8PClghYJWSHw8HZubN4vB7arRaSLONyuojHrR3c3bv3mJyc4ujoiK4ua8R+/fp1JEniwsWL7O7sdna7Mmvr69htMo1mkyuXr3CcO8LhdJIvHGOUimSyGY6P8/z+7/8DCscFDEGi0WiSPkhz9eo1RFlmc2uTaCzKW2+9xccf/RLDMHjnnbeo1er88R//8RdC1/9vOlC8AR8BpcX5c+etB/bkJIZh3SLy+bzl9kilWFnfIBiJcryb5vDAirE+e/yERDzO/b1dfu27v0axUGCgr5+PP/rIAr8Vi3z729+22qiGwcbGBnvbO/SlUtgdDqamJ1lZXSN3nCMYtEpHvT093Ltzl5aqEAiFmJqepruri+N8nv/lP3+Py5cv0Wo3MHWD6ZlZMHSWFxZ56+13CIXCbG5usrC0yOypUwwPD/PJJ5/g8wVwujy8/NprKIrC0soK09PTjE9MgGlit9v5puNb/OIXv8Bmc2C323nnS1/B4/Xh7xBFR8dGWVsXLJaOAD6/j1RfinR6n3A4wv7+Hl6vh7Nn50in08g2mRdffJFbNz/j2bPnVGr1E5Vn7ihHqVCg1PG+ON1uZvv6qNaqOFwuysVjPB4nbaXFzOw0qqYQ8LnxuJ28d/NTjo5ynDl9xroxxCP0pHp5+PAhPT09KJpOvlQiGAyiKApCJ3CwsrzC1PQsos3GqbkzLCzMk+zrJxiOdJrmAxzmjrDb7URiMUtXYLdTqVQQBROXw8bu9iaHh4dcunSZgM+PYJoMDg1xkE4zMjzM/Pw89VqdrkTiZET48ccfMXvqFL29vWzv7JBOH9Dd0wsmTM+eojuRsEYYOzvs76V54aUXQazz4suvUDy2mFshv1U8XF5cQNU0qmWrxa3rGqFQgFKpyNe//lWq1Rrzz56R61juYvEEX/rK13j6/Blun9dyX+gq2cwBy4tLvPzSi9y8eZNquYJozlAqlkn29J54WI6ODjvO8h26u3soFPJUq1WcDgehUIiDgwOazQbRaBhVt3znzWYbSbaQ+p+Pt1TNoFIF3dBZXFxGkiRGRoewORxohoBmWDcJDJ1A0I/L7qBWrVpASlHAJkuYmk67VaJdLaA0qzhEUHUFDAXDNDDRMUyLV2kXJQQMMHR0VaKtGCDolGtlFtY2qNabnDo9x9T0JLs7u6yur3P95mcMDw8zOmqNuDRd4/0Pf8nrr73G7du3MQ2N+edPGRkcppQ7YmlpieHRUZ60FGx2G4NDI2Szlj76YD/Nk8fP8Hg8uBwWzHJ7YwOAtbU1DMNkamqKyQlrpHWQSbO3v83Y8AhbW+tUKiWmp2eolIv8zXd/nUAgyM2bn3F0ZAERbTYbw6MjtFWd2VNnGB4a5uDggKWVFS6kkgSiYfxBPwGfD5fTSbNZBwEuXrpipUMjUdIHB+iqhifiYmZ2Bo/Ph6IqmKbB8uoKst3OyuoabreHqYmpE9nb6uoqP37vx3zt61+hqyvB5ralCX7l9dd4/+c/x2l3sraygqbrpJJJtnd2eHD3Hl/5ylc4dWqWSCTM3bu3rf3P/p7FJ9zbZXJyElVR+K3f/R0+++wznj17ii/g59zcWfx+P/njY3QTPn7/QwIBf0fmdcyXv/RVWi2F1dV1urq6OMod0d3by9r6Kn/47/5fDPT3c+XKZSRZZGR0rAOobbO+sYmq6Xz5y1/+6z1QrJSEjN1mQ5ZlHj9+jMvlwjAMFEXhwYMHvPvud7lw4QK5XI7pmWmeP3vGwf37yDYbsUSc40KefMeBvrOzw6NHj6g3GqRSKVqtFhsbGxxms2iaxqVLl8AwrQeVKKK0raXm9PQUuq6jqRqXLl8mk8lQqVRoKwo9PT309/WxsrLC6dOn2NhcY2Njg4cPH2C3O3nrzbc6BF0XueM8vcleZFkkn8+RyRzgdrsZGRkmnU6zu7tDPBYjkz6gq6uLzMEBS0tLXHvxRdrtNk+ePOH111/n4OAAm91OOn1g4fp1nVgsdtKviEWj6LqFUthL75PoTvDyq6+yt7PD2voqfX19hEIhTp05Tb1pvfVPjI+zs71tFR83txAlCVGScTisqKXH66Ur0UXuMEMmk+XxoydMTExahaadHYLBIOPj4ywtLeP3+0ml+ng6/5x0Ok08HrfYQKdOMTU9jdPpZHNzk0JHqWpdc30cHFhfdyDgx+VyU+owpexOB5IkEYvFsNttRKMxTNOgVCgQjcZOlKEgcOPGDex2B7Vqja9+/ev8x//wH2lea+L1egkEAty6dZuJyQn8Pj+bW1u4XG5GRsN09/Ry5+5dvvrVr7KzvcPS4iJqu835C+fRNJVoLEapULRwNm43GCaCKOB0W+W11eVVxsbGeOPNNywplqp0tLM11tc3CIeCFArHPHjwoFOA8/Pa66/SnbRm8stLS/zlez9ieGgIu81Gf/8AuVyOYv6Yet1awk5OTLGxucHp06eQJBs3bt4j2RujVrMa3fF4HEkSqXbUCp/LlVweaywqig3MaoN6vUYsHkYQo+zs7GG3SWiqhqbBs6eWI6aruwtRMDFNowOTdBGNRGk0G9QaLev3KxDG6XJhmgbtRpV2o4KpNtFEA11pYxqatR+o1TBMHQRQdQOXwwGihCDZaTUVJFFHRCAWixAIaHTFo9gkgXarjqa26UrE8Pu9hCMhxifGWF1dpX+gj1q9yqXLF8mk08iCSCwaZXNzg66uLg7SafyBAB6vF1VVT/DqmWwG0wRN03A6nahqkUqlyvDwCI7paULhMJFIhOuffkq1WqFvoI/JyUmOc3kURWVlZQVZtnYsqWSKtbVVMpkMw51y8LNnz1lcXCQei+P3+qlXy7QVBZfLxUcff8zh0RGvvvoqAnB0eMj65haXLl9m/8Di80myzJXLVygcH/Ps6RNq1Spzc3Nsbm6wvLzElctXyefzbG/vMDo6RjaT4cHDB8RiMfr6Uvzv//EfsJ9OW1OPJ0/o6e056aXcv3efO+/dpbu7m3Pnzp2AY4PBIKpi7TUEQaCvQ7q4d/ceoVCI/YM01Xqd0H4Ul9vNS7OzSLJErVpFVdSTROT29hbXOmLAzysThmFw+dIlfvjee4QjUUZHRiiWSvyL/8e/wNB1Nrc2qdUsHJEkSWQ7z+Kx0REqlcpf74GSTqeRJZkPP/jgpPnrdrtJJpMsLS2RSqXY29vl/PmLKIrFL3rjzTdJ7+3TbDVxulz8xm/8BoWiVRTMZLNMzcwwOWE1WmOxOEeHh+zv7VGtVtlYX+f0mTNW0qJRZ2xsjFK5zO1btxkaHqK/rw+wFlZ/+Id/yFe//BWKxSLhcJh33nmHp8+eMjI8yuUrV/js5i0GBgdptdt4PG4GBgfJHGUZHR3G4/FSKpUYHRmj0ahznM+TSvbS3dXF6uoKe7u7bG6un6TPtre3uXDhAg6Hg6nJKba2thBFiefP53n48BFvv/02PT09HB0dcv36dRqNBqdPn6JcLvPCCy/w+PFj7t67i9NmybkOOnPPnZ0dXn/jdf7Hf/WvuXH9Oh6Pl3t379I/MIDD5SIUDqPlcmysbxCNWruMrG6wv5/G6/FSq9Vpt9scHBwgyzKTk1Nks4fYHQ7snTTa9PQ0t2/fPpkHnzt3jp2dHURRxG63xnmfI1uOjo6Ynp7C6XR0xg49PHnyhIWFBb761a+efCwrhVTHJksMD42wv79Pb08Sm91Gd1c3DqeDP/lf/guPHj3mrbfewml34PZ4CIdCzJ46xcDgAIZuUKlVOTw8Int4yNlzZ0mlUjx9+pS9nV1SyV7q9QY9Pd3MnpqlUChgt9kYGhri6dOnrK2tWW31ptU8fumVVwgEAqytrfLTn/2Mv/t3f4N8Ps/AQD+bm5vEL1+ip6eLnp5u5uetlJjfH8A0wNAMnA4vsWiC4eERJsbHiUbDvPTSKyw8f47H7WFwaAhNUWm3FXK5PKViibfefBVBMNnd3Wa/Q5l1OBxsdN64/X4/qqoiSxK1eh1VbSPbBOKJaKfPpHTEbHZ8XhdtRaVUqrK2tkUoFCbg8yCLEg67m1isG9nmoNFqoRsmmmYSDkexSSJKq4bSKKPVSxiqgimatJt1lEYDrbOEFQQJAxObbEeUnIg2ByoSBiLteoNTM7NopoDL7aVSrbG9uUl2P807X/4KHo+HZrPF2vIS5VIBVWmTSvZQq9ZwObtot1p43G7u3LnN1MwMkXCYQChIJpult7cHTdM5SKeZnJikN5lE63DrPo/lDw0N0Ww2sNtt7O5s43Y5WV1dIRgM0qg1KJXKbKyt8c1vfIOPP/7EKvva7Tx//hxRknjppZcIhkJEIxEKhSKKqnDv/j32dnfpTsSQJIl33nmH7d09XG435UqVYuGYWDjC2bNn8Xq8fPiRxcLr6upib2ebarlCOBCk2Wiwt793Mlqz2+xEI1EADg7SGIaB3+/D7/eRy+dI2GTSB2m8Pi+nTp3ig/ffJ5VM4fd6uXDxogXBFEUuXb5Men8fXdd5/vw5Lo+bXD7fsVLaUNEAyzwp22xcv3EDUbZZ1stEgkazwdHREaJgpVTPnz9POBzm9u3bLK+sIIpiJwnrppA/Znt7m1/71V/n448+wuP1Mjo6ao3vg0Hu3b1DJBwh0Yl5y7KMoih88sknnJn7q53yX/hAqZUrXL58GVkUKR4XSHWilX19fSdaVbfbjaK0LHKuIFhpqUadarXMdKqHer2OIAp4PR4G+wdYW1ujVm/gdntpNJodLIJysswydJ2zc3MUikV6enpYXF7i/LlzxONxCoUCAHfv3uW1114DgRNNpwWRc/LoyROGh4eZmT1Fd1c3x6Uih4eH2Bx2uru7uXfvHgCCIDLYN8DHv/wlp07NEPT7cbvdjI9aprdqrXLyzW02m+TzeatP4HQgyzLZbLYz0oggiiLPnj6hWqlwlM2AIPDeez/iW9/6ptXut9l4//33effddwkEkhzmclRqNexOJ4FAgH/4D3+fP/2TP2NsdIx/8T/8DxSKBSrVKrWa5dDweDy4nS6Wl5YQRYFkMsXcmTmGhofZ2txEVax0mCRJXL5ylb39NAYC5XKZ27dv02g0eOmll3A4HCdAzc8++4xkMmnZEjc3WVpa4fAwSzweIxIJo2ma5RgZsDSjnxseR0dHsUk2TMPg/v37LC+v4HA4OH36DPfu3UMJqwQCQV577TUqlQqhcJhUf58lG9J1CuUS8sEBsViMYDhMOBphe3eH7e1thgYHwYQH9+5jGDo9Pd1Uq1UeP37M3NwcDoeDx48f4fP5ePLkKZfPn8Pn9yOIAuVKlU+v3yASiVhvtMeFTvdgn66uLvb39xkfH2NmZhpdN3G6XBTLFZaXlxnqH+Cla9f4W999l1q9xs7OFlvb1j7K6fLQNzCIy+VkY22VdudQ6enpPcH3J1Mpnjx9cuK5cTgcxGIx9vf3EQThZHenqSoOn9MiT5d1DEPH67U8KHa7HdOw/r+7OxkmJ2okexN43F5cLi8uj4hhmgiiiCRbe6mgz4fHaUdvtWhqLQStjdqqo5s6artJq1lHQMDmcGCz2Wm0WiDKCJIdQbQjIBLwhRDsLo6P82gGyHKZ9Y1NAv4Ak2OjlIsFMgdpGo0GpUqFWDyC02Hn/r27+P1+quUSHpebs3NnGJ8YQzNMGs0m6c5+aW11hUwmw0svvcTa6ipOlwtN1/B4PSft8nw+z9b2FpVymTfffJNiscDrr79GtVrDZrNa97FIDE3VGB8b4zCTpdFq0ptKYpomoYj1IPX7/dhtDpR6Db/Pz1E2S6o7gcfj5t6dO7j9fgsU2t3TKdiKNOoNstlDZFHCZbcTj4TZ2VjnMHtIwOenXq1iGAYLi1ZfyibZ+Oijj6hUKly6fIm19XUikQh9/f3sp9MEg0G8Xi+iIDB3+jSXLl60qgvZrFWSdrsplUo02y1km43v/8UPGOjvY3Vjna9//ev09fVxlMkiiqIlLpQlenqTjI2Nk+rrs/xPzQbFYpG9vT2SPb3kcjnW19fRVJWxsTHOnT/P5uYmiqKwubHBYSbLf/V7/4B2u0kg4OP9X3yIJEqcv3Ce+flnfPD++3R3dTE6MsJeuWzRozv76S/yny98oAwNDbG8vExvr5WmEUWRWrXGBz+33NwDQ0M0mg3S6TQ+nx+H3U7h+JijTIZkKsnBfppwx2a4ubGJJIqEgyGcLheRWIxavcbE5CTTMzPcuX2LfD7PJ59+ysWLF1lfX7dKSUc57ty9y/nz51FVlZ6eHksGNDSELMs06nVkUeLo6JDx8XHrVPZ4cbosFW6z1QLdIOQP0J2Is7Zi0U1dbheSNMT09CSDg4Ps7+/z+PFjpqencTjtVKtV8nmrtW2aJjs7O7RaLctjkExRrdY4zuWZO3WK9dVV8vkc5XIZr9fLr3/3u3z/+9/H1HVMw0AAJsfH2dvZIXz6NMneXhKxGFu1GtubW0TCIYaHhwiFgrQ7prnc5hb1RoOzZ8/i9/qoVSuMjY5SKpeYnJjik08+pd5o4vZ6qNRqdPf2UiyXicYTnDlzGkXREASRfP6YK1cu02orbG3t0NPTjWGAKEo8efKMf/pP/wmtVgtZlPjql7/ErVu3yB8dcvHiRer1On29SUaHRiwC7HGBUrmE12t1jBxOO8+fP0MQrF/+QCDA8vISh0eHOJ0ODFMnf5zD7fWgKAp7u7uMDA1ZS9F6g3KpRH9/P729vSwuLrKzvY3X4+GNN17jwYMHJ2/64XCYP/qjP+Ldd99F13UCvb185StfxufxUG/UOTg4oFwu02g0GB4e5sqVF8hkMvzxH/9HXnnlJbxeHz6fZcgLBkNU6002NzetJrFo9XzX1tfQdI2DgzSZbJYrV69QKZUJhMLkjwtsb23idNrx+f3U6g3isQgLSwt4vR5qtQoT41NIslUo1FWNer1xYvYzDMPSDnh9qLpGPp9HFEQcdjuxSJRms02zoWCYOkq7iaJopNMZzp49hdfrx+cPYogitVodOv6VmYlBehJh1FaNdruG0qwhGDroGq1WE7XVBtMqVco2O4gyLo+fWqOOaoBTlgn6QmB3ITrcCJKCINsAkVg0QjzRhc8foNFsEQqHyOVyCCLUalXq9QY+n5eurkQn6eihVCnj8XoZ76SYPqdw+zxeHLKNX37wIV5fwHqx6+lmeGSE7niCQqGAJIn86C/fo9GoE42FsNnsxGIJRkbH2draJpPJ4PNYL6CmaTI5OUmlUmFxaYlI1JLqqapKJBIhHA7jdIzRl0qhtZt43S4KhWM0pUXpuM325gbjE5McHWbJZjJEo1EODizNw907d8gdZZEFgVw2w8riAqfPnKHaaJLs76PdVmg2WyT7Utz6zNrbfOOb36RSraK022iqiqaoyKJEIV9AbSsd1UKa7p4eVtfWWN/YQFVUbDYbXo+Xd7/7LoJpUqqUME3DGrXvp4lGozidTkttXi5zZm6Ox0+f8Mqrr7C7u8uZM2fo7u5GaSs8f/6cl156yXphcTh49PAhMzMztFot9jrPrfXNjZNRuygLfP/7f8bTZ485d+4c7BUDQAABAABJREFUb7/9NsFgkHw+z8LCAuFwGEkUuX///hc6J75wD+X/9n/+PxKPxy0u0sICoiiyvr5+oup1ezwEghYgsqcnicNuZ3d7m+fzz+nu6sLr85Hq6+PCxQvcuXOHJ4+f8Fu/+Zts7eyQyx8jiiLdiQRHRxZ5dHR4BE3TGBkZsUZgGxtMTE5Qqzeo1qo4nRYO+5VXXqFYLHJ8bBXKWp3/PRaN4nS6mJqaYnNz84THtbVlmdomJi0PwqNHj8hkDnjttTctno8gsLyywrnz57DJMi63i1u3blEul/nqV7/K9vY2xWKxc731EwlbPvWf//znjI2Ncf7CeX70o/cYGRlhotMhcTqdzD9/zsrKCuPj47xw9QXef/8XjIyM4vG4sTscCILAp598wuzsDNVKhZmZWRqNJrv7e3R195A9PLSSFrrBg/sPiETCTM/OUDgukM8fk0r1sZ85IJ/PEQoFGRwcoFqtoesGkiTj83pIHxx0ei75E3dFX18/breLn//85ye7FwwDt9vF0ydP+eP/8Ee88847/OZv/iYP7j/Ebndit9sQBNja2SKbyfDCC1fZ29u3bnqDgzx+9Ihiscj6xjo9PT1897vv8ujRI2q1OuVqlReuvsDmxoa1XzIMenp6SKfTIMDO7i61qpXQ8vu8pFIp1tfXKZVK/Mqv/ArNZpPl5WUSiQQzMzNs7+zg8/tZX12lVCrR29tLJBrF6/XS399P4fiYTCZzUoCcnpqm1WpiYlKt1vD6/bTbCmBy//4DpicnO7IkBafTQb3RJNXXR/bggFzuiO7ubjRVoVKx4HrFwjGBgJ8nT55gmgY+nxenw06hYOEuapUqYBAOW9HTjY11NE1DFEVS/X0c5485OjpElmTLN16u0Gi0UDoHUaXaJJ6I8zu/+zske/uIJeJohsnR4RFOh41oKMDE6CCirlDMZygXjmiWjqwbitKiUavTatSxSTJOl4XHNwURUbbRVjQESUS02QmEohyXa3iCEWxON5oJgUAQUZQQbXZcTg/5wjGiIKDrOrLd1qFG14knEthsNmsfoqrk88eUqxUisTiJeNwaidpsKM0WOzs77OzucpTLc+rMGQYGB3n85AntRhO73YYogq7rtNtNJEmySA12B319A6QPsly9+gJrq6s06nUajQZdXQna7TYmEAj4GR0dwzBNarU6zWaTcqlEsVAgFgoii/Dk0SPCkQi6aTB75jSKqmEY0Gg0qFQsmOj4+Dj3793hFz//OefPzpFKphBliWg0hj8UxuZwkU6nEQSBWr1GoVBgY3OTnt5eq7fhcpPP5/jZT37GG2++ydHhEZcuXWB3z6JZF0olavU6/kCA1dVVDE1ndGyMVDJJMX+MbJf59PoNJEmirzdJX18fbo+Hv/zJT5iemeWtt9+m2Wpy48YN2u02pzvjORGBQqFgEdtdLv7Tf/qf6e7uOuHqNRsNPvn4E7w+H81WkytXrhCNxfjJT35CPB5naGiIVCpFpVJhfn6ebDbLtWvXOH3qFKVSiasvvPhXnhNfvClvWCj4ZtP6RD6fy30OaYtEIpTL5Y7MyVJaOhx2Ll64wODgIIVCgU8++YSN9XWmpqaIx2IcpNMMD4+g6gb5XI7sUZbe3l78wQABr4/l5WXcbjeqqlo/tPUNJicncXus1rXP58NutzM1NcXKygoHBwccHR0xOjZKMBjg00+u09trGRiXlpbo7u7muDOuOkgfgAlnTp8mEY9zkE7zrIO79nisK7jPZyXYJicnT1ryKysrnD9/nnw+j67rnWWiyt/5O3+H9fV1FhcWTqKCmUyGo87i79VXX0UwYW93j6fuJ8SiMdqtFsfHeewOa3TWbFlvgAG/n6WlJcqVCoNDQ/T09uLv+FtCgSCDA4M8fPiQ/oEBwmEL91EuVwATr9fD+fOW7/rx4yd4PF5CoTC5bIaz58+xvbODzSZTrVYol0vk81YaJpVKoigKzWaDrniCcrnE1LSlO/2c0Nzb28vOzh49PcOUyyVESeLBw/u4XA6++c1vs7u7Sy53hKZrNFtN+vr6Ov9uG01T+eijX3LlylUa9RqpVNLC8OzvYUEjY3zyycccHFggyC+98zbpdPrkQMlms3zyyScEg0EuXrxIsVik1WpZnZ8OSbbZbOLz+1ldW6OnpwcEK3KrKMpJnv/pkyd4/T5qtRpOh4tAKIxptvnpT3/Od7/76/zsJz8mGAzQ15fi3//7/8Bbb79Js9FgYmKC3d1tap2XGUEQaLVbxBNx0vt71Os1mk2La1WtVunvS+Fyutjf3+fjj25y+bJ1cPl8fnTdOlDy+Tw2SUaW5BMki80mI8sidqebVrtJV1eEfKGIINnxBUNIdjtqq4UoCkSCIQZT3bSqeerlAvXSMa16BU1V0BQLh2SaIEoyks2GqmkIikIoEqHeaOF0uxFEEZvLiSCLeIN+XF43piBhl+1INhlNN9A0HdkwcLotw2AwHMLlcqMoCoqmA1bcuFKpUC2VcHs9aIaOKIKqtGk2G2C6UDVrId8/MEBPspeJyUk2trYoFAsc7O7jcNhwOOyMjg4TDPqpVqt0d3ezvr5p+XDaqjUiajRpNJr09PSyvLxIJBLh9OnTFsPr2VMmJiZOdNSiKBIKBSmViwQ9bqIhP5VSHo/fTz5zQL5QIBZPEI1E0ZUWHo+XeqVITyJGT1eceDREwOfiKJfn3vo6kXgCXzCEv3M79QcCnDt/HuUnP2FpeZkP3/8l42OjvPrqq7z++usMDQzRbjQpFIo8ffoUj9dLLJFgYGAQfzDAqVOnOOpoOo4ObfR0dVOpVfnGN77Bj3/8Yx49ekSr1WJsfJyXXnqZjc1NlpaW0HSNs2fPniCI7t27Rzho2SFDoRCpZJK3336rg5jJWT8ju51//E/+G7LZLHaHg5WVFdxuN//sn/0z7t+/z/b2NrOzsyd6kuO8xVIMBYMnNY2/tgNFURRM07T+CGw2RFHk/Pnz1h9Wq0UwGOTg4MB6e4zHiUWj+DweQqEQlUqZI1Xl1KlZavV6Z2k8yS9+/gHf+s6v0JWIUyoe4/P56O/v5+DASkwNjYxwmMth6jqlUolKpUI8HkfTNCLRKG+89jqHuSP29/eJx2JMvfqalR7JZNA0jb4+a08zNzdHf38/1UqFcDjc4fworK6uUiwWLXfJR7/k6tWr9A/2s7S0xIcffsDMzAyybMELw+Fwxw3g4fHjx3R1dVkaUlXFJtvo7u7mpVdf4d6d2yeHiSAIjI2NceP6DSYmJrhw4QLBYPD/jx8EwVCIQCDA+Pg4L7/yCodHRzx/+pRSsUipWMLj9dJqKzRbVnkuEAgQCgQZGrFGkIFAgLGxcURRJL1red0joWCnuyARi0UtzPtnN08OwFQqZaXsHj7kV77zHRKJBA6Hgxs3bliiqeER5p8/w+f3YRhW8EHXdTY3N9nY3mFrd5uXX36Jer3O9PQMsViMzc11ksk+VFXltddf57ObNwkE/MTjsU6R1MWlSxeYf/aM/NEhM7OznJk7Q6NRIxIJobSbLC8uce7cOXq6uzA0FYfDTi6Xs8ZtfX10d3dz5swZ9vf3WVhYoFytMjIyQrFYZGxsBFGEYMCPw+Hgvfd+RDQa4cqVKzTrdQYHB6nX6hQLBRBEbLJVIgULu/OP//Ek5XKJ1954g/T+XufNb4p6rcqzp4+xyed4+eWXefbMwvo3mk1i8RjxRIJqrUasI1qLRGMszS9QLFbIG0VcTjdzZ09hIlEslUl0dVkL590dCyGe6EGW7RgGmKaJ0+lA1ZSOlhhUrY2JiGaAw22hewxDIxYJkuqKYrZqHKY3kQWVVrWEoenomoqmGp0DRUBVdDAtDL6iabi83pPDwuV2YXd7QJTwez3opoBktyNKNgzTQJIlHG4viqJbJONOkVIQBBwuGaPZRBBEVFXF6XRimhY5GCAejVkIf1E4ISWPTU6ceEFKpRKaqjF3Zo5vfe3rKEqb+fnnFDt9E7/fT7BTDn1w/wEjI6PcuXefVDJ5Unp+ucNok2WZhYUFCoUCmfQB/f39zExNsrW9TTwWoVUrs7G+SjwcoF03CXkdtKrHjPZ102y1eXznOt3JFKLLRsATpHjY4M1XXqBeq+OURcI+D6W8gEsWqBaO2N1aY2dvn6mZGbq7Ely9cpmh4WHW1tZ58vgJz58v0N3VxfzzeXRdI5vNWIDHVoujXM7qQ2lemu0GbqeLuTNzfPDBBwyPjBCOWXqO7777Lk8eWQGZnZ0delN9XLp4kd29PaKxqOWECgTJZDJ43R4ePnzIX/zFD/iNv/t3EQXhZNn+4MGDE3f8ez/6EV/60pfIZDLW+iIc5N79O7hdnk7E3uJ9nZqd5YUXXmBwcJCf/vSn6LrOy6+89td3oPT1pzAx2d/f78zHLVTJ7OwsuVyuk9SKWS1vpxPTMMkeHbK2ZkVj80dH9KSSBIIhSqUS+Xyeaq3Kvbt3ePOtNzl7Zo579+5y5/YtK1bq9/Ps2RNrLJPsY3h4mLW1NQTA7/Px/NkzXC4XUodb09Pdc8L8yeVy+P1+xsZGkSSRoSGLweR0OonF4+zvW3iBVquFKYAoSXzlK18hGAxy8+ZNpqamOmmTpuV6CIex2Wzs7+9z/vx5Hjx4gGmaDAwMsL6+TiQSZWtnG18wQDAU5tPr1/n1d99lbXWVh48eddJQ1sw+GLLGSk6Xk1u3buFwOonGYhwXiuQLBSrVCh6vF7ts49y5cxZupZMIW1ldpb+/n+N8/qR45XQ68Pt9+Hxetra2uPbiNUqlIq1WE5tkoy+VYnFhkYDfT6vD2zo4OGBhYYFzZ89Rr9XICQIIwok98MbNm5RLRZwuJ//1f/2/Y31jg53dPW589hlf/8Y3ThI5LpeLYDDExMQEzaal7m2322xv71AoFJEkif7+PgQBMgcH2G02AsEQqf5+NjY3SfX1oSgq16/fwOFw8PDxU86fv4DPa5kCW+0mkXCUs2fPUq/XiUajtJotqpUquaMcUzMznD59mnv37nH7sxsk4gkOjw7pilux7f39fQvn/8ILLCwsMDw0hCRGrZcam8zz589xuJwcHR4yOTV14qgfGBzE43GRPcwSj8VxOV1ks1kAvF4vH330S0ZHR09uhn6/H6/PR1+qn7aiIsoypXKVRDxmfY8CQewOO36/1Rw/PrZir6FQCIfTgSTLFAsFEokYpXKJSrVqybJEEVGy098fx96hd8uyTCIaAUVBbVZpNooo9Qq6oGFqCpIgYOoauqZiGgaqomDoOk2ljc1hw+X2oGoqDqcDh92Oy+tDkG0Isg1JtoEpIkkSmmHgcEjY7C5sdhuSZHndP2fYiaLlE/l8J9RoWHHcVCplwSibLVwO5wm+p1QqYXfakUSJer1BrVbD7fYyd6aXVquFYVoVAbvDwYULF/B6PTx9+pTj4wLZbJaJ8Qk2NtcZGRlGQMDQddLpfWTZEkEtLMyjqG2qlRK6pjDQl+K9935AX/8Ag4N9eD1uFo4y2Iw2boeMbCjohkHuYBdFUYkG3ARdErLZZm9jGQyNRDyB6nMRiVjFyOGBFLppMNjfS+boiHLpmJDXw8LzJ9QbbaLxLs53QKzbWzsc5o6YmZ7m6dPHiKLIqTOn8agq0WgUXTf5ix/8BZqqoesa0c6zc6/TZxsZGaa7u4cXX3yR69dvsLi4yJkzZ9EMnYHO389nNz9jZmaGrkSCkeFhDrNZkr29OBx2bt68yfnz5y3X0PQ0wUCQZtsSAgJsbW6Q6kvx8MEDQqEgTqeDrkQcp8PB6dOn2d3Zwev14vf7qdfrzM/Pf6Fz4gvvUP75//W/Z3BwiOPjAi+/9BKlUokPP/yQSMTymViYbqvwNjgwQDKZtJhdzSa5fJ5KtcLXv/lNAqEQW5tbGIbBf/d/+GcMDQ0yPj5Gf78VVy1Xyly5coVarcb6+jpXr1wlk8ly9uxZNtbXqdfreDweFNWCFe7t7aGqKpIksba2xhtvvIGqqoTDYfoHBlheWrKga40GPr+PfD7P0OAQt27fpr8/RTgSodFoEO60r2u1/58oaX19nWQyaT3Ej48pFApEIxHqjQbZbJb+/n7cbjflSoX7Dx4wPDxCMBjke9/7Hl/60jsYhsGjR4+4cvkKfakkxVKJSqlMqVTk7Llz7O3tYevsTz5fZgaDAVwOJ+m9PVoNa4480UFIDw4PMTQ0RL1Rp3Bc4Cd/+SOqlRr9/f0duZdBNpvB6XIwMNDP8vIKToeL4+MC6f19vvOd75DL52k2mzSbTYaGhgiFQmiGjs/v59atW9y6dYtzZ+YIBAO43S4ODw8ZHRuj0Wzyve/9f3jxxZeZmztDNBrh+fPnbK2vEwj42NndY2BgkPnn81SrVX7t137NipZ7XGiawv7eLoqiceXai9z+7DO8Xi/xeJyl5WV2trcZGhrC7fFYMfNmk9lTs2ztbtFutrl44aLFBBscZH8vzc7ODvnjY1548RpdXQmOj4/5/n/5E7p7erhy1frdCYQiVtt4wur0WGqBCNVyhfxxnoHBAUqlEsfHBRxOJ+fOX0DTVP7kT/6EU6dOceXqZd5770c8ffSYd956i2QqyVEuR6PRwOVy0deX4iC9TzabwTQNVldXee2119ANk2wmg8ft5jiXR9c1kr29CJisra+xv793UmTc2togmewjm8lQLBTRdWuRmj3M4nJ7qDfa2GxOGk2Ff/RP/lsGBweJR0N0xyMo1SKHu+uYSh21WcHUFDB1Wq0mitJGaStoioquqBaDTmnjcDvxeH14g2HcPj8efxhTsuENhREkCUXRcbrd6IaJbpjY7U6cbg8GIoIoI8qWMMtms2G32zvCqvaJ4MrtdiEgUG/UaTVb1ijP5TqRVxmYVMpVa7QbDCFJMqqqUa1UqDcaNBo1uhJduN2ujhKiimHoHV1BnEw2i8Ph4skjS0Q1MGBJq7q6rN2rx+NmfW2drkSCoaEhMtkMe+kDXC4Ho30pVuefotSKuB0yfp8Xt8tJs2l9v/w+L15fALfPR6PVwjAMEASCgRCaqlMslohGY+xnDvAFAkTj3ewdZKg3W2imSKI7id3pQbTbqdcbOBxOMpkDwuEQfp+PB/fv4/P5EASBYDCI3+fHMEzmnz+nq7ublqIwOjbK+vo68XgMu93O4eERHqcLWbZRKpWJRqO0Nat/093Tc0LXnhyfYHdvl7t37/LGG2/wySef0Gq1OHf2LN3dPfxP/+7fcfr0aV58+SV29/YIh8OAYbmW9vdpNBrkc3nGJ8ZZWlqx1g5+P41GAwEYHBrigw8+4L//P/1f/spz4gvj66dmZixJlNfDwcEB7XaboaEhKpUKtVqNd95554T2ura+zmeffUZPTw937t5lP73P0PAwn17/lI8//oiNrQ0cLifvfvddXn31FULBAD3d3SR7e0n29NJqNBkdHiHoD9Co19FUlYcPHnT2NQ12dneplMsnMEeryLNNT08Pd+/eRVEU+vr6rMhyo86z+ecc5nPcunOHerOJIYDNYccfDNFstSmVy1TrderNJvnj4xOf/OdQtLW1NR4/fszKygp7u3ssLy4iSyJer3UrsL4fCl6v58RHEgyGcLvdnD17DkEU0U0Th9NJoruLy1ev0mw2rXFJtcpR7ohgONhBsXDSrtZ1g1KpTO7oiHze0owuLi1aGtFGHZvNMiqOjY3h8XroH+jn7NmzJ0XRRCLO/MJz4gkLoLe+vs7+3h6RcNgqUKkqt27d4tOPP6FSsmKBgUAAQRCo1+on/KtSqcTR0RGvv/46vT09lEolcrmc9bZdLBCNxLh69SqXL1/mW9/6Nv/df/fP8Hi8yLLMysoy6XSag4MMLrebxYUFDEAzDAygrSgIksTpM2c4d+4c5y+cJxaPnRSpenqTSLJlHFTaKoODg5TLZa5eewG3232yCL5w8QLNRoN/94f/k7Vv21inUinzwx/+CJ/Px9WrV5EkiVu3b1Fv1NB1la2tTZ4+fUy9XiOXO6JQKPLKK69y/vwFCscldE3n1VdeJRQKc+f2XTY3t6hUqsiyTLVa5dnzebKHR+zu7mEYJun0AZVKBY/Hg93hwBRAlm04XS7yxwX2dvexyXZCoTCCIJJIJJAkAdM0LMe4zU6xVKYr0YWAAKaAoZvkjkpgmkiiiMNmw1DaFHNZWo0SSqtGu9mgWa+jtNsYhk673cLQVExdQxBMDEO31AOahiAI6LqGqmmIkojD7baKjaKMbLNhIlilPklEkgQwDQxNRcBEVxU0VUHvaAza7TamruO023E7nTjtNmRJQBLA6bDjcjkxTQOH0wmigCRJCJJEV08PTqfTKkrb7Xg8HiqV0kksvlSsYLc5SSX78PsCOJ1OPv30U1qtFpubG/T1pZietlrp2WyWDz74AEwTTVGJx2K0222azSaSJJNO7yNJIoIIQ8MDhMMBBvpTOGQBQ2sTiwTojoUxlBaC3kZtVvE6JYI+F0GvCwkdhywgiya1SpFoyI9oKFSKR5hai2a9gtqus766TDq9i65ZnZFGq0E0HqNQLBAMBzl77hyxWIxoNMrIyAgCAofZLHNzc4yMjNBsNvg3/+bf4nA42N3d45NPPqFQKODxeJAkiUgkwvbOdscr9Rqzndt5sVgkvbeHx+nia1/7Gslkkrfffhufz8fNGzfRFIXhkRGrRvHoEcfHx5aVstni0aNHCCakd/cIBgJEwmEMw6BWq1n4oEqFjz76iJs3bzIyMvKFzokvPPKKxxPWmGdw0OqIqAqTM9OcmjtDIBCgXq1x7tw5VldXLUf74iK54zzDYyPYbDa2d3eIRCIke5Nsb23z8N59ZmdncbldLC0tsrWzzbWXXmR3d5dIOMzTp89xOF14vT76BwbJHR3x6PEjJqYmef3UKW7dus3H1z/h8qXL/I1f/1UcNjuJeIKlpRXy+Rzz84s4PZYMS5IkwKQvmcRmk6lVyrz84jUURWNtfY1kMsXu9g6TkxNk0mkOM1kEwaRSLpHJZGi32mQPD5mesTS1/kAAu8PJhx9+iNPt5PLlyyCauD1OymWRl156kZXVFeKxOMFAkJ3tHYJTUzhdTtbW1vjZL36BJIoMDAxSrzdwd4iyAnDvzl2ikQgzHYug0+1kdX0Vpd0mvb/HUS6HaZq88cYb/Orf+FU+u/UZzWaD4aEBdE2lVDzm+fPnLC+vUiwXeemllwkFw7icbvb29ujvs0ZQqWQvT548QQCUdhuPy4lNEvnaV7/C/u4eGxsbzJ6apdFqsby8zDtvv201nDsHgW4YHOaOuHjxEtFwBFVTWFiYp7+/H01X2NhcQ1M10gdpBMki+9pdTrweH1pnJyaKIufOnaNUKlmq4N1dZFnmytWr7OzsEAqFToqziqIgyxlmZ2eJxWPs71qjgXA4TDwWY+7seQwTKrU6z57NMzo6ykB/P6lUH6VKhZ/94he89eabvPb665imweDQMNFojO9973ucPn2KmzdvMjY2jmmYVEpFarU6sUiERr3BD37wQ2vRmUqiKQq6quKw20nEY2xtbTI4OMjU1FRnPHOI3WEnmUzg8XjY3dnFHwqSPz7G7fVit1u48Z2dbVJ9SQqFAj5fAJfHTSzRTa3eRBRl2vU6LpsDxYTkQApTlLDbbXgcMoXMFsXDbXSlhqFYD3nTsAyDkiTSbrUwDQNJFC3arWlgs8mIgoRhmJidg1w1NGyiYO1KMBFFwNAxABOsHZNg/behqYiSjKFpGBLoqoDRAb5+Hnyw221ouolkc2CYVkqurWrouoFdtmEKEI2Esdmsm4nDaaXavH4/sVgCp9MJgojd6bCIAE4HsVic7e0tspkjnE43rVaLi+cvnkwq/MEgPckUszPThIJB1tbWuXnjOqYgEgoHOTN3Fq/HRavdBkNnfHKSdr2CJIHatsgBiVgUWTBpNeuYuoJDAl0QkWQbbaWJw+7E45ZRFBUJASSTWjlHV6Ibv9+FbHextrFLvVzkQSaLolt9pEQigcflIptOc/PTT0ml+lBUnY31DXq6k2zv7GF3uPC323g9Xq5cuoSqtLn92U3GxsfpSlj74kKhQP74mP2DDJVajbm5OXp7eykWi3zzG9/gww8/ZHRkBIfDwkEZhhU5fu3V17HZ7EiyjZGxcXp7kzSbDVxuJw8ePGBiYoq9/X18wRBrG5vIdgeRaNzagykas6fPEI52bkvZw7/eA6XdapFMWkyqRCLBZ599xvKyhYaYO3OGw+whzg4+OhwO8/v/1T/A7rDz+PHjjsfgiKGhIQrHxwSDQcbGxtjd2WFnd4fTZ05jt9tpNpuWA9tu51Qnqra6uorb4+G4UGBgcJBoLIaq60xNT/H8+XMePLhPb29vB4+SIZXqw263UyqVePDgQWeZ28XW1jbZgwMEQWBoaMgCqtkd3Lp1m5dfeRlVVSmVirTbbZZXlolFI7icToqFAnfu3sPvD/A3fvVX0TSNhYUFvBVrIezze8nlchxlDxkeGqK/P4koQq1apVouIwgiXreX+efP8fn9qJpKLpcjEgqzvrbGpUsXT4pf/ak+PJ28OUBXVxeHh5b20+u13vhnT53i+vXrqKpKGxFNU5FtEs+ePSXfgemlUn2IosDAwCAXLlyg1WoTS8TxeD3EolH2dnc5PDykWq1y7pzVfl1bWyMaifD9P/8+r77yCrMzM/j9fo6PjxkdHrYSbkvL1Go1urq6SA0O4Ha76e7pYWdri0gkDMDiwgLHx3lUTSWbzWKz23F53MxMz1Cr1fF5/YRCoZO3rlwuRzabPfHN7+3tWQSGVApD08hksxgdsu39+/ep1+u4XW6yh4f09/Xh8Xr58Jcf8sqrr3Du3HkuXrzE/Xv3UTWV0dFRvD7LwfOzn/6U9957j1Ozs9gdDra2duhKxJmZmeH2rVt8+UtfYmNjg+s3rtPf30+5XGFqaoqR4RHOnjuHaRg0GlYE/PnzZ2QPD7h06RLPnz9jfX0du92OIIi0W20OD7MUCwXGx8c4dfoU9+/fpyvRRTKZpNFo4HF7aLXbTE7Nsr25zt7eDgNDQ1SqTfr6B8js79Lb20upVEESbCQHR3E4nAT8PsrFQ8q5NLpSp1Epg6mj6zqYBqqqoCoGmqoiihImIMky7g6A0OlynGBgPG7Zgh6qKrIo01JVJFlGEA0EUQIEFFUBwRp3aZqKjIEJtJrWx9Q0A1F0oCoqgiggiQK6aN24ZLuMw+kAQaDZtPpUmq5jd9gBrD2NbuFofF4L1ilJ0sn42jRNVE2j1WxRKBaJRCKcmj2Foijs7G5z985dZmdP4bBb3pVCoYggSCiqiqZbBkdFbdPbm+L586dcnjtFvLeXynEGu8NGu1XH6/dik3wo7TahcJB6rUqj3qBeLeN0ucHUkWQJTWvj9TjBK9Fut5AMEZfThmAoeOwS5WqReNjPcaXFxXNnmV9eI723R7vZYHd7m1azzt7OLg67gydP5wkEgwwNDjM2Osr6+hpnzpxGAKYmJ7l3/y6SJDLQ34/b5WJoaJCenh7+/Pvft1K2LSt6ncvlWFtZ5fLVK4TCYeYXFggEArRaLTweDy+++CIH6QN+8f77nJmbI9Hdw9r6OtFIBI/Pw7kOkXl3d5fXX3+d8YkJcrkcPb1dVKtVKpUKiqqQTKYoFAtcuPRX++T/Nx0oxeMCXreH9H6aZF+KlZUVa2+xusre9g4ulwuXy3VS/vuc5/V5gmhgYICtrS2Gh4Z5+NBqOFdrNXx+P7Isk+vMp69euYrT6epYEUMn3RdBEJBtMoe5I+bn53n5xReZmZ7m3r17qIqC0lYYGhwCTLq7uwhHwujo9Pf3A5DPH2OXpZMfyuLSMg6Hg+mZaf7jf/xPvP32mzSazY5NsEy1Uub06dN85Stfwef3E4nG2NnZ4fzFixwdHiGJIse5PJVKhZWVFfb39+jv6ycQ8LM4v8Dm+jqyLFOr1JiZnWV1bRWHy8Xs7CwBv5/c0SEvvvgiqqKgKQqf/PKXXL582dppaBrHx8cEAgEkSTo5UBRF6ShTrfTI2MgoyWSKxcV5Ts3MEIlEGBsbo9ls8u1vf4tQJNpJ3zg4zGStkpuqnPybdruN7e1twuEwh0dHjIyO4Ha7yXUkVytrlvDqrTffpFarEQwGuX//Pq12C18wQCgY4M7t20QjEbq7u/F5vPzgBz8gFArR3d2NqqqIkkg0HmdiYpJy2dIM+Lxeq4ilKKRSKRLxOH/2539ONpNhfGLCal1Xq+RyuU6vJIKpGydk6NNnTuPd2CCRSFgdkaND7t65w9MnT7h27Rrnzp6lUq2gGQYAt2/fpnB8jMvl6oAam3z66aeMj4/jcNiYnJwk2IlGPnny+GRsoKgqu/v7BIIBK+jh9dLd043X5+XP/+y/UCgUOH/+PM1ms7O3i+D3B5j2T7KxscH8/Dwej6czOq2SyWSJxWJIsszk1AzlShUDqFSqbKxvYgoiTpcLh8OFrpuIsg0JG5FQmIG+JHYRMocHmK06smDdEATTwDBUawylapiGbo2WBBFZstKYhq53biomhqaiqwqCqaMrbQxbG02U0DUNh9OFKejINhuGad1sVECS7LQVBdHtRNN0BElGUK1bqiDIqKrlONENFU1pg2kgybZOKKCNJAo4HHZkXQdRRBRFdF1HFEWCfqu7ZgjWqO1zA6aiWMRrURLp7ulhZmaWw2yW7u5uGo0a+XyOnZ0dLl26hNvt4eAgQ7lU7hA7XPT29iKKFtl3emLCiufTRjKNk2BPu93C5nLj8bhp1Kq43C5EEQrFIoqq4vZ4sAkOfH4PjWYbp8uNKInouorL6URTFcvW6bDjcMqYgky9fIzbLjEwM01XTxehgB9DV/nbf/vvUClXmV9c5rhwfPL5lzuj3b6+PjRNZW9vj2KxwNbWJh6Pl93dXcZGx7h86RKhaAzdMNjd2WF/f59qtcL169f50pe/zNzcHDvb22x39oU9PT0WlVsUsNkcpNP7nOvUCTY2NnA47PR18FWFQuGEAD0yMkKtVmNrawvZbkO22+jq7qbeaHyhc+ILL+Xv3PyUo6Ojkz+eQCCAruvMnT3L2uqqhYnY3aW7uxuXy8WzZ88YGR1BlqUTqdLm5iahYJhXX321syOwFm65XI58Po8kSfSmkjidToL+APfu3bPSEadO0Wg0+MUvfkGr1SJ9sM/ExASvvfYax8fHJ8BHURQ5OswxMzNDu91meGy0Yy00yOfzACca2+3tbWRZ5vz581a7VlNQWg0ePXyEIFjY/UQiQU9PDy6XNXpbWVnF4/NRLZUYHxtHkiQePnzI+MQ4Pp+f58+eUiyWGB0dPSEGm6ZBrVYle3TIvXv3OHfuHE6nk/TePu+++y4+n4+20ubJ06esra0jCCL1ep2vfOUrZDIZUqkUz5494/Tp03i9Xo6OjlheWjlJ/IyMDp9wtVwOu+VeqFTo7ulmc3OTdlvh5Zdf4c6dO2iaxkD/AE6Hg+PjHA6Hk2fPnvL1r3+Tja3NkwfrzvYWDoeD3mQv+5kDapUqsiRhk2QLDS6KJFNJ2qpC8bhIvVrH6/UyPDzM++//4sTaWK3VUdQ2Lpc1qjjIHHBcPGYg1UculyeZTKEoinUrXF4mFoudvKnquobb6yGTzRAKBvG6Pdy+fcc6YCLRE13wyOgoJvDk8UPe/9nPefPNt/j617/BnXt3kWRrL9Dd3Y2uaezv7bG1scnpuTM0m5ZC9y//8kdMTk7g8XhotVosLi5y6dIlYvE4/kAIRVVxupxWKm7uLPv7e2ysrXLjxg3Gx0eJd/ZtSquNy+VE1Q1k2XrTDgaDlMtldnZ2TuyDgwMDtFttRkfH2N3fZ2d7k2RvN4+fPCbe1UWpWEAwDDLpA+KJblbWt7l89Rr/9L/5R1SP0xztrVAvHiLrKrqqIkvQaNYQBBARUdsKomxDlCQE0erhmIaBorSRBRFBlrA5HHi8fuwuN05vAMHuxOggaBBF7A6ntUuRZevfEmWUtorL7UI3dEwTJLvDun17vRQKBULhMKYJuq6BKGKz2XHYXZRKZTxeP4IoWQedKGJiYhgmhk4HDqmjYyJJ0omTRW21abfbKIqCpmk06g2O83l8Pi+H2QxKu2V1r0SZ3t4UR0dHNBoN3G4nQ0ND7O7u4g94cTqcoGlozQpKo0jQJWOXBWw2GZtNtm68Hidup5N6pYyhthElgXZbxTBMRJuMbHPgdLtBsFbOzabV0g8GQ1Qrlq1RNyU0U6JQbbKxl6E3OUA2nycUijA8Mkqr1SYYDPLg4SN+9pOf8p3v/AqJRIKNjQ2GRoaJxuI0Wxa2/2B/l08//ZSxsXFLZKhqiJLM1Mws5XIZt9tNo9GgWW9w4dJFDNMkm83icbsZGRnh4cP79Pf302y2SSZTFIsFhoaHWVxcwtdB/ySTyc6+z8X169ctu229zsDAQGd6EGVzexun03nC8/rKl/5q4vAX36HELJKs1+NhZXWFiclxAErFAuFwmGfPnp28Rauqis/nI72fRjc0DtJpBgYGuHTpEs+ePkPVLJpmoVDA23lbrVarCIKFfd/Z3aU70YXNZqNSqfDgwQNSqZSlDu3pIZvN0G632dnZwW63/69EOyPDI+TzOQ4yGaqNOpOTk0iSRK1WY2dnx+L9hEInC71bt24xOzvbOfhqJPtSjA6PsLKygq4bDA9buO2e3iSabjI0PMyDe3d5vjCPw27HZrdRqVbp6+9HttlPHooOh4NsNkuxWCAcDvHGG2+ctKUvXbrErZufMT8/j6IoFpdMFJiYnGB5ZYXNrU1u3bnFpYuXrO7HxgZerxdBEAiFwgwODqLrOsFgkMdPHtHb22sdUmkLrDk0NIzL5eqUngQOD7Mkk0lUVWFvb4ex0bGT7/3IyAhHOcsE+b3vfY94Vxep3h7293bxBwKcOnPaYoMJAmOjY+RyOQzTYGp6inv37xELR9nd2aZer+F2Obl44TzHx8fcuXOH0dFREl1dCKJoybwODvB4LKOjKEr09/ezuLjA0NAQ58+fo9Vs0mo20HWd3mQvhUKBn/74x7z99jtklAMS8Th+n4++VIpSsci9+/cQBAv3PjoygvLqK6ytrXH/vsWWQhBYWFy0MCxDQ9YfTbXGcT5PLB5nfn6eQMB/EmPv7u7m937v97hz5w6LC4v0DwycdExmp2ew223YOviU3t5eJiemsNtsbGxs4Ha7WVtbx+NxI0jiSZijp6cHRbFuz0pbZT+dwWG3oxkGqqrT3dWDz+cjleyj0WqQzx/jdrlI9vcjinb6+gcZGhxENFSa9RKG1sLUVQxdx9ANVNNEttsxNBUEEUm2Ir2CKGKz21BUFVmWMU3TeqMWJExdp9Wso+s6JhKyQ7cCBBKYCEiiCYIEGJi6ji5Y7LB2y0CWZYsYbOpW8EBXkAQTQ2tTrzes0Z8kYYgC7bZglSJlGcO0inWKqiKKIjabiCkBCNhsoGOiaZp1O1IUqvU6/k5xudlsoms6giCQy+cso2C9TqVa4+jwiFq1Snd3D5pmkXVXV1fY3d3B7XFz6cIlFFWl0ajjEECWROx2CVEAQTDx+qwARbVex+320KxaL5wIArJdPrmtCSbWcl+yDsZ6vY6pq9ht1temqBoIEAn6iMbi7Gfz3P7sJqMTU8h2O4muHja3dxgbG0OSRH74w/f4m3/z1xkcHOD69esc5fK8/OorhMNhpmdm2dzaYn19nXK5zJm5s4yOjpHo6mJxaZlwKGRFe7e3iXd1sbu316FHxNF1levXr/Mbv/EbHB1lqVQs6d2/+df/Iy9cu4YPH81mg0wmfXJbHxkeIhqN8ov332dzc4OZ6WnARBZFvB4P+/v7OOz2L3ROfOEbyn/7j/8ATdMYHBzE6XLSaDYolUqcOnWK4aERyuWyte9wuzk+PqZUKjE3N8dR7pBatcbE+DiDwxYdNhqN0my08PutEpreWdJ+rkT1eD0c5yynRDgcJpPJMDo6isNhodMlSUK2SQAUi0Vu3rzJzMwMmUyGubk56vU6DqeTpeUVZmZmcLksm+JHH31EKBRidnaWra0ty9Xy7Bn5fB6v14Nh6EiSyLm5sywvL1EslgmFQtRrdYZHR3F7PBQ6fpJGo45hmOiGTr1ep3B8zK/92q9xmMlycHDA+QvnuXvnLu12i3qjzoWLF2g0mxweWtrhWqWGJEs8e/qM4ZFhxsbGiCXi9A8OcOPGDcLhCMFAgEq5it1mo9m0sO/JXqs53m63rTRWo87m5ibf+MbXsdkkbt++zd7eHq+88gqbm5v09PSgaRrT09bI4Kc/+TFnzpwhHo9bS+1IhGfP5xkcHOQnP/0pPT09RMJBnj2zPBUjIyOEQiHmn8+TSiWRZZnl5WWSqRShYIiN9XWePnnM1OQUXq8Hj9fL1OQUd+7dxev1US5X6En28uGHH/Nbv/X3EEWBTCZDNptlaGiIWq1mHfAeL8+ePaNcLjM6Oko0FqVYLKIbBsf5PGvr64wMDVuHqabx7//oj3A6nbzz5S+hqiqxWOwEz57P5/EHgrxw7Rr3HzwgfXBAb08PIhCPxREkq2uxublJtVpGVVUURTn5Wvf2LPc5QH//ALJsY3FhAUm2yrzz8/PMzsyiqiqbncNEEEW+/2d/ioCJ0+2i2knK2Gw25ubmiMcTbG1aLKpCodBRrwrEo2HsDhlNVXF5XGSyGdbW1i2kDzLd3Um+/PZb9HUFONhe5PhwG61ZwyHa0FUNQTTx+B3U6zUwBCTBDqaJbuq4XC4azSZ2hw1NVahVK9htMpIko2k6docLbyCMw+NFEEVcbjearuNwW0tsp8uDboIsW4tdQbD4ZIIgIsgydqcTl8tlRZR1DaVt9VtESUI3ROxOL7LNgc8fsHYxkkyj0UCWLTJAq2lhVVRVA0nsSMIEKpUKpmni83qplCso7TYOm53t7W1sNgl75+dXbzTJZrMsLCwSjcYYHh3l8PAQ2SaxurJMvdHA7/WjtZsMJhPEAy4ko4nHaScQ8CFIAiYCiqJZ4712E7fdhmka1BsNDNPA6XRZn7sgYLPZsAZmWGM7VUEQxE7MGlqKhmqKKIaE0xPkz9/7CY22jsPjxesPMj09TavZJBwMYJMlBvr7uXv3LgfZQ3qTSVxuN7ph0Nvb03HxWCrtmdlTnd7ZETMzp9jd3qFarXL18mXaqsrtO3cYGhrC7/MgiiIbm5s8efz4f4VTsYjwfSwuLhGOWMXJnp4eopEISrvF02dPSe/v8+TJk5NEWr3e5PTp08RiMWr1Om+//aW/8pz4wjeURqNBLGYVtWRZQtd1QqEQuq6ztb0JpkA6ncbv99Pd3c3IyAjRaBSH3cbDhw/Z2dkhEAjQbFh2Qp/Xj91uZ3R0FEmScDqdrK+vn8DNHA4HFy9epNlsEovF2NneJhQKcXx8zPLyMq12mxeuXSUUCvHuu+9y584d/H7/CTalXCoxMDBwgsnwdAyQ4XD4pIBls9lObirDw8N4PB5yR0dUqzXOn79IpVJFUzW2t7cpFUtouo7X6yMWi+F0Omm329bVs9kknzuiXq9TbzY4Llpsn9NzZzg6OmR1dYW7d+9SLFfp6ekhEUtgtzvx+3zU6w2mO418TdNP+iH7e2lu37rDr/7qr/KLn/0M0zR56cWXyOfzJ/C77m5L3Ts4MMCDBw+4eOkSp8/MUa1WuXfvHtlsllQqhdvtZmdnh6OjQ3pTSex2azS2tb1NJBbl1KlTCILA7/3u71IsFtE0hVgsxuPHj62RXLvN9Mz0SVy2VC4zPDJCs2Eh5fPHR3Qnu2k3WxwcpDEFk3gixuHhEbIsUSwW+P3f/10WFxcZGxsjlUpZ7pvDQ/x+PzeuX+fSxUsMDAxw9+5d7ty5YzWdZ2ZoNBr0dPegtBUWnj9HV1U0TaMrHkfVdQxNZ31tjXK5iMftxeuxyljPnj8lEPQjADs7O6ytrjJ35gzFQpFoPIbNZusgumMcHR2dfG0LCwucO3eOra0trly+zEH6AFVRaNZrFm6jUqVWqXLn9m10XefsubO0FYWNjQ3mzp5lenKCdDrNvfv3CYVCNBoNopEYpgHHx8cWDLKTbuvp6aVWqzI//4yNzY0OMkfk1KkztBWDRKKLocEhQsEgxfwhlVIBQ9cAEwSLHGyYOrpuIkhW893pdCGJYJg6DqcTU7SSWiYmdofj5CFodEqPqtLC6XIiSTbUdhPN0DEMDUXTkEQBExHBNJBFazylapbPHkPDbpNpN+pgYiWkDNAE6+M0G21sDlcnNKCimyCZRgc7Y/HATNPSDyuKguywd3hg5kmBstlqoZuG9bfWahMIBrDbZZRGg1KxaL3clcpsb29TqVTJdwjkkigwNjJKo9HAFMBltyFqLWr1OvGwG01XaSsKkixjmlbK0ev1oilt2qqK2+3GLYiUy2VMk5PYtSAIiKJstdy9Hhrt9kkvR9d0NKWNlZeTyecOGRkaYmL2DBs7e5iCyJ3bt05Sjc+fPWW0E8U9PDxkfGICj9fL9vY2uzs7XL58kZ2tHSuooKkk/H40XUdRWjSadXZ3tykVjol3ypAXLlyg0axRr9QJR8LE43GePHlCMBhkZmaGarXK+voabreTwnHOIomketncXMdpt3NmdpbZ6SkwDQr5HLqmkeobYGlpyQqVdHX99R4ov/07v4OiKLRaLWr1Kv2DA2QyGQzDwOPx0NfXj9PpZHd392TkValUTjAKz58/p1Qq0dfXh022oWoqPb3dtFpN/vP/+z/zW7/920xMTFgSIreLrq4EggiLSwsM9PVjmgZPnjzm/PkL6B3rnYjA5samhR0fGqJQKFg/kM7nUCwWmZqatsYfhkUJXlpaQpblzoyxic/npa8vxWD/IOn0PpVyhXAwxObGFolEApfPRSAQQJZlgv4AbVUjk8lapje/n3bnl9FmkylXq2QPj/D6AyytrNCbSlk7prU1mi0FXddJJlOEw2G8Xh9Hh1bstlwpoxsGLUVBtlmL8pmZGVRV46c//Sl9fX3cv3uP27dv88IL1ywboNPJ6uoqqVSKWr2OJEksLS4yNDTEN77xTZ48eYogSDx9+ozx8XEajSaBgJ9Go4nXH8AU4PSZ07TbbRKJbtrtNnfv3iUWixEOh+nu7kXXDeLRWCfbY5LNHRGKRvj2d36FSqnMowcP6e/v46tf+RoIJttb2zjd1m0wGAx2yNMuBFFiYWEBWbaxsrJGu91mZmaWra1NdnZ2kCUZv9+PKIoMDw/z3nvvnSR9CoUCE+PjTIyPU8jn2dzcJJVKcenSJXRdw+dxceb0KXqTvaTTafL5Y+bOnGV8fJzFpSVOnzlNMBhE1zUeP36Ew+agq7uLWq3G0NAQudwh/f39HB4eEo1aoE+H3c746Bj37t7D7/VSLpaolsqMjozw5NEj9vb2uHTlCr3JJK1Wk63tbVRVJR6Ps7W1BaKIqmuEQiFisRjZbJZHjx4jSRJerxen09rJpNP7uDwenC43IyOj1Ks1hodGMAWZQrnK5tYOX/va10FtcVzMgWF1SdxuD6Zm4LA7MUyNZruOzW5H1RRkux2nw4ah6wiSiEuWaTbq1oPabkdpK+htxdqDSDbarRYuj4Zsk1DaLRBF2q0mdocTtdW02vOigK6AJEro7Rai6UCUZQTDgjjKsoyhti18jCRgdSxVNKWFLEm0m3UEUUZXrfY+pkSzXkM3TFRFQTdMvAHfSev+8xGd2bGkCobVwfF6PGQPM2yvryMAdqeD3d1dPB43ExPjDA1bIqhnz55imgLVatUqCdpEsrk0Ub8LXQel1UbTDbq6u2jUG+i6QaNWx+V0WQTlRgubTcbt8dBsNHC6XEiiFcemc4vSde0E8mmaJrqhYrNL6IqOhIhgaoSCPhr1KoP9fQQjMUaGh3G7XOiaRqszxhsaGiIcjXHv7l1OnT6Nx+Phs88+Y6ZTVD44yOD1+jFMaLVbNJtNQuEQf/anD/B5vPyNX/t1XnzxRer1OpnsAaIoMjY2xmD/ALbOOPbz38uB/n6Sg0PW8xDI5XK0my3UVpv9vT38AT/Pnz/n3LlzCAi4nS6OczlMTada+mL4+i888nr+5CGSJHYQJpbjodVqnaACgoEQp06dQpIkHj95QjabYWJ8gvX1VWrVGqurq4yOjloHit1Gs9Vid3cXu81BpVwmGosyMjxCJBqh2WqS3t+3Ft3Pn+Ps3FYWFxcZGBgkEglTKpVOcAAPH1mgRKfTyfT0NJWKhcOoVWvoukYwGKJUKlNv1HG63ExNTrK8ukytWmV8wnqjlBBwdq7wqqYxODDAs+fPaTYaJBIJ1tbXOXP6NKFIhL39fbp7e4jH4zx9bOFhEomEJfvpSJU+Z4h53C5++eH7vPra6wQCQRKJBLdu3cbjcllv5zducvbcHG6vh+3tbeLxxAkfzeFwEO6UjQzd4NGDhxYvKhLB7/ezurpKvV5nZmaGnt4e/suf/ilLS0v81m/+fRqNBktLS/j9fnw+H7qmMz0zg6apvP/++wSDAUZHR6lUKuzvp/H5fCdpvKWlJXw+H41Gg6A/gKODaq+3mpRKJQL+ALVKBa/HC5hUq1UcDjvlcoVSqYCqqQwODHL//n3GxscZGBhEVVXq9QYHBxkGBwc7Ba4dPvrol/Sl+rh69UrnsLfR15cim82ytblFPp/n4sWLeNxu9vf3OXPmDLIsc/v2bcLhIPV6jb6+flbX14jFYjx79gxNM/jaV79GrV63Cp/9AzSb1qhlc32D7d1dQqEwXq+XYvGY0dFRHj9+xO7uHpOTE+xs72C32SgWikTCIcKhMNVqDY/XQyabpVqtMjM7iyCKtJU22WzW0jGEQmxsrDM6Nsrw8DA3btygWqnR1dVtzaEdDs6fP08gECCXOyKTSXOULxCPx2nUqhxms/QmU2iIKJrJzMwML794Da1eYnfhLs1aztqfGBpuhxO7zYYoCjRaNasLVm91br4eVEWxHnydhbzVsVBpNpq0223sdjuSZEOy2XB7vLhczg67S6attLHZHNaSXhAQJRmX241pmKiKtXS3O53IdsdJeqyttBEEEZ/Xh6KoIMrIDjdujw9F07E5nBakUrJhCgKGYVplFyRcbjcOtwdF1TAxMU1rvKSqGvV6Ha2tIAoCqqJQKhepVyvUKlUWFhcpFksMDw/j9ngolyr09fURDocpl8vkckcsLy0wOTFGq1LAUOv0JiKEA34KhTwOp52e7h4qpTKmYXV12q0mpqnjdruQJIFKuXxCzhAEAUVVsckyJqCqaseJZN1QVMNEUTRUQ6BQaRHr6SeUSLK4ssFhLk8oHGVwcBAB2NzYZH1tnaHhIQKBAJpuicYGBgeRZJlAIIDSauP3WZqBjz/9hEg0aoVzPB4+/ugjVEXlxZdeIRqLWUrzxecEg0F2d3eJRaMobYWVlRUEQUASJQxD50vvvIPX52Nrc5tHjx4SDkfIZDPWvsphoy/Vh9PpJBqN4fH6eP7sOZIksb29zb/6N//2r+9AuXP7Brqmsr62RjQapdGJkaVSKarVKvt7ljN9bm6Otqrwwx/8EIfdzquvvYJNtvHJxx+zt7fH2NgYLpeLltKm0Wjykx//lN/73d/h9u1bVpRUVTh77hwba+sn8L7t7W1SqRRer/dE9OJwOOjt7eX4+Jje3l4kWebR40dUKhUcDgd9qRQ72zvE43EuX77M6toqx8dFizxaKlGpVpibm2N5efmEN+RyuU76Ky+//DLVahXTNPF6vUiS5aCYnZ3F7fWSPTxE03XyRzkymQwvvvgiS0tLJziTO3fucPbsWbrjMVZWlnn69Ampvn4ikSiKopDP55mdnsHhdJDL51letW5ZhgF2uxXp29raot1u43A46UokOq6Xo5ODIhwOnwQienp6MEWBYrFEJBImFPBzfFwgGo1YabQHj0imekkmkxwfHxMOh9nbswqMP/vZz5ibm+PcuXPIssxnt25x6dIlzszNcZg+4N79+zjdLk7PzdFsNQkFQyzMzxOPxlhdXeH4uMClSxcZGBjg5s0btNstenp6uX//Hi+8cI3JzhhoddUqkX5OMHY4HCwsPD+JSff39xOJRJiamkIQBNZWVpmfn0cQBAYGBujq6uqMIUxarRY2u3zycpPLHZFOHwBWkq/VbJNMpZBttpOPpes6F89fYHdvn41Nq5AYjoSw22y8//4vyGYzjI+NdURxKh63F0GE8bExfvrjn3L12jVkWebJkydcvHiZTPaAg8wBmYMDJsYnKBSOWVpeZG5uju7ubh4+eMjq6jrf/va3T37Prl27RigU4sGDe4TDQeYXFnE63bRbLWySiNPl5ahYJhrv5tLlS4wO9VPJpdlfvEO7XkSWRAxDxy7LBIN+DMOg1W7gdLgwDBNBknB1vlYEAUyTtqLQbjZQ2g3UDuRVkiQrZSWAvUM6djgcmJjohobd4cRmsyNKEiDidLvAMNFVDUMAu9OFIYg4nU4M00TrwCElSabZamN3OJBsLmw2B422gsPlweXxIogSqqbjdLrQNN2Cj3p92Jxumq0WDocTQZIRRQlFscabNlHC0KxdZbVWplYps7211eHpDYEgkDnMIiARj0ZPirAOu52A34NNgPTuBvVqgf5kF5FgAJ/Pepb4/V4wTUxDR2m3rXGcpmDvpMAM3cKbODodO1236MqSJHX+Nh1INhvtlmIVfnWDRkulUG7SMiREpx/R5sLjD7C3n+b4+BibzYHb5TmBrtodNqsQrGkcHh7SUhRKpTLf+ta3uH/nLvGuBHvpNPnjPF1dCXp7egiHwqyvrrKzt4/H68fv97Ozu3XSV1tbW2NkeJhsJovNZuPqpctUalV29/b40z/9M1566RX+3t//e/z4L/+So6Mcb7/9FqZpsLm5yc9//gu+9a1vIkkyqVSKfD6PIAh8/Rvf+us7UP7n//RHvPDCVRbmrXRToZDH5/NTrzesnH21xu7uHlNTU3T19OD3+0jv7aPpKun9fZS2QjqdRlGUzghC5/zFCwR8frLZrGVq29qykCTxOC+++CKLi4uYpkE0GsHpcHDj0xsEgyF0Q2d4dJTx8XE++OADkskk3T3d+Px+ikXLyri/t0e1XAJD4G/+7b/FfIdEarPb6U32Mj8/TyqVIhgMsLq8zOm5OZLJFMvLyxiGQTqdtqLHw8O0WlZ6JRQKsbu7h8frJ31wQCQSIRgMYpdl6rU66XSasbExunt7OMgckM1kGexPcXSUZW11HUW1opfvvPNljrKHVsooGMDEoNluMzc3RzAYplarUyqV2NvdRVEUenp7UdsKXYkEa2truN2WlzwajWK3WwKwVqtFNBHvkJRVeru62djYwDCs71+1VmNiYqIjIFLY2tqiXreSPhcuXGBpaQmbzYamaThcLhbm57l29Sq6pqNoKja7g0gsSqkjr8oeHFAulOhNJdF1g77+fnRVwSbb2N/fQ7bJaJqGYRgnoYh6vU6rU8x66aWXcLmcZLOHJJM9rK2tWV4dt9Xo1zTt5BacSqZQVIX5Z5ZTJhwOI4oiLo+LgYF+FhcWuXjxHKVSmWKhSKVcQVV1Uv19nD5j2SMtC6KBrhlUatY+xDRNipUipUKh4/HWuXzpMg6HHbfbzce//BiPz0Mq1cfC4hKhUMjqp7QVVlbX2NnZsQq16X3efPNN2u02S0tLHB4edsabVqH36tWrGIbB7du3qdVqRKIRlpYWKBbyTExOY5rWgiIejXCUL7CXOeTNd77C3NwZJFPjcG+Vyt4izWoRAazmd6uBz+dDtkloqhW/d7mtFzXRFNB0HckmYxqgayqq0u5g7a0DRTMMNM3AMAzsdhuSJHYQ5SaI1kuN09lBlouf7wlUREFAkGQMrFvK5+oAXdNxdrhdVtTajc3uRNNNBNGGw+nG4XZjWDRWK0reVpAkGZfbiynYTrooDocLExFRkqzYv6bTajYpFgo0m3Xq1QqVskVuzh4eoRtW+qxea3Kwv39C4R4fG2Nncx2t3WAg1YPLKeG0CbicDtweN4ZhjazCwQD1ahlRFNAUFUkW0FUFSbTQM4rSxuws6HVdO4nRtlstJNmO0+Wi1W4hiTZaikpL1UF0UK4rCA4vR8dlzl26yvXrNykUSrz9pS/h8wdYWFykUCiQyx5SrpQZGR5iamqSze1dItGoFeHf3CJzeMj07Aytdotarcry0jIvvfgi+3u73Lv/iHgiwTvvvEM0GqHWcfloqookSiwuLtJqtBgetvAriqagaTqJeBfXb9zA5XQRDIeoVqucOnWK1dUVTp2aJRKJsNsRcn3+wvf3f/O3/8pz4gvvUAJ+Pwvz8wwPD7O/t8fRUY79/QPefPNNyuXyiaFxa2uTwaFBHj18iNfjpd6Zlfb2JqlWa4yMjnDh/AXef/8XYHISuXzhhRcYGRlhaWmJnZ0dVlZWaCvWL6en5SEQDDE1M4PP5yMcjlAql7j52U1efOkl/u2//UO+9e1v0Oh0R6ymuUk7EmZpaZlMNsPE5CTXr19ne32NRFeCYDDIrVufcfr0acqVCru7ezgcTsLhcOdjWBHfWq2Gw+GgWq2SzWZRFIUHDx7y1ttvk0wm2drapj/Vx+NHjwiFQhweZjnIHCAI4HA6aSsKgUAY3TCp1Wsd3WkNBBOPx02r2ej4oz189OEvrYf74jLjE+NEOpRjTJOuTozW6XJ0REQCR7mcNZbAxOFysrOzzXH+mFg0ys2b1wmHI6ytruL1ehkcHOT+vbsMDQ2RTu+xv7/Hm2++happZA8P0Q0DU9NOekSVcplcLsfe7i6zp2ZxOuxsbW1Z6ZDubvr6UpQ8Xk6fOUOpXLLGdbE4/oCfqwMvcnSYZXXV8i08ffqUF69dw263EU/ESCYtgvP8/DzJZJJ8Po/P72dnb5e+vj4uXLrEB+9/gMNRxe8PnkiQIrEY07INl8tFPB630CZ7Oxwd5Wg1VZS2RjAYxjA/H/WoPH70iEq5YvVvnE40VeMwl2du7iyH2SzxRAKXy4kA3Llzm0KxzOjoiOU3HxlFN3T2Dw4YGxvDbrdz//59ms0m3d0Wjwrg2ksvsX9wgCzJpPr76R+wJGP37z9gbm7uRPbUPzhAuVymq7sb3dDJHWWpN1pMTU2TSqbY3tqiu9eNwxekJ9lrQRILh7QaNSt95XB0/sBVbDY77XYLTZPQDROjY5wUREAAh91u7b5EEwMLwyLZbMiCSLPZtA6GTnTWMKzvryRJdEJMaKqGLFnqBqfTidJqYho6hq7jdLlRVA2HTUJvC7RbioV8aVgLdlEUMVUFUxRRWwqy3Ylpk2k3TSSbHQyZVrOBiYiObr2wuXxgWiVMtd3G7fai6AaiaOFiEK3Ibigcol6v4vP7yR0d0Wo0qTcbGIbByvIq1669yNDQEKIosrmxQS6fJ+B14/X5sEsmDpuALFuJNlVVkWQRVdexOV1o7TZ2hxPB1DEFzcLXSNb3SRStR6WlvDaRBQm1k/5SFAVJlJFlG4KiY5MFHC4PgUiCRlvH5fKgtBqIooAgiJSKFer1BuOjoxSKBerlinUbMk1+8f4HmAb0JGvIQ8OYpsny0hIer4e+/j52dnasdGSjgcfn53d/97f54IMPuXnzBn19KeKxOPV6naA/yFEpx8jIKH5/gI2NDQ6yFrQ0c5Dh5z/7OYlEF5cvXyKTtVBTOztbBENBavU6brcbwzCoVqsUi0W8Xu8XOie+8A3lh9//E8qlMm6Ph66uLiqVMtVqlbNnz1omuvV1goEQ9XqNtfUNjjumvD/4gz/A5fGwtbXJ/t4ePq+PcDjE0OAQ9+/fZ319jStXrpBOp5Flmfv37yMIAr/yK7/C7t4un16/zpUrVzoJrBzJ3l5kWeb9D97H6XLxwgsvUK832NnZ5vLly5TL1udVq1XJpNOW+S8QJNUZIbVaLV544QXC4TCFwjEul7NjObMkNNYDN006neYb3/gGq6ur3Llzi1gszuXLlyiXy9y5fZeRkVGq1SrJZAqHw0GtVuPs2bOkD/aJRMLs7GxbaTZ/gJdffgWH3U65XCSbzeJwOPB6vVTLlZPW8P+Xtf8KjitN0zTB5wjXWkE4tAZIENQyFENXZqXs7sqqrKruqZna6ZmpnZ3ei7WZmxnbHbO1nd3ZNdte24vptRmz7p5tUVkiM6oyIzMyMxQjqIIMElQAQShCAw7AHa796LMX/4FX9d5UXlTckBFkgE6Hn//7v+973+c1TZN/+a/+V77/ve+Qz+cpFAo4jks2m2NoaEgs9lst4skEL168IN/Tw+TUCQzD4NGjWUZHR5FlmXx3N+WjIxbm5xgZGhY69GiUh7OzTE2dwMWhWquxsbHB7//BH7K5tY0/4MfvC7B/eEA8FqNSLiMB4VCIRq1KJptlbX2dlqajGwa5XJZMNo3WbFHY28Pv93N0VCEUChEMBpk5dZrDw0M2Njc4d+4s+/v7zD58wPSpafoHB2k1Gmiawf7+Pul0mnq9xsbmOj19fei6TiwWJxaNs/FS8LySqSSqKvwfm+sb9Pb2er8vhiQJbIzjCl9GMBQikUzQarXwqT4KhQKl4hFdXV3EYjE6Ojp49myOZCqNJEFXVyfxeJxHjx/R3d3Ns2fP2nu3UEgY+QLBAI5lE4tF+eKLL7h69Rp7e3vE4wl6e3v55ONPQJYJBgNkMxlCoRCZdAbHtvnqq69wHIeOzg6QXNLZDE+ePCUSCdOZyVGt1wkEQgSDAXp7+9jZK1Br6pw9f56ujgylwiaHmytUdpfxyw6ObaFIEAj4vLGQjivLKJJEOBQSMb/eUts0TWRJ+DskhJdC13WqXja6pMhtpZUwGfsRp4GLoshEIkKGKlRgMpYlUCnhUATDFJMGw7SREL4XVxK5SYoi/Bv+QBDLcgiGRUpkMBrHssGRFBTVj88fwOcXscSO4scybcHwCgRRVb+XLCmEBC4Ouq5RPCyAbRMOhigVi0iuxNb2Nts7YiGt+vzIskI4FESVVWKxMIW9bbpzaWyjiV+VcGyTXEcOf9AvjIKhIKoCtaMKku2gKKBILobewrZFsRTvi4RPVrzu26ala/gDAXDBtGxkRcWwbGwkHFehpVs4kg81ECaa7sSwYGOrwM7OHpreQtOafP/73yWVSHNwcEjhYB/bttja3GZra4vR0VFOnTrFV/fvcfnKFe7du0cqk2Z4eJjDg0N0Q+fTTz6hq7NTYFeaLRFYaJo8fDBLvreHoeFhBgYHqdZqQkqcy9Hf18fB4WEblz84OEi5UuFnP/sZv/d7v0ckGuGnf/XXHB4esry8xH/6n/5TLly4wNDw3w2I/I07FNeB8+cv8PDhQwp7BSzL4uzZc6wsr5LJZMhkcmxtbZFMJBgaGuTM2dM0Gg2CkRCJZJzLVy6TTCV59uQJjWYdJEinRbjUzs5Ouzj19PTQ2dnJ2toauWyO3/+9H7K8ukKtViORiPPkyRMGBwd5//33WfAWTgMD/bRaTQ4PD8nn8ywuLjI6OkKXd3gMDAyCLDEyMkKlUuHZs2ecPHmSUCjE7OwsMzOnqFbrnDlzhsPDQ1RVqI40TRN46KmTWJYpci+iUU6eOEFvbx9Pnz5Fa7VYe/kSWZaZBYaGBlmYf45u6jQaYnS1s73JyMhIeyfjOA6VSoWV5WX6+/qRJInOzk7Onplpy1mXlpa4ePESlUqVSqVCoyFuubbr8O6774qvu7ONpmkoisLjx4959do10qkUNz7/nMpRGV03uHjhvCgO4TC9vT0CL7O0JNhKlollG+yt75HJZHBtW3zwHj3izOnTJBIxDj2syVG5zKmZ04TCYaZOTFHY3yMcCPLwwQOCwSDf+MY3iMXi3Lx5i4ezD8hmsyQ81YhtGoSCQba3tjksFfEpKrpucHhYFAUjmWB93WXuyVMmTkwx0D9AtVqjf0AgfhZePOfs2bNksxlOzZxk7tkcn3/+OSdOnGBkZISDg30mT0x56XyC8vzsmdhN9Pb1U6s3iHtFZm1jnaNyGRcYGhrCNC0M02BkZIS4p9q7efMmpdIRr7zyCq7rtjPqe3p6eeed99A0jcPDIrKs8Pz5c06cOMnjx49JJZIMDgyxsLCAKqv09PQQCATJZjMkU0mWlkUI2fDQCKZleItdm8UXT7l06RKzs4+IJ1N0dXUTiUTRWhqu7aCqPlRFRZEdVEXBtS1cVyzDQfZ8HCq6LvLJm82mUMk5Dg5O21MjyzI2Lv5goE2MELJYABnbdkSX48mKj7sNRVHwRUQnLMvQbDXaQEhDN/AFAqiSD9PQkVwwDQ0XB0WVcV0JcLBtB63VBEnFkWQkyRXBX46NY1sYjiby7h1FEI0dV/g/bBtcGVkR+5ru7jyNaoVmXRTFxReL5LvzjAwNE0vE+fGPf0xHR4dQDA4JGrrW0lAUlVSuE8fW0bUWLd0kmcmg6QamZREKhcnkchwdFDEsHRyLcDCA1rLb758kSdi4OMfqLoQPTXRRDrLsoCqCEo0L0WiEYrnG46fzWLKPV15/h9MzM3R2dPF84TnPtjZYXl5hYkwVCsVSkdHREUZHhJ8mEomQy+Xo6emhUChweHjI0NAQektjv1DgL3/yE95/9x0uX7pEYbeAz+fj3r2v20iji5cvoRsGqVQKXde5cOECKysrZDs66B8YaMe367pOpVzm1VdeYb+wy+bXm7z33jsYhsHu7i63bn3Jw4df8z/8X/8ff2ed+I3x9dVqlXK5zOXLl5EkiadPnyLLMoZhsLCw0J6PT586hesdYJlMhl/84hcsLS2xuLiIruvkOjvJZLOCOzU5IRLjAgH6+vu5+9VdqtUqn3/+Ofv7+/h8PpGx4vOx9GKRSlksZI+xGfF4nEqlwvz8PA8fPuSLL77Atm2uX38Dx7YBmffff5+JyUlM02RqaoqZmRlisRh37t5FVlVCkSi2K7LM//pnP6NSqzE1NYVpCrhhb28vsixz+fIVotEY9+/fJ5/voaerm1eviUSzRCLB0NAQ5XKZDz74gNlHj4hGIrz/7nucnDpBOBhC1zSy6QyhQJDC3h71ao1Lly7hum678KQzaYqlIk/nnoEkYbs25fIRK6srjI6PYVqm51IWt05D00inUpycmuLc2bM4jsOPfvQjnjx5gqbrDA4OMfvoMYfFI1RPveP3+9oLxoP9fXq788g4vFhYECar7W06Ozso7O+ytrbG5zc+I5/vZmpqisePZ/noF7/g41/9CkWSefDgAQf7+wz09aPKCjdu3ODeva/o7u6mXq9TLB7yYuE5wWCQgYEB1tfWqHiqnHg8gW3Z/PVf/TWmbnL1ylURG2DZPH36FMe26ejIoSgSBwf7LC29YG7uGYeHBywuvcDnV/H5FVpak0JhD9eFZCrD3PMX3Lx9l529PZ4+e4YrSVy6coVGq0U6m6W7p4ez584xOTlJs9mk2WoiIbG+vs7PfvYzZFnm2rVrBINBurq6mJk5TSIh0ki/untXiEVc6OvtRZUVJFcik8lw/fp1zp07R2dnJz09Ykf36NEjTp06xdFRmdu372J5t/ne3j5SyQw7u3vs7u6RzmSpVGpenLRFNpslHouD62IawlkeCEVQFD+RSNTLIrGxbXHQKShYpohAbjZF1o1lWTiuK0yIktxGmLiu26bSHhsJj8Uvxwtn13WRZQXTFEVH01uYuo4iyUiui20YuI6DprU8j4aBrjexLLGHknCwTB1d05AkF63VxNBbWHoLQ6vjmhp6o46ltdBbNZq1CpbRAsdG11o0mw0MQ8OyTTSthWUZBAJ+gsEgPsVHJBJFArRWk4BPZXlpkUhU4H0GBgYol8ssLy3x4sULDg4OBP+r1cKwLKKxJL5QFDUYwXJVEsmMyGwxLWSfn3RnB4rfTyAUoqULGT8SOK6D5VhIikS9WUPxKfj8KqYpFGi2I+KNJcTOynUdJNdFlaArlyEWCbO3s83GxhqKItPf30d/fx/37n3Fj3/yEza3thjoHyAQCrULWDab5fDwEMdxaLVa7YRcXdfJ5XLkMhkSsQTxqOAhFgoFLl68QH9/PxMTE/T19rK5scG/+Tf/hgdff42sKLzy6its7+6wurbGzz78kLt37/L111+jtVqossT/+i//NQ+/foDWbPL1119jWRbf/va3UdXfrPf4jUdev/75TymXy0xOTVGr1bh58yaJRIKNjY12dsjYmJBLPno0S6vVEFnLhsntu3eJxWJ0d3fTkctRKhbZ3t4GYNxT1XR1dfHg6wfU63VsyyISibR9CAJXoNDV3U0oGOTGFzfIZrPs7u2RSCTahS0ajXoMrhxff/013Z15xsbGqFQrrL58ycT4hMhJadT51ccfoygKp06dasPoSqUStmUxPDTE7u4umqbxzjvv8OWXXwqcejKJ3+9jc2OLWCQqgr4sk6GhYSRJhHMd55c3m3VyOWGaO+ZUnThxor2Y7ezsbHO34vG4oArs71PYL7C0tEKpVOTq1StIQGH/kNOnTxOLiYCw/QMxmjo6OmJiYqKtOFlZWeHg4KCdc3/u7Fmq1ZrHHYqz6KVnLiwsUPRyX/x+P5lMhoezj/D5/Fy6dInD0gGlwyLFwwO6uzo5e+YsjgsPZ2dptXQ0rcW7776D1tJ4+XKVTFrke2x5ooRWq4WmaUJYsLnJO2+/jSxLlI6OqHhwy+7uPLMPH3ndncT4xDi2Y7O7u8vJk6fEe1M5AsRIS9M0qtUq16+/gdZq8uTJE0ZGRigUChiGyRvX3xajy4MDFEVhfHycgYEBTFPQne/evcv09Cl6e3u58eln5HJZbMdhZGSYp0+fUq1WmZqaIhwOI8uyJ+HuoFQsUSqVxKHuCTMMz8g4NzfHxYuXGB0bZWRklFqtyrYXX22ZJoMDg4yMDAuSQumIekNQDUxLFInOzg7S2Q4ePnhIJpWi2Wpy4eJlTp09hywpNJsVyvtbGLUiermA1qgi4xCLhDg82EOWxX3Qsux2honP58O2zTaDSZYkb6RltUUXx4cS0P7RcRx0Xcenilx307RAcpBw8fl9xKMxZFmm0agLjwgCpRLwB0CWcBzHI1iIPwNA9QUIBEIYtoXrSoQjMZqaLiTHPj+uK2G7LrLiJxzPICk+fP4ADjKyKrwuqi9AMCiAmQG/H8swKB7s8eTRQxLxOI16nWKpTF/fAD/5yQc0NY2OXI7urm4sy6S3N084FESRRU5LKpVAVgU8M51J4dgGtXIR29SJRiIoqkKxsIutt1AkB61Zw3WOcSy0n63jA7bZbOH3BzwlWBBJVjBMG2SVWCxF8aiKGgjTsCT8oQSFgzKxRIrdwi7JZIJoNMbDB7OMjY1RLpfJdeaQkNBaGqlUiv39fWKJBC/XXtLf309XVxezs7OkU2Ikm8vmKBQKmKbJxsYGDx885Ic//H2QYH19Q8iafT72CgVcXEZGRhgcHGR/f18wwiQJv99PpVzGNg1PkLRFs9Xi0pUrZDIZ9vf3CYfDfPO3v/t31onfeOS1v7/vcZxE9O1bb73F48ePGR4eFoH2XpHI5rJUqxXu3L7FwwcPeOW114lGIhx6M7toJIIsSe0ZYTAYxO/38/jxY4E8L+zR3yukaie8WNbnz58LeXBvD1MnTqD6fHx+40b7IG42m+1UuKWlJf75P/9/8V//1/8HGrWGkPKODPPKK68S8tLP5ucXBFfsyRNUVRVu86EhNjc3qdfrbO3s4PMcsPv7+5w4cYLDgwM++/Qz/viP/5h4LMGzZ89Y29zg4oULLC6KlLPV1dW2Cz+R6BbZLpkMsVgMgI2NDQKBQJs6kEylMC2zHYdcqQrN+5Url0SAkweFVBSFSqVCIpHg5s2bFEslzp07x9DgIHt7exSLRc6cOcPQ0BCpVIp8Pi/kiX4/6UxadHt+kQzZaDSoe5kKh4eH6LpOKBRicKCfgYEBtre3mTlzhpcvV8AV7f6HP/+QN64LztCJE9NsbKyLD7FuEItFabYadHf1EC2XefD11xSLRd599136+/oIh0Ls7+8TDPkBcUEIh8MiwzoQYGBggN7eHja3Nsh7GQ/r62tcuHARVZXZ3t7mzJkzSJLEz3/+c4rFItMnT6CqPjo7O9A0ja6uPGtra2xvb3PlyhVCkQjhcBjbtnn06BE+n4+33npLwPxqNRrNOlIR8vk8jx49IhAIMDU1RSqVol6v02w2sSyLg4MDTMOkUi6TTCZRVZWbN28SDoeZmJhgd3eXbDZDs9FgdWWZ+19/zWHxkJGREUKBAK1Wk1//+teMj4+jqiq5XA5VVfnss884efIk4+Pj7Bb2SaeFdDkSzWFaBuXyEeFwBMPQcB0bn6rij8exjBaG1vDUgmEa9bo33xdjMZGFYWOZJjqgRiJIHhz1+N6oeMopgZ8XiqXjG3Gb1+S4ohOxbWRZwqeIY0LTNAzDFIgk1xVLe9vGdSUh7/UJQ6XrHI/ZJFRFwTEtZFXF1Ju4loWlu1iGjqyo2LaLPwB6s044Gsc2dUwHfIiuQJYlFCmIjI1p6B6yxmFkZAhcF1WVyee7eb6wyPnz51D9wtdmGgbDQ4MUi4c4to3fr5JOJnBlBV8gjKIqoPiJhMPYlkm9XMK0HFR/AEX1Yxs6qk8WLLGm6ZEshDHz+AIrdlUOjmN5o2wbyxSSa1dSUFQJsMC16Mh1Ua7pXLxwHldSSWfS7OwKmbssyxwcHDI1NUmz2WBldYVKpcKrr7yGYRoMDw9xVD7i8ePHgnfY1U3Q7yedTnNQPGTu+Tznzp1jcuoEHblORsZG2dndxcFF03Xeff11FEXh5doaP/3pT4lFolw4L+KBy0dHYjURCDBz4TyF/QKyKnP37ldsbW1xcHCALMttMvHfW0E5ONindFRibGIMf8BHNpvjlDvN0dERsiwefE3TWFh4TqtR5we/8zvsFQo8ffKIZDItVDeaRrlS4cmjx3zwk7/iT/7kP6dRrxNPxPnFL37BH//xHzMxPs5+YZ+pqSnW1tY4e/Ysn3zyCaurywLuCMycPt2OHd7b22tnAMTjcU6dmsa2TXZ3d4iGhVvfMm12tneo1+v09vYK2J5PbUMcjxMSl5aWhGM6k+HkiRPcvHkTx3ZIp1LksjmBnk8k6OzqIpVJk0gkePD1A7p78qxvbrC9u8PMzAz1Zp1oPAKSxI0vbvDWm2+xsrJCJBIhkUi05dNHZbGkPzg4YHV1jVqtSi6XRdM0YrEY2WyWcDjMiRNTJFNpbt25QzKdZmBoiGQyycrKSrtDPKYt7+3t8dVXXxEKhTh79iyqqrK1tYWiSOTzeWRZpre3l5MnT6LrOltbW/h8Pi5evEgqJXZa8/PzlEpFjo6OiEWjhEIhtjY36e0boFQq4ff7OXliils3bwlXNhK60SKdSVJv1KhUKiwtLXH9+hskknEePZoVH/6DA5KpFOl0mlarhd/v58mTJySTccZGx5ibmyMei6H6/J68PM329i77+wccHZXIZDKYuoltuXTkOrhz+ysmJiY4Ojqi1dTIZbKsLC/jAJFwWEAzvUPy9s2bnDt3jq2tLa5evUpvby+aphEKCc/G+vpLlpcXSSZTVCrVdhro8/l5D+ld5cWL50iSy9jYCKoq8+67bxMIiBv0/Pwc2UyKcChAOBhgZ2cHwzC4evUqkiTx5c1bFPb3cRyX0ZGRNgU7Ho8TGA5gmyaSIpAkjUYN13XAsXAcm/JRibAibsiu6wqJqgQgpL+ShMClGA6KIhMIBNpFRHhOVA9pL7Wd6LIsDkvDMFAVRcQFS257pCxJEo5jI/tFGJaqmugeauS4eByPyrRmC7/Ph95s/U1Rs22CgRCWYaBrOqpfbQMsZS/BVMLFNW1020JSVMyWjOmCPxzFtgx8ErgWaI0qkhNBUf2eVwQsy6RWrRIJBrAsg0g4TG/fAFtbuyTjSarVMs+ePeX58+dcvnyJ7u4u6s0WsWQaWfXhD4XwBUI09RbhaBKt2cLBxe8PEwiGcW2LgF9ClSUsw0CSAMXFtoTaztB0XK84g9Qu2I5jIcl4QNoaqiwj4VLY20FSIxQPD6jUWyQzaerNJvVmk7feeou9vQL1eoNINEw2mxXInVSK4pEI1+ro6GBjY4M7d+5w4fx5Kt4UIJZIcOXaVcEpTGYYGx0Vys29PXTD4Bvf+AaarnP37l16e3q4eP4slq4xP/eMalXknoyMjlIo7DH79DHhcITTZ88SCkcE9iifB+Bf/at/xaXLr/z9FZRA0E82lyUajfDJJx/T05NnYmKS0dERTNNkbe0lR0clIpEwPp/QsL/xxnXeuP4my8vL9PT2EolEqJQrOLbFn/zJf4amNbl3/z7f+e536O3tYXVlhZGRUeFz2NsjHA6j6zqjoyP4fArvvf8eR+UKkXCYdDrNi4UF0Xq6Li8WXtDf38fp0zPkslk++OADKoEqr7/+OtVaDUM3iHljos6uTvYKwvEs3PeD9OZ7uXThIrdu36J8dEQoFOLQy1/vyefJpDMEg0F2dnY4Kpfp6O5iJJdj5vQMtVqNw8NDOjo6yOWyDA4NMj83x9bWFpOTU6iqgOI9e/aM4WFB9vzJBx/wrW9/i7GxMfL5HjY3t7h27SrxeKydBeK6Lg8ePODEyWkisTgjIyM4tsh4cRyHecsiXqkQCgZJpVLE48LT093dze7ubnuM19XV0b59B4NByuUyq6ur5HI5Ojs7uXHjBpFIhFAojCRJHB2V8Kkq0WiMarXC8/nnbG5uk8l28OTJUzo7O4nFoly6dInPP/uUTDrFxsYGiqJg6DpffnmDH/7wh+zs7rC9vSU8MlmPGSbLBINhbnz+hQBRZrPs7+/T3d3dLjT9ff1UymVufnmTvr4+BgcGqNc7qNfrWJbN5tY2m1ubLK+sMHP6NLFEnMePn3L58mX6+/u9seESqqqKB3F9g1AgiOu4tJpNVldXaDbruC74fCrz8/Nt4nWpWOLypcv86Z/+KQODIuSo1WqKaIT9fWZmTnH7zi0GBwfp7OwUeTgLi0iS5EEgO4ToolrBrgpuVavVolI5QtNa+P1BxifG2+Fle/v75LvzrG+ss7q6wsXLV+jo7qJerxH0i+5DUSTqjToBT1pqWRa6qYMEtiVUVSBuzj5VabvMBXPPQhB9/+ZRty2LgN8bTbliVGXiCDiqqoDk4rgOtmPhQ20v8C3Lwu/3EwgEsW2r3anIf2sHY1m2KFI+FUPTxNexbFzHQgmFcLERfngJw7ZpeVJdo9XAsizCsYSIHHZcZJ8CjouhWeDY+PxhFElGVVSikQiWqRMMBqk3mvgDAW7fvo1tS4CEqgo3/rEsfWxsVEiiZYloLI5uWgRCIujMdh0i8SSWaWI6eKRlGVX106rXBOzSFiquVrOB3+cT1GXDwLUdJAVcr4DLitJOrjR0HUlW0Vsah8UKhqNwVGmwtrVLNJ4gnc0yODjIxsYGnZ3dtFoNtre2cF2HRDLBi8UXDA4P02q1iEQivP322/zlX/4ly8vLYr9SOiRUKZNIJTl16hStpkZhfx/XdenO5ylXKu1lfld3J329PaTiMW7duoWLxKRHYh8cHMTQdXZ2d4jF4/gCAYpHJSbHRRfe39/P1atXf6M68RvvUP6H//N/JzAIls3u7g5vvHGdy5cvs7e3x97erucmVygeFllZXqVeq/P+b73PxMQEm1tbbG1v0dXVhd7SKBT26OnJIwEvFhfp7Ori1q2bxGIJTs+cZn5+nm9961vEYjFu3b5FPBYV6PNYlI6ODra3d5icnGJjY0Oozc6c4c7tO/zrf/3/5Z/+0/+EoaEhDg4O+fTTz0in0yJzPRLh5PQpZmdn2dreore3h0uXL3Pjxg0SySQB1Y/jOkxMjItsgUiEWq3G/fv3mZmZIZlIcuvWTc6dP8/m1hYbGxucPnOGvp4eHjx4wNraGhcuXKCvr4fFxSWeP59n4fkL/sv/8k9YXxNo/VKpxO/8zu9QLpfZ2tmmq6ubnt4estkOPvn4YxRFxrEtfN6s/le/+hWGYXBq5gyyh4DvyOV49dVXPdmngk9VefrkCYqitI2BpVKRzc0tOjo66OnJc/fuHXZ2djhz5gy6rlMoFCgUCly6dImBgQHq9Qbg8ujRY0qlI0bHRzlx4gRPHj0iGPDh94kUyabW4smTZ5w6NY3rOnTmOnjy+BFzc085e/48r7/+OmtrayQSifbe48qVKywuLrahl5btsLDwgps37/D2229x6dIlVleWMb3wsEhExMKKkY9BOp3m6tWrJFMpvrp7hydPn9JstfjWt77FwcE+ruuwv7/P08fPeOONN7zdgcK9+/fx+f289tprrCwt02q1mJqa5Pnz57R0jUajjqqqzHgJmAcHB4yPjTE1dZJcViBcAAYHB1hfXxMPabdgzy0tL7UdyXNzczi268UGDDM2NsaLFy/I5jIMDw/z9f37HBwe0tHRyfU33+SlB/xLpVIsLDznxz/+gLHxcTpzOVLpFJFolOHxCUzTIhr248fA1esc7W8jORZas4prG2j1On6fLPhdHr1XVVSCgUCbL9U+8GUhATY8HIuha/hURWQbGQaSLLeTEmVZbi/1jzsQv9+Pz6ciSTKy/De03WPe2vH+RFG8iGGPwWUYYgwtSRDwB/D5fTiui+Midi0OmLZDKBwBJUAsmcaVVNSA4L8JM2wTvz+AzxcU8ttEEscyqdXKVKtlmrU6pXKFra0Cn39+i0LhkFdeuUZvbx5Vkenry7O/v082myUUCROLJ8h2dCIrPoKhEI5toTfr+BQXyzDwqQpHhwVso4nsGpitOrXaEbLr4PP5KJeK+FRVjBpxabV0/P4Amqaj+n24SERicTTdwDBskBSaLRNfJE5HVx8f/OzXlBs6Z86dp6lpJBIJDgsitjudSgE2k1MCFPnxxx8zPXNaSLXDYcbGxwU7MBIRHaRtsba+weTUpLAM5Ht5+HAWXdPo6OwU4WLT0zi2TaVWZnlhkfGxMXb39qhUqrz99ttsbG2xtLTEqZkZEokEv/r4l3R35/H7VGYfPOTo6Aifz8cbb7zB7/zg9//OOvEbdyjf/Oa3uHnzJpIk8b3vfb8tsfzlL39Fs9lkcHCQ3/3d3+P53Bz9fYP8q3/9r6lUqvz8o1/Q3d3Nzs6Ot0DVOH/unKDHzs0JTlMkQjwWo1yueAyeAz755BOGh4d5/fXXOTjc56hSplQqsbq6yuPHj4lEIvT29nLr1i0mxidIpVL8s3/2v/NUFAqplHBTz83NiUJXLKJpGrbj0NfXK+CRpRKtpsBR7BcOMAwDx3ZIpZMsLS0xPDzcnsO//vrrzJw+ze3btwWmwlsQbmxstIm+4hZ7wK1bt0nGY/xv/vg/QZYVDoqHJNMpsh05ikcl+vr6QJZYXl7B7w+wt1vg3Pnz/Oqjj9ja3CAaj5FMJnn77beZn59nv7DLzs4Or732Bs1mk88++4x3330XXyDA0tIS6xsbyJLE3t4ef/iHf0A8LjIhvvzyBteuXSOfz/PJJ59gWRa/8zu/Q9a7GVWrVe7evcvIyBimaYpuyucjGouxsS72P/FojP39fXZ2dhgcHuH8+fPcv3+PaDSCX/XR1dVJZ0eOrp48T548YWZmhkajwdr6OlnPvxJPJIjFYvzyV+KzcubMOf77//7/yPPnz/nqqzvtPPJwWDizRfphmnA4LBhFc3Nks1kePnxAOBLm5PR5Dg/3URSZ/f1DfD4f+XwXpqnT0hoU9veJxiJkMhm+/PIG+XyeWDzKxsY6iUQcu2zT3z/VDomLRqMUCgUO9g/oyB2gtVr09/cTCASoVqs0mxo7Ozt0dXVhmhahYJjhISFBPz1zpu3XiEZjxGLxNoH6k48/ZX19HVmWOXfuAs1mk0ajIdzLmobe0jh75gyDg0OePDRPS9exbSGztWwbVXZxbJdQMEypuI+qKBiGiOBtmBo+n7g9SwBeETkuBECbhus4DqZp4lPEQaTbFo5lC4WSbaOqCsFgqL0bME2z/bUczyQaDgtX/PHXbLVa7fHZcQKjZYnCdFy8gsGg2AP5FM+IaRMIhTANUzDBfD7CoTCWLSSnrtd1+X0BGpUjNE0nlEpTLZdIdvhxbBPT/Bt8DLjEYlFCIeGcf/vt9xgbG6PZrHHvq7sYhsbAYD+WbeD3JbAtS3iYEmFARlZ8WC4E1CB+WUWWXMKxOI2KiQI4jh+fHsB1LDTDwOf3IwOO7XhGRfH+HY8YbVd0wabjYtkuqqoSiUVR/H6OjkpcvnyRasskkcrwwsNLvff+ewwPDbOzvcXtO7cIh8O8+dabvP3223xx8xYTE5OMjU0QDIZoaRrBUIi93V0qlbJneajRarVo1FvcuX2b4eFh+vv7OXfuLMlkgvv371MqlQiFwxwcHjJ5YgrHcZl9/JhisUjLc8Pfvn2bZDzFQP8gsWiUhXkRYmd579lv8s9vXFAsy+LKlSs8ePCAra0t4vE4yWRSBDTt73Pl8mX+/M/+jLHRUdKZLFdfucbW7g6rL1fZLRT45JNPiUajfO+730JSFCLRCCOjIzx79oxUKoUsy3R15TEMAQDc2tpieWWFiakJ/H4/6+vr9PT0tJUP5XKZUCiM67p8ceMGuVyOqalJfv3rX7KyssLv/d4P+Yf/8B+yvr6OJEk8efIE13WpVaucnJ5me2ebX/3qV7xcW+PU9HR7fPH06VPiiTjZTIZisciJEyfaeux8Pk8+n6dWrQMuruPiCwhiq2UYrL9cpVgq8cPf/QGrq6sUCgX6BwYYGxtjeXm5/ffMZDIeMkWEfhWLRWLxOKdPn+b0zCk++ugjnj552gY7HpOHWy2NBw8eis7Mtsl1dOD3+zl79iyzDx9y9epV1tbWWFx8wfb2dnvOvbGxQVdXFydPnuTg4KB964hGo9RqNZqtFru7uwwMDpLJdRCOhMlZXWysrTE/Pw+uS2dHF+l0mpGREVqtJolEnEgoTEcuy/Pn89y6dau9F+nO53nnnXfY39/HNIXoQOTKNAlHwiL62BSjkeO0ze985zscHOyz/nKdEydOeEmcS3R1daJpLZ4+fUypVCLXkSOVEsv1WCyG49gcHR2h+nwkkklerr1kenqaVqtFsVhkfHychYXnyB5w8+Bgn8tXrvL48SM6OnJcuXKFyYkJyqWj9siwv3+ARqNBLBbD5/OTTKXp7+9nf/+Q+fl5r4DlPUPnEX19A2xsbrC8sko2kyUQ8HN0VCYUCtHZ2UkwGGRpaYnNrW2i0SgT4xPcuXOHy5cu0dI0NE1ja2uLJ48fMzQ6yuDIqHc4W2iOjtloYDQbSJJErVon6FOErNfQ8Pv94ILfF/TQXS4+3/G+xMF1hX+i2Wjg2A6SK3mSerEjcV1B8sUrSGIjIHmHtfh6x8t713VRVcXbzdgEAj6O9wfHjnsxRgNZkYVzHAm8oqS1WkhIWIoCkiLkuX4/lmWC5EPXWyi+IK5ko1sWpmEQi8ep18rYroIquZiGhqEbgOMJCkTkg4vLP/j+96lUhcdNKChrvHjxgngihs+nkM2C6hMF0DQMFNWH7KEFTNsmHAximTqK6sMfDCK7Mo6jE4rF0Jt1j1Cg4toOuiEOWNe223kplmUhyaLA245Q3wVDUVS/H92y0U0bFBHPm0hlCYYj7O/vs721TSaTpruzk6HBAR7OPuRP//RHfPs73+bb3/422VwH9VqdQqFApVpmaHCAR08e09PdzfKieH7u3r1DNpujL5/n7MxpfH6VxQURc96o1Vl/uYZpW1SqVXb3C5w8OU0ul+P69essvHjB/Pw8gUCIS5cusbOzQ7VS4dq1a3R1dTE3N9dmN/69FZQvv/wSXddJJBLs7u7y9ddf895775HL5YQSSZLIZtJsb2/R09tDvV7n0uXLRKJRLl++xO/+7u9SLpWQgHL5iDt3btPZ2cXTp0/x+Xz8yX/xJ1SqVWLxOLVqlc7OTjo6O1h8sYhhGvzW+79FuSKyD37wg9+l0WggSTKnZ2ZYWVkRO5jVFeGw39hgZ2ebs2cvkM1mufHFDf7gH/8huWwOfWWZJ8+ecvbsWVqahmHbpLJZrl2+Sq1W5S/+/M95NLvC97//fbq7uykWi9Tr9TZjqqOjg5lTMzx69IilxUUGhwap1xskEwmarQabGxvcvHmTa9eucf/+fWzHId+Tp9Vqkc1msW2bxcVFstmsdzAKpc762hq9PXmKxUMmJicJhIIiRrdW89IfC4RCIf7oP/4jPvzwQ+7cuYPf7+cHP/iBZ2Tqpacnz+LiCzRNQ5IkOjo7GJ+cwPEWrZlMhlKpxPbWNs1Wi6tXr+Lz+4nGhSzx4YMHjIyMoKgiinV0ZATL0DjYP6BSPuKzT1e4fv1NRoaHiUYjmIaAhVarVUrFEt/4xjcYHB72PDziQRkYHOTypUlKpRKSLNGRy7GyvNImKicSCdJp8bk59mFUKlXOn79Avmeb7a1tDg72SSaTnDlzhmKpxNLiErmOnDAQqiqhUJCOzg4K+wX6+kSs8GeffcaFC8KI22o1SSaTnJw+yfp6jEezs+zu7gmJ5NYOI8PDrK6skEgmWF15CUCpdMTly5dZWl5hfGKCs2fP8stf/pL+/n5URSHfnefl2hqFwj7d3T0Ypolhmuzu7dLX18/I6Ciu67C5tUU8FqNaq1EsltjY2ODC+Qt873vfEwePZXNweEi5XGZ0bBx/MIhpGMiKjE9RcRwdWfVjWi5NTfxcViAWT6DIIMtCFizJEqoii+Wx8MWLW7Pjots2tm3hOi6uqwh/iut6kb02Pr/IITF0HVlRUFUFy5ZFCJe3uJdkYXyMxiI0G02vUwsKErZjY1o2tmniWBYOLpLkQ9d1VEUR0cimIdzRroRjmViWhupYKJKE4rNQ/EGspkEwaNPSDfC6m1atjGk5hKIJbMtAN000XSORTHoHfJBwSGXmVC9H5Rq//vUviMcTKLKMLENnVwetpkaqp5ujSpm+RFIQjQFVUb21iiyUaa5Ly3vNsuIj4FPQtQayLHZRtm2jSjKqX22DK0VMsgKWJThfXtSxZoqoj86uCKbl0mpU2S9WCcYz2JLK4ydPmTo5jWWaPH48y/DQCMNDw4yMjROJR9E/+ZinT5+SSmdYWlzmtddfJx6PUzoq8nB2Fr/fj2mZVGtVQqEgr77yKg8ePGD87DiZbIa5uWfous7/9D/9C/73/+yfIUsyc8/mkBSFb337W9SqVVotEcuezWXp6+sVk6StTVRFIRaPUywdsry8TD6f/w+63r+XgtLZKfhXzWaTBw+EX2R/f59MJkMuk+XZs6dsbm4IwJzr0NvTTaVSJhwJc+vWLXp7eqiVK8S9yN/JiUnWNtY5cfIkDx485OcffUSj0eD69essLQu1VTgcJpVK4ff5WVh4wa9//Wteff11VNXH8+cLjI2NkU6mGB8bR1FUkslkW9lSrVZxHIev7t+jO59ncmpKZEY4Njs7OyRTKaZPnWJkfAzHcfn404/BcRgZHSEai1KpVrj9o9vCwX72LLFYjIODAyqVCsHBIF3dXWxubbK7t8fg4CCRSJhoPEJnh3C5b29v09PTQzyRaKf2CdfpLZrNJufPnyeVSjEw0EcsJvLMJVmisL/f7v4ajYZgcN2/z+6uwL5HYzHefe89Fp4/59HsLBvr67RaLYJBP4oik81m+fjjj/mjP/ojjioV/vqnPxUSWsfxilYfoyNjvFhapFg6oq+/j/WNNUqlQ/SWxtrLJSRJIZvJ0KoLLHoynqBSLlPY2+Ppk8cMDQ2xvrbG6OgoXd3dbG9v8eYbb1Io7JPNdbK0vMLOzg7pZIbJ8UkODg5Yf7lOV66TifFJ7n31FYFQkMHBQYaGhjzPSZVgMISuGyIgrSowP6OjIoI5FhNihc6ODhH8tRUnn8+z7cVLHwsuXNelr6+Ps2dF0NiJEyfIZDLMz8/TbGq8/fY7PJqdJRgIMX1imoP9AyzLpKu7kydPntLbI/Avvb096LpGMplAUWS+vPklfb294Lr4VR/NepNSscT4+AQHhwdk0pm2kOLUzClqtVoby765sUEwFObq1QmWl5f5yx//hHQ6RUdHDp+HPg+FQsRicWzXwTJNMB18cgBZUrAcl2AkCq6DpTdwXANZVYhEo9SqVRRFAoTST9NaSIqMrumYhomChCSDLAGKKDLHIzDXNAU00xVFwbbddhb9sZrrWBUW8PwXli1UY5Zp4liOt0ex0ZotAGTJxbAtZMsAWSEQiwk3uSSheHN/vaFhWhY+MwC2I9D2poGi+mlZmnDq2y6aqePzB3EkFVwH2zLRdJNgNCyoEw7E4ynKlQrr6yJkK5EIE4kGSSZSSHQTjUREx+L3oagqjiwhq6rn17EI+oP4VEEVlmUJRVEJBBRkbLRGGdcBGUn8KAkFnaEbBIIhXF0TAWeODZLA1RyTBpr1JuGIsAvYXrdlmRaObfHg6695ub4JkszJk9OsLC6zV9hD8sgL+Z5OksmE4Av6A4RCEWYfPGRoZJhIOMz62hpTJ6YYHBrk63v3KBYPOXv2LP3932d9Y5M7X31FsVgE4Nz58zSbLb7//X9Adz5PZ3cniVicqYlJ7ty5w61bX3L16lXisRiPd3dYfLEoDKR+P2fOnaWrqwu/38/W1tbfb0E5RpW4ksTLly+FZPbBA8bGxtjY2GB5aZFGvc6JEyf4+ONPyOY6uPvVPf7Jf/QfcffOHQI+P7F8no9+/gteeeUaiUSCsdExsrkOJienhKKq0cSnqERCYfyqr70k3N7exu/38/77v0VnVyeNRoN0Os3Ozg4vV1bp6OjAMHT6+/vaUbnr6xv8z//z/0ypVGRoRMDienp62FxfZ2RkhAf37zM6OsrpUzPcv/81O1tbvPPOOywtLRGLxZiYmGBvb49KpcL29ja2LcJwWq2WlxV/1DY45XI5fv7hh8gSnD9/nnfeeYePP/6Yvv4e1tfXmJicpLu7G8uyeOYBNlOpFK1Wi0ePHnH+/HmSySSBQIC+vj5yuVx7d/PgwYP2Qj0SibC1scHm5ibxWIwLFy5gmiZjY6MU9nZZmH9OKp3iH37/HzA3NyeQCqUjvvft77Q7k8ePH/G97/0DkukUjx8/ZmBwUKRiZnPMz83xfP4Z16+/xeDgEEelUtsE19J1Zs6cYXd3l/39febn5ymXy3TksqTSaVzZ5cYXnzM5Ncno6DCPHj1koL+X1dVVZh898KCPF9nbFYFWo+Nj7dvvsQKut7cXn0/su/Z299je3eL69euUjkpeGJqIGFhZWaGrs4twOExfX58IQguFGPAiVQuFQpuTdvG8yLg/TgRtNpuMjYyitbR2VPUxFSGZSHL16lU2NzfbMtCh4SGCgRAHhX1i/TGqHoYlGAnT29dHJBpl5+kuD2dn+fa3v02xWOTP/uzP6Orqoqu7m8GhIarVKvuFApubm/h8Pv6L/+I/Y3V1lYODA3a3dzAMk/HxcYHZDwlyRDIZw+9T8KsyQZ9KveKiqC38agzXbKEqLrppeM+IJHJGXHBdCdO0kCQxMrMcW2SdOK53iNp/A3B0XWzbQXIQRkbAD7i2g4zU3o8AqLKEK4vuQpYlFA89Ypo6mqZhGjrBgPh+uq6LLxDwDHotMVZyBDPM8nwkpucb03WDaDyJZKi4bgNZVQiHQlRrdQKhKKZpIfuC+HWNcukQV1aRVD+RWIJMKkO1VGG/cIBjWOQyaS5f+n22trZZWXmJ47i8ePGCaCxKKpMiGktg6iZyXMGwbXx+WSjlXIdIJIxtm4RDARr1CgqOSKpUFFqaCS4EAkECAT+WYdLUdWxHyLQBQh512XGFwVn29kONeh3bEXuW/v5e+obGsF2Vwn4RralhWxbf/OY32NndY3X1Jc+ePaU7nxMXn0ePSCQSZNIZEaMsS9y8eROf6mNkZATdMPD5Anz11Vd88cUXXLl6jZamMzIyimVZZDIZ3nzzTUFf390h3ysivBtNjY3NbeKJFOFIjEQiIZ5z02Rq+iS3b96ms7MDWZIoHhbZK+y1vXR/bwXl6dOn7OzsMDQ0xNWrV9umwHQ6zdHREV3defw+Hx0dHVy8dJmnz54xffIksiwTi8X48Y//konxCTo7O/D5/ETjMVq6ztDgIHfv3mViTKirNjc36fEMbrqutyW03/nOd2i1Wig+lfX1dYKBAJILYyOjfPbZZ2xtCSjjn/zJn4jAr2Sae3e/Alw6Ozp5sbDAi+cLKKrKked+znd1c+fmLTa3t+js7OTo6KidOvn48WNSqRSHh4d0dnYCcOvWbdbX1/n93/8hV65cYWxsDEmSWFleIh6LEQwGABdNb7GyuszJ6SnOnjvPJ5982s4uCQQCDA8Pk8lk2NvbI5/P8/LlS06cOMHCwgIdHR3E43HefPNNbt26hc/nY2ZmBl3TKB0Wyff0sry0hCzLfOe73+XJkyfoms7w8AjVSpVqpUoxXCToD9DZ0cnjR4/4yU9+giyLcDTXcfjoo59z9ZVXOTk9zfz8HLmODkKBIMODg/zkJ3/JJ598QjQSpbe3l1KphK7rxOPx9oKuo6NDFJlWi6NyGU1r8dMPfybMoVub9Pb2cu7cWWLxGIcHB/T09JBMJkkmk/zFn/+Yt99+i6/vf02j2eD8+fMcHh62ic65jhwb65vkchkWFp/zwQcf0Go2uf7GdXRdp1QqMTMzQ7lcZmRoGEmWWF5ZIRqNUi6XxRixUmV3d5dIJMJXX31FOCzkpteuXqXRaFIulwFIp9Nks1kht/ViZ196ORtHR0d8fuNL3nv3bUzLIhwK8/LlKl1dXbx8uUZvn8iVKRQKBAIBvvnNb6KqKo8fP2ZhYaHtj6nV61SrVQp7ezQbDRKJBPG4QGWMjo6STqUp7O1RLh/R2zdAMBz2zIouoVCYVrOG5LpEozFMrYWp1/D7AthmCxcZxefHp6rYtjicjzsL1VucW4bAqRzP+E1T+ElUWVzWTPNvikt7D+DtPALefsYVlcobDbkg4SkSbUzToFat4POpbaXX8S7GMi0cRRXyY5+PUCCIDhi6hoyEpekekbiFaYlY41QmSa1cFsgXx8UftFFdaNYrBCIx1EAIVVFJJjIoqshwGR4cIBENofpV1l8uU65UScRjFEsVWq0W6UyaUChMIBBAkhVcBwKhYJsc0E6z1EywhUTZtnQsy8S2LQ94KRMJhWg1hbFU9algSziORcjD9luWyKDRdZ1wOAa4NBtNNMPANGyymRS1qiBfK74glVqDSqWKoRuEw0EuXbpAV1cHhUKBhfnn9OTzzD9/TqVSEWiVg0NCoSB+v49mUyQ3xuNx1te3eOvN63R1dyPLMt3d3WJJ75EZQKQzRmMx/H4/+/v77djgixcvsrcnPIYXL1wgHA7ze78/wMbLNe7euUs8FqOjs5Ndj2zy91ZQRkdHRTxvKERXVxe1Wk04oINBLl26xP7+PkdHRyyvrIIsc/bsWV6+fMmTx0/oyOU4eXIaCXjjtdd59OgRQyPDHJaKPHr0GMsUruT5+XlGRkY4e/YslmW1fSDf/OY3mZ2dxbQsevt6abVawmQYT3Dnzh1++7d/m1/84iOy2SyWJbTwAlk+wPjkBNFYjA/+6gMezT6iN9/DyPAwZ2dOs1/Y5/ad25w6PYNt29TrdWHaO3nSM2g5JBIJmk2R9idJkM1m2NnZoVGvEwqHWV5aIp1O0dfX6wHzdF6+XCUWi7KyskKzpRGPiwCczs5OOjo6+PDDD9s36uP0xaMj4YSdnJxs54icPHGCF4uLVKtVFl8sIksSGxtbbKxv8Pbbb1OpVKjXa9y6dZPzZ88yOCjw6MdBXyPDw5w+fZrHT54QCAQ4f/68MIGGwgSDAY6OjvD7A2QyaWzTYHBoiG/99rfY29vnwYMH/OpXv0KSZMbGxnj11Vd4/vw5tVqNoaEhIpEIU1NTBEMBtre3mDk9w527d/n5hx9y9dq1tgCgXCmzvbWFaZoYhsXk5BSaJjLqnzx5wgcffMD09DSTk5PE43E2NzeZmJzgqHzEiRMn6OjoYHlpmWQyyerqKtFolKdPnyJJkqAwLy+RTmcEj0jTuHzpMidPnuThw4fouk6xWCQej7ed7dFolGKxyNzcHIFAgO985zvCKRwU0mjZk9Dm83kCfpXPP7/BO++8TUdHjrm5OR4+fEh//0DblyJJEj19vTQaDb766isqlQqvvPIKtVqNdDrN7bt3uXjxIt1dXdRrNUzTFBkYBwfUajWy6QypVMrDoOtE4zHCoTCuK9RuPp+PVl3DtS3C0Sh1S0eWbGQ51EbAh8IRLE/5JOFiOSaRcBjHtlE9rNCxxBfAtmyQ3ba58lilFAyGPJmvuFErsozjFRPLtIRTXPW1HeKuI3JKFFkiFAwKRL638AbwqQHBO1NVIpEIeqshqNG2iqMqSIAvEECRQDd1VJ8PW9NoVCsEQiGMlonkCrd3TJJwcfDZJtF4Gq1RAcMPjkG9coiuVdA0F7/ikExE2N4+ELf97rzHjXNQVD+K6keSFEL+gBh1SS6qImFbunDja01srYlptnBME0MTjCs1FEZWhKdI6AxkZMQO62/gkAqarovALtuhZba8nZFNMh6neHjIUVXDUcIk01lk1U/LI3arPpVINMKzZ3OCmYYga/QP9qMoKp99/hmF/X3efPMtXnnlFTa2tjjyuut//I//gFQyxYvlJQYGBnn06BE9vb3UqlUODg7o6+8nk8nQaDRoNBosLy9z9epVBgYGPJxOg66ubmzb4euvH5BKpVh7+ZLC7g4vDYPSUZnJyYm/34Ky8PwFfn+ASCTCo0eP2rkhhmFQKBTI5XLouk69Uefw8LDti+jq7BYFqCoiTp+/WABZYm1tjYPCPo7jEI1GmZ2dJZvNsrOzw8rKCrZtU6vVhDqo0SAUCrGzusLa+hqxWIxwKETTC/d6+fIlp05Ns7Gxwb179xgaGqKrq5P1tXXW1tfp7OrixMmTDA0OEQoEMXSdzs5OHjx4IIxolk1/fz9ZL9Tm5cuXIpN8fh7TNNsSaQH6O2JvZxcZCV3T+fKLLzl//hyXL1/i66+/ZnllkTfffJN3332Xx48fs721DZJEsVikVCoRCAQYGxtjfHycaDTKwsICvb29WJbF5cuXcV2XjY0Nvr53n2984xssLy8TCAQ4eeIE6XQaTRMP6/LyMo+fPmFwsJ/BgQGuXLnSzko4ODjgxYsXAu+ORDad4ey5s0RjMRZfvEByYWVlmXxPD/6Qn1wuR8DnZ293j2QyTU9PH93d3dy9e5ehoaE2AFTXdfb397l37x7BYJBMJsPOznZ7NPLqK8JJu7i4TJ+Hos9ls+S7u3Ecl45cJ82GRr3eIN+dp7u7W2SubG4yMDDAkydPSKVSZDIZFl68YGBgQDC8alWaWotMLotlmoTDYQ4ODnj+/LlHnH1Bd3c3q8srWKZJo9FgcnKSL7/8krGxMdbX19ufVdu2GR0dJRKJcO/evTbD6hgyOjQ01A7HGh+foFwutwtROp3mq6++Ymxs1AuSMjBMk2KxyOj4OOcvXiSbTpNKpdoRCCLu94BXX3mFeCzG/Pw8jUaDfD7P1tYWkYiIfu7p6SGRTBEOBtG1FtF49G92Gx500DSFr8GyTXyyhC8QoFpu4DhRAQ2VhXJLkkWipaY1iYaFWVUgS0QXcjzGElJXvOREB8sykRDjGykQEIt0hKDjmHcXDAZx/X6UdtEB+biTcVzwcCkBvw9F9eMP+MWo3BWZJscFSFZl/LKMT/WhygqqBH5Fxmg1sQxd7Exc0eXIqh8pFkerVwn4feiNIyquhRkM0axVqJaLBIMBavWaSFr0B0ByiMVj5Do7iMbjtDQdWVYJ+IOEAwECfh+Sa2MaTRyrhWPaYJuYWh29VUOWXHBMVFUB2Y9lGlQbzXZRtmwbSZbx+UXmkWGIkaEsyQT8Aa/zAVlRxGvWNVrVBruHVfBF8YciDA0M8vXDhx7YcY+kkeTM+TPsbu6KpFJZYnxyTHDC/D6+9e3fxjRs/B6yqHxUYXJ8gnqtytyzeZqNJltbWzQaTTo8CO9RWdgtzp49y/b2Nv19fZyanhawXk1DAvw+ge05Fg1tbGxw8eIlHj58gM/n58TJE1Rrtd+oTvzGtOG+vj5isRjra+t89tln/C//y//CxsYGW1tb3Lt3j93dXVKpFNPT05RKYqSkaRrzc3PtUUR3Ps/2zg4joyM8ffqU8fFxDMNox7smk0ni8TiAmB1mMmxvb/PJJ5/g9/s5c+YMpmmSTCbZ2tpidXUV27bbEcGJRIJUKgWSxFG1Qld3F5qmsfpyFSSJvoF+dgt7PH76lPWtTXzBAG+++SaaoXPnjvBDzM/PY1kWDx8+bC+ijhlfzab4hjVbTer1OgDT09PIssz9r7+m3mxgWg6ZrOB0dXV3I8niAT42lx2TeKOeOCEcDrOyskIqlRIMqFCIRDzO4OAg3d3dRKNRRkZG2mMmWZbJ5XIeW0ekIU5OTrK3t4fruvzyVx/hD/jIZNMesr6X7373u+R7umk2G2i6zoMHDwReQ5ZIpVLMz89z96u7aJrGT3/6U0qlEqOjo/QP9JPLZRgaGqDeqLK1vUkymRAy51iMlZUV4okkhf1DnjyZw3Zc3nnnPbq6ugCZbDbH+QuXCAXDLC+tcFgscvrsGc5fvIDq89FoNLh69Sr9/f3ouk53dzfvv/8++XweRVG4efMmX375JSsrK9y6dUtgSgKB9qEvyzI7OzvkcjlOnZwmm83y6aefEolEGB8f5+zZswR8PorFIltbW1iW1d7XHIMxP/jgA54/f05vby8DAwP4fD4qlQq2bZNKJRkeHmJoaMhz6Vv84R/+Ia1Wq13McrkcoVCIbCbDxtoat2/fptVqsbW1RbFUoqury1Md7nDr1i0++ugjPvroI2RZ5tKlS2iaRjQaRdc1qpUylmliWSaNep16rYamtVBUFZ+3VDZtC83wXPKOjawotPRW+79bloVhWlTr9f+Au3X8fmmahq7rf8s3YrVJxKZpYnscrmDQTzDgR/K4XpahY5sGtmmha01M08CyRNa63+dD9sK6LN3AtW0kTzmlyIoQw9gWLmC7LoFgEEX1ecVMqKUs08A2dRr1GjIu2BY+WUJyLRxL5+hgF7NZw2jWqB7u0ijtcbDzEq1eIh7xEw/7yCSiZBJxMbIyLU5MnSSbzRGNRgmFgoSDQeKxCEG/imM0MRplqsU9zEYVq1nFbFaplYtIro3t0ZLFWM9qj7Tcv2UWPR4RGqaJ5CnDJEXFtO026gZX4O5dx2l/doPBIPsFMdGRJImf/OSvOH36tBithsVo7q233+b3fu/3CIfD7O3tMTExQcgvLpa2LbKbV1Ze8vjREz7++FNmnzzm2ivX2jDUYyL8xsYGL1684Fe//Ihq+YilhefMPXnM0eEBL1eWGR0a5PT0NAGfygd/+RckohHynZ386M/+lBOnTvDb3/kmo+OjhKOh36hO/MZO+ScP77O0tESpVOTg8ADbtnnrrbcwTZOf//znXLx4kVOnTlGtVpmfn2/f8B/cf0BnVxdjo6Moqopliw95vSpGZsf7ienpaQKBAKZpMucVoVwux6NHj5BlmdOnT3PtlVdYWV0RjupwhJtffsm1a9fEwbK7S3+/KCorq6uMj4/jOg4vFhe5ffcu165d4/TMDNFIhKXFJebn5hgYHKRcKdNstYiEw8RiMZaWlrhw4QKdnZ3tG2RXVxdHR0eEw2Fu376N1mrhOI5ITquJFMaJiXEePX7E9vY2w8PDFIuHdHTk2jeX7W3hQXjttddYXV1t7wwajQYHBwfkcjmmp6fZ3NgAJPw+n5eVLt7rx48fs76+zj/6Rz+g0WjQ3d3FwuICN258yXe/8y32C/vE4oK2vLYmdjKypLC1vc3MqRleLC0wNDRMd1eev/jzP+fipUvU6jWq9RpLy8uMDA0L17QL5XKZ3t5e+vv7kRRhjjsmQK8srxKPiwybdDpNZ1c3jx4/9gp6nFAoRKFQ4O7dO8zMzNCTz/Pk8RMMw2Rjc4Pv/4N/6B3OBpWKwOh0dHZi2zYLCwuMj49jWRbJRAJN14nGYnx9/z7RaJRgMEhvTy9zc3NUymVOnz7Nl19+2Y4ZLpfLTExMkE6nCQaDfPXVVwwNDlL3OoKXL18yNzfH5OQkb731Fnfv3uXevXtcu3bNKyAp7t27R39/P7lcju3tbSzLav+dUqkU165dE3sr3WB0fJzFxUWAtiIqEhEMpFqtJtSMJ07gOA7VSgVD16lWq+i6jq7rlMtlXNthfHyM5eUl4vEk/kCAzq5OjzwhocguwaAYC9mmTqNapFUp4pMdmo0KWrPhZXC4mIZOIhal5WXkuI5NJCBIu4ZpAm5bqozr4ve6jmarJUjBqkIoFBLUXUUwrEzD9PJPHEzTIhAIoijewl4S91HZM0Capo7ebAmWmCShBoJEojEisagwFdsmiidvbtWbuLbt4XA0ZI8jZtu2h92X8PkDNFotLNslHIsRisa8yIkYkqKQSIj3KxqJoOsGquKn1tLZO6hiOD5sOUgsEaOjI0elWmFoYIh4PIZl6kiOQbVSRGtUcRyLcNCPbVqUq2WCniTXdYRhNOBXOSoVkSXQda3dxdU9csgxkkbXTYH8t2xkWZAFNE3D5w/gSiqlShMlGEfyR1EDIQ5LFfr6+/n5Lz6kq7uLQMDP4VGZt6+/JfAysQiffvopm5vrvP/++zx69IiT06fIZDtYX98gk+1gd2eL5aVFZEVhdHSUmZnTrK2tY5omq6uraJrGUfmIocFBTk5N8Wh2lnv37vHaa6+RzwuoaiQSxuf309/fTyQcplgqgSzR0SkCuEQCpsTly6/+nXXiNx55FQoFisUiIyMjXLx0kcXFxfbDmc/nWVhY8MKqZujp6aHVajE4MMDd23c4KhXpzr9OoSC8FI7j0D84wJ07d9rcqVarxfnz53n58iVHR0dkMhkGBwcZHh5mYWGBcrlMvV4jnkjwL/7F/4d/9s/+Ky5cukhPbw+GbrCxucHB4aGXTDjF3t4erVaL5ZUVzp4960Wx1tnZ2SEcDlGuVkhUysycPo2maXz26acUi0WGh4fRdV0YouJxLMtibm6OarXK9PQ0586dax/yx79fVdV2BkxHRweVSoV0OsPi4rIYC3jO4fHxceFYDYW4ffs2HR0dnDt3rj1GbDYa9PYI9lC9Xm8zphKJBP39/e3byunTp5FlmdHRUQ4OiszMzHDjxg3q9RrlcpmHDx+KWOZAgGQyxSeffMLzF/O8ef1NYpGYCBqritCuE1NTbG1tsb29zcT4OPForE3gjcfjzD4WLfm1a9eoNxpEIlHq9TodHR0ivjkS5fLly6LYrKzgutDb20c8Ptf+fvf29tJq6fT195NMJnn27AkvXrzg7Nmz5Lvz+ALCuOrz+YhEIsKUWCqRSaU5PDjE7/cTi4nXvby8jKIqzJw5jaoI+afP5yMYDBIIBFhcXCQejzM1JRhqVY+zlkwmMU2T0dFR+vr6uHfvnsc562oLL5rNJl1dXW3f0TFh9XgENj8/z49+9CMuXbrEa6+dYXevQD6f98QV3fT09NJsCs9LuVz2oJxKu+DhIUkCgQA+n4+AP0AkEqZUKhGNRml6wXPVahXXdQgEfPj9wrznU2RcS4w7g6EgttFq56UoQZ8YQVkWmqbhD4h9hqHp6IaJKstomu7Rb8FF8LccL2L32Lzo86n4PXGCrrfQmq3/wNviug6tVqMtYEAGUxevKRDwt93rrutiOw7hgJ+QRz8Qh24A1zNTRmNRLNOiUq5gu4JDZpmm8Lt4AVatZpNGvUE6k8W2TIxWE38ohNlqEApHaNWq+OUU9WoVn+rDtA1s3SAcCGC1LEJBHyG/jORodGbiKI5Os9LC1DV0rYZlaLi2gaFp+NwwjUYDRZIwtBY+vw/DcvD7hcRaVX24jniWFe81mqaJ47hEIiIe95hgALR/LRgMousmluuiqH7W1tZIdfQyONrBTuGQVDrF1WvXcF2H8Ylxnj6bR2tpAFRrVZ4+neMf/aPv09PTR2enGBFXKxW6OjvpHxhkbHQY13VYXV3l3/ybf8cf/AGkUkJsks1mPVm4TalU4l/+y39Jb09PW2K/vLzM8PAwW9tbnD17lqWlRQqFAm+99TaqqvLxR78Unh3TEhHAl//uOvEbdyh7W+v8+Mc/RpYlxsbHaDQa5HI5Njc3iUajosUvlujIdZDtzHFULNKsN+jM5tgt7HHh0iWSqSTzzxdoNOpEwmGezz0jk8uhaaIFdx2HRFzkm2SzWXw+H/G4uPV+8MEH2I7Da6+/hqZpbey28AyIRf2dO3eEuzOf5+Nf/xpcF900uXbtGqFQiMePHwuUted0npubo6Ozk3xPD49nZ/H5fAwMDNDd3c3Dhw8xDIMzZ86wvr7O6uoqly9fRtd10pkMhf19NjY20FstLl26hCRJbG5ueoiQh7zyyisUCgU6OnLs7GwzMjJCLpfjiy++wHVdtre3efvttymXy6ysrKBpGrlslmpF3GCPx3rj4+M4jsPt23c4d+4sExNTFPb3GRsfY37+Gc1Gk1AwwOLSC2zbpqenh+npaW7dusXI6Gg7L2F9fY319XUGBgY5eUJ0g1/evImsCFXI1uYWly5eZGlpqf1nCwRMgmq1AkAsFuPixYu4jstXd+9hOw7FUolvfuvbzD54wIsXzzl5cpoBL/t6e3ubb3/722jNFkdHRwSCARrNJoVCgU8++YS33nqLro5OUqkUi0tL1Bt1+vr6GBkZY79QIJVMeLNkmWQq2c5mOJaR9/b0UDwUSqvvfO+77O3scvPmTQYHB9sG3GPV08OHDzl//jz5fJ7PPvuMTCbTRgYNDQ1jGCZbW1uEwyEkibbg5LjzEYjxAyzb4vqbb5LP5ymXyzSbTarVqieQaKCqPmKxmDdqfUlffz+VSoUnjx9zanoaoC3ftS2HQMDPQH8fDx8+4PDwkFA4RF9/v1cg/SQSMXyKjCIjDIGtGnqzQrNawrE0bMsExybg99NqNnBtm3AsRjAQwNR1Ws0moYAf09AJBP1tJ7siy0RCYXTDQDd0JEkiHA4JVL7fT6vVwDJMZEnCtMTzqWsalmkRCATEnkWS2kKdY/NivVIV7K9ggHAsTjgSBUnGsi18iopp6PgUGdPQaWoCR4/r4vOMrseID0mSRPcfiaH6VWTVhyQroMjIskooHCYSjRMIR1C8i4UsyRiGTaWp4w/HyHTkqdUqRCIhotEojmWjtRqYhkY47MOxTFqtJo5to8gKpmWj+kSQ17FIIhgKUKlUvKU7WB6frNls0mxq3vdJ/P56vYFp2p6B1MXn84tu1DAxbIVwPMPkzDk+/fIOpXKN166/SWdnJ6urq2RyOZaWlujuznN0dESjXuegIECP4+PjNJtNwSMLhVhdXSWVTnNUKtHT10s8IWLBHzx4QH//AMFgSGCBTp8mHo+xt72NoihEo9H2hfav//qvGR0d5dVXhSGyVCoxODiIZgpuWL1aIx6NEotGuXfvHoqi8H/6v/zf/s468Rt3KOVymfPnz7O5ucmtW7dYWFjgt3/7twkGAwSDQRKJBK+++ho3Pr/B2toaPkVhc3MTU9MJhILomsaTJ0/wBQJ0d3dj6DpnzpzhxeIihmnxxhtvsL+/TyqZ9PhJLQ4OD3FdV8g+FYVUOkNHR4dQLvT1eZTOTl68eIGu64Kp5MXhRiIRdE3j9OnTPH/+nGQySa1aZXhoiJ2dHUqlEr29vWxtb7G1vUnAJ1RP0Wi0LWMtl8vtn4v8cknEi6oq4XCYt956i7lnz9A9L8VxamNPT09bLWZZAqWvKAqNZpPOzk7W19eZmppqq2muX7/OwcEBL1dfsrS0xNjYGJOTk1SrVZFZYhhEohG+fvCQ02fOEo1F23P5VDKFP+Bvh291dXVRKBSYmJykVqvhD/gZHhlGVYWks1KuUK9VqNVkTp44Qb3ZYGRkhN686Cq3N7eJRCKMjo1SOjqiVhPUgkQigaZpPHz4kHA4AkDTk+CWy0f0DfSxtrZKb2+Px3OSUVWFZ8+eUvJoAyenp7Fth6mpKc6ePcvay5dtR7uiyOzu7lKt1rBtR/zdEglhxFMUEvE4d+/eJRKJcOrUKR4+fMizuTk6vB3GjRs3OD0zQ5+3j9nf3+fixYs8e/aMumfQPM6OOZbuBgKBtilye3uHg4MD3nrrTarVCgsLC0IQEQzQ3z/A1NQk2VyOer3G8vIyCwsLBINBarUa9VqN1dVVZEXlBz/4XQER9PaG4WiU5eVlurpFPk6xWOS73/0uqqqyu7PHqemTvHixwM7Ozt9KYrQ9lpZLsyETiYQJ+oNIioxhG5gtGRcJvz+IGgpS82KiFVlGkWQM3UBrCWmubdvouuElHOogiVuz31NrIUk4ro2q+toj53q9juNY+H0qtoeqP6brCpKx6e1ZRIiXz+c57T1+lyRJ7dC3iJcmGAoFcSwbU9No6k3x+rylvCTLyK6NnwAOLrpuYmhC9eXYNjJ+HNvG53V7rmuh66ITowXRWBzJtTA0g6NyhXA0Qb4zRdOogt0k7A+h1Uo4tjBHBvwysmuiKA5HzSo4EslEWggLcPH5VFqawLnUajUv28VFkRU0y/Kk1XJ7j+IP+KnVGhiGiWGYRKJRJCSazRaGoVOtNdBMCX8kydLiEnNzcxQOj+jq6WV/fx/btvl3//5HTExNIskqp6anOdgXANdzXgTFxsYGzWaTSqXC7OwskUiEdDrNg9mH9PX3Mzg4yNmzZxkcHGJoaJjd3V2OSiVkpHacxHvvv08ynWFlZYVv/va3qNVq3Lt3H8uxuXTlKoW9Pebm5vnGN36LTDbL1sYGriQxODLCw9mHv1Gd+I0Lyo0bN4jFYkSjUfr6+tje3mZra5PR0RGSySTFYhHTMARtdWmRqalJ+vv68KliF7Czu8vg4CD/z3/+z/ne975Hb08PiiTx9jv9bd6QYRjEEwlkRaF/YIBUQiiu7t69i6IonD1zmmaz2VaNWJbVVkkdR2D+83/+/+YP/uCHzJyaYXd7m92dHbo7O0klUzyenWXYW4odHBxQrVYZHRtF9al05DqZffiQixcvsry8TLlcplFvcFQqMTg01D6AypUKlXIZx3Xp7enBcRzu37/Hm9ffpNVqUavWiEYiLCwsMDAwQKNR5+HDh4RCYXZ3dzl9+jRjY34ODg74+ONPiMdjpNNp6vUG/oCfP/qj/5jt7S22trbp6Ojgzp27vH79dUZHR2i1NL748ku2tgRJ+L333+XFixdIssrExCTB4BqLi4u8+uqrSJJEuVxm9uFDEokkmqaxt7fH4NAQR5UyWksnEAzy0OvMcGFocJDvfv/7VCplLNskHwphGBrbW9sEg0EqlQqdHZ3s74tYVdVXJJXJEAlHePRkloGBAZ49fUo2m+HoqERvbw+yLBEMBcl25KjWqrxcXUNCIhAMkM1mOXVqmp6ePDdufEGpVOR73/0+m1ubhEKh9lhR13U+/vhjevuFA17XdcbHx3nx4gUuEIvH2NjcZGNjg2Qqwb//t/+eyYkJL4BKoXh4yNtvvcXW1hbZXE4oalIpHj96TL1eZ2NDeGcuXLiApmmUSiUq1YrITNE1fD4VwzSo1xte9oggHJdKJSKRCP29faTOpVhcXGRpcQFF8VGt1ZBlCcO0yGSzhEMhBvr62ov/4w74888/59Gjh0gSXLv2CsVSkWq1Rk9PXiy8/So4Lrbl4FclFEUcYqrqo1Gr4FfFzxXFj643Cag+FJ8Iw8JxUBUZHCEBFgt6B59HJz4GShq6ISTCttit2JaFi0Oz2SIUCqKospcDEsQyzbYxUrwOtQ339Pv9SA5CmWYK+KTWbApSg+tiGobnNNfao7FWs0UoInwcmq7jeLHGrmfEFHRk3eOBCUaW4vORjEZxLBM1LND3dcOgVhXdUSzso14u0NAMOjo6aFWKVCs1orEoiqISVBUc10HXW7QaDVLJDIZh0NJ14skEjiveB4G1EQMcn+qj2ayLztL+m5x5RVFEMTEtTMsmGotj6AaNZoNWS8M0TZotnaYOTuGAbD6IPxAiHndIp9PeSMplbHyE4uEhA/0D/PKXv2R0dISz587x4c8+RGu1ePfddzksFpEkiR/87u+KsDNdp1qvo6gK2UyWu8t3cRzXkwF38eTxY2LRKL/85UftPeH+wQHXXnmFo6MSaxsbyLJCT76b+efzGIbJxYsXeb7wnJ6eXsYmJ/jlzz9icHCA/+iP/ujvt6DgJTXG43FWVpe9hfEhsqyQy3XS19fHzu4OraZGwOdrB0QFAgGKxSL3v77PH/7hH/Lf/bf/Lfv7+yLxcG2NV199FUVRiMViYvSxuCg8AIEAG5ubFAoFotGoaMd0HVfX2N/fp1YTQU7lcpn+/n42NjZIp9P8b//kP8O2bVrNJolEguXlZaKVKpWjMl0dnfgUFZ+iEo/HOTg44GD/gMGhIVq6TvGoTKl4JJQZpsVrr75KoVAQqhjXZXNlBTyaqGVaNOsNnj19yomTU1iGTr1aYb9QIJ1OMzQwyMrKCqFImIGBIRKJJD09vSwuvmBnZ5vu7h7On7/A7u4uq6trRMIRatUGR0dl4vEkOzt7xONx3n//t6hWyyiSTCadRmu1mH2wx9jYKIriI9/TL8YbpsGQonoZ9KukUyn6entZXVnl0cNHXtE/4v3f+gaFwh7ZXMAjx0qsra0yNXWSQCjofatjNBoNVlZWROJkNM5P/+pnXLp0iWQiRSqVwXZsHj6a9Rb1ixgtjfHRMR4/fswXN77k6ivXGB4ebYeH7RRE9nxPTw+Liy+4fPkS6+sv6evJ82JhnlqtzLmzZ7Atk1azSTDgJxwUXp2WppFIJZmcnGR2dhbLtPjOt79NR66Dn3zwY7LZDNMnp/jqq6/o6+unu7ubXDbbBhxGIxFMwyCTTrOyvEy5WkZWZTK5NHt7e+zs7HistRzb25s0W0J2OTg4yMb6Gv39gg+WzaSE/Lt4gM+nUKtVOX/+fFsxtre3y4P79+jrHyCdTnNYLFGrN0inUpyanm6j3ldXBd3h3r27nD9/nkTyDSTJRddMQuEIpdIRsVgcGQnJ9ROMRsSI1zY9N7bTVg05lo3tmCBJ2I6DbhmElRCKBI4EsodbcRwbn+xDVXzIknhfWloLQ9cxNA3bFLsE5W8Rgx1cXElCVnw4roQkyYKeG4m0R16A52URB6xmmlieWx5FRWs2ROaKLCMpMtgCg3Ic5KUoMs1aHccSsuawd5HActryZpFFIlOvNlFUH9FQGNtxCSgKjm7g4rLvdXiReIxmvYblOGSyWbTqEUelI4LBEK6po6hiN3NsS4iEo7iSRFPXSKYzgjbgCPKArusi78TF8xAZf0NabjbxKzJaS8NBplqtE43FcRzQdRNZUpElhYBfweePELRkgokMmY5ufvD7p7lz+y4rSytCjRkN8epr15BQWF1eZWtrk97eHiHw0FrkOnLsFPaECjaZwB8MkM5muH//Pol4nHQyxbMnT3A8tMvy8hKFwh6xWJR8dzdvvPEG5XKZvb0ChmVx+/ZNbNtma2sDx3GoNWv09fUxNjaGbYtfTyWSrFar5Lu6sAyTP//TH/39Bmz5/H5vWeiSSCQYGBhox+bGYjE2Njba7fKVa1dxXZfNzU12d3baqJTPP/+cgYEBQqEQxWKR06dPk0wm2d7eFnknEfHg3Lhxg8uXL7OyvMzpmdNsb2/z4sULzp0/TygcYnl5mYODA8bGxjh9+rT4c3Z3RQTx33I+u7ZYmBleq348PhsbH+OwWGR5eZlnc3Osb25y5cpVxkfHePDgawb6+0kkkrRaLS5fvcLCixd0dnUBIlM6Ggrz9f37dHZ0MPitb6FpLebnFzBNk46ODrLeYRZLxBkaGqLgeSamp6fp6urm7t077f3P6dOn2zK/ltaiVheL2UgsytjEOMVikbHucVrNFve/vs+FCxf4zycn0HWDnd1dkskkkWiEly/3ScSimKZBqylMdiKK9z0y6SzP5uZ48803adQbWKbJjoeTGR0ZEW7ccoXtzS1SacFOO6b5+j31RyIh5MKff/456UyGc+fP8eqrr/Ls2TNKpRIdHR0Eg0EuXLjA6uoqX3x+o33oBINBuvN5uru62Nvb42c//bkwhoaC+GSFYCjMlStXefBglrn5BWRZ5r333qPp0WJj8Tjf/OY32x3B6soqt27d4tTMDCdPnmRvb5fPP/8cTRMm0snJSXSPwgCws72NZdssrazQ2dFB4aDA+Pg4pmny8a8+YX9/n0gk4u2Y+rl0+TLP5p7x9OlTjo6KZDJp8vk8hb19Ly2yi3xvHk3TxW4oEEBVVYECbzbZ3ROH27WrV/n3P/oRjmOTzWZZX1/3sscDVKuVNhMtHo9RKhVRZB+24xKLxSgWi4RDQZIp0bEbhoFrG7Sa4jMiuy7haBRVUWjWq0i4aHoDQ9ep12tozSaGtxsJ+gMAyCGJSDiKLMvout4eXbWazfYzoigyfr8YccViMVyvUIBAyyuKQiQSEZ2GIQCIxxny7Vu7qtIyTEyz2d4X+Xw+XMS4zbLsNvq+DaX8WygY07Tb/36s/DItE0WWCYaCfxNRbBjopkHlqIzkuALtr+u4hkk4GqVZr6PpIkY5FAqALFFv1LAsu+3LicXiNHWdWCKO4zo4ttueljRbTVzXRuZvTKbCXS8KuGWZSLKfSrmCqvoFSdm02uPBY8m2Y9sYhk3cL/Yx4WSGnp48zXqdauWIldVFwrEYlmlz7co1+vr7aWkahUKBf/JP/gmrq6v823/77/hv/pv/mtXVVXZ3dzlx4gQjIyM8ejjLnVu3+cY3vkE0HqNYKrVVsY8ezrK/v8/AwADT09Ns7Qi+4Oeff8b+/j5vvfUWDx48oKuri0wmI6YdksSlS5epVMoM9A9g2zanZma4/+Dr36hO/MYFZW9vjzfeeJ2ffPAB58+fa+8LTp06RaVS4f79+/T19REMCm6Qbhi0NI16o8H4mMjbePbsGY7jMD09zbVr19jZ2WnLT4+OjtpelmOysV/1taWY4+NjvFh4zl5BZLzncjlWX67yi1/8gmg0yrlz52g0GiLScmSEzY1NPr7xCZl0iilPuz0+Ps72zg4bmxvYjsOrr74qpIfBAAF/gI31dTbW14lEIiIWeE+kHj55+pQJw2B2dpZ8Vxcnp04QCASYn58n7BnH+vv7+fTTT/EHAqQzGZ7NzbHwYoGFFy/oHxjwkPybNBoNpqam6O3tJRqNoWktxsfHKJVKKKrC7t4ugWBQhBzZNvFEgmqtSjgcJtfRwVf37/H2W29TrlZJJlIc7O9TPjoS1NB0WoxIJInu7m7efPNNstkcS4vLjI6OCiFFNkcgEOD69evs7OyQyWSQZZnxsYm243d1dZWV1RV8Pj9nzpym0WySy2WRvRv/+fPnSafTrK6skO/O8+DhAxzHoSffQyAY5Pr169y9e5flxSVGx0bpyfeg6Vr7Qb32ylUMwyDXkWVnd5eJqUkMwxSxu7ksS0tL/Om//xGvXLnE5NQJPvv8M3RDkK4jkQjhSBhVVdnZ2aZerzE7O4vjOLx5/Tq5XAfRqCAPLHrhbTNnTjM/L1z+mq4JSKDjYpk2I6PDtFpNVFXh8HCf8+fPthMae3p6yGWyfPjhz8nn84yOjJFMJr2kyy6++c3f5tNPP6VSqTAxMcHFSxeZe/KE54svcBwYGBxkclLImB1HHGKLi4uYptF+yLVWi7t373BwsE8insIForEo2WwW0zCo1+o0FYlwwI9flUGWiUSiOKYmxlO2yJy3VAVVVkBRPY6Z5B32JnYwhKooQsEU8HsHvxiHGYaBK0G1VvOCuvw4TpBoVIheLNtCkoUizNQN8PD1QgZsC2WUx9w77igkWcbUNDEmqjcIRyMigyQWo9lotkkQuC5lD3dk6GIcdjxSOiZVGIbRLnY+1UcoEEBSFUxdx9I1tFYLPHe/1hTfN9Xnx9R1D7nu4PeMho1WCwdQVR/RaMQrXqZAxDgOhm4I3I3nM5OAcCRMvVYVRdaDYppeN+dYDi2tiaqo2JYt9k3emXVcDI/KFQLBCLWGTmtzk46+IcpHR+zt7rK9tYljW4xPjXHv/n021reoV+q89dbb7O/vA5DJZADo7+/jww8/5J133mV9/Ta3bt3G5/PR09vD9773XQ4OD0mkkiyvrHD16lUWFxdF0FtGkD2uXb1KMpEAXL71rW9RKBSQZZnXX3+dTCbDjRti9/3973+ficlJlpeXKRQKxBIJlpaXOHvu3G9UJ35jldd/9Sf/lPPnz9NsCY39+fPnURSFUkmA+47VGY7j8HJtnZHR0XYeRCqZIBgIsLq6ytraGpOTk/j9fj755BN6enro7e0lHhfBRLZtMz8/z8HBAadPzdBqtQiHw7iumKcbhsVrr71GMBhka2uLF0uLuK7L9PQ09+/fp7+/v43wkCWFoeFBgoEAfp+fRqPB/sE+4UiE2dlZrly+yomTJ3Fw+fyTT8WNGmg2G5ycnqZwsE/IIx6rqsrnn3+Oa9tUymUUWaGrq4uA51otFISEtNYQuQWtVot8Ps/m1hbpTIbx8XG2NtbY3t6mu7u77ViORqM0Gg0vW/6QwaFhTMsilUoJhcfYGKpPoVIpo/p8rK+v8+zZMzo7OknEEhweHjI8PExPTw+ffPIJJ0+eYG9vm9GREYrFImsv11EUVRxQpsnMzAy2YzI7O4umaYTDgtwaDIQ4ODjkwoULJFKC2vzy5UsPjd+H3+9nc3NTLP47O+nr7RPctd5eVlZXePr0KSMjI/hUHz2egg6EQXVhYYFLVy7j9wvZZH9/P8lkgq3NDe7evUtPTw+jI2O4QLFUYn19nZerL7l88TzTp2b47PPPQZK4evUqpWKRv/zxj/knf/iPGRjs51e//lVbbuw4LpOTU4Dw/ayurjIzM4NhGKysrLSjFmZnZ/H7/MI/IbvMzc1x5coVNjc3KRT2OH/hIrFYgmw2x6effMKj2VmuXr3KhQsX2oIP13UJhcPU6jUMwyCZTILj8PTJY669+go3v7yFrht0dnbiC/ip14WCrVqtUi6XGRwcZHFxkQvnzrPwYoGVlSWCgTDjExMUS0UhBInGCAR8BIMBIsEQfp+Ea2sYjapweJsGrmOBbWIZOlqrjmtZHB4WaDVFdyC5IkDMtmxiUaGY9PlUEeGL2ENWq1VxgEoSsUiUcChEKBRopzgK7JBQPVmm0YYJHqudRNdh/f8FbVmokugyVJ8PX0AonsQSXvhmbFNIb+E4FdLXlt36FLVtwDwWKciyTCgcxlWUdsFxTGHKtCyLZDKJrPoIR6OiOLlgOxbhsPhs2C5IskQ6k6HeaOD3BzAME9UXQFJ9AmFj2dQbVSRXvKZm0+tSJAlDNzxpdlOM+SwHTTdEZLAkRoQSgnemaRq1epOWrhNLpDHxM7e4Cr4gsWSGXLaTTDpFpXxEIOxnbGyUZ08XKOzvUywd0d3Tw6uvvsra2hqSJHly+2e89dY71Ot1/sf/8f/OmTOn+d73vksgIJ6rYDBIOp1ma2uLmZkZns/N8/DBA2RZZubUKcYnJojGY9y8eZNgKER/fz8LCwtiH2MY9PT0sPJytW26zuVy1Go1tra26Onp4Tvf/gd/fwXl5o2PSaVSvHz5ko2Njba/IBAItA9Tv99PuVJhd69A/+AAuVyOlaVl+vt6OfIgg4VCgbNnz7K4uMjTp085c+YMQ0NDaF6Lt7+/T0+PyFPpyef59JNPvSjZS5imRTAYYn5+Hr/fz8DAAOGoaL+Xl8VeJxgMtn0cnR1dRKNRtne2211AJBLBtmwajSbVeh1ZEVGmjVqN8bFxNjbWUX0qp06d4t69e9x/8IBTp2cYGhyiM5dDa7ZYX1sjn8+zurpKs9nk9JnTLK+scHBwQD6f59LlyzyaFe3m9beus7a+RndnFxJweHhIIpFgbW2NeDzOX//VX2EaJpOTkyTTaTo7u9rySSHLXufo6Iih4SEAdrZ3KBaL5PN5urq66O3t5/nz5wAkk0ksy2BpaQnLEgvJvr5+isUSuWyO0lGJe/e+4rd+631M0+TFwgI3b97khz/8IYuLS0gIN38wHGJmZoZwOMzS0hKGYbRpo/V6naXFJXp7esT4M5loZ1c8efIECYhGokxOTvLRRx9x/fp1ZFkouDRdb5v2qtUq+Xw3e7s7fP7ZF/T195POiEz5CxcEIfj2rS/Ffmxzi1AozPT0NKMjo3z5xReMj48LHM/uDql0klKp3P6euK4Yrfh8PpLJJLu7uyKcy6M4N7ywokwmQzgSJJ/vxrJMHj9+zNOnc5w+fYar114hnc7yxY0bhIKBttovEomwt7fH1tYWvb0i+dPv95NKp0Weu1/FMCxerq5iGCbT09Ps7u7y8OFDUuk0M15H32q16OzuYntzi4P9AlqryfjUJFpLF8FxXkhUOp0i4Pd50lbwyTauoeE6BtgGsuugNWuYukazXkVvNamUi172uUo0HCEYDBIMBMGVvEW6Isi/toU/cAyXFCy7WCwmOhXVR9WDPgpQZagNBI1Go/gDPhzHFmosVUXzzJQgxmJClaW2O5e/rQCzPOWYruvtsVfQy1YJBoPCt6UL/L7rup7qTARq+fw+JFVpZ5kcJyVGo8ILEopEBVnA58Oyxe5I8Ymxqmk5+Hx+HO/3m6aFYdkiW0b1gSxTrVYBCKg+bMfBNMXY8NjMrLU0LNv08lFcGk0NXReofr8/gKKogIRh2uiGSa3eIBJPYylBNBOC0TjPnr/g5MlT3L9/j5MnJhkc6kfXDbSWwcKLF1y6cpWWptHy/swTJ054p7BMvV5vo6jS6TSyLPHs2VMUr8geB+c9fvyYvp5e0l4g4ROPE6gbJlvbW0xOTRIMhRgdHeUv/uIvOHfuPLYjEia3tsSvz809BWBqaoquri6uXnnt76wTvzF6pVgsIssiD6CrqwvHcQSxN5/HNE1u377No0ePCIfDTE1N0e9p6TOZDLFYvM236ejoYGtrq33rt22barXavmW+8847GF60roQAAMZiMXZ39/D7/WSyGTGLDYWYnJrCtm0ODw/b6YM7Ozusr6+TTmfar/EYLZ1KiewU3TDQDJ1INOLNtIP05HtYXV1FVVVWVlb4i7/8S1S/4BA9e/KUzY0N1lZf0qjX0XQd27E5Kh/xfGGBI08iOj4+jgsYnjemv7+fW1/e5LNPPuX5/DwgFoz7+/soisLBwQH9AwPMzMwwPT1NPBbj6ZMndOQ68Ksqjm0xOTGBT/XhU3xsb27zcnWV1197nXAoRCAQYHb2oaeJb5LP59F1g8HBARzHYX19na+++gpJkhibGMewTFq6zpNnz6jVqkiyzCuvvMLA4CCXLl+mr7+fptZqO7mXl5dZWlqiVquxvr5OIpHg5MmTjI2NtYUUx5Gwsizz6quvMjY+Tq93Ex8ZGcFxHDY2NlhcXCQaFVnY6+vrxONxarUaExNTvPn2W15A2ioDAwOsr6+jKCLZslwuMzY2xujoqJBPevED5XKZYrHodV4WlfIRT548xjTELTKVTLG3u4uu6fTme0gmksiSRLMhAs0uXrzI6OgIjx8/5smTJywuLonPQU8PjWYD27a5desm8Xicrq4u3nvvPUENLgg557GZMxKJsLW1xebGBo1GE5DZ2d5heHiEvr6+/+CGd/HChfY+amJygo6ODqanBYjUtm1Kh4dtoOUxCVjXNBzHIe6hiBLJtCfFDaD6Ajiui2FZGKaB1hIHviRJ7cNF+DMEAbdarVAsCiilZVmoPpWo93dIJBKCiOCNm2RZJhwOeZLfUJsDdiwssG0HraXjuIhlu7egD4VCyLLc9nK4rpDeNr09TaMh3tvjkdnxj81msw2qFF9HjJKb3hjrOMNeVVT8qg+gPTo77myOC5nt7WgMXceyDPyqim2YmLpOvSbozZVymXqtCo7NUalIrVrh6PAQbBvXstBaTXSthWvb1CtVWo0mzXpdeHvqDarlCsViiXqtJrowT7LtOkId12g0qTebOJKCpPrRTIeO7jwzM2eYnj5FIBAQBJHxcX750a/58MNfUDo64sqVqyiqSkdHRzuWIZlM4jguq6sr/PrXv0LTNHp6ehgYGKBUOuLevftoukauo4P+gX729vZ49OgRwWCQbDZLJBLh+vXrTJ2YYvXlCkdHpfbOu1AoUKvVmJqa4tzZs1y8eJE333yTwYEBmo0moyMjdHd1//0HbB0cHIiFdDRKLpdrR6weHBwwMDDQzt8OBgJU6zU2tjbp6upibW2No2KRuWdzXHvlKoVCwXOP6ly8eJGDgwMODw+pVCqsrq6yvy/S+bq6upibn2NifIJgUBBtb92+xfSpGd586y3K5TItrUWlUmn/P/39/di2TTqdpqOjg1LxqK0AK+wVKB2V+LMf/RmnZmZQfD7SoRCdnV3kch3YpsFPfvITLl26RCgUYntnh7W1tTZH6+XqKoeFAr09vciKzMeffMy7775HIpmkVCoJRVcoxOuvv87a2lr7NpzPd3N0VOKzzz6j0Wi0Haz1er29Owr4A/j9fuLxuCAo377N4eEBfX29gjHV38/ay5e0Wi2mJqeoVavg4qlkFPb2djh79qx3iA+ztLQEQCqVoqenhzt3v0JSFYaGh9nc2iSZSjI7+4hMJkNXVxetVov19XVs2yESiTAxMcHnn3/O8PBw22B6TJcWc2m3HX5mmAb7Bwdtma/jOBwcHDA0MMjFixdZXV0VXo16XSR+JpOEw2EPYtcQUQZRIZwYGRmhq6uLvb0Ch4dFav8/1v47xtb8PvPEPm86OdYJdSrncKvq5tA3dGQ3u5vN0CKpkTiSZixpgaU9OzOLwaxt2IBh2P7DNrzA7iw08Fo7sHakCQoUc7PJDmx27ts3p8o516mqk9Ob/cfvrUPK/6gX0AUaZDdwK57zfn+/7/M8n6daZXh4hFg8TjAYorNTWLsTcWHkePLkCTOnTwtrqyzztz/6KT3donfmO9/5DtFIlPXVVWRF5t7de5w9e4bLVy5hGBaHh0eipySfp1qtMDMzzcjIKF1dPaytr/PWW28xMDBEOp3i7p07NBoNLl26RKVSocvLlHR3dxMIBDg4OGBkZJRMNsPe3l5bSB4dHWV2dpbOzk58Ph+7u7uAsMj39vSytrGOabTozGXRW030lk6heEDOO6TlcllCoRDBQIBwNELQp2EbLXAsVFWsv5qyi99oYXt8L5BQVB+qoqAqMqqmEfD7RfraddpEbd0ARVPaq+qTBL/oSzGxdB1ZlvD5tPYaS/Mggqqq0mw0PUx7CNcRrwfVOyXX6nUkWabRrKLrBgG/MAU4jtMmB5wcTk3Lag+jE81EkiSaZqO9DlMURXwfgQCyLNH0hizQpuX6fD7voSeDZaN79GVVkXEtB9t1kRWNcDRKvVrDcV2CwQCVcglN84MjDnvNluhvcRzbOwA6XvOl4JLVKlUsy6Sl69SbutCLTBtdNlBV4QY1TRfDcrCQCMViWA5UG016fH729veYnprmIJ8nGouxt3/AlStXmJ2dQ9N8dOZy7Ofz7O3tsb0tEuz3799HkiSOj4+4ceMGrVaLlZXlNgeuu6eH/oEBbMdmdXWNQqHAH/3RH7Hl1XDIksTly5epVKucOXOaRqPB3Pw8Tz/zDBsbG6yvr7O+vs7ExCQff/wxeqvFzu4O1UqFleUV3nvvPSYnJ7n6BdArX3jl9d/9t/93IpEIyaSwTvb29nL37l0SiQTj4+NMTk7y9ttvc3R0SCKZYnpmBk3T2N/fR3Jd9JbOwuI83d3djI2JpP3W1lY7AXoSBCuXy+0aV1mSmZme4smTx20PdSAokBhbW1vtSuJ0Oi0a6kyLoaEhNjc325ysvr4+NjY2SKVS7dIZF6jWazQaLYLBIJcuX8Z1LP72e9/DsWxe/cor2LbN6uoqFy5eZH5hgSWP3qspKrFElH//7/+c//K//C6RSIT9fVEnOzs7y+joKM1mk5WVFXZ2tpienmJycoI33niTzc1Nvv3tb4uVgc/Xdqrl83kh7I5PcJjPs7a2RjqdZn9/XyS+9/d59PAxX/3qVwiHw+zt7YEk0dvX6/XGGAQCYgXZaNQZHx/lzp3bNBoNBgYGqVSq+IMBTp85w+ef3yTo89HZ2Unea4c0TZOurh6qtRqr62vk9w84d/asSBc7TpuI6zgicHj+3HlaXtFYvVFH9m4rx8fHhMNhUqkUPT097O/vCxBmKEyhUKB/oJ+SF7I6gVxalkWhUODcuXNYluUdTKr4NI1YLEK93iAWj7e1tOLxr1enY2Nj6LrOr371K1aXlwmHgzz99NOUShUKhQJHxwWuXX2KZlMIx7VajVgshoN4mEWiET799BMKhWNynV309vYxOjrK5tYmRx4dempSIFwKXtmYLMv09/ezvb3NL3/5K7785RdJJpOi0Ml10Hw+Bgb6KBYKjAyPsLGxQSgUarebHhwIR18qlcJ2Lba3NigcH7erY+89uE8qnaa3b4BcrpNYTDjtItEIkWAAn6rg2gZ6vUqrWaFZLwvcut6kUixgGwaG3kRyHXyaiiwJZpdpmNSrVXTDIBQJI0kQjkQIhUJtq66u67SaLVRFxdCFe0uswOT2zeUkP2JZFs1mU1h1w2ECQb9Yo3m3BsuyqFWE0O9TNXRvjStJUhuV40oStiNuFJpnxz0ZxidhStsUJWEng+XkY58Uv4kOFq2Ns7E9XcjwEPrRcESs4iQFn6f1nKzWZFnGME1C4SguModHh1iW0eaxnfS7yLLgltXr9XYFgW4IIKQr/brZUlZUkBUcV8ZyJeq6Rd/ACHXdpn/8FK4rce/uXSKxBF/56mvs5/P09vTQqNbY39/HdhxW1tYYGBwUaB5vxVqv19nb22NpaYnXX3+dg4MDjwF4LCjV8bi4OWKzvrZGLBpD8ow5iixzeJDnrbfewnFsJk9Ntg/ZmuajWm/w6quvtKGpPT195PN5lpYWKR4d0dvby+mzZ/nLv/pLvve3P/p758QXXnnNzMwQjUbbrg7DEIJjo95gYX6em59+yuBAP7IkcebMmTZexGi1KBVL+P0+nn76GQL+IPv7B+Q6u7hx40a74vXcuXOcP3+eM2fOEIvFmJmZobOzk1pN7Avz+TymYZLr7AIkJsYn6ezsIhpPEI0niMTjWK6DbprEkgniHUn6BgZY21inM5drp9yHR0cwbYt0OsONGzc4d/48+Xxe5EUGB4nERCK+Uiq3T+YrS0vE43EuXrhANB7j8ePHTE2d4ubNz1hfXxdZgnicCxcuUCqV+Pzzm2Szab72ta/hug63b91CU2WuPvWUSFWvrPDo0RMCgRDBYJhQKILfH+TOnTsUi+JWdWJoqFQqOLbN+Qvn6OvrY3Jy0nPWlTAMvU3GPbFpx2Ixjo8Lwo1iGNz87DNsy6ZSKvOLn72J5MDY6CiH+Ty3b93i8aNHPHzwAMMQqPnOTAafolIuljg6PEL1TmV6s4XR0jnYPxBrCVlidm6WUDDUFldPduNdXV3ttUm5XEbz+8hkM8IVFwhy7amrJOJxouEIQ0NDdHR0tDlaAjEv2EnNRgvbE36FPmSztb3DBx98RDQaZ29vH9dF3CojIXr6+zguFugb7MO0DDqScZrNOh988AkTE+NomsJbb/2CpYU5qpUSB3u7DA8N05FMMz19mqGhEVRVw+cTJWjZbJbDozyVchHLNvnV++/huk67uuHpp2/Q0dFBoVCi5tF9M9kssViCcCTGJ59+Rnd3N5FIhHz+kGpV3Ep3dnbY3dv9O7f+7u4csgxnzpyms7OTaDSK44j63VA4JJAwiozm86GqGrKioqgafn8Qzef3Tv/C6tvT20dHOo2iqkKPObHemqboePfE20DAhyzRXjW5jovjurT0Fo4Emk8DRMAQaAvx4XC4rZecrNgs06bV1DENu81Y6+joIBwOt28giiLgkyckXl0XYrDjOsje2vSEqH2SwJcV8d+QZCzHpd7SaXn/uC4gK8iaiqIJDeTkY7dL0zQVSVFQNZVGs0Gj1RLd8U2BA7ItMUgPDw9oNMQtem9vj3q9LtZmhoHj2LT0JvVGDd0jM7f0FrVajUqpRMXLwx0dHXF0dMRBPs9B/hDDcrFciMQTmJbFxsYGR/lD5p88YX5+lq2Ndf7zf/qP5A/2qVerPHn8GMe2OD46JODz0ZFIYLR0dja3eP+X72E0W2xtbNLT1Y0qyQwPDjA6Iuoq3n77bbKZHF/+8suUymUqlQqZTAZFVdne3WFuYZGDw0MePHhAoVDg9u27/OAH32d3W+CjkrE4B7t7uLZFfm8XbJve3h6+/PJL9PR08frXv/aF5sQXvqH8v/4f/zds2+b1119ncWFBnJB7eil5Pd7r62uASy6XI5PNcff+fXH6v3iJx48eMTc3x5UrVxgdHW3/4DtSHfh8GvPz8yiKQiqVIuI5NI6OjpifFX+nUDgSyWxVY2Nrm1arxTPPPker2eS2Z1kFUQI2ODjI3t5eG2C4t7fHQH8/iwuLFAoFUukU0zOnOTgQN4FUOs3x8TGu5JCMx6nX6iRiQstYW10jHI0QiUTIZrOkUikKhQJLSwv09fWRSqXY2ztou6xOkB/JZIKVlWWvLMtAliTu3LlDqiNNKiVyMjt7+/T29hIKhfD5fJimyZtv/oyR4SFmZmaQJJn1tTU6Uinu3LmDaZpkMhlGR0Y4Oj4iGAwRi0colSp88MGHhEJhrl27RrVawbZMYrEImqbxySefcpg/4ulnRID0+PiYzkyajc1NHj9+TEdHBz29PZyamqZULGOYBqsrq5RLJYLBIDMzM22qQCwWo16vtx86L7zwAvt7++zv7VGqlHnppZdYW1+n2WrS39fvnfTqlEtl8eKWFZYWF+no6GBgYIBPPvkEF5fJU6fI5/NEI1GezM4y0C94aqahU6kJ/WZwcBBV9aHICsuLSwwODjA+McHm5iaGoVOtlslk0zx+/Jhyuczm+gZ//Md/zIOHD6hWKpyaOoXPp/Fv/vt/Q8Af4NKly/T397O0su6tp8ZotVqMeJiJWDzCqVOT3PrsptiLt5psbm4yNTVNMtlBo9Gkr6+P1dVVxsYmqNVrSIrCcaHA2TNncB2nLeh3dKQol8sEAkHRhe66bGxsoJstopEwoYCfZkMc1HZ29+jt7yeRTBEM+gW+JSR+19FIBJ+s4NgmzVqZWvkY02hg6Q2a1TKNShnHNHEcAXqs16oEVIV6rUqr2cTyTu2pdIpERxLTNpAlBZ8mNBxDN6lWq9i2TSwexbFsot5tpqULR6Cw+9LWRPx+0Zp4cnM4YZAZho56cqMwTfSWjuQNFdnjq+mGTqPZFCgYRWzf/X7/30Hun9CHFVXDME1My8LSTUKhIMFAEAfwB/wEPJ6WaYq4gsgGiduUadnouomDiywrYtVmGLiOQyyRxLQs8oeH7fXfibPt5JbkeiVfrWYTXReNl+VKBccBWRIMMAcXUW8mI6l+FH8YLRQlkkjT0z/EfqHI7vYOHbEEH338CS+98mWeef5Z3n7rbVr1BvFYgkq1yvzSIl957TUajQa9PX0UiwWq1RrPP/886+vrfOgR1sU2okE210Wj2aSjo4ONzU1WVpZ56+1fMDE+weTkBLGoKPZzXYfPPvuMB/fu8Qd/8AekUinee+89NjY2SMQTTE1N8ejxY3KduTYIt3+gjzfe+Bn1eo1r167x27/7B3/vnPjCGkp3d45ms8XtW7dJxOP4/X421tfbIL6trU02NzfY399nbHyCWrVKvVYllUoyNXWq3SciIHo1dvd2iUajNJvCKnySbC6VSu3OkLW1NUZHRwkEAty/f59oPIFlO0iyzO7eLrZts7+/z/nz50kkEhwdHbGxscHs7Gz7xV6tipzCmZnTgjQcDLG3t0uzITqhDw+PmJgY5/adW7iWjWkYyAhLaKPZYHRslNGxsbZAXK/XGRoa5ujosK0jbG9v02w2icViDA8Pc+vW56TTKY6Pjzk+OqJaKeM4cHh4xMFBnqGhIWRZ5uDggFarxdTUFKZpEg6H2y9uy7KoNeo4uFy4eIHt7W0CgQDziwti/1yvE46I4GBHh0ivN5tN0qmUF5YTVOC+3n7CoQh6S5SKGS2dUrnM5YuX6PTqAU4Gi6KorCwt4/P5mJmZYX9/n2Aw2HadjY+Pk8lk+Ojjj+ju6abZbJJIxBkZHub2XdGxcpjPc1wssLS0RCwW46UXX8SniVBss9Fs88sqFeHttx2HwnGBwYEB9JbO5YuXGRwc5C/+4s8ZHR0hk82060wvXZoWPClV5Th/KFLv5TKmqQsEt0doUBRFDMLjI2LxOPsHBzRbLaq1OkMjIwQ83eb06bNkcz0cHh5z+vRpzywQZ3BwkHqjxvFxgXK1Qk93N6lUiuHBEXx+jWQqTf4gz8LCAqZlsraxyvXrT6PrBs1mi08++YQzp0/T09vL+uoaMzNnCIXCLC0tsb6+ztDQEDeevsH2zhY7O1ssr6xwfJgXhF1dJ5ZIoigaPq1D4PNDIRRZxTBMTNfAtUxM08ZBwrZd9JaBZVpEolECPj96q0G1Usa2bFqWic/n94KOhme3dQVGRgafTyDWXcE/and9uI54uAPtVZXktVlqitrm5qneTUWWFcDyxP+KqMP2iZuNadm4EgT9gbbF15VoY+pPbhQnD2/H62Q5Eer9oTCKqqKcaC+aH03zYTmuVzksuFmKooh+e9NEQqZRr6ObJpIko3uBw0gkgm3blMploSUdHVKv17G8AOdJY6Xhpf1bntuq0WjSaDY8ncek1TI8m7SLaTsgSd73qSJrNqqtkElk6EhnuPfgAZu7u3z11df49OOP6cpl+PijD+jIdHD+/Dne/vlb1OsNLly8QLY7h8/nY2VlRbhZ/X6uX7tOs9lkYnKC1dVVhoaG0HWdtbU13vjZz4S2l83iIjE3+4Tnn3+eq1evsre7i4TEG2/8lOnpGY6Ojnjp5Zc5dWqKYrHACy+8wOLCIv/mf/gT4okE3/nOd+jp7uFHP/4xrVaLtdU1yqUyK6srDA0NfaE58YVvKL/46fdpNFusrqz+OvSVyVCv10kkEuzv77GxsUmhcEQkFmFsbIxyuczRkUhr37t3j5GRUfG/o6Nsbm6hKDKxSIShoUEC/iDf//732/ye0dHRtoOso6ODjY0NPrt5k8HhEcZHx9nf32ufQAYHB1E1jeOjIwzDaD/8iqUC6XSad95+m3QqTTKRAEkilU7j8/kJhUJ8/OknDAwOMjg4wI6n6ei6js/v59AzC0xMTJCIx+nMZvn5z39Ob18f6UwG13XZ3toiGArx6Sef8MzTT7dpAWMjo8iKzNr6OtFYlGgkyqNHD9odMI4jRMGzZ8+ytLRELpcjm82yuLjI3t5eG3Fx4r/PZDKEgkG2t4TH/CRUGQqFuHvvHsVSkYsXL+L3+1EURdwIL13GcfAGV4Pl5WWmpqawbJupqWmajToPHz5kc2uDSqnEqclxGo0WM2fOYpoWW1tbXLhwgVqt1m63HBkZwTAMFhcXCYfFQ3JmZoaxsTG2t7e5f/8+LtDX10t3Vzezs7MMjwzy4UcfcenCBSKhMMelYjuprWoa8/OLJBIJRkZGqFWqbbuyi8OlSxfZ3z+gWCgBcPXqVXw+H6srq6TSqbadNX90iGma9PX2sruz274FnBgDAGq1Ot/+9rc4Ojpmd3eXubk50ukMI6OjGKZBOp0GxM9reXmZWq3GlSuC79WR7GBleaVtcZ2YEOVwx8fH7O/vks12Uqs1CARDFI5FjqS7p5tHjx+LnnvP7dXb20sqJb7uRr3G2toylmmyuryE67r4fH58gSDJpAichsIhIlHR6RGNhlG8ZkOfJoNj0mrUsIwGkmNi6U2BuLcdSseHlMslHFMEAHEcSqUiumm2CbmRaARZkj0LrdkeBqqqEgwF2lUTJ9wux7HavTGO4wpWlWGgSDJ+v08Ug9Xrnp7iYpu2txpzURSZUCjU1jbq9XrbTnziChOU4yaW9esa4hOnmqp4wULLwrKddjpfVsXXdnLr8PlFtW+zIQ4hpm1htem/4sbRbDZpNptiZSZJKKqK60qAiywLod80bDyXgyAC6DqO62AYOo2GMAU4rkNTbyHLGq4r0zRcDNdFDUQIRpLIvgAXn7pOoVjh6PiY8bEJcp1ZPvjgfWRFdBW98OJLIthpmoyNj9PV3c1hPs/iwgL3Hzzg9OnTgmqu64yMjNLZ2Ul/fz+5XI4333yTteUVjvMH3Hj2WfYPDjg4zHP9+nX6+vr5m7/5HpubG/QPDPBHf/THba3l8aNHWJZFd3cX8/OLFAtFbjx9g0gkwg9+8ANxq04mMSyb5557jlu3Puc//sf/zFtvv/P3zokvXgG8sEgymeTqtavMPpnlyZMnvPTSSywtLeH3+703vrD2Nup1Njc2aDSEcLu9ucXQ4BBLC4vU63X0VouuLpERWVtZ4ejwuB1qVBSFQCDQfoH/5//8n7lw4QKWZXn9KIMMDfbT1ZXFMi2qtSoH+3vs7u0xPDRMIOBnYHCAWk2A3PIHefb39jnYPyDX2SncVakUtu1w+swZdra2iYQjqLLUDmpOnjqFPxAgkUzSbDZFPubggN6eHp5//nlKpRK5zk7RJ+IVKC0vLbG5uUkkEmF8bKx9uuru6aHDa/MLBkOk02kGBgYIh8NUq1WWvL/3+PFjLl26xLDXDphOp1lfX2fKS/lvbW0Rj8e5ffu2t/5TefLkCWfOnuUrX3mV1bU1NE3j4OCAo6Mj6vU684uL+H1+8gd5DEMnFk9weHzM8PAIlm2TymS5eOkSPb09fPbpxzRbOhcvXuTJ3DzRaIxUKiWI0aZJOp2mWq0yNzfH0NAQjuNw8+bNdrXu2toa1WqVRCJBvV5nc2MTXCiXyywvrxIKhiiVymiqj7m5BRRVoSPZQSYmTBUnffGKJHbmMzPTDA4NkEqlCfiD5Dp1cWpaW6NeF4TkkwK0lZUVXvzyS3zwwQeEAsJO7boisHhSc5BMdnD16jWKxTJzc3PMz89j2xaXL1/m4GAPzadRq1Xx+/08fvyEgYEBL7wrk8lkaTZbAufRaPDg4SO2trcFbykUwnFc/vRP/5Tnn/8SmUyW/f199vf3uXLlCj5VE6uVWIR0OkU8HqXZrNNs1FlaWODgYI/BwYE2Sv/J7BxDwyNtt1SyI+lBFBv4NYV4NELAr6HKLprqIxzyY7b8YJlUSg7lehVVloknkzi2Rb1i0bIsHM/wYNo29UYdvz8g+lBUuW0jNk2zjRg50cB0XW9TiMVKyKHVMrBtC8cRqyDNMxSY3rDSVMXLjvAbNw/HW/udrKbMdn/KCWQSRFe7pv36v50kzh3Hoa43kADbcWm1mkiyjA9xgKpUREWtomrYthgASBK6IZoihZHAxnFc79DZAknC5/MjyWBbAkOjqDK4ErphIkviRtZsNnERN5N6o+nV+7pYjljJ2a6NYbkYjoQ/HENSNCLxBK6ksbS0gqSopNIZXEki19tLT/8Ap0/P8OGHHzI/P0+uqwtZlvn000957vnnGRwcZHR0lGeefbZtCBEVFJvU63XefPNNvvGNb3Dp0iUyHR18/MEHfPD++2Rzne3n9Ql0MhqNMjk5ydr6GtPT0zi2uIFubmzw6OFDXv3Ka+zs7JJOZ3j0+DGu6zI5OclHH3/E3m6enu4ewuEI/+Sf/P3rrv9FAyUYCgnMtKK0EeHvvfce4XDYO+2FCIdDXLr0CqFQgI2NTUzTYm1lVbC38kd05jqZHJ8g29mJqihsbm6h6yKAd5IkjsfjTExMcHR0xOrqKq+88gqJRIJarcbCwgKhcJCgz4fripDdzs42uVyOU5OTwlWWPyCeiLO5KbhJpm7w7LPPcnwsejNi8Ti5XI433niDH/34R3z3u98llUqzuLhIOp3m0aNHPHryhL6+Pnp6esSqptkkEY9z7949YrEY+3t7PHn8mJGREZDA5/MzNjrK3bv3SCQS3LpzG8dxRLVxdze4Ln19fTx5IsT8gYGB9s0jmUx6O06X+bl5Aj6/d4Nx2uu+x48fMzExQW9vLxtr67z//vvEYgIvsrG5QUeqA0mSuHXrFiMjI7z00kvcuXOHSCSG3+fDMk2Ojo554YUvcev2LWG3nZkRnSfRCO9/8AE93d2cOT1DpVxp77ALhQL1ep1sNks2m2VpaYl0Ot0WNM+fP0+pVKJcLtPV1YVt2/T19XH79m0ODw/p7OwkEAgwPTWNz69RLBT59NPPqNfrzJw+TXdPN5VKhfHxcYaHh1lcXMSnacxMz5BIJNB1g/W1ddbWRAjUcRyOjo4oFovtkK1hGO1ukq5cjtXVVa5cudKuWw2FQly8eBHXBU0T1t379+9x9epTVCpVZBnv4SRRr9fp6ekhERc/t/X1dWLRKFPT02xubpFKiTWmJEu4iM6UYCDABx98QCbbSb1RZyAUolwuC51sZ5uOjg4kySXgD9Lf18fe/h77e3ssLS4xMTZCZzbD0eEhkUiEUqlMNBojGAyTTHbQ29eHPyA0ikg4QMCngWPhWi6SJmO0mphGC8kxccwWiuQSCQdpNRqoqoxPU6jjEg4FaTYaSLJENBZt86ZO3EknovzJjeCEo3XipvrN/68oorr5ROsIBAI0ajVcV4QIbdvGH/ARCofBFYOj2WrhO8nEyIqoNfbcYid2ZVUVyXiR4ndotfT27cVxBD4F9wTHr3ulZaF2ruVkVWfZtjiQWhYN77Zj2eI2YVs2himyMK7jEIlGMcxfr68kCWwHWk0DXTc9C7WBaRqAGESmLX5WumHgSgKFY9o2jqRioyApPgwbDo8KaP4gzaMCqUwW2ecnnc2KrF44zJ07d7h27Rq25fD57VvYluCVra6s8PjRIzo6OhgeHhYaRyJBxKttuPnZzXZ3fCQcJhGP09c/wKWuTkbHJ7h95zb9/f386r33yOU66e/v48L589x/cJ+trS0G+wdJpzu4cf0a5XKZ2dlZtra3QYLNjQ2R/Wk2PCvzPJ/f+hxw+eY3v/mF5sQXXnn9X//P/0fOnz+PJEmk02n+x//x/8Pk5ATxaMzTKio89ZToyDZarTYMb2lpia5cN7Ozc/j8fiZPTTIxOcnS0hLFYlEIzaOjbc7XCRp/ZWWFaDTKc889hyQLgfrOnTv4/RqDg4NsbAi9ZmZmRvSrGCaa5mN2fq79cRVF4aUXX2R+bp7Ozk46Ozs9F9bnfP7554yOjZJIJrl06RJzc3NEIqI+dX1jgxdeeIFYLMbS0hLd3d0MDg6yu7vL/u4uMi5//ud/zrVr18QLUZYYn5jg5s3PqTXq5LpydHV1iU6Wpo6qiGt2PB6j1WrSaDQoFotYlkVHRweGYTA9Pc2D+yKY19vbSzgSRvP52vqF6zhkM1lArGQqlQrxZALVC0GpqtomMPf09FCtVtsI+/HxcRbnl9ANHcu2yeVyJDs6+ODDD4VA3tdHtVqmr7fPC2YJC+Hg4CA7XjlPMpkkGo2yvb3N0NBQ24J9YrAQzrcpwuFwGzl/kiTv6OhgcVHccJeXl/nyl79MKBzml+/9kvHx8bb+dGIz92k+1lZX28MhEonw/vvvk8lkeOmllzg6OsK2bX7+85+TzWa5cuUKummQ6kiRTCRIp8UB4SQYt7m5iW2LVVWz2SSTSdHbJ4bQL3/5SwYHBwkGQ+xs7xIKhbAsizNnzghXY0N0ut+7d49UKiWAjhsbBIOC2HDx4kUBcgyJZP7q6jrnzp1DkWVcR2hFx8fHbbPJiSvq/fd/xeryYts1FolEaTZ1OnPdnDl7TgQEVYVUqoOOjgSubSLjIOOgSDaq7GCbLfRWA8tootdrNKplFBxs28JoNTFaTfR6ExkoFI8plErC+SQrWJaw4p7oF4qi0Gw2MU2TUChEPB4XVGNXZEfK5bJwbHl/TtZkrutSLpdxHQFRPHldBAIBWq0WZU+r8PlENsYwdByvtfFkWIXD4bYL7cTyqyiayKggysBOBpChW7gu7b6VE6u2JEk4nAQihc252WxSrdawbKeNgznJbp0I723+mCS1EVKyrP4d4KVpmgI7Y5noptXWryRNxUHGtCUsVyYYSRCKJVD8IarVOrKqEYsn6BsYRAsEmZ6ZRpZkdra2hMklGiUYCBKLxejr7+PO3busrKxQKBbp7ulhcnISx3E4e+YMuzs7RMJRVldXefDgAf0DA0xNT5NJdbC6uoqiKvgCwTYJulGr0Ww0sWwLy7P7Hx0d0d/fz9zjJ1y7dpW+gX6OC0XRBHl01K5Aj4RDmKbByMgY/+E//AW7u7v8y3/5L3jl1b/f6fW/KIcyPT0tBMt6nc3NTaanp9nd3UVGYm9vl0DATz6fpyOZpCOZbCPqQeIrr75GIBBgdW2NQrHAmz//Oa+//jqZTEZgmWMxNjc3KZfL5HI53nrr52QyGdbX13nqqatcuHCeo6NjarUqh4eH3Llzh1deeYVAICDWaIaB48DE5ATvvfcemUym7cIpHBfoyuU4ffo0h4eHJJNJDg8PmZqZ5gc/+AEdHR3U6zXAZeb0aZ48fkwsFmNwcJBMJsvSyiq2ZTEyPMz9+/eJRSOUisW2rffxkyeUyiVee+01qrUqv/rV+5w7d47p6Sk++vATbyV4CcNosb21xdLSMof5PGWPofRP/1f/VBCKZYVqpdJuHVRVlf7+fjRNo1arsbe310a35Lq60Hx+olGRPk8mk8RiYiVzcHAg3uQurK+vMzo6xvrqBh999BHf/u1vMTc3TyKZZGxsjGQy2U5Rh8MhisUisWiUpcUlgsEgqVSK7e3tNsak2WwyODhIKBRia2uLsmdRFDcKva05ZbNZFhYWvODlPvn8IWNj45w5c5rDwyP29veoVKuMjY2wv7/fHlKWZZHP58lmsuxs79DT093W0GKxGJVKBb/fz/r6ervSd2dnx0PoqPhPgndN4cLq7u7m9u3bPHkyi+O4xBIxbly7hmGKfpi9vT22trbJdeZIJJLEYsLDf1IJHE8kCIbEm7Reb9Db08vKygrlWpX+/j4kSeLxo0eMjY8RCgZZW11lfl6gcAYGBlAkmf39farVKk899RRPnjwhkUhQKByxtrJMrSZcX5lMJ66kkM3mCASCDA0Po6gypmWQSMTozHQQ9GnIroVjtTBbdVzHxLUNHKNFs1HDaNbBsUWAsVKhXCzg2gKPcnx8TL3ZwKf5PABiywssSoI84Q+0QayGJXAygUDAe9AbHupdpNfj8TiNhmD6nZSMWZaJZRoE/QG6urpwXbftBDsZRM2m6JvX9RaqIrexNYFAwLsJCHaYovqwbYt6vSHCit7wEY4xB0kSyXwXT8B3wfBuXZIsAxK40NJ1z/YrhkKj0WjnYH5zqJwAKHVdx5XAdSVkSRb8rt+wCeuGIRoZkZBUFUtSsCUF0wbblQlFO9CCYZKpLOFIlHA4gu1h9GPJpBd76KS3t1fg5Pf26OrqFsTxo0PefucdCoUCl69cIZfLcfv2bTHsZZn8wQGDA0PtsPHs7Cy249DpFQ4+evKYgaFBenp6yHXmwHbavyMXvG4iGb2l896vftmuXT977hxf+erXUFWNSqXKwuI8c3OzRCNRTMPgwrnzrCwvs7G5zv/zv/03f++c+MIrr+Fh4Xc+2bUmk0k++ugjNE0j6A8QjUb57LNP2d3dpVat4vf5yHZ28tWvfZ38QZ6ubrHeiEQi9A/0Y3t+9hNcSi6XE64Z0ySTSXPjxg0ePXrkBXtqHn1XdEGMjIgdczKZJBqLcf/efTY2Nz2x3cdTV6/y8MGD9m3k1OQkyyvLbVFOeONhb3ePixcvcufObTo7xel/b3eXVqvF8fExIyMjNBp1jg7zSEjcvn0b27Yp42DaHroiKr6fSCHC4eEhmXSark5BJF5aWGJoaFDkQiwL27I5f+48nVmhv1SrVW+Xb7fDbpFwpB0gazQaPHz4EMMweP755wmFQiQSCe7eu0cmmyUeCjE/v4Cut5icnESWu9ne3mpXKG9sbPDcc89RLpcZHh7g9MwpkCSq1W4URaNULHKwv0+r1eIXv/g5N56+IZAolQqHh4I+0NvXS6kkEO2ZbIaD/D6PHj/0+tDDjI2NsrOzy9DQEPF4nJ2dHdbX1ymXy1y9epWVlRXi8Tia5vcG/Bpj4+P4An7vlP+Yra0tQqEQ4+Pj9Pb28tFHH7G5tcnYyDilUoHj42Oefe45tre22NnZYX5+nkwm4/1+hFa1sLDQHniixEyEHufm5trYHcd1uXrtGlubGxwc7HF4eChWBr39jI+Pk0x2YNs2iUSCcrlMNtuJ5WVBLMtiYX4BRRa3tWqjzu7uHgMD/cycPs2tW7e4ePECsXjUOzwY3Lt7j+6urjZAdWFhgUKhIG6X8Rj+QICh4SFcVyKR7CAWS7K3vw8u7O7u0tPXQ29fLxK2t+qxUSUHnyJj4YBrY1uGKNCSXFRFwrId6tUKrle5u58/bONbbNumabW8E75KqyXQJMFQgHA4TK1eQ1YU/Irc1jRO0uontcaaqnJcEMiRk3rlVquF49j4/X5i8TiWt0ZTFEU0nMpyG4F0strSddEtonvJeFmW8QcCSJKM64LjcaVO2hEd28YwTSxT6CCyoqCowpasGyaSLG4ssqq29aGTj2vbouHxZDV2sto7cZm5nsBu2hamJbQhyZXaOpHr5dsM00KSFWRFxXTAsF0Mx0JW/fjDEVB9KJqfhm6gBWziPh/729siK+a4XLlypR327e/r52dvvikO5ft7DA0Ncf7iBWrVGqFQCF3XOX36NB999BHzs7NMTU1xcHDQxtVYlsXHH3/M0PAw58+fJxyJoHta5s72Dof7B+I1eO8eX/vaV4mEw23O1zPPPMP+/j5/+73veYfHBQLBEI1Gi7NnznB6ZoadnW3qtToDAwNsb222Xw//YANla2uLy5cvs7a2RqPRYNLTLA4ODhgfHUNRZHS9RUdHB2tra4yNjYlOk5U1WoZBo9VkP39AtV7jwaOHJJPJ9nUzmUxycHBAT08PDx8+4P79e7z66qvYts2u16dSKpVZWVnBcqx2gdTm5ibICqVKhdNnzohAUrNJLB5ndGwM13F4/vnnyWazvP3227RaLbq6upAVhWAoRK1eo7e3l8uXL/H48WNx1Y8JppHf7+fWrVucO3eOGzeu89Yv3mJtTYQYxyfH+eGPfkg0HsexrPatyrUdyqUyI8PDJBMJzp87RzgSZXZujr/6q7+ir7eHV15+GdM06ezsZHh4mFwuRyAUFF0Z9YbIjDz9NKVSibBHRe7r62N/f59ms8n1p2/QN9DP4uIix8eiq0PTNPb29pifn22n2U9Og4JwW0aTZQrHR5TKoomwXm8wOjrGD37wAzKZDL/3j/9xO0tw7vxZ+vt7uX//Pqury4yMDmMYBqFQgFSqg0gkQrFYpFA8Znp6mmq1ys9+9jNGRkYIh8McHOzj9wf4+OOPOX/+vHB6DQ8TiYRZWVnm8DDP2XPn2N/f49q1a0SjUYrFItWquH2Ojo5iGiatliAZNJtN7t+7h2EIvS0UChGNRikUCjiOw+nTp3nqqafY2tpieXlZJOqLRZrNJnfv3m0fQAaHhqjX64SCQaKRGK995aueTtQgm82Szx96MMl9TNPkww8/olwp8+xzz1EsFlEUlUajQbPZZGBggHz+gM3NTc6ePcvMzIwQtW0bv6oRj8epN+oEAgGuXr1KoVAgGo2K/pqwIAeks51IioaMRDQWJ56I09nVRTQSFV0bqpcq9wfxayqaArbR9ND1DqbRwmy1wDGxTUP0tFdPQJFCW9AUBd0VOp/S0tu210DgN9/6UtvJpBtG21orK6ILXlVU7zSviQNJpYQEberybwIaTduiVhRh5KDP71UZSwSDQYA29w1VuDldy8GwzHbxnWGY7SF2YilutQQoUgLv87m4iGyM4zhYjouqaji4qMg0rIanvYgVXL1Ro9lqgitWZ47ropvCbXaiIVmWhWGaIEu4NsiShG074uZlWTiSDIqK7YLjgo2C6UKjZRDriGO6Ej7NR8u0sFpl+voHGRgcYnBwiFazwcHBIZFwhEg4ws2bNykcF3jmmWfEytuyCEej6IZojPSpWjvoG49GicVizM3NUyqW2mSNw8ND4aI9PiYQCvLcc8+BLHF0eMjuzm6bVHH9+jVsx+YHP/w+v/M7v4tuiFvb/Xv3iIQjosAwGuPm57eJx+OcmppgcWGR/MFB29hyQtP4In++8Mrrb/7T/0yhUOT8+QscHx97WGeXdDqNbdttj3csFqNQOmZ7e4dIROz8CoUCU1NTKIpCb3cPs7OzdHV1sbW1RWencCZUKhWWlhaRZYnTp08Ti8Uol8uoqoZhiOKqarXKX3/vb/j93//9NlGzp6eHvr4+LMsSWPeurvZN5GBvj0ePHhGLxTh16hQ72ztsbW+1S7AODw+IRqMMDQ1x9+5d/D4fL37pRarVKk+ePGl3lf/TP/wjDg8Pyefz+Hw+JqcnKRaLzM7OosgKzzz9NNVKhYWFBZFiVVX29/fJdXaCrBDw9u0ry0vEotF2qVY4LNZV29vb3hpng1OnphgcHMTv97Gxuc5f//Vf8qUvfam91vvOd36vLVSeGBe6urpId3SwubVBPp9H13VKpRKat7uu1Wr4VQ0JGBoeomUY3L17lxmvRVBRFCzDFKf1vj4qdYGCiEQirKys8NJLL3Hr1i0UReHBgweMjo4yMjIimGXpLIZh8sYbb3Dm7GlSqRSTk5OAi2natJqttphdrQpLcL1eJ5VOsbW9TSwWI51OU6lU6OjoYHl5mXK5TEdHB7lsZ/uF/MEHHxCOBHnllVfY399nYWGBbKbT6+02aDQarK2tc+HCeaanp5mdnW1jfJrNJkkPUmrbNkF/AMPQRf1pTw+zs08wvZXJzs4OAwMCrplOp7l1+zZ7+3tcunQJv9/ftnCf2LMPD0WOQTxUHWRNYX1lFdM0iYQj2JbV1pKKxSK26xAOR5ifX6C7u4tMJk00FicUDIkbtj9ALBZDliVx+8BF1xvYpoFjtXAtHatVxWpW0ZtVHFMXbYeWQa1SolmvY7V09GaDWq2BY9lYto3tup5IbdFq6eI9IitomqBeOADeusjn8yF5SXNJllAUMRAc26HlGTI0TbSe+r3ivZOB4W2o2oh8HFc0oP4Gv0vXhWPv5IF+omWcBJRPhlSrpbeH3UnRlyRJIhjpQSRN28aybKGbOLQre0/KulqtJs2WGK6WKRL5IlwpHGQn7jXTMsXNyLu1yJ7OZFkWLgJ978oKsurHckBR/VRbFrYLuikRjsUYHR+jUm/S2ZkT9b6aj6lTp9jY2ODWrbtMT0/R39/P+++/j8/v57kXnmdtfZ1sNituiI06Y6PD4MptY0cum6VSqbC7u8vw0AiBQIClpSV+9atf8ZWvfIVoPMbe/j6jo6O4QDqdYm93j3qlys72Nv39/ZQrFda3BI5KU1W+9c3fYnFxkfv373Pq1Ck++uQTCsUyX//664RDfmKxGLFYjOXlZdZXVhkYHKBUKvKv/pv/wz/cQPnp9/+Sx0+esLW1w7e+9S1CoRDNZpPHjx+zt7fH9Mw0Q0PDooXP5+OHP/wBU1PTpFMpnjx+QqlUolgqkuvMMTw8TLPZ5NGjR21hOxQKejTUYwA6Ozu9VZDM9vYO4+PjSJLEnXt3yWQy9Hj4dNu02N3bE0J0rUrD4wvJskxfb2872Dg0NMTR0RGqqtLV1YWu63z00Yf09vaS68zS0ZHi0cOHTE5OeoDCfbq6uvne977HzOnTJBNJorEoSBLLq8sMDQ0SjcWolMuEgiGymQx3797lYH+fXFcXrWYTF0il0jQaTZKJJHqrSblc4q233+XqU5dZ8cpwMpkMwWCQSqVKX38/iqIwO/uEmelptnc2mZ2dJR6PoxsGmj/A7u4uvd09qIpKoXDsdaIM4fNp3s8yRDabpVQqiVKpVov9vQMOvYE4PjHBo0ePWFxcJhaP8fSN69TrdbpyXdTrNW7dEWVpmqa1Ufk+n49UKkWtVkNVVVRVnFonJibZ2d7l5s2bTE+fIhwJUywWGRwcpFarUygIDEwkIujC4+Pj7O7uMjs7y8uvvEKr1eKdd95hfGyMTDbD3Pw8m5ubXL92nWAggM+nUSwW+PSzzwiFBK8sl8uJn0FPP93d3RweHvLOO+/w5S9/mY2NDZLJJIVCgffff5+rV68yPDyM5Z3MU6kUxcIxruOwvLxMIBBq35Yc12Vne4dMRvzO/H4f/oC/LSDv7+/T3d1NR0eKVquFz+cD10XTfBwfH1Kr14jGYqiKwsrKCrlcju5cF59/fovBoUHCkQgbm5vousHMzAyWt3rpzHUS8AcIBAVmPhAQGRDXtjBNHcNoYuhN9GYVs1nDalZw9Dp6s4JttJAcG8e2qJSKlIsF9HqdRr2G7Mq0dB1V9aGbQktotFpisJgmoUAITVOF3iZJhCJRse6RZIKhoAgPWoYXQLUJBgJUPNSP6J+x2+2EoVCoPRxO7P+2bWFZJn6fTwxsL8/SbDbbhOATMrLA59fb4UsxbJy2w8x1xGPKtmyxmvLaJk1bIGcUVUWS5HZJHOBZhIU+WK3VwJVQNU2srSQZ23FotfEv3sd3HDTvYxmGKXQaAFnFlVUsFAzLJdmRRVJ9bG3vku7sxAV6+voJhiNomo9isYhji56m5eVlurp7vSrzAR4/fkwkGuXUqVMcFwqUy2X8fh+379wmkYhz+fJVHj16RCAQ4MUXXuDMmTMUCgUePhCY+nv37qH5fDz73LNsbW1zeHTI4OBg28gUiUQYGx5hbW2Nx48f8+KLL1JrNPjxT36Cruv0dXfzzW99E9sWpqD/9Jd/STgc5ezZc/z4xz+kt6eXer3G8y+8QKNeZ2V5mddee42JqTN/75z4wiuv3Z0dTs/MkM/n+Yu/+HP++I//C1ZXV7l582a71rdWr/HzX/ycM2fOcPXqNW7evIkqCwLpqVOn+PDDD9tWwIH+fnyaRk9PDz6fxg9+8H3K5TLjE+N8fvMmw8MjXL9+nUJBNO91dXWRPzxsBx/v3LlDT3c38ViM7/3NX/PNb30L27GJRmNIuPR2d6MoogTrxEFUKBQoFUvkcjnW1taYmppmYmIcU9eZn58nHA5TKpXo7e3l9q1bDI+Mcub0GdKZDLlcDk3TmJ2bRZEkNjc2mRifwLEcqpUK+3v7TExM4vP7OT4+/ju++uvXr2ObFnNzs4yMjHCjXmdsbIz19XX29vbEKaJcBklia3sbRVEolkqsrq3S3Z0jk83S19dHsVjEFwzh8/spHB9z8ex5IuEwtm1Rq1Xp7e1F0zT6+/rZ2hbVzO+88w7pdJrnnn2BlZUVisUiqXSGF198iatXr9FsNunv76dYLAJg2TZ6S/eqdfdZWVlB0zQuXrzImpd1GR4ebqeoF+YXsCybS5cusbO7RaVaoVKpcP/+fXp7ez02l42q5L2a0Xmq1SqpVIpKuUy9XicSDgtnj6zw7DPP4vP7ODg4YHF+nmqtwubmJhcuXCCfz3N0dMTExITIMK1uYBgG+/v7jI+PC3xLNEqtJlaZJzefaDTK/kGeUrlMKBRClmWOjo85Pj7m0qVhHMfm9JnTniMtya1bt3n8+DGnTp1iaGiQjo6kZ7G1WF9b4+OPPqZ/YIBGvc7qyirf+ta30DSNXGcnK6urxONxzp8/z8G+WBt0dXfz8NFjzpw9y6mpaQKBIMmODmKxBKqqYJg6waAYJIosIyGB5CLJohNeUWU0S8JRFFwZhMfIwbFMTL2JgotjWagSKDJYpoFtmrR0A9OyabpNFFVU8JqmYFPZjkW9XvFWTDaG52AKhSO4Lvi9wKhouFRQZJVSqYxtCaKDpmk0GkKsD3r0cNu228aKk5uIwHiJ9ZJpCV5YIBAQrzWv+qDhlYEFAkFA+g0IpNG+oVqWsPAaLR3Np+HzHHOGYeI4OqFwGM2ncVKtfRKgFDdwlVBQNDQ2my1ael2I/fKJuC/jug6SLAnrsO0AYq2GpCDJMq6s4qJi2oCiotuuWDW6Lrquk+vqQgK2NzYIRSLouk4wGGZ1dVVUJUxMsrW1xcb2FomODq5fu8ba2hrTU1NsbW6xvrGGqevsbG3jOJ/R0ZHi0qVL5D1Y7A9/+EMa9SYvv/Iyzz7/HMsrK3z40UdMTk7y0osvCtrC8TESEgvzCxznBcX9yZMnIEu8+pWvkE6nSSY76O/p9jJDosvq+vUb+P0BCoWicNlubTM8PIyuG+iGQVd3D3/9V3/N/+n/8g84UCTJ5dHDB9SrVV7/+tf40Q9/iGXbdHV1EYlEuHfvHpc9i6frOMw+fkI0LEpvfD4f6XSa3//936daLjM3O4djWpQKRX708Idcv3GDYrHIuXPnOHf+HPV6FdtyWVlZYX//gC9/+cv4fD7ef/9XDA4OYOotfKrCj3/0QwYGBnjtta9QLBxz+fJljo+P2d7eZmR4mIO8mNzT0zOsr63j9wXQdYNioci3v/1tNtbXWV9dbZ9ou7u7hfuhXqdYKPCTxz/iuWefR9W0NhTz+OiY4eFhKtUKmxsCBf/gwUNM02RgaIjBoWEq1RoDAwNUKlVOTU1Rr9VpNhrs7u5SLpcYGhoikUgwPT1NuVzmyZMnrK+vY9m2CBr29JBOpzjIH5BIitrbxcVFNE0jrfno7+ujUipTrpTZ298hHA6xs73N7OMnaKpKMpnk1My0eFhHYhweHrG+sUE218nZ8+coFou88847dGazDA8N8ejRI+LxOF1dXeL3cP48o6Oj7c/b09Mj2hl7etjY2GB+fp69vT3Onz8vskara5w7d57Ozk4+//xzzpw5Q0dHB7VajXA4TF9fX9tiuru7S0tvMjlxilKpxO7uLteuXWN3d5ednR3P1ikLh5Cpc+7cuXZS+9y5c+zu7lL0+HG7uzvtG0mr1SIajbaLy1zX5YUXXkDXdTEUfaLH57PPPiMRj2EaBpcvXyYcibC1tcnq2kq7NO473/kdlpYuks8fkMt1ks1mcByXcCjEwf4Bfp+v3brp92l88slHDA8Pc/bcWSyvcXRkWLRXLi4tkUh2MDo21ta0fH4/0ViMQCCMrMioqlef657kQSxMQxe6iaogSRquKSPhoEjgVxV03UGRQcJFbzWwDUNYi10Xv6bScmyazTq6bmDZDr5AEEmWRceHR50SD14LVfVh6Ba2UxEthqaFL+DH9oT1o0JB1HFbJq5je7BIt92b4/f52geH3wxEilyJ5q2QJBrNprdmE7eTk0OJSMyLQXTy9xuNBqYprLu27bRdYJZjo0niBqOoKoolbjmGrqMbOrhye7g5jtu+rYD4HM2WIcR9D7EiyXLbhuxTFBTl1932DjKyrOJKMrLqR1ED6C2TcCSGbtrIMmg+H81Wi60tkVNCkujqzBIIhEhnMmxubXNcLLD9/vv09vUyPDLC0eERVY8U8MMf/pCpU6fE60VRRb1HKMTVq1e5c+cex4cH7O/vc+Ppp9na3qFQKjE5OclMMMhHH33Exvo6kuPy8Wefcnh4yLmz5xgfHWVtbY3h4WFOnTpFpV7z8P4QiYQ5c/4clXKJd955B8MwGBweZnNziz/7//57/ut/8V9x4dw5evv7sRyX3b09Wo1m+8D5DzZQ7t69x97ePi+++BKZbI7xiQneffc9/uAPfo/FxUVGR0fpSIiSKU3T6O7tIZlM4vf7+eyzzzBMk7l7d3nq8hWi8Tj54yPe/9Wv+NrXvo4kSTz//AsMDPSztLTE1PSMqNJ0XeLxOPn8AcFggK985VVcV2JhYZ5ms8XVq1cZGh4ilU5zcHDA7Nwc9XqDRDJJoVhCVTSWl5fp7u7Gsk0cx+aZZ24QDPi5d+cOT548pquzk8mJMVRVZXFxUUAqMxl+9/e+Q6VcYXd3j7W1FR4+eMiN69fRdZP9/T1s26azM8vhwT5b62ucmpri7u3P8fv8dHV3Ibk2E+OjHB+JU3UgEGD69DSNRpNSsYSkFEmnM4Coqw17wdHtrQ00VWFvb5dPPvmYzmyGA2/VEgwGeXD/kUijV6vUm3XSmYy4lQwM8fjRA3a2tyl7AELTMvjq115lc2MDkFlcmGNvd4dCoUBXLssnn3zC8vICPkXcFOMxUUd8fHjIwuwswWCISqlMOBDEVDWy6Qwba+vYruXt0TVisRgHB3u8/8EvcV2Hzs4cCwtzjI+PoygC+R0ICF1ge2ubeDROIhqjUa/x8OEjDo8EgntwcJDV1VV293YI+DTOnTtHJpthYX6Rrq4eLl64yGef38SyHcKeaKyoCpIElWoZwzAYGOxnc3OdTDrN7vYWFy5ewDBaRCJhMtlOEbYDSqUSFy6cQ5IVbt2+RVd3D7bjEJBkorEEh0cCVX/27DkWF+fZ39+jv1+wxgzD4OLFiyzOz+O44ibc293Nysoq3T09RKNxRkbG2ds7oK9/ENUfQFEVLly+jKqphIJ+NE1FU0GWbIGYl1Uc18GxHXAcFFz0Vg3XlAgGAsiOiWPpuI6JbTSRXRvHNLwbiYQtQcsUnSiO3kB2Rc+8Kss0HQsZqJaK+INBFFloHLIsY0oSjiVaC3EssEFvNpBkhUqpiN8fAM2HoZsosjAkKLLAxhu6gWWaOLZLqVgWIcdgoJ20PwnuCh6W3j75a6qPlmni2A6uJA4KhmXTrNdQFO3X+RLnRBA3Pc1F90jQPmwH6s2WaFw0DFwQrwXvpmHbLo2GLqzRjg2uhOO5u1xJQfP5wbIwLRsJCQcbv8//6wZIJCRZRULGlmRMV8IxHBQcJM2HLUmomiAwRGNRj8LeoN5oCiE9KRpE5WKJ8YkJ7t9/QDKVxjJMioUiwUCAN9/4GdlshnK5jONCMBLl+rPP8bOf/Yyt7S1ejkaZPjXJA0Pn3Xd/SSgUQpFlouEwpUKRTGeWickJPv/0JkkP7vjkyRMs20LxaUxOTfHg/j3S6TTnzpxhf3eXsZERzp0/x+aG0G3OX7xIsVAkEo1i2za/+zvfplopk82kKRSOqbdaTIyOcvfOXSYnJr7QnPjCGsr//l/9c4rFAq+99lWCIXGVKxSL9Pb2EgwGmJiY5OHDBzyZnWN0dITnnnuOzc1N1tfXURSFDz/8kO9+97vUqzXu3r1HpVrhpRdfFAVTfj+RSITj4yMazUYbPFgpV1hfW+NnP/sZ3/3udxkZGaVebxCJhDk8zJPL5fAF/Dx+/JibN2/S399PR0eaYa+o6fGjxywuLvC1r32NSCTCZ599hqaKrEe9XufO7dvE4zG+8uqrrKyts7u7S1dXl2eBjbG3J/hkJxbIRDyBpvro7e/hs88+o9lsks1kmJmZEY2GyTgPHzzk1KlJmi3hNtve3mHHc13E43Gy2U6y2U6SySRv/OQndHaKvEa9WuXG0zeQFImbN29yeHhIyTuN+P1+CoUCHYkklUqNYrHI1Mw0Di6nz5ymeFygK9dFIBDgyZPHFI4L7O7tkEql6Mx14tg2mY4OJEXh5ue3CIXCRKMROjs72d3dpnh0zNWr19jbPyAYivDg3h22t7eYnDwl3rCOQ71eJ+f1TC+tLDM+McHGxgaOY5NOp9r5kGBQONZ8Pj/ZbJaNjU2i0SjZbBbLMPFpPoG9AHTD4Nr1p9nb2yMajQrBcXmBRw8fiK+9s5uyl9wfGBigUCoyPz9HJBJmfHyccDhMxqMbrK9vMDY2xsLCPPFoFMcV/fL7Bwd0d/fiD/hxHNraRCgcolAsMjc3R7IjxfDIKJZlEQoGyWazvPfLX2IYBuPjo+zsbAtEB1Cr1vD7A2iKwv0HD8hmswQCfiKRKJKsMDI2ztbWFn6/j3Q6QyqTJRyJIMsSkWiIgF8DR9h9fX4/suJDVn0oioreqKM3a7i2jtmqEwxoaD4fhmlg1Ms0qiVco0WzWkRvVDBaDVzboFIuYOktWrUaZquJ0TIwTSG+F4pFDNPEMMQDVPP5ULSTptQqpmFhmqLO1h/0o6gaPn9AiPIevkNWVYfHyf4AAQAASURBVEzDxDCaBP0BZEXGNExRwytJuK5oTTQMA82nEgqF2gyuEwfViV5yokf5fD58mq9NHda9ultJlpGRUTQFyzSp16oeoVlC8T6fbnrWXi+LAhK24yBLCiBRrTY8zpiFZVvIiuZ9HkusEWUZSZGRxRWPQEB8HYokiaGChCNr2K6Mbru0TBfTcYnE42j+IJZt4/f7aDaaIsEPJBJJavUGmt9PsqODeDxBLJ5gcvIUP/3pT1FVH4lEgp7uHqamThGLxojFY+zs7nLr9l2uXrtKPJFAlhU+/fRjNEVh2AMyVqtVgsEge3t7FAslLNvm6vVrrK2vsbe9w4ULF2h5WZoTbpwIlZY4yufp7e1leVnQz/t6e9nb36ent5ej42Py+TzHR8cEgwF6e3ro6erivffeY2llhX/9v/3fUS6VqNdqfPzhR/wP/+8//XvnxBe+obzyla9Qq9XQVI2+vj72Dva5PnWqnS3Z2d1hcWmJ999/n2w2Qz6fx3EcQqEQPT09FItF3nrrLQrHx6RTaZqNBrVajXK5TLFU5NLFS2xtbdPd00Wz2RSfSxMI6VOnTlEoFOjt1b3dfDfd3d0sLC6ysSkqYV9++WU2NzeF1nJwQMDvZ3d3h3g8zocffsiFCxfIZDIUCyK1LAqfBrBMkw8++JDTZ8+2taD19XWBF9d1dnd3GRkZIRQKc/78BRqNBj/84ffp7e0VSAi/n0azSalcRtU0urt7CIbEPldkJFzOnj3bLt46Pi6wvb0tiAOZNH6/n5GREVrNJsFgkEAowI0bN9rok0wmw4deoj0cDqMbFleeeoqxsTHmF+bZXN8UOoZpcvnyZQYHhrBMkTrOZrOCuGro1Ks1urq7GRkZYW19k0RS5fj4GNO0vbbMNQqFImfPXyCTzWIYBufOnQNgZWWFxaUlavU6kUiEeCzeDlPm8wfk83kMw+DKlSvcvn2blZUVJienSKczdHQIh1e9XkeVFQ5L+bY+k8lmBafK6ykvlUpMTU1TKpX45JNPeO7ZDiYnJ71irCj5o0NPD1OpVCq4rks2k8HvD3D+wkVynZ309w9QKhWo1Wq4LnQkUyiqgm277QyCT1V59OgRoXCYc2fP8uDhI+peHsrnEx3rgUCAv/3b73P16hWuXbvC++9/KOpsKzXGx8eZGJ+gf2CQWDyGz+fHdmz6+wcwLZMLly56IEQTWVaIhMMEggFUTUZyXQzTxLYsLNdG8dk4jgWaDzCQXZ1Wo4Cp18HScIJBYaGuF2jViiiui2MbyJKLKkOzpeOaJtg2kutiWw542QlVVTz7qwgwqor4d6MliAmGoWObQtdwXcBxsS2TmieMNxo1LNtGkRWvWx5aTrOdIj9JwJ8MjhP8yf8/LfikP0mSRGBQ1TzIo2m3dRdXkpA8rpfjgO31+Zim5Tm3JC9hj5emN9uDQbDBLJHpdCV03cDQTVRVEzRgw8IwbBxAlhDwSdfFJ8v4NA1FkrElqT2kTrSVRstA9gUJhDSO9g6QfT5S4Si6Kb4ucYASoddwOIzPHyCdydJotbh48SKHR8cYhsH58xeIxeIkk0n29/aZfTIr6NXDwzx48IDtrU3Wc50MDg1RazQY6B/gww/eJ5lI8O/+3Z8xMzPFt7/9LVHx3TIEv/DggOGhYdLJFPt7+0ydnqFcLvPBBx9w6dIlbty4wRtvvEH+6IiHDx96ld0R7t+/S61WAyS6u3u4cOEC46Oj+P1+bt++zd3bws2ZSCb4xS9+wcjwMBISua6uLzQnvvAN5dOP3mNtbY1yuYyiKDzz7LO4Xt3rzs4O/mCQZrPFwsIiFy+cwzQMEokEDx48IB6P09/fz0cffcQLzz3P5uYmT548YXp6mpnTp6k36jx58oTbt2/T3d1NV1cXjXqNgf5+Ojo6AIR+kE5zdHQkksrlsqi3VBW+9rWv4TgOqVQKwxB72HfeeYdQJAKOQyQSYXJykv39fY4O83Rmszz99NM8fvyY+fl5DMNgcnKSarVKJBLh448/plQqkclk+PKXv0w4HObho8coqsrY2BjBYIClJUHbDQdDbVT+1tYWAKurq4TDYTpSKTLZDGfOn6PRaLC3vUO5LIRQ17UZGx0lm8mKBsK9PWRFYW19nemZU5TLZTY2Nujq6iKVSqFpGg8ePCASjrXb3AaHBvmbv/4etu3Q29uL5Lj09/dTqVbY3d/DNA0i0QjHR0eMjo2gaX7RwKdpzM3NMT42hm2b3Pn8jghlZtP4/EEGh/rRmy3RoWFZLC0teXiQCLppMj4xjmmanqlgl66uHAcHBzzzzLOUyxUODw+JRqOUSiW6u7rZWFuju7ub3d1drly5wr1797BsGxcYGhphdnZeiNddOQIBH7F4lEqlwtDQEOvr6+zv7xOLxdB1g1defZXj4wJbG5ttAfjGjRs8ePSY4+MjwMUyTS5eukShUGB5eZnBwUFkWRHUg6UlNtfXKJVKqKrK2MS4R891ME2bWq0m3HVbm7RaOo5r0dfXi6FbNHWDra0tjo6OSKezXLx0kVKpRCqVRjcFMDEciZDL5QgHQwRDoTYgUVF+rYE4tkmtcoTsGiiaHxsZTdWQHING6RC9UcQ2m6iahuYXIbd6YQez1cDvE8K93qzTqlWolYrYeguj1aRRq2PoJq1Ww7sVOJSqVZpNXTieTFOc4iWxAqpUKh5qRAFJFjcXy8HxLMa2bSN5Vl/xc/VQKD6tnRGJRmNIEm2A5Ek/yomwfjJMAFRFaw8boK2NybJMS2+ie0ytkxS7brQEeqjRbOdFFEXFcmgPK0kWZ2KR/HewTNcLRWooqg9dFw9/y7KwXMfTSyQCAT+aT0VWZBxHcMoc18VyXGTNj+XKNHSLluUQCEc4PC4Ke3cohKASy8TjSaLRmDiwOA7bWzucPX9efN6WwdWrVymWSmQ7s6iqYJYtzM/T19vH2toalm0jyRKRcJTl1RVuPP00k5OT2LbNj374Q6IRQRvv95yf3d3dVCs1FpeXOMjnOXXqFJl0ird+8Qu6u3o4c+4s2zs77O7ucunSJUKhIKFgkM9v3iQYDHLv/j1OTU2AC79895eCNDE8Ql9fH9FolB//5A1OTU0QDAZZXV3D7w8ydWqK3Z0dVlaWefOdX/29c+IL31Dq9Trz8/M0vRea6wpYWiqVQlVV7t25w2uvvcbQ4AA+TePnb77pPRSGOXP6NJIsC7LrYZ5wJIxpW8wvLBAIBnFxCQaDzM/PUygUGB4eJtXRQSwWJ5VK8/jxI5aWlohGo8TjcSYnJ3n0+BHVugBK7u3t0Wg0SCaT1Go1UqkUXV1d3Llzh+vXr3P27Fls2+b+/fvs7+1yfHxEsqOD/NEhwyPDojVy74DDw0Ns22Z6ehq/38/+/j6KotCZ66Jjd5d6vcHCwgLDw0P4/QFCwTArqyuAy/nzF9rJ4d/7vd+jXC4zNz9HJpMVqJG9fRKxGCsrKzQaDUrFIgtz82SzWTo7O+np7hbBTdtmeWmF40IB27JYb20wODhMpVzGdSUsy+Ldd98VonkohE9T6Rns5ey5c1QrVXZ2dnj8+DGpdAqAg/0DLMtEVVUmT01iGCazs3Pem7DJ7OxjpqYmaTT6+bM/+wu+9OILXm1wmUcPHxIIBDh99gx9fX2Uy2UeewTfk0zG8PAI5XKJWq3OrVu3GRwYoKe7G9dxCQYCrK2usLqySrPZ9FxeC1SqVdLZDI8ePWZ9fZNLly7TaulUqzXC4aw4CbdabG9v4/P56Ojo8JAsB9z87DPOnDnbpg1vb297lcISuVxn+/V5fHxMMpmkx8OBNxpNGvU646OjNGq/pus2G038Ph+zs3NMTU2xu73N9NQpRkZGuHnzJsVikYH+Afx+BceFy5cvs727RzyeIBSJEu9IEQmH8QcD7QdlJBxBkSSPPyUsvaqiitOx2cQ0dGQcTL2BYxkgyZi4yK6J1SrRqh6jSA7NpoPtb9BqNTFqBWzLRHFtJM2H7Lm8HFPHbDWQHVfUr7ouzslKptlClUVnienpKoK8K/hYPs3XDhrKsmhEdBwDbBfXsTGMFn6fH8e2hCCP17Hueh3zPh9Gq4XtOu1hcjIQLEuwtECEBH1eCZft5UdO+uNFkt1GN3SBO/H+/SRoaBgGpkf3NQwTXEuspBwXy3KQFfEzt20XXTdptRwkCSTDFt+L5AoKvSwjOS7g4vf7xI3LAz6K1LyNK8siNoOEpPpQ0AgGZBpNg2Qy7THD+HVlQv6QWr1OIBAkHo+TSqXI5/Ok09l2zXcuJ3qkCo0S6VSaTDrTzjn97Gc/48Kli5y/cI5gKMjk+AQHByLhfunSJVqNJnv7u6ytrVGr1fj5z39OtVLnlVdfbod+C8cFcdgyWvj8ft5//0MmJsbY399nZGSEhcWlNh08nUnz+ee3GBkaZmZmhvz+AVevXqXV0jlz5gxjY+Ns7+5ycHBANtvJ5OQprl69SqlYxDD0LzQnvvAN5fGD20iSxC9+/gvOnjtLR0cH3/ubv+HMmbM4ji36Li5dIplMEvQHmJic5NHDh+TzeSRZIhwWVrqu7i78fsH8OgnW+P1+EokEP/7xj3nmmWcYHhomHAlzfHREqiPFhx++38amnzlzhp3dHfr7+7n5+ed8+7d/m2ajwZ/8yb/l8uVLTE5OUfYqOWdnZ5mYmKDRaNDf389h/pC333mLy5cvc3iYp7e3j1OnJunt7WV7a4fObJalpcV2s2Emk8E0TWKJJENDQ9y6dYtYPE4oKJr3Njc3SSTi9Hiaj6kLJ0q9UUeRxfV9ZGyM9z/8iIsXL4LjsLKyzMcff8T+3iH/8l/8M2ZnZwmHw1y+eJFavc5xocDh4SFLS0tcuXKFO3fukMkI8X5qaorV1VWBYLAspk5NMj4+wcLSIt3dPfh8/nYZVaNRpzPXye6OcEXVG1VGxwRepFSqkEoluXPnDnqrycToKIVCgUKhSLFY4sKlC6TSqXaBWbPZJJsVWHZd1zk6OqKvr4/l5WU6OzsZGBhoB1VxXCTEmy4QCFAuV2i1WoyNjbK9s8Pc3BzdvT2Ew2HW1tbo7uqlUCjx1a9+ldXVVQyjRWdnhjd+9galYpFcLsf1GzcoFApCtN/Z4/r1G6iqSkdHB++++y6yLHPjmafRW7rH9FL4/POb5A/yRMIRrly5zOeff45t2Vy4cIFoLMZB/oBkIumRbH3k83lc1+Xw8JDTp0+zvb1NKBSiXK5QKIrVY0cqTTSewHFd0uks8WSiHQKTJdk7VeueVqSiKkIkbjTqaKqMYxu4tgG2SbNewbWbyK6L3qqjKRKmXkdyTGxLR3Js9JYYjkaridWq4roO/mAEny8IrkOjUqKY38MxDWQkmo0WjWYLXW+16cWVap2Wbgg8idf9YZqW9zAVlc31ZkOgSlQNXdc9h5XZvk0ETmzBjoPq3R583i3EdRHd6iB6VLyA44nDyvUQKuFwuN1/cuLYcl1xkPT7/bgSGLrgaUngAR4tWnrTGzA2pi5MAC2P2+e4YlVn2w6GbmI7LiCjG2L9BRKqTwwO13VFSFOWxfpPU0ACyxVDBkD1B2iaDqovQNOwsSWFUCSGaTmEQmHPyWYCLpqqohuiCjsQCKKpGr29vTx8/IRgKMypySnGx8epVKrkcl1MTp0SVeg+Qbze3t4m15XDtCwODg4YGx1ncnIS3RK/p/m5OWRJJhaLelkcU2wKkh0kO1KcOXdWrNCPDqlWKpRKJfyBIOlMhkqlwu3btz0eoMLp6Wls2+be/Xs8nn3C5NgY2UyWaCTiQXpLPPXUNUKhIKVKWZiYLItardZm9j16+JB/82//ATWU//Qf/iMvvvgiQ4ODBP0BUskOAn5x/R4bHUWWZGq1GnqzxYN796lWq5imSTAYZHt7m+WlZXp7e3n33VmeffZZ9vb2PG0iRCAQoLe3l1deeYXJiUnu3LlLNpulw+MvnTl7ntnZeZLJFCsra+S6O4lEo+TzeX78o5/w9NPXCQSCzM0tcHwsvNRdXV10dnaiKArz8/PCcmhaxGMJ0h1pYrG4x8P5lEAgIPSVUkmg0AvHbSpsvV7n408/46WXXiKRSKBoGt0el2xnZ4fx8Qk6OzOsrq7i8/no6+tjfW0Nx3bIZDPcuXuPUCgkwoCKwuDgIOPjY9y7c5fFxUW6u7vZ3t6m3mxSrdVYXl5mZUUUOXV3d7O1tUW9XiedTns2YNHDXiwWeXDvDpFYhGAowMPHD0ilMoRCIa9aOEg0GqFSLRNLRNne2uLhgwdcvHSZU6dOUS6XiIQj9OS62N7epq+vj3Q6TblcZmVlmUJRDDZZljlz5gz37t0jHBY1w4eHhwSDQQYHBz2agdiJT01N8eTRYw4PD5mYOEW9XqdSqXowxBKRSJSZM6fp6enBtm1BKj7Oo6k+8vkDGo0GrVaDUNBPLBxhf2e3HaDN5XKEw2FGRsZYWRZ5mmw2SzAYpFQq8R/+/C/o7OxkcHBQ1AfrOlevXhHoDxkajZp3WpeoVstMTIwhyzJrqxtsb28zMyP6KUqlEgcHB8Tjca5cucLAwKA41UsSy8srSIpGJtuJqmmEwxECgWC7B8R1XQK+ALas4NqWSLC7JpJrYLZMcE3qlSKaDLJrY5o6lqnTKB2hYOFYwmaLLGGZOq5tYNSqwnnl2iiqhirJOKaJZZrYpinS+ZIkQoNekZUsS20ooiyDpspIkgaSuDlIiGdoIOBDVlRkU0VSXBRF80i/J53verve9ySseLLqOinAAvBrKoZpoXs3C58H6FRVpT1Y6vU6QDsjcgKFlL0WSNsVw0vzaUiujK6Ldaum+pCwMA0Hw7RwXQlJVjAN3UOr2EjIKIqGpEiYhgUuKIq4QSGB4Q0vXJAUQSW2vaHnSjIuYkVmOiCpfqqNFi3DwrAdCuUaqXSGal2YYXq6cuA6JBJJdEO0ZDYaDUKhMI7jcPnyZRRVpVwSVcrVapVstlOYP7x210a9LorMNI2e3h5RDbG4RCKRIJfL8enNzxgbH2d9fR27IAwk2WyGJ0+eEI1FOdjfo1Ye4sNPPqZwfIxlGrz22mvs7e4TCYfbVSDi9qnwN3/7fZ5/9hlGR8e4dPkKmUyGhfl5lpeWSKUyHB+XRM6l0eCrX/sa9+4/4JkbT4v2T12nUizREUt8oTnxhW8o/+qf/6+ZmJhoT66RkZH26SKXy3F4eMj3vvc9KpUqL7z4ArlcjgcPHjA+Nibw54kk3d3dvPHGGzz77LPcuXOHSqVCT18vnZ2dpFIpXMfl4CAP0BZIOzs7OTzKt6svTdNkdnaWa9eusbCwQEdHB7FYjGQyiW3bfPrpp/T39zM5OcnOzhalYol0KsXCwmK7GS4SiTI1M02hUMDv9/O9732PV155hR//+Ef8/u//Hs16g7W1NRYXF8lkMoQjUa5ceQrd0FlcXGzj1mVZJhIRA/Ek7FWpVLAtW/RPSBLdPb2MnzrF3OwsEtDVlePf/U9/yre/9W1UTxw+yV8MDg7iSnB8LDI1/X19bG9tc+/ePa5evdpmIj189IBIOMynH3+MLxBgYEjg/Kemp5manqZWqwlXyO4Otm2SSqV5/733OX/+oiDuxhO0Wi2ODg/RVAVVhmw2K7pcbt0iFInQ29fbRte3Wi3y+TyNRkOcQgMBgoEgpWKRK1efouz1zVfKVUBCVRU0zcfe3h6ObRP2BmoymSQUDqGbAgW+vLzMwMAgS4vLnmVURlVkZAkSiYRgFnn5ItM0+cUvfkEu101HsoOenh56e3tFe+PqKrs7W0TCYYaHhykWi9y+fZvJyUksr27YNA0c2+bo6JB7Dx7y2//oHzE0NESpVCIaifHo0WOi0SgrKytIkhB7c7ku4vEEwVAIfyBAtjNHsVCkM5cjloi3qxw0VaTCxXpI2H4NowmO6HeXsGjUyiiSTbMmWhQ1RZzArWaNVvkYy6gLwGIgJJhRloFkmzTKBaxWC1lR0PwBfIGQwIU0W+iNGrpeR7JtVEWh0Whi245AvNhOuwDLcUSXuutKIMm09JZ3shcPTdcVEEjLdanXf307OblRtFdXnp7ymzpH0wMVhkICG295db8n6BZNEzQBgcJ3sS2hnfl9/nb5GdC2/4aCQQxD0H1lWQIJbMvBshwqlSq6bmDbQu+yLRvbdpFkGUlSkCQxwGxHoGYEZFXGsH4NoESSsBwbJBnbOyhIsoyq+TEd8AfDmJaD5YibSq3eIByN0Ww0aNRrRCNRJFx6evuo1upIskwikWBgcICAP0g82UGhWGRhfomxsTESySR3792jv7+fCxcusrOzI153xRLxhEAdNRoN3nzzTTo6Uly/dp2//cH3+ea3vsUbb7zBxOgY165dpVAUgNlqtYqm+VhbXeMnP32DiclxXvzSC3z44Yfs7Ozw+m99E9txiMfj/Nmf/c/4/T5+93e/w82bn9LV1UVPTy/ZbIbjw2Py+QO+/7c/oKsrRyKRwDRNbt++y3e+8x2mpiZZXl6mUCiQzWRIp1P89j/+J3/vnPjCN5Tevj7eefddXn/9G/T19+PzafT19VOtVqg36qytrzE3N883vvF1stksyWSScrnMu7/8JWdmTlOtVGk2mzz//PNkslm6u7v5wQ9+wPmLF+js7BR1sovL7U7okwfK6NgYkWiECxcvsre3RzgU4v33P2Bvd49v/tY32djcIJvNUi6XuXXrFt/85jfZ3t5mbXWVvr4ecGFpaQlJgqGhQTqznXx+6zafffoZPr+PmdOn+d/8s3/G/Xt3sSybpcUlhrxMhN8vaoJffeVV7ty9gyTL9Pf3UyoVWV5eZnpqmkLhmHBErG9O6jqXl5aplMs4jsP0zAxra+sMDA6wuLhINBrhxo0bVDzrciAQaONWYrEoA4ODdHbm2N/fY219g0q5TF+/SL7bltCuEnHhGHn55Zf52c/fRAJef/11gbuwLFqtJpVKmVazwfLKMsNDQ8QiEdFK58Lx0RGbm5v4NJWLFy5gGi1KpRLBoNgFV2o1IdqPj1Mqldjc3CSbzbK+vo5j22xvbePTNHZ3d0l0dNDV3c3BQZ5GXQzFE5dcuVzmxRdfpNVsYpgmt27fFtRTn4rj2hSKBXp6eggGA2xtiptYOBT0Tq4Sh4eHvPerX1EsFAiFw3R3d5PLdePYDgMDA2xsbDA3N4emaVw4dxZNU3n48CHHhSKO61IoFAkEg/T09HB8fMTOzg6rawJ7L6zG69y4caPtuqvX65yamqK7p5elpWV0w6BarxONJzg1NU0oFCbX1Y2EhOYTOpKhN1EkP7ZlYUviIW27Nq5tYhmiAMunSbhmg0azhmM2cC0DW5axLBOjVsJoVZBssepQFbBcG8s0kGwLq6Ujuw4yGrZhYbktWvU6htGiXq8KQVzTUFQVVRHrMtt2ROZD04ioGo4LpmmhKCqO62J4YES/P4RqWRiGhWHoSA7C/aSpWLbjOcVU0Y3iiLWTz+seOWlSPNFf2uh5RcV2HCQkT2s9CRl6NxBN8waIjqLIgHDeeXAAb5iJAWg7tjdUTuzGsijMskQ9r+MIPcixwBV3DizbBclB8YaVZVuomoIrSViOgyxLaP4AkqLiCwZxFY18/thrbNVomTY+XxBVlts/J1mSSCYT+DSVSDiCpqrUqlUxiBQZw9DJ5/P4fQEqtRqBYIh6o85x4ZiBoUFeffVVbt78nMPDQ3Z3d9nzUFE7uzvcu3ePiYmJdovr22+/zeHRETdv3hRIHFw+/Ogjuru76e4WTa31mqjufv0bX2dmZppwJMyXvvQlz105ieIx6V5//RtomkYoFCSRSJBOZWjUG8TjCTbWN3Bd+OP/4o+xbYvd3T1eeOF5Lly4RLVa5d133wNXFInt7u5i29Y/7ECRFZlnn3uWgcFB9vf36ent4dPPPm3XdHZ25sjlcoRCIQYGBkgkErzyyiv863/93zAyPNLu95ibm+PWrVv09Ig9+ubGRltTicfj+P1+dnZ2+Pzzzzl//jyLiwt09fTQaDUJh0LkDw4ZHRlF03x88MEHJJIJ1tfXmZiY4M6dO9y794A//MN/iiLLfPjBh3R3C1jjCy+8wMH+PsFgiJGREVZWVuju6RZFXKpKuVzi4sXzmKZJPB7nD//wD/noo484Pj7mwYN7onTqyRO++93v4tNUbNMkf7DPxYsXSWcy3Lt/j52dHbq6ujh/7hybG5uk02kCwRC27eK4NqdPnyYYDGJbNu+88w65XI6XX36Zg8M85bLgDb311ts89dTVdlq3p1eUX0XCEf783/970R+TjPPSi1/CtW1y2U4G+vs5OjwkGosRj8fZ2tj0ipQktje26Mp0Eo9FOT46xLRt9JZJNBLGdRxWlpeo12ttgmksFiMQ8DM3v8bMzAydnZ1omsbiouh9P3f6TBscWa/XqTWarK2u09vbS6AjSD6fJxaLkcvlyGQy2LZNwBtUJ6TqTDjF+YtXqNVrPHr0iOPDY+bnZolGo5hGmNHREfEG9fv50gsvUK2LxL3f72diYoJWs0W1WmV2dpbj42MuXLhAoyFwGp9+9hmDQyMMj4yRSqW4c+cOfQN9+IMBytUqv/uP/zFvvvmmdxIWuO+OjhQ9PcKrH4vFaTabXLl8hZZpkD88EiRbx0WSFeIJUXkcDgYEHgVViNaGjoUtHrx60xPNW9hmE8t2sfQ6tt7ANurIjrAMt/Qmti6yJK5rI0sKqipjmzY4Nq5lIuGiyoqgGPs1zFYDo1mnWinjuA5IEAmHwRWgxXq11m5CBAj4g+2Vj+O4mF6uyHFdQqGQIO+6On6fRrOpo8iiR13xqSiqRigUpl6vY1kGhmFi20677Mp1hV52sg4TNxL/b9QJW38H+HhS/asoCpIiiWS790dRFPSW0G9AOM6EC0wGHG/omUJLMYR9WPw9DRfJAzk64nbkDSDbc1E5vzH8LNvBsA1kFZp2E1sysCSFYDDqofNdfP4A/oBf1Bv7hGvthAJgOzZYLoqs4A8GcF3Y39snf5BnanqGra1tQuEwzz//LKVSBcuy6OpKtqGo4pm2SEvX8XslZIqiEI/H+dM//Z/o7e3h+S+9yNHREb/1W7+FruvEPZzUhx9+yNjYGK4r6gQEyfsJo2Oj7YhBs9ngyewchmFw4cIFcfNzXaanZ3j3nXdJJVNIskRHKoVpWeim4Mp19fRQrdVQVZlms8HLX/4yBwd7bG1uCsxNo/GF5sT/ghzKq94v1OLnb71FOBTixvXr9PX18dlnn5FMJPnWt7+FqgqU+tzcHOvr6+RyObY2N2nU6xwcHHDlyhV6enro7+/nD//wD9ENg9XVVQKBAPFYnFAoAghL3uraOi+/+jKaphGOhLh7+y6NmkBBn6yd8od5nn76aWzb5vd+7/f4yU9+wg9+8EO+8fWvEYlEefDgAWfPnGH28ROOjg6JxQRzK5/P06iLLEy90eDTTz/l29/+Nqqi8vbbb/Pyyy/T29NDtVLBtm2Gh4aQJZnvf//7XL96lfW1tfYpSFB3M6KvxbZRFREc29hcJ5PJEQqFKZaKnDl9mmKh0A7yXbtxHUkRDrqTFkZJkigVi9S9lVlXVxf1eh3Tsjg1PYXf7+fihfM0Gk3K5SqFQplEvAPLtskfHmIYFgMDg+QP9sF1efbpZ9ja3MBxHRqNFprPz3FBBCYH+vvZWF/nV796r629yLLMwfY+B3v7LC8vtwOL/Z6FW/VQGvV6HVX10agfc+fOHYrFIv39/R4UskYsFqOrqwtFUQDxPZ4+fRq91WJpaYGjXxzy9NM3kF3QWy1efvllYXMOhQW9NhBgYHAITdPY3t0h2dHBw4cPWVpcpNXSRbOjzye0r2KRjz74ABfYPzjm0uWnmDx1ilK5hC/g5yB/RE9PD6fPnGNzc5Penl7KpRKNRoOORJJquQKuxMjIKKFIhCezc8STKYaGRujM9bCfz+MLBNsoklg0Sr1WRVMVNFVClcGWXYxWHSQHy2zi2iaSY9KolpBdG9tsobg2rmngSg44Bq7ZxLGF0CuQJjL1ek2I5raN3Wrh2DaWLIMkI7kOrUaNerWEqetofj9IEhIKzWaDUrlKq6mjaqrniJLQVMdjMulYlni4BwIBWnoLSXZRZAmfqmLi4ro2oaAfx3Xx+bzud0Mk8v2BIJqioXvrMKB94ziBO/7m7QL4O5mUE4z9yaA7cXkB7aZG2YM2gozjusiKgD3altMmJsuKgqZJ2J7obtuuQBwjoyhg2eJ2dDKkXAlMw0bRNHGjQcawHCKREJovRKXeRFZVbEdG03woiuQh6sUACgbE2iwUDGAaFrVGnXQ6g64bSJJwiQ0PD9FstlhbW2Py1Cl8ARHq/f73f8KXXnye/v5+bty4QalUYnBwkL6+Pj7+5BMmT50ikUhweHjI8NCQR1kY48zp0zQ88O7g4CAra6ssLy0xPDTouTif0JXrYmNjgw8//JDZuVlKpRKWZTE0PMy9+w/I5YSV/8QS32g0uHTpEgP9A7z97tucP3+eVCrF1PQUyyvLfH7zc5KJJFMTk8zPz/Per35JIBBgZnqacCQisDL/kANlaWGe7a1t0pkMqUTc6wsXzXmlUok7d+/w2mtfRW/pfPLJx1y/fl20Ef7Tf0JntpPZ2VmGhof4yU/f4A9+//e4+fnnTJ06haLIlMpl3n33Hbq7eujq6mZsdARVVbAsE01V2Vhf5/joiGK5zNjoGC+/8mVCoQD37t7DMBzu3rnN5MQkPs3H008/ze7uHtFYDNO0uHT5KcJhQULt7unFtCw0v49YIs7m5iYD1QHyBwd0d/Xg1/zEEwLbrOs6v/M7vyNQJMfHGKZJrVGjWq1wdHzE9evXuX3nDqVikcuXL3Pn7l3eeOMNvv61r+HzaTx19Qp/8id/gt+/zD/6R7+LpqrcvXOX3d0dnnnmGTFw1jcYHx8jmUgSj8U4OjrC7/eR6khSWjpme2eHq09dxu9Tefvtt3jjp2/yL/7lf0UwFOIon6dYKuF6b56uXI779+6hqCrjE+OkM1lsyyQWi3Hv4QPCoTC1eoNMKNJeMQ4ODRFPJEilU6yvrbG4uMTU1JQ4kdsOzXqj7cqJx+PCnl1vMjY6SqvVYmVlRWRzxkdZW11lc2uDwaEBHNdmYmKCUqmEJMlsbm7y7rvvcuXyZer1KsVSCVmRWdvYENbbRAexeALHcfD7fRhe3XGhUKSjI4ksi6KmM2fOUq83GBgcpFKtEY9F2/07HR0dRKIRzp8/y5Mns+QP9hmdGMfv02g1mzQbTWzHFlpPLE48kSASjQqXj6ywf3CAaTl0+YP09g2wvbtPd+8g6Wwn/nAY2wvzVasVYpEo0UgIy2zRatTw+1Q0xcVqNXEsHRwL22iAbeKadYEosQxcHBzHBMnFMnVM22jj3oWVV8ExDBzTBNfBsnThUMJF8gZvo9FEN0wCoaDAuDsO9ZowwCiyJFhUjoNtWV6JlsCPiJOwRiAQwLJtLNOiVqmhakJAb7Vaba1LksWDXDQcum26gaoogEq92WyL7Sd5E9M0xXDzmhUdx8H2bgYn/5zYgU+sys4JT0uSvHWWENQ1zefpJi6WZaPrIlPj2kKEd22BR3ElBcO2sUwT0wRNBUX1Ko01FVlVsVxwJQ1LkjEsC18wiCTbaIEosqLgSjqyJMr+KtWK1+go7N6VqsCQyLLshT9dr5xPwh8IYNkmGpBKiTqDUrlMIi4K8I7yRyiSzVH+gJuffoJu2Dz33LM8eHCfeDzBl19+mQcPHvDJJ5/w9I2n+cmPf8J//S//OYlkgqWlZeqNOtlMmvzBPp/fvIlpmuzt7lCpVASGKRRgeGSYYDDExvoGqqZx7epVrj99g0uXL/P+++/zwQcfEgoHuXbtGtlcFlVTkWSJV19+hbm5WWZmREf9hx98QK4zh4zAEoVCYYaGBrFsG9Xv46133uL61WtcunrjH26gbG9tUCwWKZUKtJotmo0GTx4/4cLFi5w9e5atrS2Oj4+IReP4NI033/wZX//GN4hGo8zNzbO1vUVLz/CNb3y9LVLt7OxwfHzE+vo621vbZNJZnn32WeYXFhgfG2VxcZGPPviQM6dP09vVzd98/2+Jx+OcmZlG13WeefYZ3vjJT+kc6mRvb49IJCqaBTNp7t27RzAYwnFcevv66erq4uBgn3K5TFNvtYXvfD7P8NAwW5ub/PSnP+Xs2TN861vfwnEcbt26xe7ubrvMKRwJ8/rr3+CzTz7F0HVOnTrFg/v3CQYCPHrwgJ2tLf76r/6Knr5evvXtbzI5OUmpWKZWrZJMJpmdnaWnp5ejo2MCgQBzs3NUymWuXLnC0dERsWiUjbVVFufnMQ2TB/fu4fOpjI+NE4tFGRsb4datz7Fti1yui96+PlRN44033mBwYIBQMMjC4iKO43Dh4gWWlhdxAZ8/QLlcQ1F9TM/MEAgEmJ2d4/bt22iaSjAYotFqMTQ8zOjoGIuLi+i6EGOnpqbY2Nhgf3+fQCCA3xekUCwxODRIvVknHAoRjYW5dOkiCwsL7O3t0tvby+bmBoZpkst1MTU1japqZDsztFr19sOkXq9z7vxZdnf22d3dZWxsjMOjQ3yBIHMLi2yurzM4NEgkGsbn8+H3+VldXSeVTjNz+jQP79+jXq8Tj8fpznXi8/nY3Nzg7JnTNJtNNtfWqDcbzM3OEwwFOXvuvLD/ptM0W002trZp1OoMDQ3T2zeAYVocHB5z5sw5USUriUbBTDqFYwkdoF6roLfquKaEIjuosoNlNgRKRXFpNhrorTqm3sCnSrhGA8lx8Ksioe66NqZjeQ4pYVlVVBUZFUUWSBPHNNsAx7ajyhRrJNtx8QfDKJoop1Nl2esKcVE1lWAwQKulE/D7aeq6SJbbFqqqeSdwT0yXZWzLxrJbbVuvz+fzhpsrGklVxWs0hIA/ILD3tiVCmpKHe/cyaUB7cOBV8564fU46d06CjCd/R5J+gyxsWu3halkmiiRwKqJd0Ydl6d4NUcOyhYNN9Wv4JT8uBoGAyPm4uCDL2K4DMhi2RNO0QIZa3WGkJ8NBPo/pgl5voqgqAU3DdS3isYgIN1om8UQMw2wJLL6o9hI08orgxp0MTwmFQrFIPB5naHiYWq3OhfMX2NzcZHRkhHRHilq1yubWNhMT40QiYVH5sb9PuVLBNE2WF5col8rMz89zemYGn6ayUyxy+dIlAdhUVarVKtFolF/84hdcuXKFiYkJDg/zvPLqKxwXCvR29/Dw0UNqNdFu+1uvv8758+fZ3Nhga2uL6WlhQjo42KdUKBKNRvn85k1u375NNpulp7u7jXiKRMJ0dnZSazYIBAMMj4ywvbP9hebEF3Z5/em//e948OABjut6rX89nD17lrNnz7O3tyeKkUplBgYGUTWFhw8fMj4+Tjwe56233iGVSoqQTKnE8PAwe3t7GIZBd1cXR4eHKB5p88yZM/z4xz+ht7eXc+fOCY/22BihUIgnc7O89/4HPH39KoGA6I5YW11lcnKyvQ9HFtfqYDBIf28fhVKx3T2+sbHB4uIiz7/wAvVajcPDQ1RFoXBc8PzltDvubdtmc3OTH/3oR/zO7/wOI6Mj2I4j9KOubjY3N6lUKuzv7zM4MIBpGNRqNQaGhkS+orubRqOG68o4jksqlaLRaDA+Ps7i4iJHR/l2+9/FixdRFIW3334bHIe9vT2+8frraD4fd+/eZXNzk5mZmXbnxPzCEi99+UUCPh+maTI/N0cwEKDZbHJ0dMTlK1dAkggE/ewfiHCmY7mEIyGWlhY5e/Ysqqry3nvv8eyzz4oCLr+fdDpDd1cPOzs73L9/n52dHWZOTxGNRnEcR5SelQSePpNNEwgE2N7cpKenl76Bfh4+fEiz2eTw8JBsNkssFvO0jwDhUJiNzQ0URWZxcbHNKNvbPWB9fZ3+/n5isRjNZpOu7i421teJxyIk4gkkrzlQlhV+9KOf0Nfbx5kzZ/D7/XzwwfskknGwnXZI9IR48N6vfkUgFGTv/8fafwZZeqbnmeD1ueO9Se99mazKsii4ggca7T3ZbJIiRe1Qo5F29odCWv3RaE2EZkYzs5qNnR1qNVqKlMRpke3I7kY3Gg2g4FHeZmWl9/7kyZPHfv7bH+93DtARG0H86IqoAFDIOnky85z3eZ/nue/r3tpla3uLF158idHRMQyjQTAYolarEwgEcB0PRROzeNOyyefbyOXzxOMJVFUmGNKIRaK4joPnWjTqVQFplDwcR3QklmWieBZGrYJl1rGMBiF/54HjICPMgpIsoIemURf+EVmcoq5tIyPhOS62ZWFaOpLrosoi/lZviGzzpvrKwUGWJIFW8Z3geqOBazvouoFumDieh20Jt7tl20QiUUKhkJ+AWvKDpoSnJOBzuyxL7EkOj0p+OFsNCXEBqFQruIDlCPluyxBp275h0muxu2zHAfmTXUtz9NmkGwC/Fqwl9jFyCyj5ySLfw/VEeJZp2liWA64wMcqqCrIKnhhrSZIYf3kSuLIEmoakhajqpn+xChONxzg8LJFKZ/xRmaBweJ6DrCjIkkIgoHLox14HAgFqlSqyrBDQgpi2RTKVxnYcYare2mmJgs5eOE8sFkdRVGq1moBU1kSu+9r6Cql0htOnBT07nkwyOjbGtavXSSeTFAqFljgkm80Si8Xo6upqof7n5+cZGxvDdV3eeOMNRkdHSfgxCYXiAdPT05w+dZrXXnuNvr4+Lj/1FPPz8xwURF7S4WGRrq5uPA8ODw8Jh8MtFeeTTz7J8vIyruvS0dFBoSCSXds62qlWK4yPjfE3f/3X/Kfv/eA3V1D+1//X/4ht2Tz73POtW9PDhw9b1FlVFQlu8/Pz7Ozs8OKLL3J4eNjCijuOw+rqKrGYiJ1s6tWfeuopenp6uPL2FUzL5NjEMTY2NnFsm+3tbV+qGGB8fIKV1RXOnBW3zEePHjE2NsbC/AKlw0NfgtpPJpelr78fx7ZZnF+grb2NSrWKbds+tC8oWFWGwfe+95f81//Hf8T62hp7eztMTU21RlxNPPvi4iJPPfUUH370EWfPncW2bRbmF5ibneXevXtcuHCBwYFBTk5O8qMf/QhVVRgeHhY461yWe3fv861vfRtN07hy5QqO43D8+ATnL1wgGAxy7+5dYrEYGX9HcP/+fU5NTtI/MMD6+jrLy8sUCgWmpqaYmJhAkiTeeONXjI+L/PWrV69Sr9XI53KtN4Bl24T8vPJqtUpdr4Mn0NXXrl1jYWGhFZF74cIFcUPxA8uSiVQrZOntt98iFo/Q2dnJ0tKSnwkT4ODggGeeuYxp6rx75T0CWoB8WxuhcIi9/T3W19dRVZX+fqEG7Ovrw7Qs7t69S1dnN7dv323tVJaXlgU0z48szWQyHDt2jFu3buKYBoelItlslngiTjQaIxgKc+3adWKRmH8jrJDNpFlaWmJoaIiuLlHsE6kU+/t7yIpKd08vt27dYmxsnIXFJS6cP49tO2ztbBMIBIlGYlh+Qcrl8miaSkNvkEqlCAY0bMsgFAzguTaeY+JYBrZtYJs6Eg6WaYDnIrkWZqPqj70cAqqEYdTxLP/Gbdt4nqBee66NbejCyC1JWJbRCpHyXFd8LtvBNk3wXEzDxvVcZFX2pbceAU0TH+uIGbnwpthUanUsW7jzDcMUXU0oSDwuvFf7+/utsVRzme6CvxsRAVieOGtpNBoYpo1lmtRqdUFF9lxULdhSXzUzS5rL71bRUD6RBTcLRbMzaXYpzeNH9tMiNVVrFR7Lh1o6LjgOuJ7kmyXBcT1cx8OTFWzTxnWFydD1QA5oqKEQrqwiaQHKtQauJ5HKpPHw2Nkt0NPTSUALcFAskkgIMOnBwQHxWJxUOoUsy+zs7Agfju203P/JVJpINEZD1+nu7mbFh592dnZyVK7S0dFBOp1BVlSikQgHxSLhUIjFxQVRZFyH7e19Tpw6STQSoae3l4GBfgKqxtzsLLdu3eLYsRPcunWLr371qz4Z+2zrexYMBrl77x6BYJB0Ot2Cqnqex9raGoZhEItEePPNNwkFg2iqYMll0hk+vnaDXD7PE088gWma7O8XuHHjBn/4h3/Ae++9h67rtLe38Wh2lnw+R769nUgozNWrV7l9+zYfXbv1myso/+yf/J+YnDxFOp0mEBDkzNXVVe7fv8/Zs2cJBAL09PTwwQcfsLu7y+c+9zkkSWJtbQ1JkohEInz88cd4nodhiJn8+PgYMzMzLXXX/Nw8ly49TigU4tHMDLZtk0gkUFWFEydO8MMf/RjJR2xsb2/T1tbGyZMn+cH3f8D58+eEMigUYnh4mCeeeJz33n2Pe/fvoesG+Xyes2fPsL+/z+HhIceOHWdvb49KuYymqXR2dLC4uEilUuHMmTO8//4H9Pb2YhgGp05N8mh2lt090UGFAkEKhQLJZJK5uTmuX7/Jc889h67rlEqHvH3lXWRZ5u//8d+jXK5wcHBAKpXi4cOHPP/88+zsbNPe3s74+Dizs7MtB/qZM2fEaC0qWs5iscjq6iqpVKplBuvv72dra4uPP/64dYMxDANT1wVC3DeL5fN5NjY3xYuko41gKNgySr7++uuEQiHa29tb8aOyJLOwuEgykSSVyiBJEltbG2SyGSzLbBW3o6Mqf+/v/SGzs4/o7u5ioG+QpcVlkUrX3Ul3TzdjY2Ncu3aNDz54X6TFVStsbm9xavI0bfl29vcEsG5wcFDw0KJR2tra2NzcbHHKFEXGMnTu3rnN6798ndHRUZAkUukse/v7ZJIZ+vv7SCRE/rppirCn5o2uVCkTi4k3eiKZQgsEWFxcoqEbZDMZtrd3OXHyFOl0hmQqTSAo6LeBgEYymcD2sz9sy0DyHEIhDctsiOW65GKZBralo0h+toiuoymg18o4toXsOXiehSKB7Am+WL1awfVswqEgnmuD7fiGW4t6vSbYXaqKJImQLM92wHFxbOEMt127hXeXfbCh57i4jtMyDjaqNY6qVRRF9R/bJRQW3qtavdGCajY7iXA4jKZp2H6BqdVE19w0Gpqmie14LaNks0DYriuSDz/VYXh8smB3XRfXx9M3jZGS3xE0PSHNTsTzRGehyqr/500ApAgIcxwP2/YwLZ9YjIRjC6OiYTm+Mk3ClSQ8WUIJhrAlGRSNdC5PuV7HcVzxWrZtDMNoGYWPjo6QkIjH49iO3fJjNEeyiXiMQCCIoRuC+J3NEwyFiflBbpoWxHZsQiHBMuzvF0muWkBc7lzXY2RkmFqlguXY/PCHP8S2HV5+9VWuX79JMBjg+PFjPP/sc1z9+GMWFubp7OxiYuIYy8vLWJZFJBKhvb0dVVWJx+NEolHKlQqrq6ucPH6cVDLJ21feQdcF0eLGjRs4rktbW565R7N885vfZGxsjDt371IqHdHX28fu7i4BP9fn7StXOHv2DMlkkkJhn/X1dZ599lkxsm5vZ2FhAU3TeOlzX/pb68Rn3qE8+eRTrdzvarXK9evXW7sT27a5e/cu0aiAmW1sbPDGG29QLpcZHh5mcnKS7e1tLMuiUqnwta99ja2tLfb29piamsIwDPb39zl37jzhcBhd12lrayObzTA6Osr09DRbW1tceuwioUiYo6MjyuUyu7u7XL58mZHRUY4dP048IWJmVR8vsb6xxuLiAqdOneb06VPIssTa2iq5XI5Go4YsQ09vNzd8f0Qul2sdypOTk5w6dZqtrS1ef/11orEoPT09wi3b1U13dzf1ep1Ljz/OxsYWgWCQbDbLK6+8Qn//gPBopFL09vayuLjItWvXOHHiBENDg5RKhywvL7dy6QEuXrzYkk5Xq9WWkbCzs9NHjZe5du0aTz3xBH19fQQDAfr6+vw0RIVcVqBSmmiUcrnMwvw8Tz/9NLu7YuSztLTEwMAAr7zyCisrK60MdUVRSKezjI6Msbi4yPb2Lh0dHXz+81/g5q3rFIsHTExMcPnyZfb29vjBD37Mzs4WFy6cJZfJIUmwtrZGo9Hg6aeebsU4t7W1+yyzfXa2dxkdblCv1YnH4wwMDBCNRkmlUsIA6brCJ7K0RE9PD329vWiqzNSZM9y+c5t6o8FXv/4NpqdnCJVrnDx1GlPXcV2Pra0doc5xHEqlEktLS1iuwxe/8EVKh0d4CNe0YVrk823MzDzCMh1y+TbhPtcCxONJNE1FUWXB2pI9FFVCkzV03cCxXGQcbMcQ2TqOiWPqyKpQJGmqDK6N5zrgOSiKjG0J7IjjH7KWZRHQFFxHjKuQJCzD8MdMjpChSiArClhihKRpKooMdV1v3eib8cuub8SQZZmwTyWWZdkHNkpUq1UkxFK9WqlS9ZMRm4Xi03sNyfNESJWhi3AsSzC0bNtp5aeEw+FPkBwx0S2C6GLEfucTiXBznAS00ks/jbC3bfvXKMWi0uDLgUWBkGQZWWnCHiXwjYvIKuAI8KsmIppN2xaJi4EAnhrA1EV0ses/VjAcIp5I0PBNos3CqCgKyXiCYrFINpelVquhaQJBk06nwBWP4HkeiURC7G5UUayF0jRJW74NTRPFq1Q6IhFPcvzkCTQtyN/8zd9gGCajw0PEEgmGhoYZHBwkk87yT//JP6FQKPDWW2/xn//yrxgZGeZ3f/d3uXbtBjMzM8iyGA8PDAxw/PhxFhYWWFhYoLe3l43NTSrVKgoSrmVz68YNDg4OSKSSyLJMZ1c3Tzz5FF/4wheZefSIt995h/39fVLJJFeuXKGnp4doNCou0GfPEE8m2dzeIhQQe7Y///M/J5FIoCgKzzzzDMlk8jPVic/cobz9q5/T19fH0tISVX+EVCqVKJVKlH2n9Pnz5zl27Bj/9t/+W4aGhqjVasz7h1osFuPu3bsUCgUikQjhcJhsNott21y8eJEP3v+ATCZLNptla2uLtvY8ruMQ0AKUSiX+8i+/Rzqd5vTpM5w/f56r165y/8EDJiYmBLpgfo6nnhIqhIODA3K5HI8ePWJ+fr6lx15YWGR9fYO/83d+j3K5TDabZWdnhzt37pCMi+d/5coVXn75ZTxP7GJisRjf//5fcnh4yJe//GWq1SqxWIxr164J12owwOTkKfL5Ng4ODvxF/V0OCgX6+3vp6upC13V+8pOftH6ITzzxBH/6p3/q396rgnHW2cnxEyf4V//9/4DjWPzjf/yPWVhYQFVV7t69y/Hjx7Ft8cLp7+/n0ewsm1tb/MEf/AFHpRKbGxt0dXXhusIpvbCwQKVSYXh4iO7ubh7NzbeczqdPn6ZWqXDt+nU6fJpxpVIlkUyiBQIENSGVrFYrHBT3GRkZYX+/QEALsri4iGmZHB4esLW1QSqRwjRE+qFhOaRSKQqFfdLpDAcHB0SjUUKhIMFgiKOjIwYGBgiFQsKfEgqRyWR8ntAhhUKBwcFBVldXCfkxx/2D/czOzfohbM/jelCr1RkZHmVtdUUkXdoWtcoRe3u7HB4eEovFyLeL0UO1VqNaq3Ph4mMoqkCwX7t+k5MnT9PR0UEmmyUSjZLNZXBsk0gohG3peI6FpirIsuvnjth4roljNjD1KpLkYOpiFCa6Rw3HNrEadUEVlsGxTWiqkAwDvVFHVSQ0TQXXplGtUq9UCASDeDKEwxFMS5CrLUPHtWxwXUw/97x5edBU9ddy2WUENNQwDPF3ZAXdR5xoquC7GYaB60mYpkDXNxVLmqZRq9epVKu4rketVqNWr4mOQQsI4rLrEg6HW8VH13WxH4FfQ7AYPqLecRwBdPT5Zs3Optm5ND0hn1aEqZrmo12EedEybaFQ84O4ZEnBdlwcF0DBdTxM3RAFyveaoKqo4QjRdBbTdimWqyiqInY1qiLo111drURIUzdaHfLhQZGwrwYNhESuj2mY4ENwLcsmm8lR1xtogaAQrdQaqKrIf2nv7CCZTONJMkdHItJj/NhxZFnm8PBQ7Lh0nYsXL9LX18f96Wnm5uZb2THF4gF9fX0MDQ0RDYd57bXXeOaZZ8T40fO4e/cu7777Pl/72ldE5HBHB0NDQ7z+i9fp6e4RXVc+TyabIZ5IsLC4yMjICKWjErIsc1As0t/TS6V8JDoY2yGbzTF+/Bibm5tUq1W2tjaZGBtjenqaJ598kkKhwO3bt8lmsyiKwn/zf/2Xf2ud+Mwdiq7rPHjwgFu3btHd3c3y8jKhUIhLly5x69YtkskkqVSKmzdvcuLECU6cOMHVq1c5deqU+OGYJqVSib6+PqrVKvl8nqGhIebn59nc3GR4eJiDYpEjP/f74cOHVCoVkokEyUSSUCjU4gPFYhFOnz5NLBZneGSYtrY2OjraSadTbG5ucv36dZ588kn6+nrp7u7i448/ZmF+kaeeepJ8Lsv+3r7Y58RjhMNhzkxNsbm5wYMH92k06uJQisdZmVtuGTJffvllQiFBlN3b20PTNA4ODhgZHUGSJJaWFkmlkqysLKEoEiMjQ+i6zsryMu3t7Zz01VXvvPMOi4uLjI6OCtVUMMjq6iqRSIQrb7/Nk08+zp07d1haWkJWFLK5HJVKlf/8n/+Kb3zjay00eLl8hG40+OD99xkcGGB0dJRSqYTjOLz++uvk83kGBweYnp5mZGSEjo4OFEVhcHAQTVXp7uykoessLC5imhbPPPMsf/G//+90dHYwMjxMICDMiG3tOfb3C2xubDIxcYzTp09j2SbLy0ucOTPFlbev0DB0kCUymQyaFmBwcBjHcYnFEqiqSigUbN38FhcXyefz4g1tmq14gs5OERDW1dmJ57pEIxGufvwx8WSCS5ce91WCBm3tHSDJXLt2DUWROXPmDNvbWzRqSVZXV/yAtCHaOjoxTBN7a4t4IoXjegRUjWAgyPj4BOPj475owOesyfi5KToSNrLkoEgSltFAb1QIqAqmXkf2LEy9QTikocpg6A00n2Xm2SI7xLZMVFlQCxzLwnUcsXh3XZAVJKBcqWDWa37gk4SmBZABTVWhSeV1HUzDwHNdNFXFMk0cwPKl3J4rsCmOv7NoAhCbMEQxXjaoVCooivCm1Op1P1RKzN0rvg/LsiwMw2w50iPRCFogiKKora6oXq/z6ftnUyDQJAQ3mW6iiAjv+v+/j/30GEzsTmiNw1ogSMsWvhG/o5FVGVzXL4wylil2R+JbKoEqoQYC4nPKEqZjY9kugYC4zKiaSlkuY/qxGq7rIksy0WgUx7KJRoWB08XD9d37kXCEhM/q2tzcolQqkUyn0QIBYrE445cEHbjRaJBKpqg3GmxubXPq9BSe57G9ucnzL7zI3Xt3OTg4IBKJ8uD+AzKZLJlUmpHhYXp6e0kmk/zwhz+kVDrihz/8EefPneWVV17h/v375HI5Hwck8cILz7GwsMDk5CTFYpEPP/yQlZU1svk84xMT1Os1bDy293bJZDKsrq4ydeq0cPJv7/Lmr35FIhFncHCQn/z0p0xOnuLP/uzPRKSFojA40E+j0SAQ0Ghva2NnZ5vLly8Tj8dbnqHfWEFJJhIgSWQzWc6fP9+iy1YqFX77t3+bd999lz/7sz/n7//9P+ZnP/sZ7e3tBINBHj6cYXNzk/Pnz/P4448TCAQwDIN4PN7aUVQqFYaGhuju6eH27dvgeQwNDfHw4UNGRkeZmX7I5159lWQiiaLIvPHGG4yMjHHs2DE6OgVHbGNjg1u3brK7u8vw8LC/d9B58813KRYPGRsdJZvJCgLw0BCNep1URph+jh07RjIZ5wc/+AGPP/6E/4YL8vDRI46Ojvjyl7+MLEt8//vfp1qtcfLkCZ5++ulWPvjO7g4A7e1jbG5uUqmUWVoU3cXY6CgL8/M0dJ3trS1eeuklRsfGeHD/vlBoPXrkSyM1kQuh65w4cYKf/vSntHe0Mzc/TywaA8lrdV6FQoFz585h2iZGw6C3t5c7d+6QyWT49//+3/Pbv/3bnDhxnNu3b/HlL38Jx7F56aWXWFlZ4Qc/+AHHxscJBAKt7PXTp0+DBI9deoxTp04xff8eP/rRj5iammJsfIT79+7T3t7B4OAQq6srHBSKjI6OEYmEefKpp9jY2GB7ewfDWCcSiVKvN+js7ODs2XN4nsfKyjLHjh1jY0NhcXGRnZ0dX04u9mQjIyM4jkO9XufWzZuk02k2NzYYGhoilUqzsb6Bbujs7u6gqBrZbJ6tjS2qtQqloyPW19eoV6t861vfxrZtVlYE8FFRNVKpNKVyxX/NJVBUrSVuCAY1IpEgqiLjOCaebfoBTDqaLGPUatiOiV49gqCGbfo7E89GlTVQxHhMCwdF5oYrVGCObeOpMq5fEJpKLTwRgWtbpkgodGwCqiIW+njIroft2HiyhGc71GtVVEUUINMwkCUJz9+XSL7GVpE/yRtpxieoaqA1/qxVGy2fiGUJMKSqai3VVdNw2CxI0WiUQCjodz9uK3mxlWniFw2gta9rxVn4XZEsizGgJH8yWvp09klzh9Nc0DcfQ3QrEpYlOhxJFoFkjuvgIRGJRtECYXTdpNGoCkGDLGFYnpD2uh6KJ1E6quDJKtFoBFmScRwXVfVIJVOEw+FW8YpEwtj+Dst1BV3A82GSAAeNAyRoscoSiQSRSBTdNIQh2aczhMNhCoUCff0D7Oztt6IX2to7WirLsbEx9nb3MEyTG9dvCHBqpcKD6WmGhoYYHh4mn88TCAQ4LBb56U9/wsrKKtFonG9+82v8+Mc/5mtf+zr5vIg7/8XPf4FhGHzt618jk89Ra9TQghpvvfUW1UqFr3/t6yzMzzP78CGaqnHnzh3a2tvI53NsbGzw1FNPMTI6huYLo+bmZtna2MBzXcLBEDdv3uDUqVPYjkNfXx937977zRaU+bl5cUup1bh69Sr5fL4lJZUkiUqlwva2GB9dunSJYDDI3Nwcjx494itf+TKSJDEwMEClUmF/f58HDx5weHjIyspKK0cgkUhw4cJ5bt++zbVr19jb2+P48eOMjAkybEdnJ9MP7lOv11uokKXlJbq7u8lms3zwwfv09vaSSaeZfvCA/cIew8PDfPtb55AlhcPDQ3Z3d7l+/Trnzp0jGouxtb3Fv/pX/xNPPnG+xbwpHBwwOzfH5ctPEQqFBC7etdECKu++d4WODgFTS6fThMNhUukU8Xhc8L8CAfK5HB988B5DQ0N4nkepVGJ9fR1JlilXKgwODXHixAlc1+XDDz+kp6eHnZ0d9EaDWDRKV08Ppmm2RkDnzp2jsC9EAMuLi1iWRT6Xp1gsgONydHTI7u42hUKBV155mfb2fCuLW5IkotEoe3u7bG5usra2xtDAANlslmAoxNNPP00ul2NtXejM640GJ0+eZH5+nvX1NRLJWOvNv7q6xs7OHvV6jZ3dHYJBkaYZDASZmZllbm6OSCTKY49dwjR1KpUjTNPg9p0b1Ktl+gcGuHTpEvPz8/T09GBZFl1dXdRqNR48eOArVEIUiwU/+lcmGg5Tr9fo6e7moFjC0HXWVldIpZOEQkJ5tbEmwrYaDZ18Po9uzhMMhkml0kTjcdo7e4hEImRzuRaRuVqtoKkStlEnEAnh2AaebeC4DrbVwHad1i4Fx8A1bWQ8LL2Ba5noNU94PvxMDXEgOkieiyKL3YjZ0MWCXpYxGnXEmsXC0AU9WBQyB1V2qFcrQjLso2oEIsXDxcU2TVyfo6XrQhnm+rLc5mGuaRq6Ljwlpmm2ltrNcVTTie76CHrZLyLNQgRCBRj2cSy2beM6JuFgCEVTW4mLzThfRZGQaWa++B2R34VIkiSeH5+QiaHZfYjP+elCAv7eCAnLtoQr3vWQJP/xZJWGbtDQDRzbw0MmFNJwbZ/dJXsEQyEcSRbASVlGVRVULYRtmSSTcSElj8dEuuzmpkBG+SPt8m6FXC6HbYsUxlqthuuJPVMkEuGoVCEeE5evYDBILJFA0TQWFhdbGUwNXcdZXSGVTiHJMDgsLsTJVKKVttrR2UH5qMz6+oYQ0lgWSysr5HI5gsEA9x884Jvf+gaKLPGn/+7fcezYOE8++SSRSITvfvd3KJfLPHo0g+u4fP1rX+UHP/gh09MPOH36NIom4pEfu3iBudk5arUqjm1x4+YNVFlhaHCIO/fv86Uvf4H70w/JZLM8eHCf4eFhMpkMl59+mpmHD5mdeYRh6Pzi5z/nzu3bdPf2EAyG2N8v8I1vf/c3V1C6uzuZm5sHPLY3t7hw7jydHZ389Gc/5f79+wB85StfYmVlhaGhITRNo729nfV1ATXc3dmhXq3xq7fe5Pnnn6e/v5+joyPi8bg/K3XY3NxkenqaUCjE0NAQx48fbx2Ignpap7+/n0pFgCYVRaFUPiKVSlGr1fjOd74DwMzDGRRZ4dy5cwQCAbFYdG2mp6eZm5vj1VdfZWNjg2qtzvDICM888zQ72xs0GnXu379LT28/epOiGo4wvz5HpXJET3c3X/3Sl+nqEjJacYg1yOZyLeZVo17DtkXKWqFwwMbGBhMTE8RiMarVKvcfPGBpcZHl5WV6e3uJxWL8+Mc/5vd///eJRMLcunWDuw/u0tfbx7HjE3x89WOKxQJnz03xaOYRgVCAUCTE0tJCCzGu6zrnz59nY2uLiWMTKLLC1s4OnT3dXL1+lb2dXf74H/xX1OtVvvDFV6mUjpBlqNUquLjkclmOjkp4Erz55puMDg1y6eJFrl67xtbmDseOHW/deJsZ6tvbW5SOiqQzWXp6+ghFokxMTPhdVIatrS1u3bxBMKBiGQ0ePrzP7Nwj+geG0TSNGzducOz4MSzbpLevh3AkxNrqKoW9PWKxmD+OiNPT3YUW1DgsHZJKiXTAg8K+GKUFAuCGkWQhpLh+/TpPP/006XSa5eVVFEWlo7OLSDyOomqEQhHC4RCKIpHNpJFw0WsV8CyMehnJs7FMsT9xHQv8AYiEjePYSK4rHO+ug2O5uJqMJssoEkiKjOvJgugLGKaB64gdiCchlEiuDa6E2WggI6CDkqLSqNVxLPuTW7ptEwhoyIgoXF3XCflZN01lVLMbaY6SdF1vqb9MU/ydZrEQxURG141PCL8eonj6QVYA0VgMy/9YVVWRI6q44fufo4mvbxYVw9DRCLZ2Ioqfi2IYhr9f+WSc1WT+NX83XfKfjMBEoqRlWtiOiDIWXZJY8As1mScUcLbIWWl2MAE1QCgaw8TFQXRO9bpOMpFht3xETVMxLZO4IkQ7Qb+zCoXDLQFBM1jr6OgITdOo1xrEfSWXsEYESKczHB6WUDWVTC5HNB4jmoijBgN4h4cMDg3R09uLJMmk0yLh1PVNos3dbCKRQDd0xsfHxdelKOzu7lI4KJDLZ9H1Oj/9yU8Zmxhnd2eH27dvo6oqnZ2ddHR0cOWtt9nd2+XZZ54lGo1Qr9X5+U9+QltHO7V6jd///d9n1nUoFgu0dbQxNDxIZ0cHL774EuO3xvno6scoSoD9/f2WVeB73/sexYMDjh+b4PTpU+zt7rI4P0+lUmFhbp7jJ05y4sSJz1QnPnNB8fAYHBokm8nwwUdXeTA9zUuvvExPby+yLJNKJolGo6iqytLSEt1dgvTb3dlFJBxma2sL0zR9/lSRvb09YtEoruMSj8b46x/9mO/89m/zaOYRtm3R0dkhpJOuS6Vc5oc/+hF9vd08c/kykUiYzs4uisVDtna2+clPfsLly5dZW1unt7eXn772C5579jL1Wo1gMEijUWdubp729jaOHT9GT08vP/vZz1BUFcexaW9rI5NOEg4LFL3nurz68sssLC+xvb3J1NRpbt68QSQSQ5JkBgcH+PCjjzl+7Bg72/tNaQrBUJDZ2VkW5udRNY25uWX29g7Y3N6mt7uHJ558kkw2y87uDhcunkdv6CiKTCaTpVKtkstmSKUzvPLq59jc3GR/b4/+/gE2NzZJpzNMnjrFm7/6FefOn+Odt69g2zbXr1+nq7uLweEhNra3+eCDj8jnsywvL5PL5UhnMuSyOa5e/ZhYLEY6lWJPkrly5QrjExMU5+ao1+oU9vcpFItkshlWVlfo7uwkn89hmCbVSoXTU1NYtk0sGqNwUODEyRPcvnUTy7QoNA6oVqpEwmGOHTtG6eiI7p5uZh/NMDu3RKVaJhQMoRsmFx57nB6fFlApV7l//y6dnV309HTR0dFBqXiI50FbRwdLS8v85+9/n1A4RNh/7FqlQmdHB6Zpsre7h+O4nJw8RTKR4O69e9y8cwfTsjlx6hRt+XbiyRQJX6ESDATQFEkEWkXC4Dq4roFeq4GrY1s6tfIheCKfPRDQ8HBRJAnJcVpJi45jIasaptkQcELHFiFTro3r2MgSrWIigLouuDayDLZpoMjCUyHLEo7lH+pGAzwxUvIcG9vy8PyFvgRUq9XWzqGpzvokOdUSlGPH5fCwhGlaSEjCkOgJl3wgEEBWDHS9get5OJ7vQQkEcFyPUCiM6+9KmlwuVRV5IpYluhPVH4Opnicc/baDJ5mtPUggEMDR9dZY69flwX5R8mXBgMCZ4PngTcn/uhykT3VVHoBfTCzbQULBF8gJ3pamEojECUSiApmiKsiKiqJoWJaBFtAIhcMEQyGOSiXa2sTFLxyJEAoGOTg4oK+/j0ZdJxgMEND8MDCfKCBJsh825xGKhNF1A1lR2N/fZ2rqDOFQGNuxOX16imw2TzQW4+rHHzP94CGjo6Ps7e+xurJCLtfGhx9+SDIp9sEbGxtks1nuP3jAq5//vJi67O/zk5/8lK2tbRKJFMlUmqNqhUgohKZp/qREmD3ffPsK+VweF4lAKEwu3863n3+OarXCzvYuEh4nT56kWCgQCoVZX18jFotRPDhkYuI4Y2OjAoSpBQkGAiQTCdbW1nBsm1LpkOGxMSYnT/HOO+/w8cfX+G/+xT//zRaUeqNBe3s7yCJP4aB0yOzcHC+8+CLvv/8+lm2TTCaFntu2icWidHV2MtDby8rqKsFQiJ6eXv7pP/unvHvlCp2dneB6AurnekSiUf7Nn/wJr7z6OX8OrIjUv6DI1chlMmxubhIIaoyOjhAKhVlaXmZxcZ5qtUa9Xqe3t5daQ+flV14il0lT8uXFwVCI3b0d7ty9zVe+8lV2dncYGx8jHA6jyDIffvABoUiE48eOkU6lCGgaf/PXP2Z4ZIRkIk6tXmV/v8DOzh6O6/HGr37FK597Bcs0KewpRCJhquUyspSkeHDIzo7IdPm//9/+BaZlsbm1SaVcpt5ogCyxuDhPf38vmUyG6zeu0d3dRWdXJ8lEknK5wuwj4SSffTSHpmk88fiTvPfe+9y+eYdnn3+W/UKBcq2GY7v81nd+m5/+5CeUymU2NzeoVmu0t+eRZZnNzU2GhoaIx+O0tbXhOA4LCwtcvHCRN998k73dXcLhMEMD/Tx8cJ+bt27y1FNPsn9Q5Pz5s1hrFrdu3eDMmXPous7c/ByGadLX18fW9BaZTI7SYYn9/X1M06R8JLAUo+NjaJqGJEt093RTKpVwXQEp7OrsQtOCgrcWj/PUU88wPz9PLttGX28P1XIVRVHI5/OEI1FmZh9x/NgxNFUjEUtwUChQ2N+nu6uL9+fnefHllzkoFNjc3kFWFPJt7fQNDNDW1kkun6daq4s/z2aQPBfbMnAsnXrNRJZcGrUSiuTgWg1cS8doVAiHNHFzdcUYB1nBNETBUSW/03A8HBs8VaDSPccVvCvPFXkbriu6HM/Fc2wcx0LxJGzTFLJVxxEpiZKE7dggiYW8OHxtDOMTmbDoNj4JtdI0rdWdSJKAGgq2lkVDNwgFw3iuWLi7HmghjWA4jON5hMKhVq4NsozimxsDgYAoNK4jxlv++1xRVHTDQFJkZE/FtA1kRSUYVlthWZqm+Qed67OwNL+gKJ+MuDw/otgVnhzLcVvyZ9OyRbfkiLAsGbfV9SGB48k4ri2yTyTX34s4OB54soJjmdiWSSIhCLq1Wp1YLIYmy2iqgt5otMZZAU2jeCDc4z09PdTr9RaO5tMS5oi/a1GVAIqqEgyFMAyTTDZKMpVic2OTu7fvkkwmcRyb0lGZbK6NTCZDJpMhGAgRDoUIBQK4jkutWsN2HDo6Olq+tEajQWdHB2srKyRSKW7dvImqqBw/foLnX3gRx7bY291md3ubmZlpTp+e4ne++11KR2VMS4SPbW1vE0vEwfWo1OocHBzy9a9+lQ8/fJ8f/fBH2LZNvaHT39/P6dOn+aO/+0cclcrMzs4yPDxMR3s7X/z8F1hcXOTO3dts7+wwOjpCLBajUqny9W98gz//8z/nL/7iLzj/2FO/uYJyeFDksFhkaVmE1+9ub/MoGCSVSDA+Osri4iIBLUA6lUJWFN88eIzNNZEUeHLyFLFolP3dXdra2rh16xZnz5wlm8/T3z9ALpdjf3+PJ598inqjwdLykhiDbe9w5sxZevr6KOzvIUkS9XqD69dvUqlUeOLS46SzOTRNI5FIUFxZplouc2x8lP4+sZu4e/cuwyMjnDhxglxOIFCmpx9QKh3ywgsv8PwLz+IhoHpNiWe93uCdd97nhZeeI5lMcu7cOf75P/8X/Jf/5d9nbX2VN998k7NTU1y4cI7phzMsLi3jeaIwRuPCGHfk39S1gMr+3h5/+u//HefPn6e9vR1Jkjg8POTevXs8++yzWKaJJIsD45e//CUAly9f5vXXX2d5eZmXX36Jf/Nv/g0/+P5fCrikbXHm1GmOSkeMDo+wtbHJ6OgoBwcH/Mf/+J/4Z//s/0woFGLTNzfOzc8LYqgksbe/z5e+9KWW1HR7e5uOjg6mTk+BJzExPs6D+/eJhMJkM1kfPmjg2A4729vcuH6D06dOUatUSafTRKNR4d+JhKk16rz33nvICNVXNpOnWq0y2NePh8S9e/dob29nbGzEj9g9Ip2MUykf8dZbc7S1tbG3t4thNHA9m2cuP4WmaTx69IiN9VUy2RxIEo/m5jh79hw7Ozv0DQz4b2y3tWcIhQLEYzFCoaA/z3fE4t0x0OtHhEIa9VoFTQbXs3CsBp5tiqW7K/YgnmP74xAH2xaxta4MkuThOn5Qk2OBIbhTri0Kg9loiCwJXSeoqdimiSJJ2IaJ5IFj2SKu2Mem4BeWT1N7bdvBcRzf42ESDArD5qd3Fq7rEYuJwC3XHyMlk0lsU/DCJEki4NOhm6PjSq2GFgwiq6IgOJ6HoqmtjsUyLIEgkVVcFyoVkTwYjISFr8MVyjHDMFoL92Y4VlPFJQ5lqeXEB1ryYNd1kWRZ+CdcgdH/NKnYMh0URROdkWkL970si7RFARrDtE08GSRZJRiN4ClBAkEhRZd9VVilUiHrK7IaDb01LmwahF3ExwSDQoDQNIbige1bITKZLK4mEQ2GxKhLFd+n9lAHAwMD7O8XyGbTRCJRenp6qRs6e7v7GIbBxYsX2doWF2DLNBg+PYWiKDz99NPcvXuXv/7rv+ab3/wmK6ur3Lpzh4GBQR49muflz73I6dNTRCNR0ukUG2urPHr0CNdxmJmZZWRklMcff5J6pYoWCHDs2IRv9BToKcs0+Q//6T/S1dVBW3sbX/3qV1HVALu7uwB8/PHHrK+vc+HCRW7fvs1rr73GV7/6VZAEGDKVSnF0JL72paV7rZykM2fOfKY68ZkLyszMjJ8RfsTzz58nEBAcpfGxcYaHh9AbIgEwnUpz/8E9IuEQGxvrhMNBhgYH2VhfR1EVQhFfjprL88H779PR2clLL71MrVYlnogTCIe4Nz3N//w//z+ZPHWS3/vd36O/v18EVy0ssbOz4+9ufs6xiXEuXrzIwMAgi0uLhEMhurs6KR0WadR1VpZXiETCtLd1iBGcBLdv32ZiYoKRkWHeeust8DzaOzrY2y+gBUM8fDBNOBjk8uWnCYaC3J+eJhqNsr6+we9893c4fvw4WlAYAvcLBYLBIJlshrfefpuGbvDlr3yZF158QVCYj46YmXnI1uYGX/7Kl/nm178usCSyRHdnJ4Zl8cUvfpFisUi9XuOgsE/xsEhnVweqqrCzs4OmaVSrVdbX1+ns7OSDD9+jt6eHgb5+otEIDx9O09fXJ9hZyQRLqspgfz8L8/OMj42zsrzM1vY2Z8+dx/Ogs7ObUDgiMkVqdUGhVTXy7R2oWoCV1RXKlQqGoeM6NqlkRsgmNzaoVMt84Yuf54P3P2j5XTzPpb2jHdt1yKZTFA8OyOdyrK6InJvR0VFMQ2/xzdbXVkknEyQTvdi2w+rKivCcFIskEgmy2QyvvfYzOjvbyWQzbG1sAB7t7e3YVoByuczo2DhjE8coHpZoGDqZXI50KotpGKTTSRr1OslkAk0F13GRFRfHbGCZDWxLB8/AMU0cs0Y0GqJerQgzIh6hgCZc7K7sO8gdJAQKBQSaRFUVFE3F1m0UWUY3DBRZGBtN08AyDRzLRlOE1FVTVAy9gWvbqIos5L+2LVIDfXWVqio0Go3WjkPIeI3WLqSZI9LckTR9PM2PazR0X+ILricKVCgcwjAEBdgw/bx2X4F1WCohyRKBQJBINEqpVCKgaS1se7kssjwkn9wrfkmtfUizQ9I0jYaut7qT5g1fjLg+4XeB2KW4nuunSQo0ZrOoWJaNLCk0g7NkWUGSPBRZRlIVMWJzHTHu8kdgqqYhawHkYFCMvrSAeE6q4Ht5kggWaxbT5vSkWVSaZsVYLIZpmhweHorI6VoD2ZdZR6Ix6vUaxcOiHzkdYX5urvW43b3dNAydj65+RCqdYWpqivn5BT7++CMs26K9vY3f/b3vsra+3WLdnTt3jueff54PPvwQz/MoFA7wgP/qH/0Df+TusTA7h+3YzM/Oce7cebLZLHdu3+Hu3bvE40n6entZmJ8jlUoSjccp+5DU3d0dzp0/TzgcRJJkNja3sUyT48ePU/RtGcFgkGvXrnH3zl0AfvGLX6CqikAk+Wq+5eVlDN1gfW2db37jmxwWi7/ZgnLhwgVqNUFm3djY5O7iPQ4ODtjf3yebyVDY3+eNN96gWq0xNDLA0tIihm5w+amnOHv2LEtLy9y5f4/BoUFURWViYoL29nYuXHwMx3HZLxTY2d9Hv3mLru5uxsbHyGZzfPDhB+iNOtlslmvXrtLT3U0um+N3vvNb5HI5RkdH2dzcZHNjg6NSiZHREaZOnyaRTJLzGf5tF9solUqoAZEv/9FHIg5zbHSUP/3TP+XSpUt0dHYw+2iWwYEB1lfXKBSCGKbB5OnTzC8sMD42Rjqdplw+4rHHLlEsHvDWm29SrVYZGBjgu7/7Xa688y6VSoVKteInpUXIplMcHuxz7eOPOH36NNevbaMoMn/xn/6Cr33969y5c4fFxUVOnz7N73z3uzT0BqapE0/EyefamJ+fZ35+HkVReO7ZZ8nl0ty6eYuvfPnLmKZBZ2cHpmkgyxJbm5sokkR7Wxt3bt1mdHiEoBbg8PCQTCpDXW/Q3tFBvVpDN0x03QAkbMdhf79AMBTkyaeeYn9XJGO+8cYb9PX0k0gmiUYilMtH/PCHP6S7q1vMjm2bBw+mqdWrBIJhFEVhb2+fSrnMK6+8wu7uLlfefhtZkohGIwJ3L0s4jkVhf4+NjU021tcYHx/3fStRdL3BufNnuX//PiMjoiX/5S9/yf0H0zz3/AvieZsWbqVCMpNmtK0Nz5OIJzJIkkcwIBEOamLGbutInkWtLMxdjmXiuCaya2GaOkEFLKOGY4tURFcCVZbwPAnPs/FcCc+28GRPwEOlJiFXwCo9z8PQ68I3YntYpo5rChmqaegkE3EswxQmRVtk5TRMHUMXh79YMNu+LNj8VEdi+Yew1DqkxQEr+Z2L2xoVSdhUazVM0yIYFCmQiqIIVaK/1NYNg4auCwikL2RpRjLbtpAhyz5AUnx+sXTXAkF/HCfhmia27dDE1jd3JM1O5dMFpfk9anYzra9BUfzESBvXcUH+JInRc8F0LBRZ81VmLrbrAcJA6rqgaSoeMrbjoARUwokkjqyiBkPU6nVKpSPisRj5XI7i4aEPxpSwDTGObwoUYvE40ViUo6MjisUiOzs7OI5DMpkkFotBEo5KFaKxGLZtc3hYIhqNkUimCIfC7O3uMXFsAsu0OPJRNqFwmKGhIcLhMOm0oD8sLixycFCgfFQllkjS1dlFJpNhZmaGiYkJkqkUXd3dqFqAxcUFMX6TZWpHFR5OT5NIJBgdHWNoREiKJVnBdhxqtSpXr12lv7eXvZ1dlIMD4okE77//HpIk8cSTT9DWlsPQTWZmHnF6cpLlpSWWV1YYGBhA13VmHs7w0ksv4XkemUyGSCRCNBYllRKgyu9973t0tLVz/sIFqpUK73/wPt/6nd//zRWUs2fPsri4xO7uns+ocTAtizffepN3332XS489RigU4syZM9iuzcULFzksFuno6MC0DOq6WJDbnzJADQ0NcevWTer1BpVKRSgVfHd9Mplge3ODzvazLa/K5cuX2d3ZaYU5NYGTzcJmmiYrK6KLiUajnDg+6fsSVmhvb+fNt95AVVW6Oju5du2a+PeuLjo7O7l37w6F/X0G+/ro7+8n4S955+fnefryZfb39njw4AHDw8O8884VRoaHOXXqFGtra1y9epVvf/u3+NKXv0w0FuXwsMTi4iK63iCoCUPYlStv89OfvubD49L+qGyacDhMR0dHK+P94sWL2JbFnTu3kWWZxy89yYcffsj4+BiuYzEyNMzM9EPa29tYWJjn2rVrRKNRbty4QTQaJZfLMzs7yze+8Q1mZmYoFAoM9PUhyRLlcpnpB9N4rsvg4CCKogh11I2rxGIxRkdHmZl5yPDgAMVCgctPPU1XVw83btzg5KlJDkqH1Ot1hoeHiMVivPnGW+iGwfDIKBsb65RLR+iNBnt7e61Y2Js3b/L4pUs0Grr//LJMTz8gFBKy3q6uTtrb29jb22N6+gGBQIALjz0mbm77+4TDYS498SThSJRC4ZChkRHaOro4PDzEMGwSyTSeB4FgAE1R8FwDF0/E77oWlmVgGlWxn3AdFM/BNOvIkqDLWkYD1V/ySjTNcg6e52I0LJDFLgXJl9vKwtcguS62340osoTnOsiui2WZ2KaBpijYhiGwK5aF69g0GnVs3zwoByUM3wPShJQ0eVlNVIlp2v5BKrDyjiPGQ6ZptnJNPE/C9hVRv678UnAct+Uv8fBAglqjTjgcIRAMYpiWD2AUi/VqtYplWdTrIkXQBWzHIRwOIwKsRKFtqrxaZsqWCsuliaT3PNC0T54PiI7B8VEmsizjSfgmRgvFl/zajie+VlcIF+CTbsX2pdk2EmpQRQuGsB0X3dQJhcIk4ylBDbAsAsEAsirGg01/h6qquJ7L3v4+gaD4b0kS7wvTNMnlxOi8WqlTq9Xo6upq8QQVVXRAwWCQkdFRoj6UsVZr0NXVxYcffsju7i5ra2uoqsriwjLhcJSAFqJareK60N3T45+dLh988AG9fX0Clru/T+noiNGxMUzdYGdvp5UTpQQ0isVDVlZWqdZqnD1/nutXrwJw+sxpDoslfvjDH9HT28Pp06ep1qrcun2T559/nvmFBXp7epiZmeHenbu4eBwdHZHNZhmfGGdocIharc7Ozg6mZVHZ20VSZA4OD1E1jZGxUfJted544w12/JHZb6ygbG5uYloGB4cF4rE4nV0dHDs+QaOhk81kqNXrPPX0k5yaPMWdu3eIRCJMnjzJ7IwwNg4ODGLZLtl8ju7ubu7cvs3du3eZPHWKnt4eKuUKdb3ByvIyqqrw0gvPU9jfp3hwwM7WFp1dnWTSGTLpNMViEdt2qFarLY18MpkUSPSAyo1r11AUFUXWaGtro1w+IhaPAPDgwQOGhoa4dEkg8A8PD1ldXeG5555DRmJxQVBB9/b2OHPmDHfv32Nubo7BwUGxIwmHURWBcYjH4zx6OMOD6WkuPf44J06e5O79+9SqNTLpDPt7u+iNBoGgxtmzZ+nqEvnptVqN73//+7R1dJJKp3nhhReo1+tcvXqVnd1ddnZ2mJmZQVVVTp44yTe+8TXa2tqo12qsrKzQ1dXF7du3cV2h+ikUCiQSKQzDZGxsnLa2Do4dO8aDBw/QdZ3jJ45z78F9DooHTJ48KVATxQIycPP6VYKaxtjwCMlEgrlanTd/9RbjY2Okkhn+5E/+hHxbGz/4/vdp7+pkbm6OYDBIKpUiFArwzW9+XQAW40nm5ue4ePEib7/9Npubm/T09PB/+C/+C1zHYXZujkq1TD6fo1A4xLL2+c53HufDDz9ElmXOnz/P9vY2yDLzC/N0dXdT2Nvn2rVrdPf0MTQ6SiqdJZHMkEik6ejsFqmDkiIQ8IDj2piNGgHFo14to6mgN6pYho7kqAQDKo5rg+eiyLLoGiwxhpIlSczPXVs43B1BsA0Fg7iOS1ALtPwVruMIHIreEFG9MsKYiMiUxxF/z9B1DL2B5zjUazVsx8axxaiq6RlRVdX/fG5rNCQObK81/tI0rXXwNx3pYkEtUavXWo/T9KN4HjQa/qjMEeFatuNgmBbBYBBVlVodkO0HcQkgo0ut1hBqrICGomo+5DCIaZro/mgLPjEqfjqN8dfjfkWglSshjJqeh+uj8T3fkAiSSGmUXVzHw/VsHAccwPa/PpHKaOMh4UqgBAIoKNiuhCcrKLJCtVIlnYqgqSrxaAzTtrAcBySJcDjSkk3X63UUVSUWi/mO8AC2bdPe3s7R0ZEY0XlSC2Yrdk+KHyYYwrId9vf3CYZDZPM5UskMnnvE5sY2tWqDSqWGqqhImsILL7yAbpqim4+I51CpVPirv/orXnjhBZE2u7dHZnubhq4zPDREKBBgYW6OtbU1pk5PEY3FqFSrPJqd5bB0yNTUFA29wclTkwwODFKvV8jnc4yMDLOwuMjYxASjo6Osra/z2mu/4NzZs9x/MM3Pf/YalXKFv/N3fo8nnnqKjs5OHj6cZmF5iUw6wxtv/opXX32Vzs5Oenp6/B3LBWqNBtdv3uTU1BQjY2O/2YKysLhAIpmkXhdwvyYt1zQNNC3A7OwsjUZDOENVBVVV0HWdra0tDg8PyeZydHV1Ums02NraQgsIDPpHH33I1JkpMukMN65d46//+m/4R//oH9KWz6HIEuNjY7z15ptEI2E812FgcJDHHnuMe/fuIyvih23oOgMDA9TrdaoVi1wuLw5+VWF5ZclnBQklR0dHBydOnKCzs1NA1Do7OToSS7j11TUkEJLWShVZUbh8+TIPHjxgZ3ub/b09/up73+PVL36RYCCIqiisrKwyNXWGUDDI2uoqszOPBPQwkWCgvx/HMQmHxJtS0zQWl5bItbXhuC4Tx44TjcUoFAosLi7S09vLzMwMZ8+c4ejoSIw3/CXm+vo6pmGgqKrwr8Rj3L9/j4NikVc//wVCwSA3b95ka3ubVCrN/QcPUBWVaDRGNBIjl8tSqZSp1WqifXY93nnnHUZHR+no6EBVVRbmFwiFQuTyefYLB5TLFb7wxS+iBQL8yZ/8W774lS+QSCQ4ODhgfGyMgKKyvrrG2toGvT09tLe1c//+fbq7u1uz6kQiQalUolqtsru7R/moxJkzp4Uir1ZD0wI8ejSLB2xubVMql7h48SLpVJqjcoVYPIXtCqrsyMgYff2DQu7tOoRD4ZYyynVMwc5yLXRTx7Ia2JYANcq4uK5YHNumWJh7noze0NEUGUVVfX6Xf5v3XAxT3NKRmqhC4RtxHAfdz7HRJPBcodayfEe8Z9uAYGI5toVlGjTqdSzTIhwOEw6JpEVFVVu4etvvOnTdEOo4P9vcMIwWQLEJkGxmiDQzR5rdgWmaQrWoKFSqNRo+fbparQqulucht4qT7Xc3TUy8KWKCDUMonlSVUEg8luO4lMvlFua+WdSa4gAA1fsk86TlgsdthVCBvytx/N+uC54f9et+4jNxbBHz6zQ7Ks+P9lUVfLgwtgTICpFoAscFLRggGo0RiUbBcSlXK6gB0a1l8znwPLa3dlhbW8d2LLq6u1tKuWg0Kp6/PzEJBAJUKtXWviocDmMYFvV6HccVu6Xevl62d3dpNAzm5xd9M6/gcZ07e45yuczRUZm+/gFkRUikDcNo7Z//8A//kBs3blA4OOCxxx7zgbAJ5h7NcHRY5NixCfb39zlz7iyGYfLw0QxvX3mH06cnGRoa4uioRKPR4P333+fsuTPcn54mnUozNjbG0tISbe3tXLhwwaeUpxkdHeHgsYtsb2+xu79H8fCQHd/cHQ6HefToEbV6jbn5OfYL+1QqFSYnJykfHXH33j12dnYoFsX+6LP8+sxwyL/63p8BsLW1xeDgIBF/ud7V1cnq6jpvvvkm7e3tKIrC//a//Skjw4P8o3/4D1FlmcXFRc6dP4+qady5e4+ZR4946qmnWF9d4969uyiKzMDAAIeHh4yNjfmmQMHqr5TLxKJRCoUC5y9cQPLfTAfFAyrVKt3d3SSTSe7fu0/5SBj2RkdGeOrJJ9nc2eaXv/wl7e3tNBqNVl5G8xtkWRblcpmOjg4ePXrIO29foburW+AVdJ1KtcKpqSkOSyVi0SiVcpmlhXnOnD1HNBpj9tEjzp49y8lTkyz5bLP/7r//n/iDP/hdEvE4h4UihtFgYmK8NWLb3t1FCwR57LHHmJ2d/bU352OPPcbyyoofqGSwv19oYfqrNQF6bG9vR5FkHs3NUiqV6OjooL9/AEWRWVlZYWtzm/39AplMhonxcW7dvMnTly+zV9hle3ubtbU1Ojs7eerxJ1hfX6darQIQiUS4ffs2gWCQRDJNJp0mFAzR2dlBvS5Cgrp7e1lcnCcUDtPR0c6Du/eoNXQGBgZpb2+nq6uLd955h1KphGkaBIMhxsbGWgtRQ9e5dvVjEokEHR3tAJTLVYLhMOl0GkVReP2XPycajTI+doy+vgEKB0XUQIB0Jktv3wDtHZ0EAkEaeg1cD01TkCVo6BUUxPLdcy1MvYbnilhc29IJhUN4nkujWkGRZDxXSHNjkTCObWKaBqoMsu+70Bt1gRZB8jsPBwkPx7Jo1Gs4loUqS9iWiWOZ1KpVYtEoIh/eRVM16tUq9WoFXdcJBAKt4hCKhMVlwXL8HBQXXddbB5nrujQaApkSjkQwfG9H03ci8kbEgd18zEgk0nqvHpbK2L5yCgRKRHRzolBpgcCv4VlkWaZSqSAimAUYUdYCrVyTJi6phaX3dyiWZYkC4n2S2Ngch0mShO19wugSXht/NyQ26wJB75tKHEtg6h3Pw/YfX3QzEp4k40oSjqwQS6ZpGA7BSJR4KklD1zmqVOjq7EYCSgdFdMPCdCz6B/qIRqLUqlXW1tZJpoWtIRAQVoRm3rrSUqUe59HMLKGQGFN1d3cDMuFIFM/zSKVSROKx1rjWcyXee+89XNfl6aef9s8UQWheXl0hEomQy+XZ2txC1QTVoKenh1wux+raGjOPHjE6OoIWUFlbWWXm4UOeefZZXvncq2KsKsn88leC2j4xMSEyjgYHWjEbBwcHWLrBl7/0JRzHZW9/j8OjIyrVCi+++CLzc/PYPuHdNk32Dw7Y2tqmv7+fZ555hp/+9Gf85V/+JX/37/4BJ06c4Be/+AWKLHNmakoQ2Q2Df/2v/zVdXT185zu/xRe++LXfXEH54X/+D2IBPTjA/v4utXqd69evc/78efp6e/nBD36AZVlsbW/z5S9/FduyCfiL6UgkQq1WIxgK4SFuXv39/SzMzTM1dQbXdTg6OuLo6Kj1Ip2amuLP//zPBU7gscdaXoaVlRWGh4e59PglDF+ZEQwG+eCDDwgGg0QjYTT/BWI54g3Qlm9jd3ubyclJdnZ2RAqb3mgll1WrVfr7e9EUjf6+fmZnZ5EU4aR9++23WVxc5Iuff5VQMEilXGZ7Z49KpcLzzz9PuVwGYGRsjKOyWPJNjI2zsb5OR7sw4C2vrYAkUSwWGRwcJBaPC6YQ8N5776FpGi+++CLLy8tks1nCoSiZTIY333yTO3fucOHCBcbGxiiVSuhGg2xWhHFZlktbexvHjh3j/v37yLLExPgEP/mbn7Sw964rEiAvP3OZ4ZERZmdnuXv3LgFVo6Ojg62tLcLhMLOzs5w4cYIzZ84QicY4OBBmxXA4zMb6OqqmkkwmKB2VWFpaZH19DaPeIJXOEgiGGBkZJp/LYRoG6+vr3Ll/h/JRBcdx+aM/+iN6+nrZ39tnY32dQCDA5OQkS4uLzPhFWbC1gjx48IDllSWy2TzHJ0/R2ztAIBgilU6Ty7X7N3gwjAaqLIHnYBp1bLMGngOejWMb2IYuqL6Si+uIDBK9XscydWRcgVGxLAKaimWZBDQVPBFo5XmuSE/0XDxHUBbq9RoykgjUMgw8R+Rw6I0atmFiWWKvIYEwKCoKBwcHeLbVQrVLkoRhi1x7wzDQa3WaUcC63sB1hFT413EkIlEQz2st7Gv1OrIsxlyfLlSuD080LPH3W3nvtkW5UsF1PTxPhFiZphA3SD4IUdXUT9zunjARgoSiqb/m0wBx4252TJJvamwlNfpFx3Fc8HdO4OekWI7Yy9gOlinwKkgStiUyXZCEoqv5PZCQRRGUVUxADoZJ5vIYlouH3IqrODg4oK2tjUBAkMmbdNxGoyEKrP8+R4Ku7m6RgeLvelRVpCvu7xcYHhqiXtf9y23JL64RgqEwKysrGIZBV28fPT09fmBdorXPfe21n/Pkk0/g4XHn7l1GRkb9HWWYsO/Ib/K7Tk9Nsby0QGF/n66uLiRJonhQEMpELUBHdx8PZ2YwdINsNsPExAS5XI5isYjruiwtLZFMCkRUez6P0dCRVYWTk5O8+eabdHZ2IgIQp8nn8+zv7zM6OiqAna7Hzs4uF86fY2dHpOYODw9hmibvXLmCIsv09vYyMDCAaVmUDg/5xS9e5+WXX+KP/8F//bfWic888krE4ywtLJDNZFhZWWF9Y4P9vT3++sc/4uLFi5w7e5ZoJMLW9g7Hjh3j+vXrzMw8pLurm8uXLzM3N8fG1ia9vb3E43FB+XRdfvijH9LZ0SHibV2hcsm3tXHr9h0yWaHiSqfT6LpANq+urrK7u8ubb75FMpWkv7+fjz76iCeffJJ6vc7uzpboVBSFWFjkmpiGQTgYZH19nUePHtHW3gb+C31oaAjHB+5t7+zQaOh0d3VROCwyMTHB7u4uL730Eovz8+KQcT3i8RgdHR1Uq1V0X+P+H/7sz3jlc58jEYvxcHqa7c0tyodHzMzOkM7nePGll9hY30ALBKjXG6TTGUqlQzLZLBcvXBDfn41NGg2DwQGRtOh5Hk8//TTZT2Wd1Go1hoeHuPzMM9y9N81+4YDQ8gqRiPCCpNNZjh0/IZa0skR7ezt37txBklV29/aRZJXB4RFy6UzLP9Dd00M6k6G9owPLESqidCbH/PwivT09VKoCJ7O+ucHx48f4/Be+wP7uHqahI0sq09MPkZFFQTFNjh07hqwJjLfneewXCjQMcUuPRCLcvHmrlWonXLyb9Pb2YNs28Xic06dOU67VWN/Y4PiJSWLxBIlUmmA45DvCbZ9FZeBYJpbZAMfwlVkOliHUMrKCQKFIfkaHn+EuSx7gIskermsjSx6e7473XAFcFPwtHQlhLNQbDUKaiufaOLaJJosAMMvUkSShQHJ8s57niteT57qEw1HqdaGqU1RVoOkt0cUEAoEWddnzaKFLWvwrv8g2s1Sah6ToJBSCwWBL/aUoSgthJEtSq2vQNA0PCIdFAJRp2niu6CRkScZ1bELBoDBNei6Nhu5fzKIoqorliP1DcxzWzFJpFrxPpzACrTGYrMhY/oWmleroSVi27T8HfFSNKFJIMq4HjmmDJ5zzqqL4HYqCpqh4aoBK3UBSVcKhALIs06jVyGWEtywajdLW3ub7bwJInkDgBEMhwpEwUhNbb5r09PS08ErNjrBcqaCpQpoeCoWp1WoEgsIIGgwG2djYIJZMsba2Ji6qbe3EYjESiRgTE+MEghqFgwMmJ08yMXGMpaXlluejrb2dUqnEz372M05LHpY/ogyFQsw+mqG/rw9Jgt2dXa689zFnzk4RiUToaG9noK+f5ZVlfv7aa0xOTvLE44+zubXN0NAwmqYyPzfHjZs3aeg6k5OTNBoNJEnipZde5uhI+GcODw+p1XX+zt/5A+bn58nnsyiqzM72DrOzs5w6dYq+3l5u3LghjMa5HJ975XP09vRyZmqK27duf6Y68Zk7lP/l//HfoSoKR+Uyh0dFDg8PkWWZkZEhXx6bRdM07j94wNjEMTo6OikWi3z0wYf09PYSDAVJJJO4jtOKn82k0+zt7rG7s0NPby8rKys8+9yzaIEADx48ZGhokHg8QTAQYHVlFdM0CIfDzMzMYJg6wVCI3t5eGvUGw8NDHJWPOCodsry8xODgEJOnJgmHwuiGwWGxSDIe55ev/5JSqcTk6VO0d3TQ19fH9PQ0qqKws7tDpVzh9KlTtPsUY0VWaOgN0okk9VqVw+IhkWiMO3fvks/nsG2H8xfO87Of/YyXX36Z7e1t1tfWiUVjeK7H9Mw0w2MjnD9/wR/hHFAul9ne3mZvb5f+vl5/gX4f23JYXxcAx9/5nd8hl8uh6w3m5xeYnp5mYGCAoZEh1tfXGBoaZWlllVQiwcjISCswaXt7m4WFBdra2hgeHCSXF7kw8WSqxWwql8u05XJks1nm5ubI5/MUCgeUy0fk/D8/LIqgqmhEtPfpdIql5WVS6ZRYfsairPrekmAwTCQSYWVlWcyhqxUs22Z8fJxCYZ+NzU0mT04CAs9x7dp1lpdXePrppwmHQ9y4cZPt7S3a29uEIS2bp6O7i8GRMUbHxmnmcXjeJ+MoVUYwtywdU68heQYSjq+CMgiHBbJclmQkCRzbEt2MXkdVPFzbxDJFKqMiS2iKgmmYBFQNxxF7BVxHfJzewDR0ggEF17Fbyi3PFdG4siLGN5oqjH+ubVGtVkXkgiRTqVbFElv5JKTKcz0atRrVWpWAH2pk22K5LUZcn+whPc9DliTq9ToNf5mvKGorNleowiRcV1w6XCQs6xPvh2EauB7oDR2QaTQaPhvPwPVTIFVVRVFVwpEIjiuW+0iIrBbfrd8caTVv/o6PoP+1JEd/5OW4QvYr5NF+7rwLZgtNL+H5exEhSPjUQh/PDxoTqi81EiMYTVKzHY5qdULhMJlMhsPiIZ7jkE6lQZFJJBKkMxlmHs3juS4D/T0Eg0HqjYaIp97bI5vN4rpuK7kyHo9jWRYHBwfkc21IkkwkEkWIARzquo5lWuTzeUKhEKlsjkQiwezsLKMjo1TLZW7eFvEdB8UiwWCQ7373dwXxenMT27Lp7ukhk80xMjLC+sY6jmOL3B3bplgs0qjXaDTq7O7uUq5UefzJy5ycPIWh69QqZSzLYnbmEWtra5w5d5aenl6S6TTr6+tomkYsGuWoXGZmZoapqSmq1aofS9zB7Vu3WFlZ4bd/67dwkQiHo9y5cwfDtybEozH6+npRVZWf/exnNPxQv+Z5OzE+zmGpxOHhIf/tv/rXf2ud+MwdCpJEW0cHsqqyu7fHs888TzQWYXt7C8uyiCVE+yfJok1tb29nd3eXb377W/ynv/hPxJNJHu/vIxQIEAqFaNTq/OpXv+LkiRPkczk6fSSBbdns7uyiyhLFQkEsRBNxIrEwxY0ifQMDxOMJSqUiSBLj4+Pc9b0ckYjIhQ6FQmxvb5JIxunt7efg4IDNjQ0ikQhj46OUDg/BdZA9j+3Nbc6ePcuDu3fJpdPEIhGKpSJtHW1MP3hAKCCkghsrq2xubBCNRnj2uRd49tlnWVycJxgO40kel554nHA0Sk9fH889/wI727usrq1y/tIFCgcFrl+/Tl9fH65jUa9VMI2GSKAMhVhcXKRQKPCVr3yNt958i1AoxPzCHA29RjQaZXlZpBieOXMGWZapVWvMzy+wt7eH5zh8+OGHLQLywcEB2WyWdDrN9u4u5WpVOGldEWnazLXY3d1t5aPsbO8Sj8UJh8KARygY5NjEGOFQkLa2NgoHRT9//iI3b97k8LCI5jutF5eX6ehox3U9crk2bN3AceHUqTOsrCyTzWZY++BD5mZmePHll5BkhXQ2jaLKzM7O+MqSLmzb4tixEzQMEbVqmA5dPf2oWpBIOIjRqOPYFnq1iuc5whti6lhGHcm1BIvLFbdpYUR0wW3eogEcbFt4IhzbQXJFt2k2DEKhgBj/SBL1ehVJ8nBsG1lycW0Dx2pg6XUkR8N1LPR6A0kGVVaRPBlLt9G0gAAbWmK53TwcK42awJb4YyM8GdOwMf3ALS0QQPGDspCFT0MNBFF8sKKqaDi2Ta1WbWWNBALCNd8cozX3IabpoaoBTD/C1nW91j6jURfplqbZaAkmPE/sLYKhIBE/F8a0LILhUIte7Piy4UAgQK1WQ9d1P5r3E8nwr9OExee1bRdPktAt4SFxXBfbEoVDsLZksWR3bGHElEWx1hQZCXA8D8v1sGRZ5NdrQXB1YrEomUyOUChEKBhieXmVYCTcEiCkUinisTCGabB/UCCRSGBZFoelQwzDEFiUYBCg1XnVGw0CwSCSLGEaFo5TJZPJIkkOXZ0ZQBYy40CA5eVlpqamGB8bZ21llc72diaPnRDL9Vicz736KoosEw6FcW2HkZFhYn7RWl9bobe3l4cPH3KwLxbg8XgcVQuwubhEb28vJ/M5Ojs7SSYSzG5vY9s2+WyWrp4eDo9KfPjhhwwMDHBqaorx8TE+/vAjpl5+hVAkzMjICNeuXWN9fZ2XXnoRCYhHo+zv7vDLX/ycz736BWKRMMXCPnv7+1x87CLZbJZHj2YBqDd0XnzpZSKRMN29vRwdHVEtl5k4fox79x98tjLxWTuUn//N98WIR9cpFot0dXWhqiqFQoGDg4LIAg+FaNQb1Bt18rk8B8WiAK/pDYrFQ85MTaGpKvNz89RqNQ4PDjg9NUXp6Ii+3l7q9Tq/fOMN+vv7fcVFhW9/+9ssLi3xk5/+hL7eXq5fv80XPv85NE3kKw8PD1OpVHj0aIa2djEv7O3t4e7dexw/LkZWui6cxBMTY4RDIWZnHnFwcEB3Tw8V3xR24sQJ+vt6uXnrJoVCoZXEls/l2N3e8WfANptbm0xNTWGaJvfv30dV1Ra/J5FMkkwkCYfDxGIJZEXm4cNpigdFZFlmeXmZs2fPkkylCEcjrKysAPghWyt86UtfZm9vj52dHa5du46iyJw+PUkkEuP+/Qf09HTT1tbOfmGfrq4e/4YiCl4ymaSnpxtFUQmHI9Trdba3tymVSpw4cUIguV2X+w8e0NHRwebGhkg2zOcZHh6hWq3Q1tbG+vo6clPm6bisrq3RqItxgOd5dHd1oQU0enp6MAydv/7RjzDMBuPjEwwNjvo3VJd4PM729hb5fA69XuO9996hWqszOjZOIBhElqQWwj4cjopldSgsnMm6TjAcZmBohHw+h2NZmEYDU29Qr1cJaBKeY+I6JrbRQPJsXFPHk1xAUGi1QBDX8QgFwkIxhIOh13EcExxLjKxMA6NRIxgIYJk6qqLQqNcJBFRMQ0eRwbMMGtUKtmWhaSp6o9aSHeOJg9qx7RaFt3mwNmW1zUO32YW4Dj4ZWEeWJcLhUOum3/SRKLJMo1YXb1BEx2I5Vmup3vQyNA9wzz/UJaChixHspz0oliUAkean3PeyLDoVsaDXCASDqAGtJelt7nGi0WirANVqNQxfPvxp97vio+ebDv5mvrxIWPR8M6YnyMHIItpXVnA8F8t/HNeR/aRL/7UnSXhKAIIhosksdcOiYVpEY7FPkiZrNQzDFDHJfpfVDL4LBIMostyKLEeScFynlcu+vb0N0FrSt9A9WoiHD6dJZ3KkUilUVVDT44kEi8vL7O/vkUymmDx5EsmVCIaCdHZ2srW5xezcrL8zjpLKZEVBdh129/bIpDMkEwnOnjvLu++9x/Lysh+UV+bChQtk0sJPtbq6woVLjyPLwiOG57G3u4fnueRyOWRZ5qOPP2ZkdFSMTKs1Ll26xPrmJvPz8wwNDfHuu+/y+c+/SqlYZGVlhXt3bgt6+4mTrK1tUK/Xuf/gPpFIlGeeexbTNBkbG2tFsa+vr9M30E9XdycPpx+yvb3NuXPn+OIXfoNL+bs3PmzlnywtLZFOp+nsFL6EmZkZTp06hSRJbG1tMf3gAT29vUQiEZZXlpmYOEapVGJlZZlTp05TPDgQWI7hYY7KZQ6KRRp6g+XlZVKpNCdPnEBRVa5cucJLL75IKBxmevoB4+PjVCsCQ3Lz5k0uXLhANptlf3+fR7OPCIWCDA8Pgwdz87OEVIV4Ikm+vR3P86hWKty+c4szU1PYtkM8EefqtWsMj4zy+KXHSSYTBAIBbt68SaV8RHt7B9Vqxc+GcFlYWODYsePcuXNboA8WFjh58mQr06V5M63V6oyMjKKqCouLSzz++OOoqsr09DSbm5t0dnZSrdfo7OgkGouRzWawbZtbt24xPjFBOBzi3XfepaOjHdM0GBoaYX9/j0ezczz77LNIskSpdITrwu7uLgMDA9RqNTraOwCJjo525ubmOTwsoqoaqVSKcrlMqVTyQ6uSdHV102g0/PlwgJ2dHUpHJcKhMPcf3Gdi4lgrN3tgYIDd3T0KhUJrgS5S7xxc12Zu9hELCwucP3cRRdHY3NxCUWT6+/u4f/8ebfkcGxvrzMw84uTkpBhTNvTWYee6Hoqm0d7eSXtbB4FQkO7uXmRFFmmP1bK/fG9gmToBFUyzjuTZOJaOa5l4jgCKmpb1qRGSIzwWrktAU2joVTzHwnMcQpqGbZvo9SrBgIpr29imKZhqklBzeZ6DY+ro9RqS5yHJwmcSDoqMdsfPWzfqOrZjoyqqoOc6Lh6ekJZr/vLc351UKzWq1SpaQEP1jXfNDqC52DZ0HaPxyT7ENE1BBW4u62UZ2xG7DFXV/Ox34StpNOqtfZtt+4VNlpElGd0wW2quprxX0TTC4QhaICBgjH5B/PQIq+mBaTr4JZ/Z1RxvCVOjWLzrpiG+ft8PiiSkv01jpusKdIrnIVhofveMJwmcvyThAK4ko0VilOsmiUyOumkRicUEJDQRp1arUamIHJNIJEKxWESSBH4+FosRj8dbirVCoSBGwqqgK3/aQ7O9vU1Pdw9t7e1UyhUqlSr7+wckUmk6OzuIRaOEQmG0QICbt28BojPc398nn80TiUap1+okEnF0P1I4mUximC7VaoWG3uDS45fAFeO1u3fvopvCqP3YY4/R1yfymw4ODmjU6nz40ceUymVS6Qw9PT20t7WRy+UYHBykUCiwt7fHzZs3kWQZwzR5/NLj2JbF9Zs3eemlF0kkkly7dpXbt+8QjYTJZtKcnpxkb2+PmUePiMWTjIyMYFkWxWKRpy9fpqE3KB2KtNd0Ok0sGuP+g/uc9uX9/+2//G/p6OzgX/7L//FvrROfeeS1s7PD5uYmbW1tNBoNCoUChUKB9957j6mpKb91eiT4Nl1dZFIpFhYXOTV5SrzQGg0eu/gYu7u7xH2VU6PRIBQOk0qnMfZMzpw9SyAQ4IOPPuT8+fMEggE+uvox/f39uI5LPpfH8VUy0WiU/v5+bty44Y8SQJFVNFWoXhRJIZFIEQqGyKTS3Llzh/fe/5AnnrzE6vo68XicF15+iWA4zN7+Hju7u1iWxf7+PoXCAUfFInOPZunr7+fipccoFApcvPQYm1s7HLdMxkZGeOVzn+OoVKKzU+Sj5HI5ZmZm/Fudyf7+IfV6jVQqhSyLuNpcLoeqqty+fZs3H/yK4eFhXn75ZUr1Bo1Gg48++ohMJsXoyBDtbe0sLCzw7pUrFA5KfP6Lr/Dee++wtrbGhQuPMTg4Qmo8xZ07dwAwGjorKyt8/vOf59TkSRzHaf2MTNOku7ubw+IB9VqVRq2G7GvtNzfXcV2HauUIxzJ9A+UybW1tJJMJ0uk0pdIRvX5c6YMHD9ja2iKfzyLh0d/fz/r6Ou+++y6dnV2cPj1FoVBA13Uef/wSO7vbdHZ3CQKsqgIuIyPD7O0V8DyIRGPE4nF6+vppNAySiSTN5XmjVsExDTxX7EsUSYyzJPxsEscEhPfDcWwRi+u6ws9g27i2hSSBbgn1lyxJuLaNbltIkocsiQhd17KEb8QwkCQXz3WwLQPL0KnXa3i+fDagqf5oSyDiFUn22VGCoivLskhp9P/Msexfgz5KMgT9hXLTu9H83TzADcOgmXtSqYtOxXIcgoEAjuNiWTamLeSptXrD91UIKGbTL9IsGo7jCraYv6doZpeIEZvoLiRZwsXzPTRiVNeEKTafR7PT8nxAY/OXOJgFSt7zBF/LU0Vn5bq+XNiyfdGBKKICreKIoDBPdJUeHpKsifhdF1xZRlNUkD3qhkkkFiceT7bIywKvL1D71WqVYrHI8PBwq3NqFsxqtUqlUmmZRGVZwZXdTzJfJBlZVlldWUNRFNra2khnRC77/n6BUqlEPpenp7fXT3YVUQjf//4PCIUi7BUOuXz5yRYlYH19nc3tbSLhGPl2EU0+OjpKUFHZLxR44oknuHv/Hh9//DH7+wf88R//EQsL86ytrJJOpbh08QI/f/2XpFMpvvD5z/POO+8QDAS4cuVKK1gwkUgAkMvnMQydt996m0BIRDwsLi4Q87s4Q2/w7LPPMTjYz//6v/y/2d3dpbunh4ODfV544UUKhX32dne4efMmzz33nOhOVtd44403MAyD4kGBJx5/nL6eHk5NTn6mOvGZO5T/yz//pxw/fpxQSHgLrlwRyYVN4Nru7i5PPPEEc7OzNGp1wuEwR76ktru7m3ffe4/zF85jmiaxqMhW3t3dxfU80pk0x48fJxAIEI1G+dnPfkY+n2d+fp7e3l5yuRyPZh5xanKSQCDA1tYWXV1d7O7ucvnyZQKBAHfv3mVvb49UKiWWUrEYqWSSu/futeam/QMDdHZ2Mj0zze7uDtFomHw+x+bGJvfvTdPV3U06maRWrRKJhDlzZqp1K1M0jUdzc6iqxjOXLwP4SrYZ2tvb6Ghvw2joIq/5Jz/x5c/iJt/e3s7Vq1cZGhpicHCQtbW1llxZVdWWWdDD49yFC1iGQfHgQAAa/QXi3NwcPT09VBtCcfL005dpy3cyMzPD6OgoN2/eRNd1wuEwPT09re/FwcEBvb297G5vE4tFuXv3Dk899RTvvPMOaxvrnJ6aat2OBwb6hVN2bZNi8RBVVdENHSRJeI9CYW7evMXNmzfp6emmv79faP2jEcrlMvNzi60kz52dHc6cOYOmqdy6fZO9vT3SqRQ7W9sEAgGee/5FqvUG2zu79Pb209ndw/FjJyiWDsnn22nUyhiNMhIeRqOKMMO7qKqCZeu4jgmOKRbzttka05mmKQ4ihOnQcx1cW+DjJU9IdF3XQ5YlVFlG8mxMvSHQ9qYp0hFdB0XyqFYruLZFo1YVt3lZgCHBD8cSqUwYhtUqAk10imVZYgwcDKIokr+YdvBkcTOu1+ut/9+MpW00BILINE1cy24Vl1AohBoIYdtWi4/VTGUECVVTWyZCTdOwLYuGv8BvjtOa3xvT+sQhr6oq4WgUSRJFxfILoqIoLd8J8ImvxDdgfprbZdsuhmVimpZfINXWCAxEJ9VkgAlGmuc/JxcXoQZrsr8cFyzbxZUVbElBDUZJZdvQLZtMXvD4xKiuRjoleFnDw8OUy2UqlUor+bRZUJtja8vvWos+4DCbzeIht9BDxWKRXC6HZVsclo7o7x/wjaYm5XKNjs48Pb19hMMR2traWFlZQZYV8vk2dnZ36O3pplgsEolEsG2HgBYknRaqxL29fcrlCuvLK2KU6DlYjkO1VuPlV15mc3MTxYOlxUVc2+Fzr7yC5GdKDQ4O0tXdzdWPr/KLX7xOb38f/+Af/AMhMy4Wqes6uzs7lI+OOH/xIrquc+vWLU6fPk0wGERvNNAbDWq1Cm+++Sae5/Gtb32rtWuanp7m3r17mKbN448/TiIWZ2RkhI8++oixiXHK1Sq2ZRGJRHjzrbf4N/+fP/1b68Rnx9cfljg6KmNZ4kWeTqfxPI9YLEa9XseyLK5cucKJEyeIhCPs7+/T19/P8vIypmVx+vRpurvFokfXG4TCEWLxOFk/enN9fYPHfB7YF77wRd5//31GRkZ9zbhMLBbn6tWr9PX1sbi4SF9fH+3t7Tx8+JBgMMjR0RGGYVCt1kR77UHNMOno6iafz2OYBp4kceP2HVzPJRpLEgmH2NzYQpUVRkdGkCSJWCTKuTNnhALj4NBfEBucmpri1OQpPvr4Y6anHxKJRilXqkxOTjI4OIDruszPzvHhx1c5NXWGfD7P+to6S8tLLCwuIikyG1ubDAwN8uWvfoVf/epXpDLC4frGG2/Q09NDb28f2WyO5YVFFhYWmZgY9/cxcTo6OpmdnQVk+vsHGBoeQZGEa75eF/kPbW1taJpGpSLglO+88w6hUAjXdXnqicfZ3t7iueeea+HqHdelVDzk6OhQGAslj8ODAzKZHO1tOWbn5jl27BiHR4fs7myztLBAKBhibHSEvt4e1jc2SMSjfPDeewwOD3F66hT5XI56o8GZM2fY2tqiWDzkmWef487t2wRUjaAWoFypYto2/QMDHBwe0dHVTTKZwnZsImFBRLBsE9OoE9AUbNskFPQzN5rhTB4osvh/kiQhSzLgCXmp2+RDeZi6Dp6D69h+CqPIOtdUFccFXFuMqWzRoTTqNTzXRgYMXcexDPRGw7/ZSgJq6B+XiuQ7Uz4lj41Go639RstNLis4rotpW6iaRsPP5xCMLMQuw1+wB4NBbMsCVUEBApKErIrc+OYh33Sz2/4IzEN0WWLZLFIAI9Eokg98NAxDuL0dh2Aw1Dpsg8EgniTjuI7A1suf5L03i8inY3uBlq+kiVeRJFFEBH7Md8X7DnzXbS7r3RZypZnkKDoRF6RPMC7g4YDvhE8iqQEkRaFRrWKZhvhZI2GaAp8fiURYXV0lkUiQSCRa6JlGo+FbDfTWeyOTEWPlQqHA4eEhiWTaV7oJb8/Ozg6pdJp0OsPiwiKJZJLHLz1OKBzh6vVrrCyvIskKtaqQHU9NTdEwDDKZLMXDEqWjMvlcG/FEglQyJR5bNzg4OEBVNQzLolAoUCqXGB4Z4cLFx4jHk4yORDkoFBgfDxDQAqysrbNf2GdxcZGDgwMiDx8yOzsn1IGmxUGhQLUmsuwXl5cJaBrnzp+n4LMMY7EYf/mX3+fv/t0/wPJfM026SSQcZnlpmcnJSd5/7z0WFhfZ3dnjqSef4sG9+8TjcXZ3dzl/4QKloxI7uztEIlEMyySRSn6mOvGZC8rv/e7vsbKywu7eLjdv3qS7u5utrS22NrdIJBJsb22zsbFBLpvlwvkLBIIB5hcW6OvrE3PiSES4d316p2FZaMEQZ86cJRKJcP/+fTY2NkmlUhSLRXr7+kkmEmxsbGAYJhd86qWmqZw4cYKtrS0ODg5axeXkyZMMDg5iGCKTGglOnz1LxB+tuY5wFg8MixQ1UzdIxmOoksdRqUilXMbQTdra8oRDYdY3NliYX8T2PQXziz/g/PnzjI2M0DAsopKABAaCQRYWl+jr7SWRSvHxtWtEYzG6e3qZOH4cLRgglUqh6zqzs7MUDw9ZXFqiruvkslk2t7Zo7+hACwS48s47TIwf49JjF2lGIk9OniQSifr51lE6MxlMy+a1n70m3MGSRFdXV+v2pus6u7u7nDt3jqGhIW7fvk04HKZUOqRcLiP5yjiA7e1tX6Ne5P6D+ywtLnFwUGRwaJjnnn2Wrs4O9vf3CIVDzC8uUqtWefmll6jX6zycnkaVJK5+/DGVapVILEoykWR5eQk8WF5ZZWhwiN7eXhYXl8jm2hgcGGD6wQMkpcDc/AJtHd1cfuZZwtEYyUQS0xReB8s0cG0xyhJObAtFDSB7ImGz6V3wXDHSURALadcTIyzXc5E9x6f+1nEdk6CmiU4EhIEuFPSTGQXkUfZc9EYdvVHDdQQBuFar4pimz/nykJAFJl4WaHvXc/B8X4ZlWiST4lDTfcKuqglGVpOlZZoWfEo5ZVlWqytovvGbh3cgEGg53ANeAMtyWhBHRVH87BWplYWiaRr1eoNIOCqyRGwR7dvscmRFIRoKCWy8P56y/HHUpxEuTed4cyzW5GA1/Rq24/j8LbUlF7Ysm2b0set6glnm70sEml+jOdYSSjK79ZybnY7jiDFlMBzGlTUkRaOzu5fdvX3/cR3SySShcJit7W0c1xEKRD9CopmDIwqY+P6qqkq5XKZeF9SDpg8qHI6I8asfVBaLxSkWi2xu7PLK514mnd7FsW0M06RwWMLzIJ9vwzQt0umMP5VxyGazBINB7t+/z4kTJzF1g63NLfBEDHEsHmNjY5ORkRG2t7d5+pnLXL12jd/67e+Qb2vjV7/6FZFwmM2tbfK5HB3tHdy6fZtavc7Xvv41jkpHXL9+nVAozOTkKdLpNNMPH3L37l2KxSKfe/VVQqEQ9+/d45133uXxJx5HCwQIBjXefuttXnn5JQ4KBdrb2xkYGGB9bZ1Gvc6777zD9va2CP2r1wgEA7S1t5GIJzAtk1+98QaH5SNK5SPqtTo9vT2E/MvP3/brM4+81hZnuHv3Lrdv36ZSqfCFL3yBzs5OXnvtNWRZplQqEY1GCQQCPPGUMBlubGxgWRbRWJyjcqX1Q2/eqjOZDOXDEu1tbXgSPHz4kK7ubmbn5ujr6yOfy+HYNvv7+5SKhwIH0KiRTqd57733aG9vb81QHUe8wOLJFNlslp6+Pto7u1AUmWKxyNrKKkdHFSIxgU4IBjQkz+b9K2/x6OF9Bvr7/RQ1HdMSDuC+/gGaWQpt7XmWlheZGB0jGI0Sjyd5+PAh+/u7LC8v88orr5BKJsXs2fWYn18UkkXbpLOzg42NDUKhEPfu3RMdRCBAj08fbd5wTcMkoAnViCLL3L93zw/wiTA/L4CJx09Msl8ocFA8IBQIsrKywiuvvMLrr7/O+Ph4KyQnlUqhKApLS0vMzc2RSSXZ3t7i5MmTQj0CrTGaJ0v09/dTLBaZmZnBs4WSKJ/PEovFWFxcZGhoqGVqKx2W8FyXdDpNIBjgtZ//nNHRURzHIRqLsb27Q6PRIJlM093TIzrTcploJEIykeDg4JDd/X2++o1v0N3di24YuI6I2LUtk4Cq0qhXcKwKwYBKtVolHBaHhlgOm6JwmLpQeeERDqlYpiECmHQDTZGo1yrU6xVcRzymbYp9imU5RCJhXNfGcxwc28Ro1HFtC9sw/bGOQ61SFjG+ivKJwdA0Ww51zxUHqK7rPnRR9YOiXJA8wuFQS6jRNAN+GuLY/H42/2kYBgFfVq/6suzmJaFRN1qHpVjKO61xFoAsq0TCQvpbb4idQrNwyH6B8Dzp11ReKJ+kLjalv83n11xat6jC8Kk4308YZLph+qBKGUXVRMHweV+ui/9bXOZEJrwPkVQ+6YaaMb+epKCEIliuTCLbRiqdZW9vv/Uez+ZFuJqkyAQCAXLZLIdFIQdWVfE6aSq26vU6qVSqFQZm+0o8RdWwbbF83tnZJ5/PEgwKzlY6k0VSxe7VdV0h/XXF13333n0mxgVGqK2tjeXlZTK5T4Q47e3trCwtc+fOHTLZDN09PeTz7dTrdQKBAAMDAy3m2slTwmOyu7fX2okMDg6xvraGoeu4rk1/Xy9rq2s8fDhDNBqju7tbIHaiUW7dviVygXyl1y9+8Tr5fJ6DgyIvvfQC1WqVw8MSum6wvb3FK6+8LHA6ksRAfx8/+dlP/VyVBK+88jmGhoZYWVlpiYtaHaMk8e6773LixAkmJyf55re/+7fWic8Oh1xYoL29nZ6eHjY2Njg8PGRvb4/u7m6feSNa93A4zNbmFoFggOHhYba3tzl1eoqFhUXisVhrXFY4OKBRq7G6usL/99/9O7717W+xs73D+vo6Y+PjYnyjqswtL7eQ3dFoFEWRSaUyfP3r3+DRoxls26anp4dSqYQniTfEjRs3kBSFeDLJzvY2b7/5FltbW4yMjXPq9BmGRkZJxKLMPZpmZ3eHWDxGNBIGXLSARratjfaOLlwPjo7KBMIh2js6aGvL887bb4mcBklQUMPhEOfOTmGZOtvbVZaXV+ju7qV/oI/u7i4WFhawLIuJiQl0XefRo0fous7ExETr5tfX20tD19nc2GRoeBhJ8tje3OTUqZOsrq4SCoXoHxhAC2hEohFCtRBTU1PodTE6WV1dpbOzszVXr9VqlEqlFlzw7NmzXPv4I5aXV+nvHyCTyaJoGp6kcO/BQ0KhIAP9g2xv7TI2KuB0PT1dLC0v0TAMBoeHkFUVx7KYeTTD6MioLy+WGRgc5PLly8zOzpLJZHAcm87OTgYHB5FlBd20sGyHre0dJEliZGSYgeER0vl2VC2IogVRHQejie1wbBxcXMdENAYuIFAoriM6AsnzkDwXyzJQJHAcC9cRIypFlrEtk3AwCn4evKqqApfiuT4/y0JpueZFRK+pN7BMExzXLzJiDyFLsg9UFAe3OAAdPASN2HFcEfSkqi0JrOd5qIrSOuyb+5Xmgd289TcPOtu2sS2LUCAAkvxrxUfX9RahuMnman4OkXnuI0QUrcWkqlYrGIYwuhqmCNUKh0NYlm9KlCQBO8RpLauby/fm52j6S5rPr6nMEr+9lqxcloVUt1lgGo0mk0xFkgXORhzi4kBHFhyv5i5FkiQ8JCQlgCcpNEwXLRxBNy2OqlX2Cvs4tkU8nkCSZUzLwmyY5PN5SkdHIufedSns7yPLMsFgsMUka6pR4/G4+LNQkGAwxIMHD1sFXZYVotGo8K+FgxwUSxiGKQrO7g7dXd2MjIxxeFji5794g3gsTHt7O4FgkGw+x8mTJ6lWqnz80Ud8/vOf55lnnuH69evMLcxjmpZQrZ48yfb2Fp7ncu7cOWRcjEadtZVl+vr6ae/oQMKjp7dHdBENh56ePqanZxgaGWl5gNra2jg6OmJgYIC2tjY2Nzf56KOPGBjo55vf/KbvobHp7x9gc3OTB9MPOHnyeOvsaTQa3L3/gM7ObmZn5+jq6ubg4IB4PM7a2pr4ukLiEtSWzzNx7BhTZ87gei6FQuEz1YnPXFBu3LjRMsw1Gg3W19eZnZ1F0zS+853vUCwWUVWVlZUVjspHrKyu8uqrr5JKpbl54waWaXP/7j2OHz+G67js7++xt7tHZ0cHmXSWaqVKW3sb9+7dw3EcAoEAR6VSa5mY8qV1glxbAzyGh4cplUokEglsx6F0VOL9998X88X5eUqHJX784x/zaOYhL7/8Mt1dneIwVVQkWaJ/cIDJU5O8c+UNHs4ckkimiMST9A0NMXZsgkQyzc7WDteuX2VzawO9XicRj1L32+j333+fP/zDPyQei3HTV5ulkmke3Lvrp+YpKKpCT09Pa9Ybi8UYH59geHiEo6MSR37ufX9/P3u7e1SqZRxbLHQ7OzvZ2dlmeXmZ/sEBVlZXae/swrRMf2cgbqz1ep1EIkGhUODo6Ii9vT0mJ0+RTCbZ2tokn2/j+edf4OTJSa5fv46HQGA8/fTTzM/P+4mQG+iGTjQWI5VO02jUaWtrJxKNkEql2NraIhQM0Nff3zK3vfnWWzx26TGSyWQrUKy7p5u6rrO0tERPbx+eJzNx8hijY+OUy2U2NjeIxROMHz9BOBKlVq+jSGCahr/rMJHVAKosISHw5Iok+2okoUKVZXxVlggWkzwHxwbTMARyA7AMMR7SNBnbFLsT27KxDFMUHcPA0BsEQ6LY6PW6UB3ZDrZtYdkWnuthucL/0cRvAOi60coE+v+x9p9Blp13mif2O/5cn/fmTW8qXWV5h4IjCgDBBj3ZbDa7e3e6p83ujnY3tKvQflhppVDoy44iJvRBK0UoYmRCOzuKnRnNTjfbDJsE2DQg4YECqlDeZFVmVnp/vTn+6MP7nlOg9IH8wOpgNMhCZWXevHne9/9/nuf3JP3pyYM4lCh3oUGQrmGAdML6/JSSYOEF1iRGUeMUq56sw0zbwneDNIOSTB2OnGhc1yXwQ/r9RvqQzEpkepJ073REKFE3DAQ2XqDjw7Q/RU0dYOnBmfx3meGI45A4Qh6UT1dkcSyremMxsSHfX3EcpgI+ikzGy8uYyNQAxIRxRMbK4KMSOgGhH4Ie4TYalCuVlDLu+wGHtRrlfJlyucz+/j47OzsU8gXK5TL1uljrlkolut0uExMTxIi0f61Wo9PrgjQGDA0NMT19jH7fYWd3l0KxwOHREZYtcCj379/jpZeuoOsGKyvL5PNZvva115mUJO03f/wTSYcQjaPPPfecoJ1LZNKZM2c5fvw4n312g83NTfb2drAskxufXWdt9Qnnz5/n3p073L55i7mFBT786GMOj2qUyxV+7zvf5l/8y3/Je+++x1e+8mWGh4cZGxvj8PCQzz77jPHxcdbX19na2mJmZobf//3f5/HjZUxThGuXlpbSgjrP9/nrv/kbbMviypUrFApFhoeH2dzc5Nvf/jbLy8vU6nWerK2hahrjExPEcczW9jaNZlPkDTWN2WMzv90DpVAoUK1WOTo6YmRkhKGhIRmgCtnc3KRQKLCxscHk5CS5Qh7P9/nggw84d+489ZoQfUeGh9nZFpTPUr7AGz98g/m5Of4X/+X/XDgKgoBKpUKz0aBRr7O7s8Pp06e4e/cejx89SnMwjuNw8+YNFhbmhW7ie6ysrLB4YpHNzQ0uXrzI/u4uW5sb7G1vcf7sGcbGRkVHdBQShj5BoKPrGi+9/DKVygBxIDD8tUaTcrkiRnxN5/jJRXKFPHdu3eThw3uiKvPYMWqHR/zBH/wBa6tP2FhfJw4jBoeGCYOAgWSX7rjMzM2Ry+e5du2apO4WObF4kv39fTxZcPT48WPplNsVRVG6DlEsO1fyBEGYNs5d+/QTTMtmY32DUqGQuuwSQOTi4gl2d3fZ3z/ANMWNrF6vMTYygqII8NvB4SETExP0eqIJc3x8AtO2CKJQ3EaODiUiv8BPf/oPTE5OMlipMDo6wvLyCgPFEidOnGBgYIBMJkMuJ2CWrusyNz/P1vY2uq6zt7tPrdGkUBpgYWGRfKFEuyNYbbYtgHm+6+BFYQpGFKh4oYXEEQS+J11DAm3S7/dQiSGOUGIIfBeVCM/xIY5QVdAMHddz0TUdXxY2EcXEcn2jqIkQ7RAFQBzjO574HIKnCPvkAZlMGMltXVU12m2xwkViTpKVQnJ7B5UwjFMGVyLQJ6K6COW5KQxVVYX9WDN0HDm5JKh6VdMwc1bajuj7PqFcxSVZnk6niyvx9zEQy1u6HwbpGs6yLEw78zk68FO0fDJBRL/ycf1fmSKCIBCdMdJdpmm6zKIk/56gEmi6ShRE6UGlKKJ2OFZE82Qci0Mllv9B1QgUFTtTQDVjFN2kUBpgd2+HgYG8TOi7RFEsYwFmepnKZrMyFGtTrValq06YGCzLws5mUDUVz/dkN1JbooYOGRsbZ3BwkLWNdTLZDOfPnqXd6ZDPF1hcXKTb7bK3t8fe3h7Dw8NcvHiRfD7P0tISX/nKlxgbHeXvf/hDhoeHGRka5u2332ZkZATLsvmj3/suh4eHfPWrXyUMA4hDPvvsOqaus76xIUwZlsXk1BSHtRoD5QF+58tf5tz5MzRqDXRdQ1UURkdHcV2X7e1tGo1Guo05d+4c586dY2RkhLGxMUzD4he/+AWHh4csLi6yvr7OM888w9j4GA0JrV3f2MTQdB4+eMhrr72Wxgpm5+f53e98h6GhIVkjvMe1Tz/lB3/zdwwND/HylSvsbu9w+bmXfu058RtrKB+8/dMUd24YBtPT03z/+98XmslLL+E4Do8fP2Z1dZVnn7vMicUT3LhxE9/32dreolAsMjo8wuHhESPDQ2Rsi52dbS5cuMTR0RE7OzuUBgZEilrTOHXyJHEc02g02d7Z5ZlnnmFjYx1N1fjgg/cEduXkCWZnZ2k0Wvzspz9l5tg0faeH5zoc7R/g9EUnxPjkFONT05y7cIl8sYRl2QyUB9B1BV+6e0LXla16fUzLxDRNVMMkk8mSy+bTYGC32yUKfA4PDrAzNk9WV9jb3WVubo58IU+1WuUHP/gB/X6fP/z977K9u8vu3r4spaowNj6BbWfwfRddU9nZ2SIIfG5c/wzP9TB0QRwoFov0+31OnTrFytoTVldXWVxcZPnRCnNzc+xsb7Gzs81/8V/8FzxeXmFza4epY8coFoosSSz+wEABVUtS78LCvLGxycjIcPrGN00ztUZvbW2RyWSwbIulR0tEUUgcRkxMjNFqNjh54iQHRzUcx2V3d5e5+Xl2draxLZtcLpcGP9vtFh988AGu53NsZpaRsTGef+EL5HJFFFWjVCyISUNT6HY6QtfwXHGQxCG6JnpLokDoI0EQYlkGpmlKvcwnDjx8t4dOSOCJ752iqKiqIiaQQGgtUeijRAFOt0u/18NzXJQ4xHf7aKqWIl2IY3q9XioSR1FEz+ljW5ZAtHh+qnckv2+aT/Mk5XI5LcJSFAXbFkFG3/WIiSiViuk0omsqnXYbJIQyzUTIfwY+x/xCoszF59DudHFcR1xGArFiSgXzzx9CUntJhHNRG6z/Sk7F932CKBQ1vyR98Aqaqov/XQr6ycSV2IHDMCQIheMuDEMh7AcRoKCoyQpNaA9RcnApsSgyQ6zGgjgi1iy0bAHNymJlCzJsXMT1fZrNFsVikUqlzGHtiF6vj2VaZLM54jjEsi12dnYkIFOlWq2iKaJ1MsGwDA8P4zqCAt1qNykUCumq0XF9KpUKpVKJZrsj2iBj5Fpdo1KpilCpfK9/85vfYnl5Rdh1pSW7PDjA0tISU9PHuHz5GZaWRI1vq9XiT/7kT9JptFarYRhCK11bW+OTTz5hf2+fb3zjG5w9d45ut02swMzsLK12Gw2NX7z1FpcvX8YwDJ48eZJ+nWEYppf6mZkZhqpV2q02y8vLGKbJw6WHlEoDTB2b5pNPPmF9fZ1XX32VmZkZ+v0+t2/fwfd9/uRP/oTtrS2erK3R63V5/vkX+PTTT+l2u+TzeRr1OqampcaewcFB/uv/7f/+154Tv/GE8tZbb9Hv99Pms5GREf70T/+Uf/2v/zVvvfUW7XabU6dOce7cOXq9LsvLy5w+fRqAL772Gv1ej8ePH0vURMDyyiYvPP885XKZMIpwXJeFhQVcz+POnTt0JeDMcRw2N7ewDAHt8zyPjY0NXv/yl9FUlfffe5+9vT0uXjjP6dOnuX7tKkeHLvPzs2iKws7uLqixoMEGPqHv0Q8DDENN4XcgBEHdNMhoOoauYZniGxgFAf1eD12Wc4nypA66adCsN4Sb6+QpHj9a4qrMmizMz1M/PGJ9bR0rm2Vqagrf91laeiTcIdUqn1z9mPPnz3J4cMjI8BBD1aooFIrB8Vz29/c5efKkWP8ZBkNDQ2iqxtjoCCcWFwVSvdPm1q1bLD95QrPZIVco8OjhI7rdDl/72ldx3C7vvvsO+/sHjFSHOaod8dxzzzMxNsL+4QHnz1+k2WwJNpdhMDsrhMOt7S2eeeYSjx89Ym9nh36vx+VnLgtDRqfLiZMnyeVy6KbJ/PwCURiwvb3D1PQ0pmXS2+tx+fJlHi+vMDo2ytjEJLlcAVVTKRSKQssIA7RIjCGKIv5/HIdohkCiiOKqAJDBtzjBkigEnsiWEAv3j+95QIxti++x54tJxfc8AX9UJAU4jkThluzc7fe7xIEgXBuydrff76c6R9IY6PteKlwnD+qEvJv0hQDpQ9owDFxXdKyoqkrGSsCWwtMf+D66YUqh+um6KQkUWpaVwhh9TxyUnu/Q7zk4jkusCJHf/TzqJH7a9f6U1fV0rZZgWyL5n1hBrJ5UFTWWRVfyl1hvyaCiDA8+bWRU0skt0YyEK0zQlmPEOksETQUg0jQFaDIGOZGoKIqBotvkByromTyqKuy+vtRLBwZK6XrPcRyKxaKs0o0IQp9evZdWIYvX2xX1v9I+naD8NU2jUMjjB57UehRarUOGR0bJZLKgqOTzeXRDXFYatTqjo6P0u1329vZ54cUXiBW4+uknjI9NsLa+zszMDI9Xlml3hVW40+4xUCpjmiZzc3MoisL+/j62bbO1tUUYhjx5ss7Q0BAAf/EX/xHXr1/nD//oD/nss88EBkZR2N7ZEWFvwyabzdJoNLhx44aovJBFfJqm8e677+K6Lv+Hf/pPWV9b54MPPqDZbPKNb32TTqeLpmkMVat84cUXefnKFcJAVIlsbWwwVK0KI04Y8uDBfe7eucvly5dZXVlmaHCQXDZDGIacWDzO/Ows773zDksPHxAD//VvcE78xgfKsWPH2N3d5fnnn+fjjz9mb2+PXC7Ht7/9bX70ox9x8uRJTpw4webmJsVMnidraziOK75Zus7i4iLZbBZVVbl69WOmjk2j6Rqr60/QNINCqUi312N6epqPPvqIn//sZ5w5c4YTJ09yuL/HQKGE6zmYpsG3v/1tDMPgo48+5OHDJQYHB8lmM3ieQy6bwc3luHPnNm6/R2WwSr5YwPd6bGw8oVIZpFAs0e92KJRE8tYyTRQUet0eVsbCC0SyN5fNYUocRRTHhL4HSkyxVKBUKtLv9uj3e3TabWzb4vy5c0JLyGRQwpijg0PCGManJhkbG2P58QqHhwdkc1nGx0dFadXEBM16XSaQodVskS8WePHFF6kMDnL/3j2Ghoe5eOkSKysrjA4P02jUefbZZxkeGuL6zRtUh4b5j/7j/4SbN28yOzPD3u4ujUadbrdNNpuj319H1xWuvPQi169f55233+LKKy/zxps/YHXlCa+++ipHR1129wTm4/HSY86eO8fssRlK+Rw///lb2NLFlM9lyUjhTlMVNE2hVmsIJPjUFLW6CIkNVquUymXCWGF2bp5iqUQul0dRVGpHB6hKjGpoRBK/EcchqhIT+B6e6wA+qhTeDUOk66PIR1UVoijAD3yUUCTkFVlCEsvVWeB7croS65iYGMvQ5UEi0uui5z1Khf4ELaJJMd3zPOxsBs/1ZGnSr2YxVFVNA3NW8nrIQGCiG4gDx4EYiVvRRcrd9wVvTOovSf9HosMkB5Nwj9kCiuk6Tw85yQYTHCvjV1ZaSUDy8z0kyYMURKYl6QlSFAHIFGuoUCJQhME3dR5Kx5bQSxKX1tPXQf4TKCoQEsVCnxGCfkQsV2KCtqwRxhBrFopqgGmjGhZRBMVinigSfe+ZjCDxjo+P0+mIny1FgWw2Q6fTZrBaSafqpH3R0A12d3bSCaxcLgsdKvbZ2RWQxWaziWGYDA+PpOaVYmmAg8MDYgQZIJvJMDw0xOPHy5SKRWr1Os9cvsy//bd/yaNHK8zPz/HiF77ASy9f4dNPrmKYFrqm02q2ePToEYODg1y8eIm//uvvs7m5SRiGLC+v8sf/6I+J4ojt7R12dnb5oz/6Q37+85+jqgp3794VayvLYvnxY0BlQjZLnj17lrt37/LSSy/R6XTY3triK1/+MvVGg5s3brKyssLdu3f5whe+gO/7/MEffI+NjQ0ODw74u7/7Ad/4xtfSIkFVVRmqDnLjs+u89fOfoes658+fo9Gos7W1ybPPPsvk5ASe5/Lzn7/FR++/x/raGmEcp1GDX/frN155PXl0l83NTX72s5+JetMwZHx8PPXTu67oKxkcHOT27dsMDAykyXdN0zl79hz3798nDIVuUCqVePT4IXt7B2mvQi6XQwFOnzpNuVRid3eXVqvF22+/zXd+9zvkcjnsjM3Kkye4bp/Hy48ZG51gfHycsdERnH6Pw8N94ihif3+XtdUVwjhifGKSXKFAsVTGMExy+QK2lcG0bArFIkPDI+mtNI4jer0OmqIzUCylh2AYBqDEaLoQKVVNw5AumzAIODw4oN/t0Wg0WF1eodEQVbZ916febFKulPEDn4cPHzA1NcXI8BA//OEPmTl2DFM3OHZshsNDYZEUtaAlCsUiEWK/vr+/z7179zA1EWY8f/482WwWzTRoNBpUh4ZkYrhDtVIh9H3q9ToHh4cMVMq8/87bFItiN7y1vUWv26NWr3F0WOPy5cuywa7CxMQEjuNy9uxZNjY2WFpa4s6du5imwbe+9S3u3LnD7PwcSJ5XrVZjY2ODufnj5HKF9CZZKBSFqDc5xUClSqlUFpWrcUztaD/FnghNQ2ghmgKh7xJ4DoHfR419gaK3rfRBEfoBTr9Hv9tGU2KUKMD3+sSRgCpGYYDnOASBj2kYeJ5LHPgCseL7tJsNQl9MLp7jghLjuS6eK9ZRtm2nTCjRtR6nbqdk5WXbdnqg6LqeevTDMJIpfPEz47oC9WKaYl2XrKPCMETXNAxD+//TZ7LZLP1+X/5ZPT1okoe3pmnEcqUTRkIfSsCfycdINJDkRztOp5KnocQERPkrAcbwKV7l87XDySGnawag4srSsERYF+eQgi/ZZslhIw6eSBwwmiaAj4pOqMrppDyIbmeIFAh9oV2tr28yPj4qA4k5hoeHiBXodLpkMlnCMCSfz6f5EkVRGBwcFIenrDFOwtbJPycBR1VVKVcqdDoi71MsDTA+MSEgnynXzhKO0RhhGun3yGaznD59Bk3VmZiYYHBwMLUoDwwMcP36dTRd58macEo9frzC7OwUx0+coNlqcnR4yPDgMCdPnZKwWoep6WlWnqxSKOT4y//p34kwKzA+No5hmMzOzdHpdCgWi2xtbXFwsM8rV66wtbXFyMgIh4eHXL16NbVlf+c730FRFc6cPYvjOBwcHLC5ucn09DQff/wxnucxMjLC/Pw8/91/939maKhKqVTi2WefZWJinA8//ICDgwPOnj3L9PQ0R0dH/M1f/w22bfPyKy9z7tw5vvqN7/7ac+I3nlA6nQ6u69Lv9zl9+jTb29vpTrtSqZDP55menubOnTvs7+5iWxaDg4PS+dClVhO36m63wwcfvE+32+XYsWPscUB5YIArL11hb3+f1ZUVAXu8fz8tizl+/DhDw0MEQcDO3p54kysqX/v6N2nU6wyUBgjCiPXNTULfI5e1RUXn9DGO6oc4TldYPaOQYmkAopDAdlG6Gr7XR9dUJqanMC2DOAho1+t0nS6aohJGMdlsBt3QUFWB81BVlTiMcAPxw2YaJpVKlbAUkc0XcF2f/cNDMtk8J8/M0Wi1+ezGZ3x6/VNUVWFoZIT9g0Ne/MJL1Gp1hgYHWV3bwHOFte/ixYuY8o3d6/UYGR3F6XtMTk4zNzOLYZrk8kV2d3fY2NpgbGyMh0tLqJpCp9WGOCaXyXD27Dk+vvoxp+0zLC6e4K233mJoaJhOW3S5P//ci3Q6HYaGhpmZmePw8JBarUGtdsSjR0vpDfi73/09Dg4O8H2fcrnM9//yr/jS7/wOT548YXx8nMUTJzCtDIdHR2xubWPaFrlCiWy+wNj4JNlsnlgVN/8oEI4rFYjDUKDmA2HdRVNQiOT6K5IrKrEKCzwfXQHfdYlCAW4UAcYIhRjRBSKCi/1eV/S/I+zFruMIBpfroKmKXNXERHFI5IcEfiA7RrQ0e6GqT4XdRBfxfZ9isZhmLcRlKkhLqcSBI+zIiW6RzdrEMXh+IHWIp4HAXr+LIR1fYSiswUluAiAIfIFrkQ/4xHHleR6qoqHqisjwyM/ZNM1fSbcLs0BWJMxlBiI5IJOVWhTHaSg0cWgBMqwo/nti9w0RTrowClFksNcPxKSTACOJpUYip6lYftw4ColQ0TMWsWbgRwpWLo/r+xwcHlDMC+rv5OS4LB7rUq/XKJcH5Eo0ZmdnS051Ea1Wk0wmm+pEvW5Xal1euhpLXKlBGNDpdjENg17PkXZr4aq79ulnWFaGl1/+AtVqlZWVFUkssHEcFzubYXx8nHwhT6fT4/HyY27cvEGn06XZaHH69CmGhoSF9/LlywRBQK/Xo9lss7a2RnWoyiuvvApBzPbmFlEsPq+bt27wy7d/ydTUFN/65jdZmF/g3/1P/45r167z6mtfZH19nVu3bvH8s89SLOQ52Nul2xXrrH/4h3+g2+1y4sQJstk88/PzeIHP+bPnuXv3Lo7jUK+LfM7m5iZnz56lWCjQ6XQ4ODjg61//Gp999hlnz55F0zRBCRgYYHNzk9u3b0seYZ5SeYAXXnyRs2fPcvvWnd/ugXLt2jUuXrzI5cuXieOY8fHxFAqYyWTSsXhqagoFqNVq/OAHP+DrX/86q6urhKEYyZeXH7O09JCZmRnm5+e5d+8eG2vr9C9eopjPp2weRe6q640GpVKJ995/n3qzia7rfPtb32ZldYVms0Wv73Dv3keoqsLO9iaFfI7BygCxvAUODAxyeHRAr+/IN18gMB+Bi2FYRKFPEAZ4ocdAocT2+iZZy+bwsEa9Vmd0coJhcxQ1CrENHV3V0opX3w/wg4B+z0HXdFRdI5srMDY1hZnJki0NUG91KA5UeP7Fl5iZn6fZbBDHoso4m8myvbNPjMbI6Dj1eo3t3V0Ojo7odrtMTU3x4Ycf0es7aJrKxYvPyPUObO/uoqkaT1bXuHXrNkEYYNkGlmmytbFJ1s7SanVYPL7Ig/sP+Oa3vkU2m+eddwSOZWRkhGvXrssdtInniTXI7OwcD5cesnh8AdO02NraYn19g0w2w9Kjx2K1d+ECh4eHVIeqctfb4uHSdV7/8lcII8hmc4xPCJR+sVAiRqHveqiGhuf2IQqJVeSaCyIlFuhyRSNG2lDDAF1XxJoqigiDACcSe/Mo8LEMncBzUJUYN/AxNBWv74uApOtgGQZ+YnWNQ5y+i+95BHJq8GWZVRAGqdEkyYcoytMq3AQBHwRBOpkk6W/HcfED8dB2XY9QEoAVmX0xTUOu0CKIAsTSzBduMCKymQx+4ON7QltJpgYQiBcxmWhpViSKIiJ5uFmWTURMp9tNf/6SgO9TgV7ojlEco8b8SvAy0VbE6ivJmMQklGHh7BK/FFVDTX5PSTQSsXrTtKSpUZF6DqlrLUHKx0hYp2oQawb54gDNnkvf8Wi1WwxWBmnU6xzISlxd18jnc+i6sP/2ej2iOCZj26JF0vfo9UQuI47F19rt9fBdj2w2C4hbe7PZlKVyMdlcDtOyqQ6NEAYhvb6D63rMzc0KTl02y/LyMltbW4yPj3P27Dn29w8oSTxSImYPlMuMjo8zWBlkc32T1dVVGo2mCF+3Wrz88hXp3gsZGR1lZGSYO3fvEPR9Go06hmnQf3Cfm3du4fs+ExMTtFotrl27xuXLzzA+NkqvL9x6//l//p/z+NESS0tL7O3u8e6777K4uMiVK1dEgLJS4dixGSanpvif/t1fUq/X06+7VCpRKBTY39+n1+vx4N59ev0+hmXy+uuvc/7CBcoDZTIZm8ePHzE/P88rr7zKtWufsrKywvb2Ls9evoyp6bz/zrt0ZZ3Cb+1AmZyc5JNPPuHatWuUy2VmZ2dTK+vIyAg7OzscHh4yMDDAufPnxc13eFgI5hcvousGOzs75HJ5vvSl1ykW80zPHOPlK1f45OpVctksN2/epNVu02q3OXPmDA8ePiSTyXBsZoaPPv6I02fOMDQ0zN7BAefOX8DzPJpyzbO6soJu6BzVa9Tqh5i6jqaoWLZNGMX0+r3Ux69pGhnZmBaEPq7vEoQBbbvB9Y+vokZw4uRpcuUyI6OjqIYuH2QBtm5gmIIXJSO+IiSmy320pjE4MkJ5aFg8TIKIIIwolAYolgZw3D5xHGFncmxvbXH+4iWGh0coZAtAxPjkBK1mi+WVJyi6gZnJ0u71mJqcZGtboFIq5TLvvfcBw0PVtDq1WCqRz2WZnJzk2MQxPvroIx4+fMjJk6eZmZ3jxs1bjI4O88d//Me8//77MpsgEtXNZgvX9fjGN75Bq9NB13QuXXoG27bZ3t7hwdIjrly5grO5jWlZFAdKlEolKgMDjE1MohoWg0OjaLrB/MwcxWJJcNHyBRRFpdvrQRzh+6KfXYkjwkAI56JbBII4Jgyl9VcBJRad4oauEUchoe8TKSJ/ohChxApKHBNGgbARRxEZy6LdbmOZhsibaCooMb1uF10TFODY9wkjkTVRFAVP5lWS1U/yQHRkM2KinSQP4VRPiBVcz8e27TRQmjz0k9Q56IShcGcJeGWUrpuy2ayowo1jTMsmRqHXd4iiEFVVINbIZJ5CDoNAXF4iKZT7fkhPaiWKnFqSMGJi/U0qjxOacHJYgFjHJZN+HCetiUG64hJ98kLjcVxPHhoJWiUSE5ImpvYgiGTjowg4Joeaoij4YSg0mRhCYKBURjFsmjuHDA6PUsgXsKXVt1QqUasdMThYEa+eLtD/7XZb2IFVDdu00AydkZERXNfBtkXOxrIsyqWBdK1Yr9cB0XKpaiq6YRCFbZy+y/DwMAPlMnEUY5qCgJCI6EdHR1y6dAnf91Nt7KOPPqLRbDE2Ns7m5iaHtSNGRkapFMtcunQpDZeurq2lzq7nX3yRbq9Nv9+nWq3yP/7L/xFFgU5H2M2tjM34+Dg/+tGPMFSNsRFRg37q1Cm+8PIrrK+vA7C8ssrm1jbnzp1je3OTxcVFPM9jbm6OZrMJqsJbv/gF/X6P3V3hhi0WiwwMDLC2tsbU1BRbW1ssPVoily9QqVbZ2z8Qa616nXf+9heYpkmlUuHKlSscP77IyMgIA6UBXMcjXyjw19///ufe07+lA2V0dJQHDx7wu7/7u6mgdfPmTcbGxnAch93dXaIoSvH0u7u7rKys8JWvfIXp6WlJUXUpFPKpU+zo4BDbthkdGeHg4IArV65w/fp1Fubneff99xkaHubs+XNsbYkE+YkTJ3j8eJmHDx9y+85d5ubnOH78OM8++yzj42M8fHCP+tEBmxvrHDkOniM6EDLZDFEccnBwSLfbIwqho/eIiVF1jUw2T6/Xx1A08rkMH7zzPnv7e3zlm99if3cHI2Oj6xpKDL6mY7iatIzqhHEkSoqk8CnKnQzxBo4iFEXUs2pytWHZWQxD55lnnuPixcskN73QD9F1lZm5GY5qNRZPncHOCMHP9Tycfp9i6YCdnV1cP+TCM5eJw4BTZ88yv7DAweE+taMjykXhI79wyceybHquT89x2dvfodvvks9lRfJ/ZJgXvvACVz/+mPnjx9na2mZ4dJj9g33mjx/n1t17IhD5la+yti6qRp959lkqlQq12qGw/qpQrlRQNJOp6Vl8X7TxGaYlWLOqiuP0iSM/XXHFodBMlDASa6n0AR2iRKL+lSTAF4rypEBW9SqxyJIoiuwciQQ2RVUVAl+AA23bxuv3afVFUZamavT7PbJ2RiDVY3GIiKnDJ44RbYvy5p7oKLlcLhXLk8NCHCwxnhTvM5lM2mqYBHATYTyZdj5fRpWspUS1rzQbKCp+IA6HbCYjO1IUFFWYNLT0B1lOBlGI5wb0HFHDm6Sok1VX8rno0rWWTBWf/73wc/qI6KRPAorxU2twHEu7chJ0lGuwxOVFROQ/7VsJ5CGSfD9Ny8LzQ7zAJ1I1TDuDZWfRTZu9wxqjoyP0ugIr32g0yOfzdDodxsbG8TwnDX8mh4XruoyMjNBut9EMPb2Nm6aJaVooqGn1bfIrm8kxfewYdkb0wR8cHGJnMgyNjKQ8rpa0Jz948IDvfve76crKzubo9LoUCgU++vhjLl9+VhqGPub4ieN88sk1js/OEscRU1PTkhOW4ZNPPmFiYoL7d+9y78EDdnZ3GBkZklQEn+9+97scHBwwPDzM2bNncT2Pd995h8ePH+O1fErlAe7du8vOzq4ANT77LNlsloWFBY4fP86DJUFg94KQja0d9g6OGBqqMjw8zPr6OqdOnWJ5eZkrr7xCq93m0kXRTT82Nsadu3eJ4oiJiQkqlQpXr15lc2MLP/BZXDzOnTt3RDzh5AmWrl0nXyiQzWYZnpxgZmbmt3ugvPPOO0xOTlIoFIS1zbbZ29uj0WgwODjI1NQUb7/9trh5+T6lgRLPP/88AwMDXL16Nd0RZzIZVldXWV1dZX9/n7UnTwg8nzt37/LiF77Al37nd9jf22N6eppOt8OT1VX29vbJ5TLc+Ow6nU6Xs2dP8+Mf/wTX7dNqNpg9dozd7W1ajQZ7e7t0ux06nTb1epOYmE6nRyYrYHFHRzUO9g8ZGhYwNDfw0TShwxiaRiGb44UvPM/u/j61oz0KpTxeQ8DmLMui6fnoukF1aIhC3kJXhEhqStaT5/uyIVB0Q6iKgqrpJLtoTdUEA0oR/CU/COQNUlBa41ihMjhMZXA43R2jCB//3MJxep2u+HtcVwS2PJd8Ic/g0AiHBwccHuyTzZd47sWXCMKA9bV1HD/g9JnztNotup0Ws3MLWKZBrdbAtDJUqyMEQcz65ibj4+PEaNRqdXqOy/rmNsXSQJqjyGSyGIaBncmQz2VFelwVPR0DZaFlqapKHEUEvkfgO6LSNQpFR3sUQizw8Yp8UgWhmFpi2Y2hKKDrGmEswl1BIA4UERcUk4yqQBQFwn4sXUWqDMppqoqmqQR+QKiEEMX4SYgwePrAjaIIO6PjOk760EXu/RMHl+f7wpUl9bQo8qXwrqaCeqKvJBOMruvp2isRgxPBHaTzyjTp9h1MXZdahyW+/59zYEWRWCGpknuVMLVc10sT8Z7ny4e9nx4ayWQiCL8xEUo6PQVylZaELwVWPkg/32RCE67iZBWmoCji8Iri5HCKUvRMop8kHwMQr1sQgW6imTZGrkC753G0sUNlsEJ5YICQmMOjwxRGqesalmWSyVh0u11UVaXdbqfhxdXVJ+Rygq7Q7/UYGCgzMzPD1tY2QRAyNFSlVqtRLBbp9rrk8yVUVaDeozDmzNmz7OzupUHQ2lEtPYife+45arUa7XablSerdLvXmJicIp/PMzg4SCaTwZXRhuPHj7O3f4iqqaKNtn5EvV7n0eNljh07xvT0NI1Gg4X5efF1RiHdTpf/2X/6TxgolTh9+jQ72ztc+/RTTpw4ydTUFLqhc+bsWdrtNv/63/x/UpzVdclOfLFcxnFdvvLVr3Ln9m0ODw85d+4cy8vLPPPMM2zKn90oilg4fpxHjx7x6quvUq/XGSiXefDwIbt7+5w/f56DgwM812VkeIjyQIntnW1qRzWcvkM2l+XtX/ySMIr4zu+KsGO1XOGNN97gz//sP/m158Rv7PJ69xf/gKoo/PVf/zXf+ta30oT28vIyOzs7XLhwgVwux71795hbmBetjRMTFIvCmvv9738f2xZj3qVLl9jY2KDZbIoO6EKevd09VlZXOXXqFA8ePCCTyZDJZDhz5gyPHz+i7/QYrAwyOztPo9Wg3+uzvLKCrutcunCRrY0NNtZXWX2yjOv2ODo6QtPF5NDrOWlfRBxGNJuic2JoeJhjs8ewLQtT0yjk89i2RTaXIWPbFHJ5hoeHyOYK6IaBmc0QhCG5fJHywCClUkkgwFFEsZB8ELmOS4RoaDNMC003xV5e1QC5f0b8kIZRRCB9/6qiigIoKcAKkfMp4C9hWolvmcgSxLEiWbvi3AmCkH6vSxgGGIbB+sYauqZxsH/AwECJw8N9uu0OURQQSPus47qsb6yTLxRE500mg2UJ9tP09JR4QHg+jtMn9H1MU8e2DJEpiiFXHEBRNOxMHleuR/q9LqahEYWCL+TLCl2iSLis4ghFFROHIAiHEhsfQxgQBkIrUQjx+j2Bng9DiCOCQNi348gnDAI0FWHpjsUURBjSbNRSjcDpdVAQlmxD1SR2RFTgZrMZms2mfOiHaCllVzygXdcjjCIsSwA1u91uOoUk36cEmZ48qA3DSC3BcRyn0Mfk70w0D820xKrOtsShESVrt+hpU6NhQIywLweiVMt1PRRVvOd8X7x3Wq0mrutI/UIcRr4vUv0RyAlCEIA1+dBPVlNPV2QSOx8//fdFkFH2vBgmoEl7s/g7Ei6XuBt8ricFUHQLK1/CRyXWTBRDTBqjw0O4jkvfc0ER61oVhbW1J0xMjAtOl8QuJZQBscZqoCgqvu+mNQELCws8evRYAF8zIqh7dFSj2WwwWBlieHhItljGjE9O0uv1xTQWiV6UfD7PnTt3GBoaYn9/n3anw/zxBT755AbPPfcMmUyGbC5HPl+gUhmk0WiwvbvDqVOn6LbbDA0Nc+fOHUkGP89rr32Jzc1Ntre3OTw8ZG5uDlSVg4M94jhiZEjUbLuOS71WY3h4mIXF4zieS99x+MHf/z22aTM7O8frr7+eamMJKXlwcDAlibzx5psszM+jaRoTE4I8/sabb2KYJt/85jfp9XocSMaZbdtMTExy//49pqemWH78WEgXx2YIg4Ber4+ma4yNj/Pg4QN6vR71oxqjw+Ji+7d/+7f8+x//7NeeE7/xhKJrGu+//z4TExPpvvbjjz+mXq9z+fJlNjY2OH78eBpSm1+YS9PXg4ODVKtVvvud7/Dw0SP29/dTDSaby0m8ts7Z8+fotIVrrNfr8eEHH/DsM5cYGqzw/vv3sUyLMAq4f+8enU6bS5cuUSqWqR0e8mR1Bd9zMXQDpy9+AG3dYGJqksmJaUCl2+vTabf5+c/eRlUVlpZW2N7eZ6haZWSoTC6fZWh0GCd0yXoWoayIrVaq5Ap5LD9DKG/MrufieD0KOdGepmmaDGJBv9cTJFjPozxYJQxCFEU4S3TdQFE1iamICaOQMBZ76zAWu+gwEkgSyzLTDIEXBChKjK489f4nFauKInbgqqKiqDr5woD4NzQ4NjtPFEZks0XK5QFy+RKN+hGqouA6PZaXV4hjhYvPPMvx48dFb0IuI/QBK5OmqjVNw3F6qET0+12BficWE5iqyBt/QBQF8hAMicMYohCVSFh840gcjLHQluIwmViEU0uIwiEa4swNA198zDiWeQkFTdFFtiSOCOUBoCgxiiK6UQLPw9L1dGWVaCWBFLPFmsSWll8Dzwuw7WxamasYalqzECWodu2pfffzXSGJOyvpFkkmlETwTg4TIM1N5JL3u6oRuC6WZROrKl4QgDxQdE1UGSd/PggCTMOUXUTikFE0Fcdx5YM9SgXwtHRLN+RhkEwSCX9LHByftxU/DS0K+28SbExyJ2mwMRT4et/3IZYXNOWpZpQI+QJbZKDbWcxMnmwmh2rZBGFMUVE4qh+RzdiYhkE2nxdrtEjg4JO8SJL6z2az7O3tMTs7h6aJrp+BgRK5XFbU+moa9XqLTNahu9NnSlaPB35IpVJhf188UPP5PEsPlxgolxkeHmZ+biFlfxUKBcbHx7Fsm/JgBUVR+O53JxkeHmFra4spaaM9ODhgZ2cHRVG49sknXLp0icePHzM8PIyqqszOzvHgwYN0m/Ol115jZXUVp9vl5MkTfHr1E3aDkM+uXScMQ15++WV832dvb4/pmWMUSyX+yT/5J4yOjtNsNHEdR2jXV6+yvr7O4OCg/PoFUURRVYaGhhgaGkJRFA6Ojuj1+5Rtm3q9Tr8vXo+joyMmJyeZnJzEdfr0ul2Gh4bY3dnF1A2qlQqaotBqNoV2ZJocHh5yf+k+ni/yVS9/8ZXf7Jz4TQ+Ud999ly9+8Yv84Ac/oNfrUSqVyOVy6Q9usVikUCjgeR5bm1tUKhU21zaYmpyiXC7zB3/wB3Q6HT777Aazc3McXzxBoVhCNwx+8tOf0Ww2yNg201NTzM3NCVaSZXH1k08pFIt857u/T6fXAzReePEl4ijk9q1bfLJ9VVh4XYfKYIWp3Cyl8gD1el1OBwYjY+NcvPiMsB1vbXGwX6PVrFE8lSefy7K7u8e9B4/I5ixGGw0mJsYpl4qEfkSpkKfdbaObKq7XBVWhr5vkCwMooUfoOsQoGIZJFEfYVkYk//sOLbmmqJSrKJoodAqjrqhCNUx5+1JRY4EhEanvPqqiYRkavtsn9EUaWIlDlFghJExtmmI2iYnDCA1haVY+F0ALQ7CtjOA6jVhAzMjoCKOjI+lOd3p2DlVRyOfzKeMpigMsy5Bteiq6pqGpYCgQ+Q5+r0EUeNgZizhWCByV2LBQ0FBi0dKnKZHsHhFd4qqqEoUxmiJJtjKISOSDdGIlBGF0Xa64IqIowDANQkUcKpphoEsB31Q1Al8gW5J1oi8f8kEQYskJIPJ9HL+PbUlir6YKhpeqYGhJ/ujp4eC6Xor47/d66T4/wdRommB5JSuewPMxLYsoDMnlcvT7/TQombjCfN9PbcGJ8B2renoZiGKFIIwxDR0vjEToMghkml3DD2PCOAbZrOh1PaFPSJeWrmvpyks3TUJi/FAI6HGMPGBUUcYltZRkKonjGD8QwUaRgJerLEXCOXVFivHSDoxKGEPSkhnHEZqs9lU0E1U1wDCJrRyKZVNrtRkoi/rfXr+PHwYouk4+l6Pd6WBaBp7jUC6LhlHDMBgZGWFzczM1GnS7HXlgC/02CMTruby8LPQmBarVasqRGx0dZWJqklq9gR9GOJ4Ik4ZhSL1eT0Gz9Xody7I4ODik0+uwub3FsWPH0BSVna1tXN9nbGxMsNJcjxdf/ALVoWEeP3qEZdqcPnUKx/Xo9V0sy2J3Z4fZmRkC32f9ySqFXBbLNPjg3feo1euMjY3xvT/8A+IoJp/P8XBpiUKhwPam+HvvP3wosmHPXBaH0y/f5tonnzA1PcXq42Vc1+XWZzfI5nP8B//hf8j62hrLy6IpNZvJ8Md//MdEUcSDBw9ot1r4MurhuS66qnKwt8fuzi6WZXH//n1xgFhCYyoUixgZG1XTmJ2dxXF7FAp5BiuD3Lt377d7oAAcHR3xla98ha2tLba3t0X6e3lZACFzOe7evcvS0lJ6AsZxzMtXXubx8nLaLjc0NMT5c+d4//0PePbZy/hBwKVLl7h79w7bm5ssS2HTdV1KpRLjcpQzLZuF8XFsO0u9dsT169fwPJftrS00Tec7v/cdxsbHqQwO4Xoeu3t7rK2tMzg0xPz8IouLJzFNg/pcDUPX+dEP/w4lCslYJmOjI5Sqgxwd1VleXmd7e4/J8TEmJ0aFgEtErEbkcuLhXMjrdBpHOL02deNAitAaA5UyntMnl8+jqaL9sN1qEgY+xVIZFI0wjnFdR04pCoaho2mqDMxl0t0+gGFIfHko9vNCmxDCsGmawvMfhbI+NUSVED7htP3caiwWDwpFEmZVRSGT0QilphFFEV7S4wGEkQhZmYZGFIhudz90cLt1nG6NXqeBQoAe54kUA5cATbcwzQwoGkSgxDFBRFJ9Jb4eTRc5EM8XqykiVCX+XKpdoFai0BcrHV0jCMSDHlUlDH0iQDdtlEBBiQRmXtyrlfRAEKsY8SCyLVsm70E3dKJYuLUSi62eEQ/V5LBIQoJhKJAsyaHxtFWQVHDXdZ0ojNBNPV1NJlpG8n1MPm4yPSTrG0VRMS3Bd0qCvZYlnIeqooqKBBRUFLrdnlz1iFCwoelpyh1A0z6nXyhKamf/vJEgmRoV+XknE1MURWICRBwakZwiNc2QhhKhVQWBWP0piEyKLsV4kWERh5Gi66CbGFYeI5enEwTsHh6hqgae55PP54gVUFQl7UXXdY12s4VtmtTrdTKZjCCNN5upWF8sFlEUhVariW1btFotqtVBWq0WjuMyMTGOoqoUiyUmp6ZoNJop2bk6VE3hqvV6XcBnm620w+bcuXM8evSIO3fvsXhikaOjJ+KQjWKq1SqZTIbHjx+Tk1pKEITs7e0zv7DAtasfk83nuHvvHrl8ga2tLapDQ4yOjLK/u4Preuzs7tJoNPjwo484vnicfD7PjRs30nruK1eupHblnR1RUlipDjM6MspPf/pTDvb2+NKrX8QyLfLHc7z55o8pFAt8+ctfZunhQzY2NiiXy2xvb/Onf/7nbGxssLKyQqFQYHBwkMFKhcmJCW7cuMHtW7e4eeMmvV6PqakpXnjhBdbX11lZXaVUKnHq9Clu371LEAS8/uXX6XsO777zDs9cvszswvHf7oFy6tQpwjCk0WgAopyp1+sxOjrK9evXaTQaPPfcc1y8eJFOq8Xu7i4Af/M3f8PC8eNYtk232+XkiUXGx8e54AfcvnWbbC7LN775TSYmxvjxG29SrVaJoohbt24xPT3N6dOnOTg4oN/rsdKoY1kmURRTKOQpFfPs7+1Rb7R4srbB8MgYhUIRt1bj46ufMD45QaVSJZ8vyB9mlcFKmWeeexbPd1hbXSVwHeyMzcTsPEEYcv/+fZYlbHF3/5C52QkijolWO1VDU1WarXZauGRaIb1uTz5AfAzDwlAVcvk81XKJvf19NjZXmVRC7EyedqeLphtkszkEJypOH1KO0yeTzacZiGRXn9w8k+53EA8XTVVQNYUwEuuRMBZ2WjENyI68SLRXKijEsVhJhJFwSUVxSMLVCv0A33cFdh/QNYOe18U2DXy/R+A26DZ3CN02kS96R0I1BC2DH0WEmosaheiGTRREsj9DaD9KHMuDRazAiEKRNYmDdNUVyl2+Lg9XXVWJdZ1+BEEcSP0lJo6iFO0hdCIdz+kjPdyYpkm/18XzfcF28j1iYnL5XNorous6tm3T7/fTHX0yNXy+q+TzbqnkYZ7c7pOVjB/42IotL0xKClNMDqDkEEo0seT76Qc+oSOssTmJT/l8j7tChKnpsl47SO3uCdo+MQMkFuckpChgj2Gq7ySajOhwF2tHJfo8FVkcTGEciixJJNZaChoQyoNFxTBMDMAPpO4SRxAIA0CsKKBpRKqOnc1j5Yrodhal1ULXNaamJslmcxweCiHb93329/cZGhLtqBk7Q712hCWT50ITajE6Oko+nyeXy6WOOd/3xTQtsTCFQpFsNs/h0SGVSpVyuUIUCkPM1tYWc3PzPHjwkGw2mzLXhoeHODg4wHEcstkc1eowx+bmUVWVsfFxsdK6do1Tp88QRREbGxtUKoOMjIyyt7ePadlc+3SNBw8E42rvYJ/pY8fSUOrjjQ3qRzUcx6FWO2JvT4BUn3vuuTSfo2kaH374YUq88DyP8fFxISn4ITdv3mRmZgZD0xgYrDA2OsY//+f/Ny5evEAml2VicpL9gwOJncrSbrf527/9W7LZbFpl8ctf/pIXnn+e4aEhisUiYRBy4cIFtra2aLVaGIbB7/3e7/HhRx8xOjbKT37yE47qdXRd5+VXXmF2dp5MJsfs3FxqKPmtHShJgvTkSeFKaLVa7OzspBj0TCbDnTt3OH78OIOVCouLi/zwhz8UaUxVJfB9aoeHFI4dY+XxI7LZLNc/vcrvfOXL7OxspYK9qOTMp46FN998k/n5eVzX5c7d25iaEDZf/eJrbO/uMju3gLaxyUBlEFU3eLi0xCdXr1LI56lUBskXCrJqFDRNBNnK5Qq/8+WvCly5H4AiRMhev8+zz7/I4aGwHjfqNVqtBq1WkxgNxw0wdI1MxqZSLqMbBp5cK3V7Dr4fUiyV6PX7BGGIZVmUBkoc1Wvs7+8yNjZBsZin13NoNhuoqiYzMRlUoNfr4bh+iuAWTXSqFHrNNJMgHh4BhKAIXh+KKgT6BMXwdDoJ0303cqUVC08vSizcT2EQ4LmOSJyHPhqit9vQVLrdHjoOneYOoVMn9DtosYA1Ok4PMzeAoUEceYSE6LHQjnTTFNqRbuCHIbqmi3y8qhKHAv6oKkmURyFGiNmJwB5HQhS2bZter0vgi9u9cF8ZKW9K10CXqzkxqcTywFZw+n2CKEIzLDQ9QjfEoexKuKNpGCnqHEhT8clDW1TuCnZYIniLBDmpnTgBEyYrMzF1Gul+//P4E+BXrMmaAqap0+/3cByXIAyf0oDDmF7goGhi/5/8+U6nI/Erour4878+r4uk8Epf9LZH8vWKYz53sInDIyZ574jfV9DS91Gv15W6jk6MRHVGwo2HIpP1qopm2tiFMlaxTKjq1LsdFE0lm83i+x5HRz08z8fO2KkLLvlcDw8PsQydgkxzi8uVw8jICEmqv9VqMTAgUvPrT9ZR0XAcj2p1mG63SyFXoNlo0Wq26fV7dLpdjh8/LtpRZdXw6OgogR8wOjaG4/kUBsqUq1Vc16Ver7OwsJAmx7PZLP/wD/9AuVwmjmBmZo5PP/0U27al68vixRdfRDcNbt25i+M6NBoNstkstrw8j02Ms727g6JqvPrFV/F9n7t371Kv16nX68zJB3W1Kmy/Z86e5eaNG9y+c49ev8/Xv/51spkMS48e8c7773H85CLnLl5INZSXX32VRr2OZZo0Gg3++3/xL/id11/ntddeo1arMTs7S71e58atWwKJ1Ovy9a99TTxLb91me3ubd957l0uXLtHrSWzU6iq6rvPmm2/y3HPP4XoezUZD1IMcP/3bO1DOnDnD1atXuX79Og8fPuTUqVPMzMxw584d+v0+R0dHDAwM0O11OHniBHEUc/bsGfL5HM1mg8XFRW7e+IxyeUBwdIpFzp49g6FpvPvOu0xPT1EsFmm32ywsLKQ49FarJQRht0+v06YTivDV4+XHhFFMo9kiXyhQHhjg4f377Ozu0Gw0OL54goFSiWzWRlFiPFfwngxTT2+qRrI2CgKCwKdcGWR4eATPEzeNfq9Ls9nk8PCAbqdFs1GnVqthZbMoVo7iQIUwCKhWqzh9h739PfqHdfxIYaBUQtUt8oUBVMMi8AM6nR4DRpaMnSUIuqiKhqaKB61l29iSfiww40J8F6lqUbGqak9hiooCmuRJJeVMcSKOivMCBZWYmCgUdF5F7uPjUFa7hiKR7jsOntOj22ri9HvEoUd1sIxhm3idI7ygi9+pocUusdsTk04sPGeapiKiC0IsdwIHP4jRyBIHIVGkEwcRoSoMCaGiEniCmCvcRnEaDBMCP8SaSpiQbOXNPopCDN0QqesowPdcNF0lDkVoMIwidN3A9z1My8JxIhRNI5vLoxsagYQcKoDv+anZQNi1n1J1c7mceA0VRR4UolDLdZNwIimKRVGUdLWSTAzJdJKsxJKPkzzwXdclm82mFwOBtHcFkiV86jKLwkiusYTQ78k8S4JX6fV60vIrvuPiMEGAHiNFOsFUYoXUTCA+P/E+CsOIMIpFMDZ8KtoLkR9pF5Y6SSQ7UKQFPpb/J+zuKlYmi5Ep0uw4ZHWXgaEiPc8nDn00VaPVasnXQmWwMkin2yGMIsmsG2BsbExUEMgcW7FYFO2B0hmXaB1J/8na2g5f+MJlYZSxLJrNJplslkazycBAmfnxBfb2donlJJ5MAPv7BxSLRTRdlwV3LR48eEixWKRULNHr9ul0Ozx+vEwcwdkz52i1Wxwd1Xj8eJnJqcnUwnz69Gk81+G99z/gheefEyV6T9apVqv0ej2+8Y1vki8UePbZ50CBRv2Izc1NXNel2WyysLBAtVrlxz/+MdlsjosXL/Kv/9W/Znt7h929Xa5ceZlrn35KZXCQ69evMzc3x8jISBqcfPe99xisVFIn6MbGBs899xzz8/M8efKEkZERstksq6urJBiaKIr4/ve/z8WLF7Fsm8fLy3z7d7/NwcEB3W6X0dFRdnZ3OXXqFIcHB/z9v/+71Bo+UCrxvd//D37tOfEb24b/8t/8D9y5czetHR0fF/a+x48fMzk5ieM4DA1Vef+D9wTCvtujXqvRajWplCupBTJ5wxwcHIgu47V1Fk+cpNcT0f7h4eFU7M9kMzyWjYLvvfcu2YzN8889S7vd5uqn13jm8mXW1jZ49rnnhbvHMLAtg4P9ffqux/jMjGgdzIqRWVWELmGYJradJV8ooOkGhi6w56JPI8FKiBtaJF0tvi/ggb7n4ngiR1AsFjENUYilKCqNRo2DgwP29/cpFAoU8jksy8bOZDB0EXZUVRXTFIKvuPWJ0KNYjUQiQIkiV0BPw2KkB4si7MWqJvMcKmEsMgmxPGSIRZYjDsVB6bl94iBAARmwBNdzCXyR7+i2W+zv7dDvtCHyKWQ1RgZLdDs11Ngj9HqEbh8dIevqqtAiFE1DsywU3cQ0s+hmBj8SDx1DmhM0zSBWVHw/wLIzKKomVjLSWKDK1yCOQ9RYTJFRGAhicBBKgKTorIkCIdTHUUjguxAF0qwgVjqmKThPcRiK6SQQYceMZeG5Do7Tp9ftEfoeoUSeAALvrRsplDGZNpISrVqtxudx6CJTkpP6l+ibF019goibJM6z2eyvoO7jOH7atqmISmNUVU4IovcFRBdKkm0RnSgRmvL03/F9D9f1JKrdTj+2HwQ4niscdIiP74dPQ5VxrAi9Tq7HEhS9+HwjOXlFKKomD5VY6jRPU9KaponVqq6imSaxaoBmYmUHCBSVRqfLsblZEcpVVe7dvUccxxIto6PrApQZxhG6Jtx4nu9TOzpkYnwszfMk+kky7YmfG5OjoyOODo9YWFiQFweXZrNBPl+gUCoSR+C4LuWBAfb29rAzOSqyJz3wQ0xblFrV600O9g8oFIu02x3W19eZn5tnZHQUTVXT5sWLly4RRREfffwRn356jTNnTkuOWIZiIU+90WRiYpJ+v8/rr3+F5eVl/tW/+ld8/WvfEFDJs2fI5rL8+I0f4Xku1WqVarXK+vo6hmFSKOQZH5/EMAz+6q/+SpRoTUwwPjbOUb1GdWgI3RButzAMOb5wnFqtxjvvvostJ+ler8ef//mfE4Qhj5eX02fs5uYm8/PzrK2t8fLLL1MqlXjzRz/iW9/6Ft1ul48//pg4jrl69Sp/+Id/yMbGBjMzM1y4cIH333+Xmzeus7e7i2lZ/O63v81/9l/+r37tOfEbTyiGqZPJ2DzzzGU0TaPX6/HWW28xMjKCbdvERBimzhe/+MV0D7y3v8fewQEvvSSY/L4k4M7MzNDpdDg8PCSTyciSLFFe1Wq12N/fp9FocOr0SXq9Doamcv7sWaqS5b+yskJ1cAgFjXNnz5G1LGqdNl6vSz1wCTyfYqlI4Dk0GzUCz0VTVZF9UITYm8nmiMKAWFEo5IVAKN7MolQrDMQqQOQrTDK5HCVEeC6KBT3VNPSUAhtHEflCgZGx8XTXq0j7ZsKGMgwjhUtGUYSiIg8OXya/Y8JArgJkRiVZoyS7V3Gjj4miAAXhHENJVj6ynlXacEPPwXN79LptItfFNi0iXSShlSgkZxrEIXiRy3Axi1bK4PY7xE6d9fvXCUMPXY0xNZHfsQ0TTVXxcNBNU9hcNYXI91BC6dIKYnFIhD6qpuI4obDdBhGhIphOcawQSrRHqGrpIRcrMb4j8im+50kbtMjmKKqGE/nYtkkQ+ECE3/fSYKNumIJZpYrbd6yIPWAmk0GJxU7diEKMIAAZoOx0uwLloetECrLiV2g57XafXNam33fIZDIpYVtwtCz5v/UwTYWBgRyeF6DIaSBxhCmKIpoc5XskCALQkvdLjGWaRArpigRpLPg86dcwDFTDwOsnGRMtnRBN00pXb7ppomhyKiIWbip5SUqzJqqBL1skk5VTMomk2ShVkQeUWIkl2pewG0sNS1NB04k1C9XMols5ItUgk8lQa3dwnT6qEnPYbP0KYXlgYADLyoi0u6bhex777S6ZjM3oyDBA+uBMsjwJViYxNJimyczsDEe1I3q9HrOzs9i2Rb1ew86K8GG322VnR5TFDVaH2NraEkYfx8X1fOYXBKeu33fodvscm53Bkr0qKOD6HidPn6LdbtPutBkfH+ell17i8PCIKAr46le/wu7ODkdHR4yNjrC9vYWqahwcHIiuptdf55VXXmFja5O1ddGDcnxxkZMnFvF9n06ng2XZqKrGM888w6NHj1haWiKfFxSRxYXjOI7D6ZOn0E2D4eEh6vUa73/wAffv3ePw4JCVlRX+0T/6Rzx+/JjZ2VkqlQrtdhvbsiiXy/z4xz/m3LlzDAwMMD8/L59H8L3vfY+bN28K8rKsVf/93/99FhcXcRyH6elp6vU6hXyeL7/+OlsbG6ysrnLn9q3f6Jz4jSeU/+c//z9hWRbz8wvYVoZ33nknHU2Hh4dpthpoUt9IEAAHBwesra1RGSiTkVjw+fl5rl69yv7+PtPT0xRKA5TLFYaGhnj48CGrq6sEQcDB4Z4ouxkZ4eLFi+m412g0uHXrFusbG1TKFZ577lkylg1ENBsNmo0aClAZGkIxxcPctmwMXcc0DCLitKGuXKlQKA5g6OIQsexMeiOLEFZLTRPMIlNOF8nDPebpWklYP4XADWLtkHR2x8j60yh5ULjiZirXBoHvi2koFlZRQ9NQpRvs8+KuWKmooH5O6FXED5yqCZy+WF0IzAmRT+j16bTruL0OauShKWBnbOJICPEq4PZ7qUjeaTZptxpsrz7Ed9pUB6vCUSTFdMs0xJpJAdO2CONY4t7Fa6QZFmGkgqqh6Qa6aeD5iQVVRTcsFE0TaXrDxLIzqLpBFCliypJZB9M06PV64gAOAoloCfB8F9M0CGUmJ3D7+K6gRUeI9ZOmijbEXq9LLpsVulDgE0lHk++5eI4jemw6bXKZjDz4NQxdo9vu0JdAQrGSClK0vfh+iSyJ54mgoWWLIrZuV2A6YvmafP4hGBHLlZyehhvFwQ/ZXFZ0pHgeoKTrs+TwSt9vUgxPOurTAKH8urzAJ0YUb0Xx08lDoF8E5ViRq64gCFPLbxjGaR98sqoLwyQTFKfkAE3T0DVNzCqGRWyalIZG0cwsfqhwWDsiCAWQdWJyjMOjQ3o9h3xeVPjatk0cx2It3u1SrzfRNI1iURAY8nkh+pqmyejoKJ1Oh36/T7PZJJfLpQDPZF1Yq9VwXZdKpSJ+duTXoutCi8lkMhQKBXp9V7DGpMEhm8szOT2FbWfJ5cTnlsnmyGQy7O4K3EliLS6VSlQqFe7evcvzzz/PqVOn+PCD99Iw68mTJxmfmODmzZscHdUBlc2NDX7nS7+DaZnousn0zDFq9bokIAiNbH//ABAdU0m2JZlkZ2ZmKGZFh1Sj1SSfz2NnLO7cvo2iqvzlX32fZrPNK69cYX5+nmq1mraF3rhxA8d1OTw6Ynl5mWw2y4ULFygWCoTyfWLbNisrK5w9e5aPP/6YyuAgYRSRy2ZxHYfx8XFhBjB0btz4jJ2tbWbnZjk4POR/87/7b3/tOfEbTyhXrlzB80R3e6fdY2t7m+3tHWZmZuTJqvDRxx+mdst2uy16yfN5dra3efudd/j617/BzVu36PUdzp+/wLlz5/jFL9/GNC1qtRrb29sA5PM5vvjaH3L1o4+plMsMDg6yvr5Oo9Hgzp07jI6OcOniBQqFArlcBk1VMQzRBKkb4oe72W6iy9WWZRioik4QBnT7XenOsjg63Kff7WKYlnTRGAwMlOWNX8MwzbQ21esrWLaVahsCRa5i6kbqOEq4XJESosmdvPD3h9K6G+J7LsSRsLvKTULyw62pOlEY44euyHJoRgrIi6TtU+QSlHRtompylFdNcQyGnggVBi6h0yXsN4ndLnHs0XN7hI6B6/TxPAcNaLca9Dsd2q0mtdohcRhiKDGFbA5D17CtDFEQ4PsOQRigGYZIqcehfAA66JqBptqEfiAghAHEoUEcCbuo74mbMoqKKWGdqqajBC66ZQMaruehGyZhGBD5hrgvx5GwNscJdFE8MMNA5GRQVHTDRFUhCkTFrWEY6IaLojipw8zx+1imgYFgbCm6hp3JYGdsFOmmi8IQt99D15NktoKqaChIsV9VBKLF0GUK3UOTRGHf96lUxA+1aVrpCipxiwWReD8kq5vE5ZNU7DqOSy6XT3WYBEyZrImTwGDy55P1W7IWS6y/yYQShMI8EIah7GBXBArFe8rvSnQSQRImxamAmv59iionljgWVQByEtTMLB4aoWJg2VmRw7FtLCWm124LGKeqk8lkODo6IoqiFF1Sr9cxTYtjx47heR7dbhdd1ymVStIa3MLzvFQkTu67icYVRRH1eoNqdQhVVTg4PMR1XcqVCoahpdXZvhcQBhEHewe0O10uX36W4eER7t27h2GalCtCU1haWmJoaBg7k02JBoODgxw/fpwPPvgAy7J4/vnn09XnqVOn6fW6/PznP+fJkydcuHCBheOLDAxUuHv3HjPHZp5OSbu77O3v8fa775LPZTl54gRRLHqfji8ssLu7y9/93b9nenqKUkmgqg4ODtg9EFkR27YJw4DdnR0GBysMVqv82Z/+Y4aGhimWSuzs7MgOpDa7u7viazMMrrz8MhlbZK5OnzrFe+++m1ZNJO+5u3fv0uv3+eytX/DCCy8wOTHB3Nwc777zDr7vCw17+QmFfIFu3+PUmfO/0TnxGx8ou7u73L9/n8ODQxF40jQ+/OAjSqUiExMTZLK2sAXK0/vg4IClpSX6fYE6COOI9Y1Nsa6qVtF1gwcPHvL40SNsy+JIBowGqxXm5+fQNI2F4wv0Ol2uX7+ersKWHz+iVjvk9ddfJ5fPUqsfpUU3iqpi2hmQ4myn3RQip20RY0oPvkYUh/i+ixpHuIqC4/SIoxhFVWm3G4yMjIGi4nl9LCsjtI4YwtDDNEyyWRvf9wjcEFWuNMJI+PcNiXtBBgyjOMYPvJRH5ToC3+55CRwQNFUjiiNCNSAKY3mz1aUyKqtwFfF3JAI2mkYYh2iRCkqE54jJJPQcAq9H0O8SeB2Cfps4dFHVGDUOcLs9Ws06gedCGNBpN8SNvd0mdrpomk65Oijsy4aBaqjEikrWyolqXoTjR6xAIpQ4TlHrsRKi6SaqAq7XRw99ojAmCjx8XxyGxEHqlAoyGXTTRpU6i7Axy24ORJZFVcXDUJM25CgSMM44FiJ8RCRJvCGK66GqGoZpYVgmMSq6oYqckCJ0Md0wxISmCJCkqQvnWF+WNamqiqqJVZnT6+M4PRypneQLom+82+mgGxq2bWEaOoYhHp5xTGrXtSwrNZRYGTtNvieuMM8TqPWEyiwwKWrqOkscZJ9vXky+/gTAmLi6ElZYnOZjREpeVVV8L8T1PTlRa+ItxVNysCKdWmI1lojzSM0OqYOJyUqzLEJFJ1Q0/Fjl0fITTpw+jes5BKGHaRpMTk2m79+ctFx3u10cx0kt08kKLJvN0mw2GR0dpVgspqviIAhE86uk5ia9S58vGROHcI6x8QnZ51GhOjiEqqrUajV2dnbQdZOFheMp/LPZ63HhwgV0XWfv8EistNptTpw4wc1bt7l06RIgMjKtVovJqSkmJV6+3W4zNzfHzRvXyWQyfOlLX+LBgwcsLS3heh5RBGfOnMY2bXTdYGVlhRe/8CLrGxt0Oh0ePHiA6/m8/PIVVFVlbX2dQj5PqVTi4sWLdLtdtre3WVlZEVrGsRmiKOLHP34TTVEYGxtjfHKSmZkZfN/nzTff5MSJE1iWxQcffMDGhgC4fvGLX2RleVlkSV5/ndXVVdGPlMsxNDREPp/nRz/6Ec8+9xwvfOELhH/375mYGGewWqXX7zO/sIDT77O5tUUmm6PV6fLCF14iX8j/dg+UmzdvsrOzw/e+9z3yuSL7+/s8/9xzPHnyBNu2+fCDDxmsltF1cUs6deoUDx8+5PDwkDNnzrB4fJF2u5v2xN+8fZtMJgOKwtLSEsPDw0xPT2JnbDY3N4ljUaF7sL/P/v4+mqbz+NEKlUoJhZjr1z7l3LkzZDJZfGLa7TaqrhMQg6ZiaDZV26LX7dHp9nD9gExGaD1inRCjqgaKIoT3IJD47sBHV1Uy2TyqphJKkJ+qabieYGmFUTG9JbqeuNXohoGhqLi+hxeFGIaJgoqma5ixIYqePPcpOReFwAtEsl1JCpRkmVQQCJJuKFlMkWjLS5hhChJLEgZYlglEuJJ9FfoOkefgdhpEfpfY76EqMWg6URBgKBpGLP5u3+kR9j1CzydnZ8lncyJHY5kYtkkulyWIAkzTQFVUDMsk9EVyPUYws2KJXgEkFDMiksHGUGJPotCX6BMVJwoEf4qYwHPQdAPTslF1C09V0QyLSDcE4kPXyWdzYpqTqz9N9oOEsoWx57oCcZ+ECi1LVhaEaIpArli2jWUYOP0emsSkxPJQN+0MfceRROcetrQSE0egRGi6ih4KbHomkxGrOF1PmxjDMCBfFKuufq8vDRcirJnkiHqukwYckwxJsVgkiASSJzlMgkB0syTUYpHad2WjpCunYi1dqSXWZD+UgFGZsPfDpKRLEU6/+Kkon6zRwlAGRomkjiImgWTtlcgqiqJg2KZ4P1s2bqzihxr5YhmrMEC310XTQFEiAbhUYHVtg+HhEQYGshQKJbnScxkcHJQruxjDeJr9EQBNoWGFYZjSkzOZTIpeUVWVsbExocWUB3EcD88PKdhZDN2i2+mxs32XYrHIwsICheIA62trmIbFiRMnuXf/Pp7vkcvlmJmZwbQz3Lx1i1OnTuE4DidOLDI5OcnDh0tomkahWOTEQElMyorC2toarVaLiYkJlpeX0zbIo6MjlpdXGBysMjRYZWnpEfV6g2azSUTM/Pw8/9l/9p/y5MkTMrbN6NgYxDHNRoNr164xMjJMEAScOHGC1dVVbNtmcnqaWFFYXXvC61/+Mpvr67iOg66qGLpBEPhk83lK5Qq+K9pVZ2ZmUlng7Nmz/PKX73B0dMSdO3eYm53l+edf4JNPrjI1NcUf/uEfomoat2/f5rvf/T1M0+SDDz4gDEPOnDpFsVjkyZMnvPbKK/R6gtrd7bR/uwfKysoq3W6P7a0dZmZs7t27R7FYZGJygigMyWQzvPTSFaIo4vq1z8jlCjxz6TJvvPkG+3sHnL9wgc2NzfT21mg0mJ6e5lC6vSzL4vat25w+fZpWo4nj9Dm+cJyRoWH2qrsUi0Wee/YSt27dkiLWI5rNJlPT04xPTFBGRZVuqWQnqCiQL+jplBQlzqlQuG2IVcxIQBlRldTbf1Q7Ij46pJAvEIYxpmViWRYDAwP4QUCzVZe3QDFd5LJZbLmvjxVw++IBKH5FUmMJaDdbYo8pHxZ+IICLhqFLC6jMj8iVmK4buNLgEKhaCinUTUMegj6RrxMELr7TRyUk9PrEviNWX6FDHHg4bl+upRQCSAGMcRyhagqWZRKjYNk2mWwW3dBRNWnl1SQ2PQZFjdE1HRShJQSBcClpmiTUClEJ5E06ofImu+1kRaPIoGUox2/iCEX3CSMwpZ07ihTiQCMyNNQ4JAxCdNPAMDSZrRFhPHHgitdMmBpE9a8utZ8oDMlmLJGxIBaEApBTiE2n0071klwuJ7pYFAg8DVWBbLIiCkN6vR6aJm79URjQ74vSrViGHU1DwzQ1ojACTUHXbfqug2kaok1SUclnxSQTRCE6mrD3KkLzSG7hn3+tkpu9aVtpDikM5cpQi+RuHHTDIgj7uK6gISuoBIE4XJLQaBQLJl9ygCjK57hekssm5Dmp32k6mm2haAa+opPLluh2HQoDA+JjqapoWyzkyecL2HaWTrtLuTwgsltxlOocnU5bkIALBSbGxnBdl4ODI0aHh2i3O9SO6gyUB9KV3sTERErMEFXTdaJIaFqGKfItT548IZ/PMzc/TyaTYXt7l1wuh2GZZPI5SqUS169fF/BJVaVSrnB0VKPX64OiMCaDk1tbW1y4eJGHDx+QzWTJZGzWVldxfR/bsqhWq3zx1S+yu7vD9euf0mw2hWaWL+AHPn/xF/8RvX6fg8N97t2/Q6UySLvdpHGvztWPP+L44iJnz55lfHycra0t6kc1rl2/RhhGDA5WcadEs+Knn35KpVLhlS9+kZXlFZ48WWWgUmFtY4PJmVlq9Tr/j//+f+CP/uB7jI2M0qw3cJ0+x44d45133mF+fp4bN27QaDT4i7/4Mx49fswLL75IoVCg3W4TxjH7+/uUy2XRhLuwQMa2OTg4YH5ujhuffcbW1nbKIhOTZZ/VJ6vEccw3vvmdX3tO/Mai/Bv//q/45JNPKJdFN/jh4aEU5YfJF3I0Go1UIHzv3feZmJgEYGRkhF6vx7Fjx8hkMty+fZtqtcr09DS9Xo/A92k2Guzt7XHt+nUGK2VOnTopsAmDVXzPww989vZ2RcdyocDh4aEQy+7dpdPtMjc3Jyy8lkl5cJCMpI5alhCgPc+j7zjC5qmqGKYpsBqAYRpy1SCmiTiOMTSTwPcJ5EM9SUUXCgWxa46F+8WUMMB8Po+h6+iGIQRPRfRpFwdK6IYmMwMSohcjhFxUDEMTRUCKcP2QoFgUiSeJQ6nNkLq4FFXFtGxR8hUGhL6HRkyjto/v9snZOqYaE/puSu0NfA9TV3H6fVQg8j1838XzXFRVQdM1WQJWws5mUOXnkaDXTVNYo7vdLhqkP+iu4xDFIXbGRlV0lMT+rIgsQxAkVbFPYYqiNVMc4r4vsemmgWlZuL4UuTVNrCAVHU0X/SqhFIZVLanqFZkSz3OJZD9Poouoqsh4BL6PoSpkMha+79Jui1uWqogkfhD4BJ6gFKsKolo4ErZjopB6o4YuJ4iO/LPtVktkg6RNN0GZhBLQmGDl7UwGzw8E7brfp9vtCgeT56cQ0U560ZE1uVJkD2Uo1nGcdO3lyRyNyEeJRH2it6iqhvq5Kc1zRXVwEESECME9CAMJiozS/IqCmtrNE/eWsJaraVhRszL0/BDNyjI6Oc3mzi6qxAYlB1+pVEpBsKOjo1iWxcbGBo7jkMvlZBmWyF9MTkwIYEIUksvmaLfb+EGA6wcYhpZSdZOvN+EE1mp1KpUqCirZfA7TMllZWcF1XC5cvEgQCgqzaZo8Xl7m3Dmx89/a2kQBhqoijrCzs0u/7/DkyRP+0Z/8MdPHjvHgwQM2JDfs2PQ0KysrdDs9pqePsbi4iJWxyedy/OQffsL1zz7l9ddfJwgCRqrDLC2LkHaSk3Fdl/Pnz8vGTrH2fPONn/K97/0epZJooHzjjTfodrt897u/T7FYolQe4Pat29y4eYPnnnuOU6dO0el2CaOQiYlJarUaC8cXCP2AWq2OZVq8+cYbnD93jt29XS5cvMDR0RHZbJZyuYzrurzxxhvEisIf/dEfoWoq+/sHvPnGG9SPjrh48SL5vFhhPXjwAEVRKJfLDAwMsPx4lbW1NV599RUajQaFoljL3blzh//L//X//mvPid94QjFNk+HhYSqVCuPj4xSLRa5evSrcF6bG6OgoW1tbnD17lhdf/AK1Wk08iKQb4hNJ50x2x/v7+2xvb7O4uMjxEyfoOQ4x8PpXvsLQsOh2rtfrTE1M8vbbb2NZlvCdey7FUpF8Ps+5s+coFAo8XlnmZz/7KeVKWRgE5Mg6NjKCqqoUi0VBII0joiSnIUNlSWpat3QswxSk16CfHjJBIFYLrhvT7bZlmM3Asiy6HYE977QbKRpD14T4H8fQ6dbJ50V5FzFPU9CBi6bqBLqGqsQ4Th9NFaVEShwQBBFOv0cY+Ni2eLCEkQDw9foOpYEydmSjRhHtdhNdES4yp9/B6wXkbRMlColDn163A3FEO/BFaDGKUOMYXRN2UD+KMG0LwxQakya1kTAIUuotseCDaZpGKH/Qk8pcXdVFgEyJIAxFWBSVKPKl+Kz/Cso9CAICP5JIE+HuSoTibNYgimO6nY5EPUR4bl8I5LpBGPr4viv+bCxeN0VmMzRNdLCoEm8u3rMGmhTGxfpQfE/FxBIRdCNyxQK6qhGFgcy6BPR7XRzfJZcvEEq9J18opGRl3xcah+u7GGqCuw/S4KSZNaXWpaJrKrZpYls2pmwfTARw0zDxfE9MbEosrcNCgE6E+UQzSfQXTdUI/CgNZgL0+w6O68jAYig1uxBUHTXW8IJAuLnSTImSWug1VRUQTlV8bbGioJq2sHSj4sYKPTdkpFqm23dxXRGsq1Qq6VSXAC9LpRKGYaSdJBMTEyk9GKBSqWBJoOPY2Bi9vriwDFYqtLo9ms0GjUaD8fFxBgYG2NraSnWjTEbke9rtjpj65Hu20+3SaDbRdZFdWVxcZGpqmnKlwu7uLq1Wi7nZ2RSdAwIbNTExwfraOn3HEVytWo16rcbq8gqPlx9z5aWXGRwUFdeKpnLt2nWRvRv+GqVSiWajSacnpoOrV6+SEJ93d3c5efIkj2R+7spLL/Pii8+lZPZ6vUU+n+Gll15iaKjK0VGNpaUlFFVhYWGB+fl5PvzwfZxen/mFeUaGqowKvdu6AAEAAElEQVSNDHHtk6uMDA2jGwZPtrc4qh2yu7/L/Qf3JaxAIOrvShbXO++8y+9+53e5c+cOuVyOqWPTLC4eZ3szy/b2NqdOnaLRaHB0dMTw8DC7u7tcuHCBkydO0Ww2qVarXL9+nTt373D+/Dm+9rWv/UbnxG98oPi+z+zsbJrUTEBriqIwOjKG5/ooaPzkH37GxYsXOXPmDI7jsLy8zPr6OlNTU5imyfT0NHfu3EmzLKtPVpmcmqJ2VONP/vQfMzIyjOsIdMnc/DwffvABiq4xNjaGpmncv3+fYj7H7du3GZOj88baGidOnKDZaNDpdABoNhqsLS9jmgaHRzUKxSLVapVisYiqqnI/myOTscnn82SVDIQRscwP/P/mPxKrZ0I8VSTUUFUS4bGNqoCqqDiuC3FMt2Ph9AokMEDbtgniACUOhH4UReQzNjoR/X6POFRwvZDA8wg8nzAK6AUiaNdzxB6eMMLtdwncPpauEXoOKJHQQzyHZqtBkLEJvL5oN4xC6YzyadTrYo1jW/KBgmhwjMXXrErbahSEoMToukivf76HPIgi9CiUOHkhDCuamoIpkwciqL/izBGhQF1MGBIWaWczUguQgrWm43quOMg8T8AkNR3XdRCs5JhOu4NtmcLg4Lppo6FmmEQy+Z/cnnVdHBTCrqmk2A9VEUJxHMf0HQfLNDE0kYeJIrHG0w2TMPDJ5nM4qkZO1/A9lyAUK7unYT1NWn0VGfoFXx66mazIM5VKRcIwotvtyJVmLJ1gEbZp4ns+XbePpYvpy/V8bNP6FUeX74d4sU+/76QHWGIvFisrUqaXogkagh94RIGAPsYoqKou7cpPw4phJHhqiqahaJqwcWs6qm7Td2WK38zQc33cdod8Pp+igXK5nFyFd1J9I5cT24pisYhpmjiOk4YEy+VyOqXquk6rKQKCngzniW6aBvv7+3S7XY6OjshkMjSbouZ7cnKS8fFx2p2OcHaVy8zMzJLL5dje3hGOOFQW5uYBGB4aEt3zo6M4jsuPf/wzvvSlV3n1tdeYmp7ib//239Pve/zjf/wfcOvWLc6dPUshm2NlZZnjxxfoSdtyEIU8ePiQ0ZERzpw9zeHBIYNDw+zv7xNEIYZpEwYB/8k/+Y9ZW1vj1q1bPP/889y9e598ocD8/Dzlcpmf/exnjI4O8/zzz6WammUJl2KtXhfMQ9OidnDI9tYmm+tPePNHP+TE4iITU1N88O47tNotDMNGNwx+/vOfMj+/wIMHD8jn8zz//PO89dZbDA4O8o1vfIPBSoWtzU2mpqd580dvsDA/z6VvXeTHP/4xpmmyvr6OZVl873vf4/79BxzsH+J5HrVajevXrzM6OsrJEyfJ5fL8s3/2f+Tr3/rurz0nfuOV1//7//XPKRQKabf87OwsrVaLbrebAspM0+TatWs4jsOVK1doNptcvXqVUqmUujW63S7dbpdiscj8/DzbOzv0+j3u3LnDpUsXqddrnD59mkwmQ6vVYn1tjfHxcXqdLro8UGqHh1QqZVZXV7Fsi8HBCgcy7FMaKFIqldjYWKd2eMTM7EyKtE52+oVCgeXlNQpFcaBUKhWOH1+Qk1chBQIm0MDkJui6rrxti0R7NpeF5EHr+6KzXP5e8rIa0vab3KqT5kdi0aiX9FiEgQAdBmFAX67IfM8TbYSIbm4UhVyuAFJsti0NXVVpt+roCvS7wgIceg6+59BpNsnYNlEoBOhet4vvuui6xmClDMRkMxkyuQzFUimtLxYPPGF1VlQlFYF1iUpJMgm+58sHtHiYaqYJMsUvoIIJvkT01wtgZJLTEW7ABCGiGUZ6kCP/XDabwTCtNKFumCatZpPA9zB0Xfz9EiZpWBmsbFZMp6VSug7TpKYTxzGaLiZRr9fD93zpRlIwdGGa8DwX33Pp93rEcUQum4EoxnUcfNel1+uiqypO38F1HVHP7LppRkVBwXNdohixbpW2XDtjy36VSPy9oSg3SxxX3W4vnUCSIGKyDhRwSJ9AsrWS92PieIqiiL7EsgQJuDKK8MOQMIhBcrkCPyCMnmZbkC2MmianFE0Dw0IxLNp9h4HBIZqdLgOVKn03YHh0nLW1JxCHsnZXXA4dR1hQx8fHUgdiPp/n4OCAoaEhtre3U4z/0NBQaiUuFAqUy2UODg7ke0ShWCwQBD61Wi3NgNRqdQqFIru7uxSLJaamjtFoNVFUlUqlQqFQZH1tnZXVFZ5//gUsU1ALRkZGqDXqqJrK6OgoBweHDA8P47oenY7IxTx58oTp6WkWFhZoNJt8evUTyvLvvffgPiOjo/S6fSYmJymVBlBkdYBpmpw5c4a9vT1arRa7u3sMDJSYnZ1JcyylYpFz587z4P4DWu02OztbtFsdrly5Qr1ep1qtcnR0xNbWFsPDw3z40UcEYcjkxBT7uzvsbm1QKBZpNhqsb6wzWB0WRp0opNnu8LWvf4PzF85jGCYPHjzkH/7hJ5w6dZLTp08zPDzM3NwcR0dH3L17l7X1daanp9nZ2WF+bo6JiQk+++wzDMNgcXGROXkAd9odrl+/ztTUFJ999hnT09Pous7SoyWWlx/zl3/9g197TvzGE8rS0lK6y221WrzzzjvMzc2xvb2d9j1blsXdu3eZmJggDMPU+jc1NUW73WZiYkLa+XRarRa+73Ps2DR2JkOxWKTXEzegq1evcvnyZVzHSXeyayurXL58mfHxcd566y2KhTyTk5NsbK5zdHTE7u4OuVyGyYlxDg8PicOIQj5PxrYpSUbY2NgYnueJ7ul8RjxMszZHR0c0m03y+YfMzc0xMzOd3sSSkTsRSxPbYxBEuI6PZepEgRCEgyAQRNyUDCx28d12l4xti9Cd79CVt0PP89LApEhXGyiqiue6dNpt4fuXN0GiiDCK6HViDNMQq7BuC9d1CD0XlRDb1HER00y7WafVaFCT2k0YhnTbbSzLRNd1tEZTmgxCsqh4no9uGESOJ/QJBYlnlx0bKR5G9pTrOnGStobUpfS07jh6epBCuiID6RyShF1V8qYStlXy8bOZDCDKzKJIGBCIYwGUjCI818Xpi1UhikKEoBfk8nnBvQoDMrZF6PtiralraJqN2++LtVHQl8J3iGWIg9D1XCIZAjQMHVVT6Tni4eM4DplshtAXgEPTMnEdN03OhxL5Usjl6Ulcvipp0ALxIjQd3/fERUHi7MMoktqe7BNRxCSRpOATIGan56QJd+TrHcexQBYpCoZposcxjiuCs3GETLuLg+XzLq5k8k7+u2YYuGGM44VYpoavaHS8gEyxhKIb9BptnL7DyPAwvV4nZZOJnhJRxSvQLcI+XqvVxHrLstJVuQCd6imtPCGXVyoVtra2GRwcxDB0dD2faieu64rLZK9PPp+n1Wqyvb1NZbBKRvYYNZstup0OYyOjjAyPsLe3l06fczOz1Bo1Wq0W+XyecrnMzZu3aDZbnJXkjUSrsSyL3/3db9Pv9mg2m5w+fZrVJ0/49NNPmdo6xp/8yZ+g6hoDAwN8+umnfPjhh9TrTRFuHJ/A910GBspomvgat3d2qQxWMW2L7t4ub7/9S4aHR1P98ZNPPmFxcZFGQ6z5Tpw4QSab5eHDJd56+x1GhipMHTvG2NgoMzMzfPrpdapDgxSKBQqtNlEYYlsW01PHmD02i+u6LC8v8/jxY6IoYm1tDcuymJiYoN/vUx0cpFQssrOzQz4vgpNnzpzhyZMnbG1upySI8fFxUfglD9put8vqk1Vpqf71v37jA+VLX/oSt2/f5uc//znf+973yOVyWJaV4sCXlpbQdZ3Tp0/jOA47OzsMDQ1x4cIF8QJvb/PgwQPCMGR2dpZ8XrxxioUCN2/dYHp6mvv3D9nY2OD8+fMC4ud6TE1OpqP97du3pYBUYntri/GxMVzPIY4j5udn6Xa76RvWsi3C0CMIPAr5LMNDg/ScPorcN1arFcIwxOn1CDzxZk+QL8nnMDo6muIeEttlmoWQuoDneWIt5HqYug56LNxL/Z6w04YKahzKGloZkHNd4ZpSFLqSQ1WpVKi1G9JxBaoa4/senhvheU4aeksyQNmMTRz69HsdVAU0BY5aDTrNJp4rOrdd16Ur6a1p6t4XBoOe41IxdFTDwI9CVCkwi4e+cJzl83kK+ZK0WgfpwaooSioih2EobsOhwKoIqoCFYgthXlFieduO0TRVVgv7INspfd/H0HUMXbijQrmKi+KIwBc36iAMMeThpqKgSEdUFITEui6w7JqGERj0um2UJJyIsIRHUYgaxfR6HRRVIfB8VDkdmIZKGArRPZI6i2GKrEq32yeOwQ18MrksKjG9bpeYAEey5yy5RvM8jziKUMKYWFXk1ywuB8mh6vR7dNpdNF3HVn61hz1xc7l9jyiKaXU66LpOJvM0QZ4ShKVeE8cIi7RkkIlJJoJYIfQjqZsAcSx5czqKJrIlsSqMESEqqmnTanRRLYtivoSnmMSqRqlUkXwzh9WVR5w5ezY1L1YqFdbW1uh0eqm9t1DI02q10kT8+vo6AwMDRJF8f9dq6Qo5wc8LJ1s/1UksS8A2BZ5FF9W0mkapVKJUGiCOoVY74vT4GI8fP6bb7bJ4/Dj1WoNuu0OpVGJ//4Cf/OQnAgUfeARhyNmz54TIXCjQaAg4I8DGxgYHBwcCyioZWxtbm4yNj3PhgiD77u3u8/Y77zBYFUywZrPJs889R3V4lJOnT9Oo13nr5z/lrbfeYnh4OF3vff/73ycMQ4aGhjiqNZibW6BWq6XPqVpNIO5XV1d5uVql33dot9v803/633J0dMTf/M3f8Wf/+I+5eeMzvvPd32NqchLLtnn4UFx8l5eW+eUv3qHZbFIoFPiLP/8LVlZFF8q1a9fZ2NhkbGxE9k3dZXh4mBdeeIF6vc729g6WZXHy5EmufXqNyckprl+/jmVZnD9/ngcPHrC9vU21WuX8ufPUG7Xf7oGSIB8mJydTPMLq6ipbW1scmzlGoVjk1S++yv3793n0cClF2iuKQkNqG6+99hrXr1/nwYMH7O7uMjMzg6apHJue5qc/+xmDg6KnPZPJ8G//zb9hbm6OR0tLTIyPk8/luXv3DqNjo0xOTtDrdtF0jaGhKjs727ieg6arRP2AQiGPH3hkbJNyuYxt22xsblAqlYRFFOGGUVGkVqAzWKlAFJMvFGjU69y+fZv9/X0mJiaoSKqnuI2K9GoQiBraQIqqcRQShIqwnSLsq0HgpY4hTdMJAj81Kriek97KVVWTttIYp98njEJM08KyTFqtNr4vcBwiP+HjxhGu08WW5Vy9ThvbMmjU6nTaTZn7CMSKT9MJXY8oFuyovuOQzQpwI4hJIUa40kRSWpHThI/vC/eUaZlS0IzTSc0wLDy3h2noBGEoK4rFtOC5PnYYUpC9FVEktA3ZykImY+O6nghvIpH8UUQciaZLxxErIFXT8YMQXdfQVfFeioOAXqcjXicZjkse3ACZXJasmcP3PNxQrAgIIzTFotvvijS7Lr4XnudhRqaYDi2LOBQrzl6vK9Z9KBhS2A/DANfz6XRFDqVQFFkkz/fwPV9UGyvCNq2GEYYhiL+JEUEYOwS2PpvNCv3GdVK4XzJ5+IFHGIqpJZfLC90tjNBC0XPie08Djr4vcC22bRNHsdBZPI8giKQlOErXqDHJGhOheWkaqLp8zxrEukmuNIhq2HSdBrl8QRxWYcjczAw3b9ylfnREJpdNJ8tCoUClUqXRaOC6HiBQ8cImLC4yrVYrPQwLhUJq1vF9n0JB6IvicFql3x9JCQKFQoFuV+B3MpkM6+vrjI+Po2niwrW7u8tgpcLQ0DD5XJ7Dg0PW1teYm59jWDpLG40GleogjqQKPHr0SJKjXVZXV1MdVwQjB1gJAja2t9LupunpaYaHh/E9n9GxMXTDZEk2LD5z6Rl2dvfodbtsbW6kG41CoQDAwMAAg4ODxHHM9evXuXjxIn3HYf/ggF++/TYjw8MsLy+TyWQYHhnlqFan3W5TLBbJFYuUq1X+7C/+TEy9pQG2d3ZB0djZ2uLw8JAf/v2PGBgo43gehmXQare4efMGp06fptfr8eqrr9DpdHj//ff5xS9+wfnz58lkbLa2NjFNi//qv/pf8uGHH7K+vs5nN26wtPSYl156kaWlJeI44u///od8+StfZmxslK3tLarVwd/ugbK7u0vSq91sNllaWmJ9fZ1vfvOb7B8eoKgKOztCGBsaHk5vZc1mk4PDw9SxMj4+LkawapXDw0Pef+89TMtIRbb5+XmWl5eZnZllcLCKaRhUq1U2NzYlN2yIw6NDhoaq7O5us76+TqfbxrZF4VW31wUFBqVhIJPJUK/XcD2Pfr+PZVkMD4swUdLQJ8JqGiMjw/T7DpZpoQC3bt3lzp17XLp0nqGhIUqlAekWUuSNXfSqK4p0K/khcRiiKjG6JpAdQeChpGgLgexIirLCMCl8Em/sxHGmaloqsOrSGaSqqgg3ybCbpqp0JQIlCgLqvrAHe75Pp90iCgICTxwsqmZg6hqmZeL0e3hByPBQVdxUP2f/jCKhj4jliCIDd9KgoCpomiIPFoU4kowomSsK5YOz33fQVD110ikqksPliwpeTxzAhiFWY5ZpitfJF7pC4Ll4fQfP9zBMmziOINTp+kGa5PY8D6fvYJgGGUn0jaXmlMnYxFGIpoDr9PE9+bq4JjExpq7Jw8FNe+ANwxCfl6oShAGWbaNpsmJZUaQArtDpdNENE10XbZeapqHHetpV0+10CeUE2O/7OK4r+GTyNv6UlSXWOa48EDKZTPpwSxL3Av8jXvvAD+j2e8JxB4RB9LlelgCn6xJKK7CmacSRii/JxaEYEwVKRRPUA82yiADXj/BiFV2zKA/lyQ9UhCNM1p34niAI5LIZsjnx+h0dHclDtycPR0EPuHv3HouL87Tb7TRvMT4+TrlcljrDbkoo39raEp0wEnmDvNE7joMpzQiJyJ4UbhWLRTLZLIqioeo62UyG+lGNMAhYW1tLV673H9xneHiE02dOUcgXGJsYZ//ggGwmw/b2Nvl8gVaz9bT/RDe4fec+X/rSq9y/dw/bttnd3eXVV1/ll7/8JcPDw4xPjHPz1i2q1WG+8IUv8PDhQ95//z2CICKbzbCwsIBh6Dz77LPcvn2bw8NDGZY8wdWrV1lcXGTh+HF++tOfEkYh3/zWN+nLNV5G2ssTcvtnMkfS6/W5c+c2Sw8fEoUhB/sHjA4PU60Msrh4gldeeZXVJ6u88957fPlrX2FkZIR8Pi+qehWFkeFh2u02L730EpqmcePGDYaGqkCM63p89NFH1Ot15ufn+bM/+1N+9MMf8Xj5MV/72tdE+VsUsrqywl//zV/T7Xb50muv/XYPlFarxYULFzg4OGBdijytVotGq0ldtnytr6+zsLBAHMfpSb25uYmmCetut9vFdV3Gxsa4ceMGX/va1/j+X/8VTfmxkx+22dlZRkZGeO+dd1iYX6DVblMul+n1uzx+/JjtnS3cfp+5uVks2wQll1rfbEkNHZC9K+12G1UixpP2tyiKUmaQ0EnED2Kr1QJEJnFvdweIGRgYZHV1ha2tTfL5PCMjIxQKRXkjMVEBX04soSR6qkpMFIpqVl030OXXpevCLSaa4rJpjiCBCCbrHV0Kp77v0+/3014IBTkpRuKG6voexIIuTBzR64mPjaKi6Sax7Ck3DJ0oDlF1nVyxJKyvQSiQJKoq1yqxdHgFaLEmshmqIm+74msxDVsQa32fSI1xHBcUMCwh5HtugNNzyOdyxFFAt9OSSPlYaEC+h6rpdDsOdiaLposGvSgUZIA4CiQeX8UJfDzpqvMCP0WPuK5HGMWpOKpLW7KKDKZGYmr0HVdOMQG6rsmkvkLoBwSKQMQbhginxnJVFwTi4LQMM7U525bQTxzXIV8qkTFNXDkdKTHksvn0+6QqGqopmgVdyeEKggBN1ylIx1MUCnNHEqaMiNPJNbl0OY6DbPclwconJWDirI+l2zCSFwAVL/Bx5WuUcrhkHkjXdOGrU0VYUdEtNM0gDF18P2JyZpZ6syVK4oKQQr7IQKnI5voG+VxWTgx5MllBtmg2m9i2mLLEw9Ol1XLQNIPJyUk6nU7KxDo8PExXW+12m1KplK6Qu50Ow0PD6LkchmURRTFDQ8OpzmqaJvl8nlqjTnmwgmma3L59lxMnTlEqlsgeF3mVXC4nujx2dmi2WzhOn/19oQMUBoo8fvSIamWQcrHE2NgYp0+epiER9CdPLHLy5Ak++eQTXr7yClOTU3zyySesrqwyPj6O67oUi0WOLyzw5MkTDg8PRbVGJiMv0Bo7O9vcuXOHiiwWfOGFF3j77bf54IMP0DSNTz/9jGNzsywsHqdQKqLEsLm1zdraGs8//zxjY2McHh7S7Xa5eOECnWaLTq9HNpPlO9/5DrZt85d/+Vc4/R71VpOsDGPm8wX+1//Nf8PW9hZDspXx8fIyW9vbjI2OMjg4SLVaJQxD5ucX+Gf/7J/x1a9+Gd/3GB0do1IRjMRKpcJrr32R9bV13nv3XU6cOEG5NECrMsja2hq9Xo/Njc3f7oHS6/XY2Njg6OiI2dlZtra3033epUuXePLkCXNz82SzWUZGRgBoNBrs7OzIUVXj4dJDPM9PJ5W9vT1OnjjJ7t4O09PTItvRFaVW165dw7JtXN/n9u3bzM7O0u31qAyWKZYKrK4si0lksMLq6jIbG2upAKhqGrt7eynQrTo4SKUyQBwLPWJ1dTWllmqaguv2MU2Dwap40x4cHFBSCjiuSyBXEFEU0mzWuX//Hhk7z8jIKKZpUq1WGRoaxDJ1VEU8uBVNEzfGSOQ3+r6T3qAUVeQlXNdN7ZeKkvye7GAJhHsKVUEz9BSxAbKNUWoNcRxLEq+s+kVU9/phTBh42JmMCGb6Ij1umia5XE48AD2XdreLZmh0e12yuSyKquDJNU0ci9WU5zryYHmaowElLYUKg4j/L2t/FmzZeabngc+a157Hc/aZ5ylnIJFIIDGRBEAQZE0sF6ukYkm2u9wd3S3Z7W6XLzoc3e7o2+4ISRGttqWwJbktuaQaZBbnAQBJzEAiZ+R48pw887znce019sW/9gLrSrwgIhhEAsg8++yz1//93/e97/MGviQih30fRRYeB9cVc/sgBCX6vku3a6NpRpTHoesutiO8+wQ+nuegaSqeq5DLZESBd10cx468FoqiCZSJYRCPx4XJ0POxPQ8zZuD0+5EKTFZkZFmlb4l/NiAKS6oSLZYd28GIC/GF5dhihxWSd33fw0fE3iYTKdEVtlsEyOi6GI9Zto3j2BgxEz8QijAjJmgGnit8KZqqip2PL4QcA7XgwLToem4ouRZjKd/36NtiZyU+pzpB4IXCCR3HFqbSIBCZMoPuF0Tcgh84YsFPgKyqIZNLOOO9ABw3QFd0AikgnUvQ6nVptFqoio6uaXRaLRE/3OnguQ6aqRNPJKnV6/QtMUkQHXoQThayjI/3aDabxEORi+M47O/vR+5+wzDEBU7XScUT2FafsdExAO7fu8+5py7QaDQxzRiDiOZsNku322VlZYWNjQ0sy6JQyLO5uSFk2bFYiIIX50YsFmNyeopyuUypVGL9yRNc16Pfs3jy5AnT09M0my10I8a9e/d48OAB7XabC089xalTp0imkhydHKPpGpqrE4/HKBaLBEHACy+8wMLCAscnFfL5PI8fPw5lvwaff35HyJOHh/j+97/H009fJJvNRlkuIyPDxGIxnn7qKe58fpcH9x+Sz2Y5ffq0CB68fZvR0VGuXLlCLpfj5z//BbVyhZhhUj4+5qtfe4M/+6//LwS+x9VPrrJ3sMeD+w/4h//wH/Le++9xHGLzN7a2UFWV0dFROr0emqry4MEDpqenWVpa5L/9b//v5HJZdna2ufv5Xe7cus3Zs+eIGSa//OUv2d07oJDPIssSly9fJhaL8dRTT3H79i0U5YtMnN9IQWk0G4yOjbGwuMDy0jLjE+N0ut1omV0sFFlfe0yhOES/bzE0NIRpCGS1rokwqvnZuQjF8N5772L1xTz/ueeeI5lIsLOzS6PRYGlpidLwCN1ul3QmRT6boV6rkcmkGRsfQZYFH6pWrXJ4uE8+X6BarYb5Bl38QGRSDw8PM1Iq0bO6NBuNcI4tGDyZTCZCaxeLhSinQVCBRbJjcUj8uYP8jFQyiabpdNsWR4dHHByc0LcthopZ4vE0yUSMUqnI+PgoyWQcPZQTE3iAJ7i1gRcmLwb022KmL8yQQSRvlZFw+6KoBGJ7L0YXoTvb94SaTNc1gUXXdHxfRfUDAmQCZCRZJZAlUpmEwLuoX4y2hFNbAC97PSEQsB1xCx3Mrn1fOI9lScJ1vXBZKm7S/b6F57phB2ZEXglNE2h5cbgJReBABCHm9wGW1xNdouPSsW0CPwgzYyRhmgRUScJ2bXzXxowl8D0ZKxA7lr5r0e/1BAIm8Ol1u1iWWEr3LLFXSyVTBIoIVOv2hOTXNI1w/9JCVlRUTRfjSVnG6nTxB+IBBPY9bsaQFYVOtysW/oZJt9NG1XSMuC5iCCwLTRdy5n7fAlkilRXmPqvXw3Vc7J4V8bkGKBU19JsEBGL/ZDtI4Y6uF2Z2DNzo3W4PVRXquHgigSTJSIqCaSbwPZ9et4cvB1EX7Dgu+K4QL8gakqzhSzKyrmH7AV4g0bN8RvMp9GQaIxYLv4bYR1qWRUMBVVWYnp7GdR00RUOLi27uoH0IQYCqKLiBS7FYwDRNTFMXIpKw63cch0wmixj7utEepdVq0e31kBWZcrUiRl6SRKfTwXFcUVQMg4P9A4aGhonFhJw1FotzcnzC5NSU8CKZhjAESjA8XOKzz66SSqWJJeLCad5q0x+3OTk+iaYSm5ubpFIpxsfH+U//4/+Yk3KZjz7+mGQiSb9v89bP3uLy5cv4QUCtWovkzcVigaOjI+7cucP09CytZpN8Pofv+zQadb72xhskk0larRa9UEQQi8VEh5VI8NSFp6g36pSPjjm1vEzlpEyv12NlZZlYzKRarTAxMc6NG9c5OjomlUzxO7/zO0iSxHvvvxsmN+bRNJXpmWmymSzFQlEQqF2B/6nX6/z+N78pXlOzycH+PmfOnGH10SMMQ+fRo4fEYib7+zu4rsfk5CTDw8N88vFVnjx5wsqpFf70T/+Uv/yrv+KZZy7yr//Nv0ZRVJYWl9ANg+OTk99sQSmNjLC1vYVpGnzwwQfU63Uuh4qBR48e8czFi9SqNTzXI53NsLuzy1CxyPzsnIiplSS2NjeZmpxkdfUhh0cHnDp1iidP1mk1G2TTGf7dv/1LvvylLxPMS5hmjEqlyqdXPyGfSWPqBqdOrfDzX7yDaeoU8jkURcgyVVVldnaOTqfDvXufk8/nGR0phfuGHs1GI3KyTkwIJEyj0YhGTcPDw7Tb3YgqmkyK7iUej+F5aWq1Gqah47oeRweHxMw4iqJRyCXp2xqJRJxut0ulcsLh8QE7e7vousbs7AyFXIaYKRz4gnPlgyyH5jdCPDhI0heuaFUJmViyjhR4qIYeYkIcgRXxA2Rdxg3EfNxyfJEIaSog2wRSDz0mo2sqiiwhaxr4Drqmgh8wIMtKkkLggYRC4CPQFZpGIpGgERbgVDKOYRghx0pwsFRZBkUs2PthpzI4KN1wJu77Cp7rEDNNbNeO1Ey9Xg819N4EYVKgF9KEfccLGWVueAgJE6ll9fBc4by3HQtVkQl8sTz3/ZbogAKfTscinUkjSYEYezk2sgymoWFbPSG11EOyseEK6rPrgCTwM4qq0e9ZmGZM7ER6PSRJJZNN4XtiRGgahpABey7KIJ7XFqKHWDLxhanSE1kkXuALcGg45hmMIFphkZEkmUQYrNRp91BkjVjsi8Lf7/cjib2qi4wNXRceFxkJ09DxAx/bEdRn23bB9zFMnUDRCBQdD4V4OocmKbS7XfLZOIopeHqeJOEHPqVSiV6vF920LavHyMgIx8fHkaJRCFmg2xbBZEgQ6JrIlUkI39jAMT8Y0TUajSjTZGhoCCUWo2/byKqCqiokklna3Q7Fopj5JxJJPNfHNOPcvnUH0zTJFYQEeWxsHNMwkZCIx+MMDxfZ3d1FVWVKpWF03WRnZ4datQZInD9/AVVRo7Czg4ODMD+9w8cffYiiqBRyeXLZfMgZS+M6LhNj46STKfFnKyoLC4u8//57aJrG/ft3KZfLfPWrX+Xo+Ji9vV1ihommaiSSSRYWFpibn+enP/0pOzs7XHrmGTaebAiyQeCHY74ip06dYm9vj+PjI2ZmpkmlkkLd6Pt8fucei4tLZLNZlpaWGB8fR2D7K6iyxkcffsy3vvUtSiOjtLpC1v6jH/2YTz7+hK985ctIwPOXLxOPx8nnslQqZcrlEw4P9tE1lUqlSjqbRZIkLl66SC6X4/z58zx6vMrTFy9w685t/vQ/+1Pu3r1PvV5ncmySQrH4a9WJX9vY+D//q3/G8vKyUGjtHyDLMscnx3i+z8WLF6mclHEch7m5OYaGh6nVa2xtbTE1NcXVTz5FU1XqjQamaZJIxNk/2OPKCy9wcnKCY9tYnR7FQhFFUTg6PmaoVArzwTVy6RR3bt3Gsi0RvFWv89QFwa9RFMGhGahHOp1W9GHOhjGgg+CanZ0dwTqy7UjxJUmScPL6Mql0ina7Ra/XE4a3UGGSTAr6pmGYtFudSOI4QGUoiornCedyIpnA0HW6vQ6VapVcJgu+TC6XIZlKkkolUVVFgACRRXa4LKOFIgbbE8gTWZJpd3rkc2lM0yCTSYc4ez/smETSoxAHCUaYqiphWiMEgS/Q6qpC4DnosgjTckOZLoEf4Tey2XRksDR0AykQEtt2q0UsrpPJZHBsG7tvk8vlQgWYTSqRwHHFwt0Nb0oSROICISKQicdj4jCSJKzwBmcY4kBSFSEdHoz0XNfF7oe5HRK4nhfSDyR6tsgOcULisRlL4Dri6yKLEKtEIoFpmsiKTCKRQJICuq02nU5bLH/TGfquiJl1XJHYqagqphkjlc7gE0SUYFlRiMUSAnkfBBi6St/q0et0ROdJIIpL+HmwHZtWp4NrW5GUHD/AtR2skOclMCU+dt8Jw9LkqHvxvXBHFHZOA7+O67o4gwIWIOCmthMVr36/T7vTpdlu44U5J8gKqCZ9TwLNQDXjWI5LIp2mH+6fJEkhCISDP5PJRDdd13XB86PAMCFfFiq7jY2NyMgsKwq6adBqtSJO38TEBPl8nnq9TiIhWF29nihOgxHfICNlsHD3PI/S6BiNepNsNkfgic9lo9FANw1KpVKEEBkeKeG7XoS9r9VqnDlzhlarhe9DpVal0+myuLCI4zisrq5SKpVwXZft7V1eeOF57t69y9TUFI/XN3jhxRfIZrOYhujU9vbEPqJUKuF5Hjdv3qTZanD79m2Gh4dwHIcXXngBVdN49OgREtBsNBkbGWNze5vFpUXMWIyhoSHGx8fZ2tziYH+fdrvNwoIwT4sCKvLkd3d3eemll3jmmWfY3d1lZ2eHTqsTFmBxjh4eHYbinCbVapVvfetbdLtd9vaEcGFsbBRNE+P3bDbLo0ePePz4MZ1Oh16vh2nqnDt3jumpaWRJ4uc//zmP19boWRZ/9+/+MUNDQ2iaRqPR4J133mJ8fBxZVsjl8hwdHUX4///i//wbjAAeGhri9u3bmKYp3pR2m+evXKFaq7K3t0cmm2FleYVf/vKXPNncYGl5CQDHcfn6N36LW7duYibibG5s8sqXXiH2II6maUxPTTE7O8uPf/QTAT4zhQrr/oMHFIt5XnvtVR7ev0cqnUbv6ximTiaTxbYdmo0mQ8NDQiHV7xOPi05hAEjzfZ/d3V0mJyfZ2dlhcnKShw8fRhGkyUSCRCLJzPQM6+tbOI4TxpQaWFaP4VAp0el0MAyDfD5HPJbANA0ODg9IJuN4vk+z0RBy53hcpNHVq3ieSy6XpdPq0WwI89nn99bIpGNR1vgXtVwUhFq9hSRDsZgn8APWn+wwNlakkM+TTqfw/QAjzJfWdYV4QmRSm6aBFEgEsixUWa6DosqYqaRA0Fs9FN8lZibpdTvCjOkJw6DnOvSsHoYh9lWmGcfu94QMVJJoNNsRMj1AotezkCRwXZ9mqy1CqiRhwHQdJxrnaKpKz/Po2X2kQMzaZUl4SDRFxbFtYYSTRDRzoKpCVOwHolsJZ/SDBMMgCHD6Nqqs4Mk+nuvRqNeQJSVE1OuC8BiqzQInQNdEmFi33aHX7SBLEnHDxA2xLa7n4QcBqUxGUIQdR4SXyV9ENssDSbjr0O92sHqd6P0Y3CgDXxIAyF438oe4jiOUYwE4jh2prTzfp91pQyCUVwLiKEZaiiz2XECEKHFcJwxTE/sxTZLp+XYYOiao2UEQRhxrOgoSPdslkHX8AGqtHtMLY9RabSzHIaWqFNJpHj9eD0U2x+Tz+QjK2Gg0KBQKVI5P2N/fj8zAA3VnNrzZqpoWuvw7EcPK87zQvS7kwPV6naGhITY2NqKl/EBZl0wmabfbnJyckM1muX//PufPXSAeT1CtVOh2e0iKkCZXKhVKIyVi8TjJZBJFVqk3mhweHWP3LW7evMXw8DDJZIpOp8PJSZnScImtrS06nQ4XL15kYmKC3/mdPJ9++inVahXP81haWsK2Beng+vUb5PMFUsmUgFHWxH8zv7DAZ9c+5dt/8m3Gx8epVirUajU+v3uXV155hcODAzY2NhkaHmZuYYHpmWm++73vIcsy3W6Xn/7kZ7zy8kucOXOGjc1Nag/u88ILL3B8fMzCwgLlclmg8RsNSqURyicnTI5PUD45YX19nU6nw+TUJIoic/36TYHrMQw2Nzf4yY9/yO/93je5eeMGL7zwAp12i5PjI/pWH8e26bQ7vP/BB1x5/jJHh4dUyxUODg7QdZ1Tp05RKBa4ceN6iKCKMTU1xcsvf4mjo0Pi8RiyoqGoGv/+f/1f+cY3vvFr1Ylfu6CkUim2t7cpFoqsLC/z0UcfEYvH0HSdg4MDspkMu7u75PN5HM8lk8ny0kuTSJJIURPcpB6vvPwKxyfHPPPMJW7cuIYRhufMzc9SOakgSzIvvfwy1XqdXq/L559/TioRZ6RU4q133mbl1AqnTp2m026zs71Du9VGlokqeKvVij70QRBQKBTo9XoRwn6oOCRMZAhJpmkY7Gxv47ou6UyKRCIe8ZHq9UaEhxDUXQOrZ1Nv1Oj1ROHKJhKkUskwja4aoicSVCoVCIQBcm5+hm6nSyoVw/Vc2h2Ro12pCHXcyMgI5XKFeMKIQo0kSUI3JKFPD1ERkiRzclIX8/fAZ6SUIpkSBlPDMEgmUhSLWQqFPAndpO/LmJJGIptAx8fudZEUFUXy6XXFXseMmbieQ9fqEYvHqTUb6KF0WFEVZE+46Hs9i0Q8idW3gQCr18UwDHqWRS6XFQo3SRLhVa6HEtKRDV2PTJayLCMjhTNmk37fQpIJ90xByMVyw64rdI1LItXcDwUIrusi+YEAfboeru+EXY1ww+P7KOGNutvpICO4bq4tAqCazabIcg+EusoPQEFkidj9vtibtNqYcZEE6oHwmjgOWmhyFcRfgURRVVFcnDDcSqRp6sKt77r44VhvYEwdLKl9P8CyRDIhiFz5Qaa467ooshyOjvoiwMqBXrcnfDmh6k8NDYJWv4/ni5GcFRYTxYjR61m4yGhGjKxq4FQrEYdvdLQUPq85dF2L4oJlWabVagl1UyZDIpEQSJcQTuqFfpjZoSFq9RqO60SS/4Ecf0AaHlgHBgWr0RDPU6vVDouLyblz52i12ownMzx8+IjFxUWyuRztTgddEaKaXC6HrChUqhWq1Spnz55jZnaWjY0NVFUlnc6wsbmF3e+TzmaYm5vj3Xff5bd/+7cBiXq9wfHxMYMkzXg8Li7AK4vUG03eeedt+v0+4+Pj5HI5Do9EXMaPfvxjisUCr732KoZhcO3aNSTgyZMnDA8Ps7u7y+HBAQf7+7xw5UWGh4c5KZc5f/48siyztrZGLCZgmI7rUK3W6PaENNyyLPb29pmdmeXyc5dpNZu8+8t3yeVynDt7hlhMRPU+erzO7Nwc7U6bF196gXNnz/Kd73yHYjHPs88+QzIR58GD++SyWXq9HquraySTKd5882vs7u7yy1+8i+e63L93H1VVOSmXOX3qFJlMmkqlQrvdYm1tHVmWWV9fp1KpsLb2mGQqjR9IfOtbf8Aff/vbbG9v/2YLyt7eHsVikc2NTTaePAn9HTX6ts38/DyTExOsP14jZpp06xbNRgvP9SO8QiadYW93j7hpsr0puoHZuRl6vR4HBwe0Wi2mpmaoVWushgqKVqtFLnca13bYO9gXqom+zdHREefOnqXZaLK6+hBJEg/BgIacTCZ58uQJrVaLYrEYLeXq1RqB7zMyXKLT6eA6LuVyObxxylTKFeJx4QkY3DBOTk5IpVIcHByIiOJAom+LB69Wq3NwcEw+n8FxxIMlYjt90ukMsZiB57ZxHItur008ruM4UnijVIgnxXtYrVdwfTFGMk0Dq99F13XSmWTogRCO80azTiqlY5omtVoD2/Vpdyx6lkO7fUi73SObFbPqM6dPMTc3S7tjISGjmjqKYSJ7LpLvYMbiNBs1PN8jlUrQs+o4jkcyEcPqdkPpqfCYuKF01XEc2u224IP54e1UBqurR5gVWZJQ5S9MdY5jR6NF3/MjDL4cdgIDvMigC/E84bVwXe9vufEHnCgRkSAc8wFE2fN2EGDETFoRwDMMMQtHnPKv4EYIczoc10M3dPGaw5yRbqeLpguSr2c7SDIgBcTjCTxXjN8GoyihdvLo960vupZQxScDiXiCvtWlI4mc+kEK48DsOFhUm6YZBif5kTw68H1UVcbQNQLfI5tOIysqlVody3FQdY1erxcyylQ8H/rdDq4vIWkGWjxF/aTDyPgYPhKabpLN5fECHzNmEjPjWJaIqnVdPfI7DUgTo2Oj1Ot1ZE2lWMgLv5Sh0+12RbrgwT7dbpdsNhs55VutFrVajXq9LvxoQ0MM4h0Gxlw/3NWJnYww/I6NjSHJakTecF2XXC5HuVwWeet2n/l5wZuq1+t0Oh3a7Q65XI5SqSS6qmKBjY0NFksjxMwYFy9eDLsrh0ePVslkMly/fo1qtcZXvvIlSmOjfPTxxyFXqxAWwz6PVh/w7LPPsre3x9SUSEj85S9/ydmzZxkfH6fTbvPSSy9RKpW4dv06Q0NDIbct4B//439MIpngG7/1W+TzeXK5HK+/9ho/+P4P+Jvvfp8XX7xCOi3CCRfnF3j3F+/yW7/1Wzh9G1mSWV5eZnFxkXa7zTtvv42sypSrDerNBi+/8goz83Mc7O4xXCoR+C5nz54lk8kwPCy4YAcHR1y8+BS7u7t897vf5eTkhFOnlkgmk0iSxCeffkpppMSLL79Ep9PBDwLOnDnD2toTvve9HzA0NMwbb7wBQCwWZ2FpiZWVFXZ3dzk4OPjNFpRSqYSmaoyNjAquUbhcs/pWeAMxePrpp3n44AFeuNhaXV3l0SNx69je2iIei3Pzxg2Gi0V6lsXO1havvf46hUKBfr/P0dEx+we7BAgJ6Ex2WsxrzRjl8jHnzp0Lb/5i9DIyMoJl9Tg6OmR8bILjkyNGRkqsr6+L5W+YYWLbNul0mvLxSYRSGbh1B/6PXr+H4wqp4+HhYQSyG4wgxGw+Rq/bRVFj9PsDx7gVBdiUSqVQKRaIvYPjoBs6ttPDMFUSiRi6nqXb7VAuV0QsbuDhOha9Tg9Vk3Ed4ZEgcEklY1SrNWRZodNpkUzE6HUtWo6NriviUPUDXM8lHktg9foQKPQ6PVYfrZFOZZmdm0XVTbSYievI6BLg9vFtiWQqjec5WD2HRCxJQCDkpbIw7nmuQyIWQ1Vk2q0WQagc7HQ66LoQKci6Sr3ZRJVlkknh7A4CgaB3wngAq9fHMPQI/6KEng/BL1MZhJ9Fu4RQnKAoWoQZ0fUvDv6By36AIwfh0/DDTI8gHhdmPj8IA6hENyIFgdizOTZ2vy+6CkmiG2apaKqGK0PgOri2hGP10AwNRZFpOg6+5xMA8Vgs+voRfsYJl/uyhKyIbrbX7USv0TBNZFmJup12q00QuKFvxqXT7uK64vscHKpWR2CFAgJ61QqKqmOaMUETDonHzWYLy3ZCOT74gQSqhh1IjE5OcHR8hKLHkFQHRVPpdjtkMxkMQ6fVatNs1vF9sZQvlUroukCf9HrCeOe6bpgDL4pfu91mcnIyUkzGYmI/dnx8HHU5qVTqb5Gmk8kk9br4Ot1ul4mJCdKZDK12i3y+QDqVplKpMjY2RqPRiDq5QaS4YQjgYzKZIp3OIisaqXSaZqPBwcEB/X6fSqXC+NgEw0PDFIvFMDf9PsMjI4yMjzE8NEytUWfa8/ElifX1J2iaIGn8yZ/8CRsbG/zwhz9iaWmZDz/8EDMWY35+nlOnTrG1tcXHH3/MG2+8wZOjI06fPs329jZnzpzBdRzefvsdHjx4QK1WY3llhRs3bqCqKsPDw5w7e5bR0VHGx0cZHR0ll8vx+PFjms0m//V//We02+0oS2Uwov/ss085PjnhyvNX+KM/+hqSLJPOZLlx6yaPHq/x3OVnebK+zslJhbnZOd588+vUaw0uXbrE/fv3xdncd8lmXYaHh5iammJycpL5hXkc1+X73/8+sXDPU6vVmJiY4A//8A/EFKknGHf/yX/yH9OoNznY22dvZ5eLT/2GWV7j4+OcHJ/Q6XTI5/OsrKxQrdVohYl3d+9+TrFQZHh4mHffe594PEYimeT8+fNiMWQYPF59JNLQtrY4deoUn9+5zb/7t3+BbugsL6/w2bWbXHn+EvFEAtMw6HW7vP/++8hIqJpKMpHgtdde5xe/+Dm/+Pkv2Nra5Ctf+QqTkxM0mnXKlRMsS7CTLl16lnq9xsnJCb1eDwjHJggM+sTEBGtraxHZVFNV5udmITww3FC9EwQB+Xw+LFDCbd7v95menqbT6TA8LEZ2AyPn4EbmOCK7IZVK0m63osMnmZSwbSdEGUg0Gk0c28UwxOFpqBqBG8bsBgHDxSKtdhtNFSiOuClYWPV6A8cWC3bHc5ElGSlA5MNLEt1Oj8eP10il0hSLBSQJDF1D1hGudhxiyTSO3UdPiZ1G37YBBSQVSQ6I6QaWbZFKxkmFxlQkCU+0TGEQUl/c0GWR+BhYlljM9/t4rkuvJ2TcyLLIJ1EFCFGgXwJsx8HQDYLAiSi7A9MeEAE6VVVFkhWCXg9Fkf/WZ3Og93dcB03Wo+wLN3zPCXPnJcQNV1XkENTohr4OG891cR0Hb4CICYR50O1beLKEquoYIbdugD6JAq1sQVS2Q1JB4IlxnESA3bfAF9G87U47yk33vDCy2POpVuvitaii0IqMctGhaarIlFFUJXLtK4ocjaEG9OAAGVkVI0VP0uj3XWIJg9LIGIGEIAoHvogwQIwZM5kM/XBX2O12InDqIHwpmUyysSEUStPT01QqlUgkMAi5UxQlUnENUEVBELC6uipCqEL1WDabpdlskc3FMEyDWr0WLsCH2dzcinaXx8fH6LrO2NhYlK2STKbETkUS/qdYIhnSvW1WTq1weHjE1NQ0iqywvr6OGYtRrVbRdAPbdjh77iybm5ukMxnOnj3LnTt3UBSVc+fO0mw2ePvtt2m3WnTC7HfDMFhcXOTZZ5/l/fc/ZGJikomJiQji+Pnnn1Ov1ymNjDA7M8Nv//Zvs7W5TalUolgssLyywq1bt1haWuKTTz6h0+7wZ3/2Z7z33nvcuHGD06dOcfrUaSRJolKpsLm5Sa1WE+TtIKDRaPDGG2/y8ksvc1w+wfcDvvM332V4eJhLz1yi3eoQjyc4Pjzi/v2HNBp1fvrTn2HbLl//+pu89NLL/Ot//b9w5swZJibG+fiTj1BUhcnJKcqVMqdOncIwDPb390UeypAqMogSCT7++BNeeuklbt68CYEUQj51Njc2frMF5f79+5w5c4ad7e1oYQgB9+7dY2hoSKDfU2mufvIJQ8VCiHOe5ei4HDJqUtSqFTYbDZKpFDMz0zz77CU2N7dottpUKlX+7t/5FutP1tE0jXQ6jW31USRxo33m0iVWH61SLld47rnnsK0+ldNn2NvfJZfL0u30kJAoFIqUw+VTsVjgyZMnNJtNRkZGiMfj7O7uitd1chwpvmq1GiDCpQR4MY4fBOQmc9GDMVhattvtKOclk8mQTqdJpVIcHR2JsDFNo91qY1k2U1NTSPJAouyhqlqYZ+FzdCRGaclkkka9RTKZRtdUOi3BQ8qksuzuCnd+zBBig1ajiRTi4VVFxer18VyPbFZ0Q7lslnq9ji3b4cy6SaPRJJ8voGgmqq5i6Ak8XcdWVfAcTM1EVWTiSTHisyyLuJnAti38wCWViNNtN8mkUqiOJ/D0inifDDPEhIQFxHY8HNcj8ARK3feFZFaNa2LkpAg8u+f7OK4T0pWVqAMR8QJuyPiSvkD7eyL5UVakv0UsHuyOBqo+ke6oR/JkN9xrBIGHOkCbxE1syw3ZWeImLAHddhs5ROD4noeuamH0s4ZqaLh2H3wfWxYeA1mVfwXzLwqMIisYukTMFNh713Gweir9bg/FEEv+TqcjQqK6FkgSTuik10IcT9+xUXxhuPU8L0wYVYgnkqiqcNu7vi+QN2GWCpJCILvgQqvVIZB8PIR6sTAk5vr5fBZFU0mnUgzSQ4MgIJvJcnJ0xOjoqDBwhjSIhw8fkkqlGB0djW6upmlG3cAAG9RsNnFdN4plGBS4Xq/PwkJBSMld8TMdHR1DUVX6IeHXtm0ODw8pn1TCy1aS6elpjo6O2NraolgsMj4+jhaOlAzD4OTkhCAIGB0d4+dvvy3Q7vkCsVicTCYjFGnxOLG+jeH7PH78GNdzuXPnDs899xwPHjygXK7Q6Yi45Vwuy8bGJiPDw3zrD77F3Xv3mZqe4snGBrdu3mJ3d4eVlRUcR5wThwcHbG9vs7S0xJONDR49esTYyBjDwyVyuRzttuhKk6kUzWaTblfsGu/cuYOu65w9e5a4GYvCrQa7pqPjYyTg4OiEdDrF1c+uYZgxTp06xf3791l99JC93V2mJifp9y0ymQz37t3H8z0K+TyXL1+m1epSrdX57ne/x4UL5zlz9gx9u88f/tEfkkgkuHr1M1RV4/HjxxER/mD/gNVHj6lUKrTabTzP58GDBxSLRV555RW2traYmBgXtO/fZEF58OAB1z+7xpUrV0gmk6ytrSHJMlNTU5Fha2S4xNLSEs1Wi929PSRJYv/ggNHRUdrtFn3H4fTZs1w4f447t28zPT1FMpFgdHSMdrdLIoQJXr16lbGRYfa2d3Fdl5nZORqNBn27z3vvvY9t9wj8gGQyIRa7koSuq4yNTaCqKkNDQzSbzUi6p4VZG5ZlRbeuIAgwYyZzC/PiwLc9UqlUtIAXXUANTdPC2a/P4eGhIJ+m03TaHXzPo9ftoaWViNHVbrcZGRmh2RQSP1VVSacyJBMp6o1a5H4uFAqhQkag0oMAAiR0w8S2HconFWRJgUCYvnpWj3Q6jaKo9MLlYzwuMDODltmQxVilVCqRSCWJmXF8L6Dd7pDJZfECGc+X0cwkoOA5wkFuJITjPB1LoXa7yATE5Sy9bgvP7ZPMFlFUmaSsYHW7mLqOIkt0ux1h+pNMJEWOApa6HXHb1XWdmC5Q2a5jo+qiO+l2u7ieC56MZhoCn6LrBJKM7boi78V1icXioThA+5WFtoZhxIS0VlUwQqmrKQtEyIAEMBiBiZFmgC+HYWG2S9/qRaiTQWZLNI6TAnzPxfU9fM9GkmIiV0XR8PwOeghMNAyBlw8QZGs1NBzKiky73cZzHKxuL1IRiTwZIdUVPhfhao/FElSr1TBoTIz3Op1uVDgHxATdMEL/k4qCeK2D2XsQQh/lkNDQajRJFYbIZDLUKlVq1QqJRAzsPnNzs1QqFXrtLtlUFkNV2d3ZFjswXWN5ZYWTkxN838c0TdLpNKqq8uTJE1RVJZPJCEl4mPUuYIJBVFgGnfjExFik8up0urTbXcbHx0W+TizG0dERZ8+eJWbGONg/RArNjYOAvFQqFeHTm8026WyWWl3c4hOJBCOlIWZmpoXTOxaLXO+aGePBw1VazRaqqjE7O0cqlcSyLA4PD0ml0pw/JxBS2VyGf/Nv/pyXXrpCp9PlwYNHLC+fEhe9RJoPPnif02dO0Wm3ePjwIYVCgYmJCZaXl+n1euTyeSrlMjMzszTqTWZmZtg/PKRarXLh6ad4+6c/47XXXuPe3XuoqtgVDQ8Ps7+7x8HBAXfu3OH8+fOURkcxw8+6aZqcOnMG0zT5n/7Vv+JnP/0xEhLpZJx0KsVbP/kxb7z5JnPzc1SrNUZKJXZ3dllZOU2j1SQejwsKc6/L9Rs3mJ8X3//t27fZ3Nrit377d8TltNUkk0nzzNMX+fzzz0nERRzA5eef4/r161SrVfEsd7tUq1XOnDnzmy0oX/va1/irv/xL1tbWopu6puucOXuGDz74gFw2R7VSZWZqigePHlGpVDg5OWFxaYkzZ8/Ss3rMzc+xv7fPxuYmjVaD737/ewwXhrk0No4Zi7H66BGzs7PIioQhK7TSDbY2tyKejuO4rK8/4eWXr9ButlhcXMTq9/jZz34GwAsvPA8E5HJ5Dg72OTg4wHGc6IAXi7YpFhcXOTo6ipaahmHg9Ns4jh2qryokEglq5SqZdAZVVTAMkW8iyxIEMqlUAtf1aDbqtNoNgfXQdHw/E8mYc9k8PatHvpgTxUMTBirbtTE0HUkKME2R2Oa6HtVKmVQyhW4KWGEqk8I0TQ6OyiRTJpIiISlg25ZgKyXiOLZDs9US/hHJxgs8mq0Wlm3TbO6wu3fI81eeJZPLUtBN0SUoMr7i0u10URUNPZ5CVRQsq0chncV3XRzbQlZVfN/GtS0UiXBv4GHETKHKsgXiRJEkkMDzHOLxBLqu0ZBBRuBaBkmGnh+EeP4OcijLNc0Ypq5j9UQ2umGYBL5P1/NxQ7zGr0bgIsnEEp6AQxp6hH0fFAgg+rkO2FixWBx8MSISey1DBGKFmSKB79NtdwgQooEBQRoEYNKImSRTaREZIMn4nken04mW81avJwCgvo9m6HjheM0wdFx7UKyUKHtjQBYWCBsRfe1DSACWSJkmILhuEqBqGoSQTc/z0GRRCO1+Hw/B+7IdFzSZVCZNuyKEEwO0j65qZNJpVE2h1+1wcnRMIp7g4OAAWZZYWVmhVqthxGN0u1329/ejVNNWqxWNEOv1OvF4nLNnzxIEAfv7+yF1QcQXD4gJIkxLgFb7fYHN6fV6QngzPSW8SyGDq91uMzwsfBCpVIqdnR1isRi7u7vUakLQU6vVSSSF2mzwbP3yl78UCjTXJR6P82h1lVQ6xXBplFQqxamV09TqNc6cOY3j2CwuLlIoFFleXqEYRvv2+xb/+T/8B7iew/HhIb2e+Fmtra1RKpU4f/4CG5vrSJJEqVTimWeeYRBZUSjkabbapFMpUqk03U6Pubk5/AAODg85Kp/gBwGmKZhx42NjfHbtGqOjoyBJXL9+nWKxyOHxEbpuRrsnwxQkbsdxhYpSUbn87DNsPllncmqKn//il3z/+9/j93//9ymVhkml05w6fZpf/PIXNJtNLl++zJe+9CV2dnZoNBo8XlunWq+yuvo4+szu7e3xla98GQKfO3fu8ODBA1ZXH/PMpUssLCywsLDAxsYmRyfHjI6Osri8zPVr136zBUVRFJ5/7nk2Nze5ceMG+Xye8xcu0Gg0WJif5/z5C/z0Jz9hY2ODl19+mfX1dRYWFtjc2qRSLqPqGp98/AkBkM2kyWRzlEZ65LI5kqkkw6URrt/4LFS0ZDg82CdfKLBy6hTHxyf85Ec/YW3tCV9/86vMhMloiUSccrXMm2++yTvvvC2WaabJ+MQYhmHy6NEquZzIPWm323Q6XUZHR6Pqm0wmIymjKguEhm7oVKsVHMemEBq01tfXSKWE6XFubo5mo4nn+aHsNABfqCIcx2FoaChCZzuOjaFrVMI/Lx6Lo4Yz6EEuvSxLmKE5LJUWS1BFUjBMI/QF1CkOZVEUmWQ6RaVcCZ3WTXp9QU8W7COBzhY3Z5GtHo8bxOJip+C5Pu12h063QzqdQlNNPFooso4TKGRyBeh0kGWZpGnS73ZRex0UyaPdboLvkU7FMWJN3L4lHOhI6DJYvQ74AYl4El3XUMM8ErFYD1VPIS25Z1kk02kIiDozx/PxkUKKrzALJlMp0R2apsCPB4Gw64SLdTVkkw26TuHkV4VQIAReuqGBUTjsbZGmLklh3om4SABhPgviWPd9LEuMvVRFxjBjqJoW+mgUkqkUPgLcOaAHqIrolBKJeITC6XY7IuI5kQh5ZlbIhPti7wEBg3x53w9CyKhLPxC7Fc/zUDWNjG6gqTJ+mJJpuw6BL94PCfE+SraH60uYyTRJRzzWvudhDj5HtTrpTBrXFaNREVNgICui28nl8zSaTUHvbrVJpgYAwmREAhDPQDsa+/7qLtGyrGiha5omvu+RSiXDUZZDqVRibW2NcrlCOpPBsiy6na5IrkTsowYE4MHz02q3OXP2HIVCkYerj7hy5QqdTifydOSyOdrtNnshZgRZcO0y6TRDQ0PIqswnn3zC+PgYpZJA46+vPebwYJ8HDx5y4amnaLfbtNrieV5be4ztOMzMiGylR6uP0A0Ny7KYnZ3l5s2bfPD++5w5c1p0lOGhn83mSCaEf+Wppy7QbIXdWslhZ2eHdDrND374Q2q1OufOneM73/kuhXyOZy9d4oOPPiKZgueee44gCMjl87TaIuZ6cX6exLmzDA8V2N/bZ/3JBotLKwTA0HCJ+/cfCPWh53HhwgUODw+jIKxWq8XQ8DD//T/7ZzxaXWN+fprpqWl+9MMfEYvFQ9isTLVa4/Lly7z66ms0mk3++T/757zyyisiVnl3l06ziawI68dvtKCsrT7G931efvllZFlmcnKK42MR80kAT9bXGR0dpdVoMBSGzJycnPDxhx8xNzuLYZrcvnmT5VOnkHM5ZmfnyGRzBIFHpVYhnoyTz+bY3xUJkK12NzTXyCwuLjA5McGV555FURVipkEul+XGzRssLy+LDIZiAVmWaNTqnD93jo8//ph4PMmZ0+d48mSNQmGIk5MTJEni+PiYwBNOXdu2cfo2nZ5QriXD4LBisYiu66JwqQk67U7YvncoVyokkykhZQ1n/O22cLcqioqqCslktVwRB6vvUygKJVsmJfYdlUqFTCbD2NgEm5ubxOPJiM5qGAZHR0dIvR6mKZRmrVaLmGGSTqaREOKATq8dQRwVRaEcfj1VVfF8Ia8tnxxTr4+ys7uDbhqMlEoCaaJpKKqJGY9jxtNIaox0TvhpJFUl0MDUTDRFQjaSuHYfPWagmSk6zTqBZwsibuCiGT6ddgtdMpAkBSRRIAwzThCIYiJLQt6KooSyY3GwOv0+kiwghq7vg6Kgx+NkMxkBYpS+yJ73fV8s9t1wj2ToZLNZWq0WnhdgGEJ5FY8nQzmxROB7OFYf13FC57yEpoj3x7WF/4WQXtzvW2Eui4emyPiqKuSsHqiSQHgEvtgf9h07cpALqoJA9vuu2B0ZuiE6CG8AeFQJgnZ0ixfqNYG6j5kCJ+L0bXzXR5JFtxuLqRHvy3cdBD5SwgcR5xsEeAH0LBcvkJG1GK2eA4pCt9ejZ1nhZ2xUjBkdF8sSIzhN01D0cHxIQKfbIRaPYVV7KJLIKBko7sTYVwckhoeHqVQqEWp/4O8aSPMHY97x8TFOTk44OSmTzxcolUrIisajR+vE4yly2YKQqafSJFNJHNuLOr7p6Wn6/T53Pr/H1vYWi4uLxOPxyP3dDy8ch6EIYH19g+euvIBlWdy+fRvHddjYXOfRo0ciX97zMTWVu3fvsra+jhGLUS7XGR0rEYvFyefzjI9NsLe/x/bmE06ODnn+hSssLS2wtHyK9957n7/66++QSsaYmpigWi6TzeVIJFNIsszW9jbzCwuksxmCIODq1au0m+Ly+ezlZ2m2Wjxz8Sni8Ti9TptCLkOv0+bqJ1fxHR+r22NrY5N2u0Wr3eLBw1Weufi0mFboJnfvrfI73/wDHM9lcnqa27du88Mf/QTPcSnmixwc7lOpVrl06RJ/8zffJRaLMTExTr/f58uvvMLvf/ObzMwIL5wfhvl9du0qBwcHLC8vk0qlRGxCuFcsh5fWyskxP/3RD3nqqacYHhn5zRaURqMRLZEEeXhbcIgSMVZXHwIwNzvLxMQEq48ehS1rjaXFRVRVJZvNMjIyQqNeF1iMlDhA0+kUH374gQjcSSR5662f8w//wf+etY0nrK4+otVsMjYygue4IkPC7lOrVqlUqxghIO7evXuMjIzQ7Qos/M2bt3Ecj0vPPIvv+5w6fZr9/T16vZkoYVLWZWLxWDQX3r19m2PXJR6PYWh6FLyTSqUYGRmh0+uSyWTY3t5GlhXy+XwkkZVlmfff/4yFhYnIw2LbNkNDQ/i+J0xN5QpmLBbym8SOoNPpcHx8HElpB5j6gZs4QJiwBgvMo6MjkCTMuAhp6jsWuqajqVokIU2ErXy364XFJkalWqbRbFIaGaFRq/PUU+ejoC9V1fCQsB0v7GjC2F5ZxgnNgnFNw/dEfrtjdUmkJfBsCKDfbRJPpsKdiYGqq3h9cSg6IZcrZur44h5KIpmg1+0ih2KLQWDXF8t3Kfr+B+OUwXtiWQLAGIvHcP0vIm1TqVTYmShRQQXodNoRW8wMR2e6rmOH5kyJAFzCBbVQnem6htP3v3DnOza2I3DzTqi+G3RHnufS7baj16koPq7n4/4KSkaYart4nh9h7iMVmutiWTb9vmB6GYaBphu4XhDtgfTwIJeQRaZPqCjzPQ9VkvEDCCRViBZUjbhpEvSsSIHW6XSijPepqSlyuRwHhweY8S8k8UfhUr5Zb1AaLlGrVDk4OGBlZYV6vY6u65SGS1SrVVzXjTr70dFRKpXK34qGkGWZZrPJ0dEx7U4LVVPpdrsRTmZ2dibsys0owqF8UiGTyUVYf8MwwgtWPpLZFovFaFQ42JsdHh7y8OFDkskUlUqZ/f0DIZiQRYTA6Ogo7W4HZIlHDx8KbA2iez17dpTPPvuMc+fOE4/HqVTLwgNm6MiayubWFoRCkkuXniGbTfO//vXfsLy0yM72Npl0huNKhb/zd/8urXYH23X56U9/yvj4OGfOnKFarhCPx7l+7TqffnaVdCrFxMQEd27f4Wtf+xqzM3McHx+zvLKCZVncu38Pw4yxcvo0M7OzfP973+PLX/oy/b7F6toqiqYwOj7Ordu36VsWF86fIx6P02w0iMXilEoaT5484cyZ03z00Ydsb26gaSrnzp9nZKTE9uYGuzu7JJIpvv+9e8zMzKDKMookJka7u3t4vs/k1ARHR4ek00l+93d/V8ia6w10w/zNFpTZ2VliMXEALy8vU6/XmZmZIRaLceHCBa5evcogy9j1fY6Ojjh//jyFfJ69XRGOdeXKFe7ev8/42DiqqpJIJsW4a3iYt99+m9e+/BVef+3LbG9vUygUOHPmNBsbG9y+fRvf8zlz+jR7e3tUqhXOnReHYrvT5u//vb/Phx99SD6fZ2JsjHa7RbPZpN1u02g0mJ6ewrIsLl16lm63E/loNE2jHs5ph4aHyOfzrK+vk81mgS9Mc4I7JVQzmUyG0dFxut1ulGGQz+cZHhYJfvV6HcMQI6x0MkWj0abb7YWGPBEmlUgkqFblCPw3uAUeHh5G6JhkMomEiLo1TZNMNiuiUoMg4lKNjoxAIGH1LFqtZghTFIdZLC5UN612m2r5BEUTeRMzU9NfGAVDtLkIxuqFKXppQCKZylC1HSRVR5XBtkFWFTQD+p6HpqnEwhwTWfLI5PIoEhiaiuv5yJ6H57phNrsARQ6Khe959HrilqyG6qYBhiYfBqNVq5WI/DvwFBmGgecKibTvOpHAwQklsCI7Roy6Anxi8RixwIy+pmNbKLICihyFXQ3iaJPJDEHg0+10cG0bzxN7EG8Q+xtAjABVE0j+gVR4EPrVbrdRVQ1F+WLRL7As/t8yaPq+H3LXNOx+6PK3+/g+Ii7B86MRGBJYdj9ipA1+bpIkCRmw5+N7gUDuqAKTEcgKiUQC27YjvPtA+n50dMTU9BSJZAo1NH8OXPHC32Nhh8v2iclJrJ4Vjb3S6TSSJEUejy8ie0VGeic0bmZCd734udhRJ18ul+l0LRYXl2g2myiKOPSXlhYplYZ4sr7J4eFhlM9x9uw5UilhAlxZWUGSJBKJBJubmwS+z/DQEEeHh3Q7HQxdZ33tMXt7B5TLVZ5+6jwXn3mGtbU1rn72GV/60pf4yquvcvPmTa68cIWlpUUOD49wXY/t7W3+/b//9ywvL/MHv//79LpdNnd2sG2bZqvFSGmESrnMUHGIP/o7/xFHRwfYjsPs3CzFUknIbksjfHr1KtVqlbnZOcZGR4mbsSha+LXXXmdjY4PDwyP+6I/+DmbMZHt3B0mSWVtfJxGPs7W1jed7dLod5mZnKBbzfPDBe9y794CvvvEG8/NztDsd4jGTtcerDBeLJOJxmq0m+wcH5HM5stkslcoJkgStVpNcNsvI8DD7Ozv0ul2erK9Rbwix0v7+HufPnxPhaHfv8vDhQ6688AKu4zAzM83p06dpt1q8+uprbG5uRlHUv7GCUqvVonngyy+/zPHxMWtrawI1XypFkZcEAbbriqzi69dpNptIwMbGBq++/jrjk5M8ePgQPwh49HiV0ysr+L7P+fPnOT45YXFhgcPDQ2RN4CkuP3uZJ2trVE7KAsBn20zPzAAwNzfHyckJyWSKeCzOp1evYbygoygyhmly//59Op0Oj9dWee65y1QqFW7duhHOPbNsb++gKgr3799naWWZUqnEk/V1xsfH+fzzzyMuVavVQjf0KDkxlytEKpeBWzqbzTI0NES5XAbErVdIHH1SqaQwfnniJlutVqKs7Vwuh6qqkRM1mUxSqVS+YF+FNFjHcag3WoyPj0YFy3HiOH07HGP0GCmVIid33+ph20Ka6vsSVruD3XeiMYbv+6TSaXH4hwerJMm4no+uaEiKhqqbwu+AjCTrIEmg+Ci6gefZyLqBHoujBC6yIXI6ZE1F1dwv8DGaKnYjshQpnkQiooLnetH4BfgiZCyME9ZUOVJgDRRbjuNgO/3Q+5OJfi8IOKbrefjIxBNxAY4MF9P9vgUhKNI09L9l2ovFYjSbLUDg8AUeXxZfkwCrb2GYBo5t0wrRKW7g/62MGlVR0FQt6q4sy6If4lcGMns/LC7CaOlGeP8Bdl7VNVJmHNf18MKfkR+66gcjwoHp03dFkmMinkIxdFxfwBR7noQZj0fdRzweF8vfw0Nx808kkBQR9DY2NsajR49Qw7yW4+MTxkZHCQK4e/cxk5PDYZZ7Jnx/VRqNRrSXGviv9vf3o3yXkZGRyOBoWf1ILm9ZfYpDJSAICQqCLNFstYjHTUqlUjRCFPtHl0q5jKKp/OIX7/O7v/sN9vb2yGazlMtl9nf3iBkmX/nSl9nd3cVxHJ6//Cw/+MGPWF9bY3dnV3RBsRhLS0tkMhlarRZPnmxQLA6Rzea4d+8eQRAwPz/PCy+8wPUbNxkbHY28N9lsloP9fRYWFrhx47rIYkpnWVpcEiFbiSTf+c53ePqZZ+jbNs899xynT53m+rVrUcDYT376U77y6mucOnWaH//4x1y9do2ZmZmImRaLx6jUqkxMToRdsU86neQPv/Utmq0Wj1fXhFBJkuh1xA701S9/mVS423LsPt/93g9YWpjj7/29PwFg88kGX/nSl3j//ff5wfe/j923ODk+RjUMlpeXmJ6eZn5+HlVVeeedd7h//z7DpRIff/QRFy5cYG1tjb969JBEQsjG33jja/zzf/7Pf7MFZX5+HtM0+Zf/8l+iqqpwzmsaP/jBDyJomqaqnD13ju9+73uRZj0ej3N4eEiv1+P27dvh6KXExuYm9WaDkdIwQ0NDzM3OkoonQoS2kKpls1k+/vgTJsdFDsvR4RGyLDMxMUW1WmVt7Ul401QYGxvnz/6rl3nrrXdYW1tjbn6akbFx0qkkt27fom/ZZLNZXnzxZQzDYHd3F0lS2Nvdw3V9VEUc6qlUmmq1Gs7i4yHDS+fR6qrAQYddzMCFX602WVyc5fDwiL29QzKZZGTk6vcsFEWmUCgIFtruDvF4nKOjGrmcEiEpBi7kwQE1yOGWVZV0JkOlIgqQG4YoCRTMEbYl9gquG2CaAp0xMGHWanX8ELOhaTqu55MvJGm2GtFt0vMFVND3fRxX+ArsZlOQahNJNNOkXqlimobwnmhGiPowhAJJ0UDWxK3fd5EUESmsaBpJTcXzPXzfJXAHpj05lMV2SMZFnscgmW9wox4cmIPEStP8otX+VUWXEDTIAgvuC+OioqlIiozjOiHeRhVMLkWhb9soikY6l0OVRURuv28jKXIUYzDA5kuy8GggSRF+RpJC8KQtDkJFUfBCL4ckS2hmTOxMwmW/GnZ/gyx1NUTOBGHa5kCW2+1ayIqgHkiShNXvY/dtdNNED6XJgxRH1xVjXxkJQxUplZ1uD0MNXfi2hSdJuK4T0QxkWRRl3TDQY0LgUKvVQqVSAcuyRbiZ7VAsFBgZGQk7yRMG2e4jIyPcv3+fkZGRaPQ4MjISudnz+XwkGT4+Po7er2azyeTkNFPTUximycH+UeTrGhsbQ5Jktrd2GR4u0utZPHmyycTEBDNz82QyGU6fPYPv++zt7XHnzh1ef/11Np5sUqvWWFxc/JWuVBzeqqryzDNPc/nyc3z88SdYlsUff/tPMBMJ7t27R7/vcOXKC+zsbNNoNNjd3aXb7Ubma9uxaYa08dXVVU6fPoOhx7hx4wblSply5YSTkxOef+459vYPqdXqTE/PMj46zv7+Po1Gg3t371Iqlbh9+zZXr14jlU7z7rvv8dJLL/LNb36Tv/yLv+KN17/K/MI8siTzk5/+hPGJMS5dusjW1hZvv/02n3z8IeOhBcK1bX6+vs7o2BjVWp0XX3yBf/vnf46mifHm1Ows/+V/8Z+HHaHHjes3REaQbfPVr32Nw4MDfvCD75FKpbjw1AUWF5f5y7/6S1Yfi/PMJ+DMubPU63VyuRyKplGt1zm1ssLJsQBXnj59mgsXLvxmC8oAnbCwsBDi3RWy2SyJRILXXn2V69eucfPmTTzPY3RkhPHx8Qi29oMf/IC5uTk0TaPZbDAxOcHE+DgrK0vsbG9zfHTEhQsXePtnb5EKb45GPEYymWRra4vAcxkZLpFKpVBUjVarxblz5yKz0NHRMYmE0OjPz8+ysrJIp9slkYhzcnJMOpXm0ePHZNNpsrkspmlE/Khz585x7+5d1p+sRwfLwCE/AAEKA1gG3TAYHx+n1+tHo5aDg0MWFmbIZrN4bkDMjFGtVMQCX5JpNkXuimEYjI6MUm/UWV6e5eSkEi2a6/U6rWYTLx4nmUhEmfO+77O9vR3d3FOpZLSgz2RSaGH87UBx4zg29XotVNbEMUwzOljGxkr0+30O9vcpFovk83na7RaxuFimyrZDQIChm3TaPYJAJmbqJBIip0HXNCyrh65qBLKHbsaRAo3Adeh3m8R0FdlTUXVBPA48B1zo9y1MTf0izyQ0IVr9fqT+Gnyvg5Auwf3y6FtWVEgGv3eQv24YBt1el77dF0q78OfVCkc8MTMeLsdNwSWTROaJqqr44f5ioLBSQye64wThSElG1RT8UJXlhBRl3xNRwYOuYQB8VFWVthuOvFQN2+gjS3KkRhsUPbvvRH8vDno7Mn9KSoDniX2RooqcehDdD+HrB6HowgfXc1FkFUUPEz3jAtmfSWVwXJ8g6EdhdtVqFUVVKQ4PRd9PsVikXq+TzaTodsTeIhaLRSNG13VCQvIXr6HX60VI+8XFRU5OTlhbW6NQKJBIJKLOZQCZXF5eoW/brK4+JpFMsLS4EiF2Dg8Fkj2TzZPOZtje3WOoNIzVF7+33W4zNDTEd7/7Q86dPUW+UOBgX3jadF1na2uLhw8fhrlFcZaWlpiYmIhGM77vUygW2T844OjkBMuyWFxc5PDoGMvqUygUuXDhAr7v88477/DZZ1d5/vnnabfbjI6Osrm5ia6LvYRt21y8+DSmaQqZc2mYDz74AAmZV19/jWq1yvLyMnfv3uXO53eImTGefvppLl9OkEqnuXnrNvFYjKFikddf+wo///nbPHr0kHK5zJkzp9jf3+Xx40fE4wkWFuZZXlzkyZNNgQlqthkpjTI+NsHO7j5/8zffZ2lphf39PWRZwXM85mZnOTku8/mdu8zNzdNsNnjq6YtiqtJu88LLL2PoBq+FBfn3vvn7uK7H3v4e1VpNOOfNI6anp0WCqWFQKBY5c+YMd+7c4d79u8zNz/5mC8rh0SGjo2NIksTR0SG3bt3k9OnTGLrOO2+/jes6PPfc81y7do1arUaz2SSRSPCzn/0M27ZptVqildQ1jo+PuXjxInfu3BIM/0xGZDXH49FBnQ7DZT7+6CMODg44tbxCu9Mlncnw3nsfkc/n8X2fXq/H7u4uiUSCsfFxSqUSW9vb7OzscuHCOYrFIeojDQ4P92mEZiff9xkfn8D3BebAMAzyxQIgpLX9vs3580KGl0ymwluz+FpHR0eMjY2xvb1Nv99nbm6Svb094rE4mVQsYulISMJtn8shyzLlcplMLoveE9RVVVVJJBKInPQ+uqYjAclkgnKlIm7owNTU1N+KABbkX7FTSCaEmklkZwhMuuMIfT+ICGLH8RnN5nEdn6PDMrlsLtqXiENcOHVlRYAU47EEnmvjuTqdloOqKei62EF4no+s6/iyguvYBK5HKpOFQIR3uY5Np9NDwkcL82SC6EAkIuvKkkyr1SQei4cUYOEhGVxaDMMII4L1yCg3cGqbpimSFUMjYi80DSqKghXuAnTdEF1ZiFZpNBqicGgqjuuKULBw1FTIF2i1WzRbTfDDA12Rw9hjDy8MgxLvvzAber4fhTYFgZA5SxKROssJLwqDS4mu6/ghSmYA6ut2uziOG/5+G8t2ABnfF/4Y3xc+GrtvRzBFSRLuedcW/hRZlpBwkcNOJp3JYPuCO9fpCHhiLpdjf38fVdNot9tks1lSqZT4zOk68VhMdDrh8r7ZbGKaJvl8KLfvtNnZEZ11PB5nZ2eHfD7P5uZmlG8yIBRns1mBMdI09g8OUBUROjU7N0u1WuX45JhfjQR+/vkrVKoVdnZ2GBkZQdd0XM/FMEy63Q6e5/Pcc5fY3dlleXkFRREL/mazyfPPP8+NGzeoVKuk0mm63S6ffXaNsbFxbt2+Q7PZRNN11jeeAFLUzdi2Tc/qh6F7HouLi6ysrKDrooP0PJ+hoSHm5+fZ3z/g3t0HvPnm1ygWh2i322F6qcHpU6d4+HCVv/mbv+HixYt0Oh2y2SzPP/88dt9mfX2dU6fO4DguFy8+zf7eLpsbTzAMnYmJcd5995cCxa8E7OyKpNrf/b3fw7Ftksk0w8OiK3z99a9Sq9VIJJOsrAjMzPNXruC5Hmurj1A1nc+ufsbk5FQE6BwbH2dt/Ql/8Zd/wZe/8hVm5uc5ODhge3eX8YkJer0ei8vLkVn7nXfeYXZ2TlzcJIn5+QV+8Ytfsry8yOzsLMVikVar9WvVCfk//J+Iv9qdDvV6neHhYVZOLTM5NUGhkCOfy3D79k0ePHjI6uoq6XSah48ece3aNTY2NjAMg0ajwd7eHoeHh3zw/gd89zvf4V//z/8TO9vbEARMTkxQPSlTr9dJJpOMjIxQLBZpNBqMjY2RSCRYffwYWRZLwd/93W+wtbXF8PCweLNDxPajx4+5cfuOmBFbNlaIXF9eXuEb3/htNN1ga3ubhflFDN2kWBhifGyCxYUlJsYnKZVGmZiYRtPipNMZms02iiJuXQON/e7uLv2+hWVZ5HI5Crk8ttVn48kTNE1jdFRA4BzHQVZkpmemAdB1nfV1YZIakEgH1Nl0Ok2xWCSXywl43viYyFb33AhpPjhUT06EemQw5hkUl2KxELmaB3DKIPDJpJOAz+7uFul0gnqjLsZQgUe/3wuLfVOg2yXCDHlwHfFrqytkpJ12BwIpivgVLnOZVpiV7riOeK3hsnWg6kkkEuHBJOjO/Z6Q5tp9OwriGgQBiUjVBs1mE8vqRQvowWE2OIg7nTa27RJARCyOSMKAIqt4QYCsqXiBT7Vew3ZcfC/AsQVOvlpv4Ety5EqPxxNkszky2axw6AcSnh8AEq7jigJgO/S6PaxuL/JidNod7H6fwA+w+2JHNAjSsm1byMzL5UggUq/X6fcdbNsNvToBui66g1g8jh7iZCzLolwuU63V6HV7dDpdet0eri1AlI7r0/d8LMfFQ8JxfTGqlGVisS9k2bZtU6lVSWczlEqlaIx4Eka6DojDgssmClc6nY52PLlcjkKhwPT0NKZpRrDVarUajXIHyroBpaDb7ZLLZskXC9Qb9egcsG0Ly+qxtbUlVIvHx7Q7XeLxJMPDJfp9G6vXZ2tzi+mpGWJmjJgZI5FIcPeuSEq8ceMGlmNjJuLkh4p847d/i1Qmi4dEs9Ph3Q/ex3YdLl95nkQqycOHDyEIyGdzrK0+plGrc+7MWXK5QujNEqKX4eFSJKF98uQJ7XabxcUF/sE/+D9G3Vg+n+fk5IRup8fdu/dZWFjg9OnTXL9+HVmW2drapNlsMD4+Ho7UJR7cv8/jR6sc7O/zs5/9jPX1dWynz+mVZeKmgakbrK+vk0qluH/vHo7tMDo2RrlSYXd3H8/zGBkZpdVqcXh4xDOXLrG2to7jOLzx5ps8f+V5stksuq7z3HPPUSwW+fCDD1ldW+PZy5d56qmneO65K2SzOXa2d7h+/TpHR0fsbG/z4Ycf8t5770WRzWtra6yurbG4tEQsZvDZZ1d59OgBH3/8IZ9++vGvVSd+7cTGv/6L/5lMOsPw8BD/w//wz8lnc/ihSmR2dpZms4XnCbWSZgiA4dLSIiMjI9GHbH19nYODPU5OTjh39qxAnngeV65c4d1f/IKDg4PoVjU9Nyva9UqFyskxjUYDx3F55ZUvCdRGKB30fZ+TSpmp6Wk+//xzRkZGQp/MJP/Tv/r/cWplmecuP8vu7jZ7+3vs7+0LGalpMDxcYmZ6mu2tLRRNZm1tnYmJcaQAOt0Om5sbTExMiJ2D5zA2Psbe3h7NZivc24zRbXdQVZWdnR2KxSKpVIp0OsPu7g5mLIZhaLRbLeLxOFevfcb4+Hg0/7dtBzNkUWmqQKhUqxUKhQKyKhbQkqREMsjBgz8oGq1WS/CUGnWMX3GKd7s9RkfHsG2xsB8kIEqyQjwR4+WXX6Y0OiLGMYaOYZhomko8noBAuLpzeRHypeumUOogUa4ck04lkXDptutkUwnw+9QqB+A6qFJA3+oQuK5AmPgerm0j+Z7IY1dV2iGrbABjHGA8Bhj2ACAQlOBcJh3tTAajQZEXIphhsbjI/LD7ItlTONGFB0aMzkTEQL/fFxGrSGiqgue61KoV0Y3IEvGYiaYqdNptXNcO81X6ofJM/E9WNYGICUUAg8W657t4oZlSNwxUTY8k2SBGVa7j4Ti2eN2OKGiyrBAEQsUlwIcKfccOs+SF6WxA9P1iDOWKzsnzcTwfWTORDRMjkSWRLXBYrTFUGqXb7dEIsSdmQoRmmabJ/Pw8Dx8+ZGhoKIJA1qs1vJBVV6vViMfjZMNsDdd1SaZS2K4Tgiy9aH80PDyMpmkcHR0J+kDYTQIsLCxQbzRIZwRbTpIkkskkMzMz9C2bTz75lNOnT+MjMTY2xsHBAZMTU9HFQjzrTvSsDC6jsVhMdP+qyoULT9Fo1CmVRmg2G9Rq9UjQIodZMgsLC7iOh22L3c729jZjY2NkMhk2NjZYWlpiamqSd37+No1Gg5mZaWq1uoi+Tgkg5cz0LMlkkmQyyejoKHfu3KHT6VCtVpmYmGB2dpa79+6SzmTY2dlicmKSwwOBlcnl8ly9+hmHh4fkizkePhDF7eIzT/HuL3/J1NQU8/PzxOJxhoeH+clPfooZi5MIcVTPPvMst67foFqtcnh0hKrrTE5PIkkStVqNqakpOu023U6HbldI/JOpJLVajaeeeppEIs7W1haHx4ecWlmhVq1x49p1PvjoYy4+fYH5hQV0XXju5ufnSCQTyJLM48eP2d7cZGdnJ8JUAXzvx+/8B+vErz3yEua7OJ1um6effhopCKiUK+Tz+YhTY5oxcrkckqIRBMLsZBhGdNs5c+YMiiIkj6XhYeKxGPVmk0ePHnJycsLKygqFQoHd3V1SYfra/sE+yRCRff/+A5LJNOl0iocPH7K0tBR+7fFIFz8goJ6cnLC0vMje/h63buv4nsvszBz9sN19442v0Wq1wgyUBH1bdBy+H5CIidvw9NQ0mWyGWq2G1e9RLpcpl8uUSiOYpsBSxGNxEvE4Q0ND1Ot1Dg4O8LyAUmkISZZQQuSGoigMFYt4rgfCoI2uC6+JY9sc7B8wNye4O344uzZNk729fVRVC6mfBs2m4PUMTGUAiUSSehjulUqlcBybk5MTUeRdj2Qyha7rnJTr5At5ut0uQeBHwUpdp0UsHkcKBF4FSaLbMSLooWHoaKqOrCi02i2SCRPd0HE8j8ARPKmuZZFNJXAkiZ7TJ2GaOP0+nuPge64ItQrHX8KFrlCv1aKlu23bxNQvkPTdTgclNLr96q5CChflVnib7lsWQSCFr9OkVqvheD7JZArbFp6pwXhUC8UPQt6roSgSkiSwN1avR7NRp9+3Qnm8FoIfByBFohu8+D7k6N8NxltBEGD1rGiHMBhR+WGn43sekiRu8+L7FH+uyFAJ/xs/oN/v4oXZKINxK5KCJEs4vjA4KoaJrMVQYwliqTTNbo9kJkvfdSkUCyLnY2iI/cODqMM7OjpidnYW27Yjf9PR8RGe4zI/P0+hUIj2E4VCAS9EnSRSyYixJVIO7QjhEY/HmZubi4Q0hmFw//59SiMjBAHRWNc0TVGkHC/CpscSSfZDl/ve/gG1ao1SaZhSqRSqIatRp5fP58OEyRNQhPqyWq2habrwcywvc/78eW7cuMHBwSGBH7C1tc3ZM+fY39/n7bff5qtf/SqLi4vhpS/NT37yExYWFiKyx+7uLjMzM+i68KGNjOiUT4TJ76233mJ5eZnTp89QKPjcvn2Her3O/v4+I6OjUeTFMxef4bPPrrG3t8fnn9+l0WiSy+UoFod44cU88VicdrvJP/iH/znbOzu0Q4T/w0erTExNEY8nKOTz1Ko1/vqv/wrJF6PiqdkZTp06Ta/fE8KAK1f4l//iX9JsNuh22gIVVW/yu7/z2ywvL7P2eBUlBKJ2Oy0qR0fCp2PqjI8Msba2jqaLaOBsNsOD+/dxXZeDw31WHz7iwvkLLC0t4Xk+mUyGePw3LBtOJVP88t1fcvHiRVLJOOfPn+ejDz6M5MJHR8KgVygUaHd7ZDJZKpUytVqVVCrF5uYmb7zxBqsPH7CyvEw2m6Vaq+HYNnNzsxiaeNhHRkaYnZ3lvQ8/EMqE8xdoNRq0212SyRSWZXH58rPRbevo6IhEs0HPErksDx48IJ1Oc+nSJU6dOsW9e/fY2d5mZWmZeDxGaXiETqvDrVu3Ii/NUEkkze3t74sMBqRQxSU+8IqiUKlUUDXxdonDSix293Z3yeVyEXblwYMHzM/Pk0wm6TtidzQxIdzwEiIqd5DvMPD1CPOeRLPZYHJyUpgdFQVFVchmM3R7VkTVHUADBw/ZyckJqWSSwM8K2WivRzabE4drtUE6nRaGQ1VlanoM0zSEqEKW6Xba4v4deiOkIECWFWRNpV6vousGkgTttiDsZrMZatUyttNHlYR6yFCkaJFeqVQwNIm4adJuNcXexXHxPQd8L4rVrZbLJEMQqIAmqni+TydEmZimKfLn++JWr6iqwORbFrKiCd4I4kELEPj6vtVH1wVmXjPE3sey+tGFRlWVCGwoB6CpCkeHB9QinLtQOwUB9C2bhmWhKjKqrmIaRhQN3O32wgIh/hKjNlFQOu0OILLoB9HImqrRtSzRdYTKtS/AlZqAUPo+rhvi8F1XLNVDpZsYH4qvF0gykixgkZKq4yETNxOoZhwl6KMZMQ6Pj0klkhiGjhcIxZxIfrRpNpvh5zcZEbRHR0Y4OjyKgs56vR6Li4s4rsPO9g4rp1bQQpm6Gb6Xv7rPGajybFuoKAfxDWIMO0QqJZhhhmHw8ccfc2rlNK7r0mq1aLbaXHr2WY6Pj5mYnCQWizE5OUn5+IRarUalUqFYLDI9PR2NO6enp7l67TrFQoHz58+H8b3XGR8f5+DggOmpGXLZfPSz397eZm1tjcuXL4chW9c5PjlmZXmZp59+mmKxyPb2Np7nMTs7y7PPXubTTz9hYWGRmzduCEGGpvL666/z53/+7/A8YTZ+4403WF19xN7enhAQlIbF9/jJJyiywo0bN7BtN6QGjHPmzFk6nTae51KpVpiemeXBw0c8fLiKrpssL6/Q7XVZW1vjk08+YXRkhOXFJRJxESVw684dAknw3h49esRwqcSf/ul/yu7ODp98+onoCutNSqVh3v7Zz9B1g5WVZSYnxvnss8/46c/eotmoc/rUCt/+9h8TSySYm53nX/8v/4Zf/OLn9Ho9Oq02iUScN998kwcPHnL+wtPEEymKhYLIaPo1/vq1R17/xf/hTxkbH2NqepqNzQ3GxsZ56vx5CODWjRscHx+L2wgwMzPLSVlI7M6cOYPjuuzu7fLGG29wfHREs9Hk3j3h1jRNHTOm4/vi4bx16zbdjkhxHBkZ4ZVXXqHdbuF5Hvv7e6iaQJNPTU2JcKR2C8sRLu25uXlu3LjB2vo6MdPE1HWefupptre3o3Z5bGyUjz76iEePHvP885fY3hbwybnZOQ73D9ja2sI0dYrFIrs72xSLQiu+f3BAvV6n3W5TKo3i+T7pdApZkeh1exi6Tr1e5/j4OGylp3j//feJxQxGQmzB8fFx6Op2w1l6P5KYDqTCxWIR13WjlrrRaLC/v08ml40IvicnJ+EYSHQxmZCNdLC3Tz6fj5bfzWaTQr4gFp0xM0qZPHf+AhcvXkSSZRzPRVMECl1VFGRFIZBkYvF4dDsxdDPS5QeBT6/bJmZodDtNUoaCHFi06lXcfg+718G2ehAIlZahCrOla/cjNVe32408DaZpRjfCgeJLlpWQ/CuQ9GqIPHdshyAgcr0PDjShxhPjrkFq5mB3l0qlcKw+nif4aY7jiIyNREIkVbbbdDptJCAI/T6iaEvhDgf8wEcKfz3osgZ7rYGcV5YHHYssCNLh2GvgPRkwxgYHcNS5yOL9th1RSIRh06Pfs3BsD8d1QZKRAh8f8BWNQNYwMzmavT6FoTHafRvdjCHJGhsb26wszkQ7KN3QIQBZkUmHHo7x8fEw9bOGbfU5OhSRt4OuRJZlmp129L1qmsb+/j6LCwsEno/tuRHAMZ1OR9DLxcVFLMtie3ubxcUlDo/KLC4u0OkIoONADj4zO0u1Vufo6JjScImjoyNGRkuMjoyiaXoUOSHAkLXo4nVwcMDC4jyu44X7GXHRrFarvPHGG7z//vskEgmmp6cjGayhm3z++V3GxsbI5XKsrj4ik03z/PPPY/X6/OAHP2Q07DCmpqYYGRmhXq/TbDaRZZmxiXGGh4dxHIdyuczi4iI/+tGPGB+f4OSkzPz8HMfHR9FoMgiCqFt5+qmnsft9fvCDH9Dt91k5fYqpyUkKhTxO30bTNBKxOOXKSXgRnePu5w/CWAZTnBuSjGmaxGImtmNz4/p1VldXefGFK+TzeaZnpllcWuLo6IhKRQgcRkcF6dl1XArFIsWhIW7cuEEum+HSxYvs7+9j9S3efe899vcPee21V3Edh1Zb7Gny+TyJRJK+bXPx4kXarRZr6+v8X/+b/8d/sE782h0KCMVRp9vluStXopxwVRHIjKHhYZKpFJOTk9GHYXl5mXv37vHMpUsoqsL29jZHB+LNfu211/j888+xnT57+00ajQaLi4tceuYSltXn5OQkmt8ND5fY39/n7Nlz3Lt/lwcPHnBycsLISImD3V2ef/EF2u023W6X2dlZ/CBga3OT08srkYY9Ho8zPT1NtVpG1zXGx0f4/O7nYixnmiQSSaq1GoqqkMlkRZs5Pc3x0RELS4skkkl2dnZIJBPs7R3Q61nMz8+jqBKmYXD/3v0ovW57e5tBUt3ISIlOR3QjgvUl1Fql0GUbi8WiPUGlUqHT6UQ+gUH2RCwWw+r1RN55KAMG6IdL08HtTZB+xb+rVCrkcjnSmTSHh4dkc1lsxyWfL0SYE0NVUVUTTZWjPYXneQRygOcKYGKv08JzHPL5Au1WC1WVxU3e93Ftm2q7i6Y4+GFIld0XclXfc+j3eriqRq/bRpZBVVR63R6SJOM4ghI7CJwaZKm7rofrClqwpirRwdztdjHNeJTLEIvFIoVep9NB0wxc147c+ANDpGVZpBPJKGwtFotRKBTC27aN1e8jy0rkeB8QegcgR8EiEwDIgU9lUFAGY7ggQLjzAwhwcV0f2/GQZSskHhP9WQNl2CDl0fEQRSUQkmRFFjRjTdMEK00WwExFlvAGv5Y12t0+smZgOQ7dbo9UJoem68zNTUYBZP1+H0VTMQ0TSZaiz0Wn0+H8+fN0Oh0qJycEfkC9XhfekiDg4OiIXD5HIpGIdiQDzJBuGlgtm+PjY5FY6Lpsb29HlyJJEryvBw8eML+wjKbpeJ7o0nu9nkCmHByQzuZYXlqO9iXlcoVatYauG1GXM/DEjI2NiU5SFhk5piFUlMK2kMJxHK5fv06r1eLBgwd0Oh2mp6e5efMmo6NjeL5LNpvmzJlTZHMZPvnkY44OhV+mXC4zOTnJiy++yLvvvksikeDll1/m/v37AobZ7bC/vx9h81VV5etf/zrdbpelpUUAMpl0ZPp+9tln+eEPf0i73Wb10SOGh4dZWlri4OiYg909JsfGSMWT2KoQw3z/uz+g3xdChXt37/Ff/p/+S8qVGkZoUfjk00959713mZqcojhUIJfL8/f+5E9oNOq89967JG+k6PUdLj59gZ3tbRrNBtXqOzz11AW+/vVvcHxywuPHjzl79iyf37nN//Av/kcc22Zt7Ql/8Af/Ef+7/+x/ixcIr8/a2hoXLghg5tDwMBMz00jAtRs3mJ2d+bVqxK9dUMToRKdSq3L388+5cO4829vb6JrO8vIyVz/7jHyhgKapVKsiznOwwPrJT3/MyMgoOzs7GLoefTAkScTJDjTwhXwByxIH0sWLFyNM/urqI6HLlwImJycBePz4Me+/9z7DQ0Vu377NysopkskkDx484PDgIJr/Pnz4kGq1SjqdFjjonsg3b7Va0bjlwoUL3Lp+i1ZLmJoq5QpjY8LEtbC4xNbWFqlUilwuTyAFLCwscHR0LDAznk2xUGBtfZcXX3iGRkMYB/f29n6Fz5WKPpS/yq/KhHLpcrnM3NwchUKBbrdLOp2m3++zubkZMcN6vZ7Av/ht8vk8ANWqWET2ej1ipommqNFtMZvNRsodTdOoVqrIsoqmG3Q7XdrtdtTxSDEjCkKSJAFUtHpdNFWl74ts9lazQTaTpdNuoykS9W4L37bo91oEjgWug2v36HfbeG4fpy/wJW2njRxKmgfRuQM5qqYqYuQWBNhhYXEcLzykfZTQrT4oOIPvZbC4HXQ2phlDkr5w1Q9iZAfm2HKvTLvdEly1cOTUlkK6sethWT0RS0CAZ1l0u73I2S5u1UQmygFbTA6LwGDHEQQ+tu2IWGFZXBqCADRND7sX0LQvCpfjuEiyLHYjiOW95whzoOe4+EEguhYvQJIU3EDCDQKS6TSepFIr1xidLNHs9nB8j57VY2x8nEePHpGImVSrVRFrrOvUGnWy2Wzk7Rgo73zfp1gcohOOX/f29/F9n9JIKUpitCwrImFsbm5G5N0BEbhWq4WdthmZavd298hkshSLRZ48eRJ14oPMFMM0sfs2b731Ln//7/1d9vf3qVVrzM7OcnJyEpFze70e09PT/Oxn7/Dmm1+lWtXxA4+DwwNkWWZuYYFz5y4wMjLC2toaV65c4caNG5FwQJIk9vf3+KM/+iNOTk5oNBt8+ukn9Ho9PvnkU86fP8+3v/1tbty4wZ3P73D27FkcxwkX9DOUy2UKhQJLS0u89dZb3Lt3L8yed9na2opGiYZhRPaA1dXVKKVybn6e9bV1isUir776Ko8frbK69phkLM7y8jKJeJx2u0U8EWdlZYV+v893v/c9QS9OJnn8+DGtTpv5+Xlc1+Xk5IRvfOMbxGMxbt26GaU7Dg8P89GHH2IYBqdWVvj610Sh/if/5J9gxmIsLS4yHAoxbty4Qa9noSoalXKZt956i08/+wzPc1laWmJmdo5YPE4mm6HTalEulzl/7lyUSPsbKyjLy8sC8pgRWnNJkrh79y7dTpdvf/vbPH/lCpbVo9lq8OFH7/PKK6+g6QqdE3FwS/g0GzXK5TIbG+sUCgVc12VhYYFXXnmFd999l3v3HtBoNCLi7v7+PqNjo+wf7AmpY/mI+fl5nn32WU6dOsW1a9fQNI1r166RzxcxTTGDfeGFF3j8+DG3b9yMgqyWl5eZm5vjgw/eZ2pqEsuyGJ8YwzRNVldXUTSVfKGIrmlIMty+fRPTNDkfO082V2BnZ4dqtcrS0lKYCSGoq0fHBziuy5e//DwnxwLAN5DAAqF0tB257gcKr4Hsd0A2rtfr4axfZFEfHR1FGI9er0en0xEjCV9wowqFIoVCQcyzIUyJtCKEveMIGW+5XCaTyVCvNWg1Wyhqj+HhISrlMrlQwNDtdqNiIisQ+IKe60sIum5P4Nxd28YwDXTVAM+j2+kgBeL/PaeP1+/hOX1SiRhSALVaR3glJIlez4o8JSAc5J1wN5RKpTg+Psbp29HiPR5PoKoKti0igQuFoUgFNHit/X4fy+pTLlcBIc0eFOMByLDf72NoGsPDQ9G8u9PpIUkQMw0cp0/gefieGy2bB+SCgWdCUeRI4u26XgiCVAh8ot2IMNYreJ4bFSNZVuhbTgSt7HWFF0aSIJAkbMcRxdcR+wvX8fE9kbnj+AFOOBJDkglkTfwzBLFgbGqaervD+ORUCJjsR6M3LwjIFQsRGmWQbHnnjjg0NU1ja2tL7FdSaRKJBMVikXK1yv0H9wkkyGazkQx9wEwbjBIHvK5yuRzRDcTo0WRzc5uh4jCWbXNwIAQBY2NjgqN15Qp3795jLJnm4tNPY2gCZzOQ2c7MzEQemcXFRdbW1pienubFF5/n+Pg4IlAk4gm2trYon5Rpt7uR/2V6ejrKaxpECTuOw8bGBo1Gg48++ojNzU1effVVzp29wOPHj7l69SozMzNcfOYZHMcm8AUl3XVdrl+/jhf4FIvFiKTw4MEDFhcXOT4+ZnV1NVL0TUxMAPDo0SO++tWv8uyzz9JtdyMByM/feotup8vVz67Sbbe5f+8e3/jGN/jDP/wWa+trKKoqojGaTX7+9juMjo5SKpUYHx/n8uXL1Goi7K/dbvNP/+n/B0WRUTWNuZlZJicn8TyPWrXKz376UxKh0fP3v/l7fO9732P10UNazRYXnn6KWDxBJp0kn8vz+Z073L9/n/X1DQqFHK1mi37fJhMiZ4qFAgnDJHA9tjc3f6068WvvUL737//tF3naCDNe4Pu0mi3Gx0bodLsiCzvw2drcJJPJRBr1gV793XffDc1D4qF8+eWXGR0Zo9ls0mq3efTwEZubmziOw8rKCq7r8ODhA5LJBG+88QbXrl1jZGQE27a5dOkSruvywQcf8FkIgAuCgKGhITHSCJP1jg4P2dvbY3J8nI2NJxwdHfHss89SKBTo9Xps72xzeHDIzMxMtCz1A/H7tre36Fm9yMj0ZGODTDqNEkqGVVXl3r27dHtdbLtPaWiYRCLBxx9/zFNPPcX29japVJJ8Psfh4SFABNADojntYEQzGAkMpNOxWCy6qcmyzPDwMM1mk2ariWnGkBWVSqUiYmDDQ26Q+e26bliYjjEMHbsvDtdcPockyxSKRSYmJ8L3So+Iv4oaZnUEYBoGg0+HkCtryLIkMtn7Fp5rYfdauP0udr+Lb/exum1hevQEXh2ERFsKb1ODA0qWhNkxHo9HoUndTodUOk3cjCNJRPuJQQcLApYpzK9u2O2IQ35gWhsUA9GN9sTy33FpNhv0el3BZdOFzC4IfFLJBL1el75liT1FKBQYjLQG6q0g8BE58O4XBSUI/73v4wfguaGKLVR9+T44jo+kyKQzgsRr9boiMCvE0ksM9ioBnhtCJAMfDxlfkpB1HSOexA1UTmoNRsbGUDSDvufRtfqMT06iqTqNZoNkIkG9VmdkpBSaXIX0dn9/Pxotjo2NRR1fq9WiWq1y7tw5jo6OyOdybG1vY9s2s7OzEReuVq8xMTlJKpkkm8mKZ5+Are3t8P1W6VsibO3o6AhFUbhw4SnGxieo1Wqhd6sfQiqLNJtNLly4wObGpjAx9rrEEwkRMb6zw9bWFuPj47iuS6PRiBRGtVotisztdrvk8nn2D4946aWXmAyX+icnJ6TTaVqtlujwczky6TS9fp8PPviAbDbL7/3e75HN5jk8OKRcLpPKpAWrcHuHRDxOrVbj1q1bfPkrX6Y0MsL8/HwkPPm3//bfYVl9Xn/91VDxWeIXv/gFL774YkQmiMVi/KN/9E94sr7J8tKCMFs/WUfXdTLZDOfOneO9998nncnwW7/1W8wvLrK/f8DJyTHT01N4rsvm5gaddhfb9RgeHmZ5eZlrN26wvrbO47U1XnvtKxwdHfL0hfN8/NFHuK7D5MQku7u7tDttXNtjZ3ef2dlpFhYW6Pf7IjpEUdl4ss7oyAiffPQRsyFXLJ5I8OXXXsX1ArZ3d3j7rbf5+te/jhNie7a2tvhv/m//z99cQXnnJ9/Dsiz++t//NSunTvHc5edQFIVatcrUxBg3b9/Cdlw++fQqr7zyElOTk5EhaQC3K5VKPHnyhMnJyUj9FAQSfasf3SYVReHx48eUSiXyhRzb21shwkWomP7mb77L5OQk58+f58yZM3S7Xd55553IlzJaGmFzawvXdRgZHRVqk0IB17bJZjNMTU1x9epVMX4Lb26jI6Pc+fwupZESZ04LZPf+wT57e7tomsb9+/d46qmnmJqawvd9bt28STqVjsYG6UyK9fU18INoTCfIn7VwxCYOmIWFBdbX16M5/uHhIY1GAyBSin2h1MpGD9Kvzt3r9TqpVErAEw0Dq9fDssRhPAiaGnQ/g45A0zQkxBhGN3Q8X5B4Z2fnGB0bpVQaig5JJFEAQHQnanhTFwteI8wy15AlH8fq0es2aTdqyL5Lv9uh3+uItEdJQldVfF/4TSQgkYhH3hM3zB9JpQXKo9cVBUHsNrwILDmQnAs+1BcmxlarHQVkiQ6oFxFwrRDZomkC06PJSkj0FQmQfVv4KhzbJvA9PM8FAjRFRpIG3aMIT9NUkW8zKNIiWM0N43r9aJzleSBLAYTJjaqqIGTAInnRDwIURcIwtKjDcjxBTpYlGd8L8AOJQFLwANsP8JExEqEsuOei6Qa7e8eMjo+QzGSoVKvohsHY2BiGYXB4cECnbZFKxcnns1iWFSmvBlLgwc7OsiwSiQTb29uRsnAgAtnZ2WFiYgLfF9kZ12/e4dSpJYaHhOy93W4Ti8c4PjkRNAHPp9VqCQpDt0uhUEDTdM6cPUc2m+XWrVskEolQiXXEwcEBxWKRyQmB06/X63xy9dO/5TsZ8MCGhoZoNBoin8gwePz4MXOzc+zt7dLrWewfnHD2/GkmJibIZDLcunWL2dlZer0eTz/9NL7n8eTJOj2rz8jICDMzM6w+eszGxiYA0zPTSLLET378E8ECu/gMo6MiP+bRo0c8/cxFdF1nZ2cnApSCoK8fHR0xMjLC8fExnU4n2pfcvHmThw9XOXP6tBgTdzqMlIb4+TvvsHz6FKlkKvSoGezsbJMvDJFMJvnRD39ENpvmza9/HV1TaNSb/MVf/TXDw+KiWhodZX9/n1wux6VLl3i8torn2jj9Pq1mi2qtiqEblCsVjo9OOHv2LBsbG0yMjxMAu/t7TE3Psru9zcT4OFavyysvvcTu7i6dkP+1u39AfqjI0tISnVabf/SP/jHT09MsLS3x//p//+P/YJ34tUde/+7f/QWxWJzXX3+dsTCn3TQMPt/dpVYti8yE0VFOnzlN+eSER48eUSqVQo7UGFevXqUTZo0P8hc2NzeplKtks7kotjKTyZDL5YRHI/AZHR1BkWWqtSqHh4eRCuP+/fuhw3WYU6dO8eGHH/LSSy+hSBK9EDtfbwnl1J07t8llRJTv+++/DxARWAPf58n6Oul0mp3tHYaHikKKm07xpS99mVQqha6L0B/XcSlXypw5fYbj42OOjo5otVooqsjkOD48wrIsisViiOZeoFw+oV6vhaOWToSmGEDtUmEyoeOIVLuBPNj3fWq1WpQlMzhYB3iFIAgYG5vAVRziMRlCxVGv1wvjTfvRAyCFTvd4PC46oHweVVGp1WqkM2m63US0Q9E0DatvixRAiLwQg9RDGYkg8CBwCaLkQAnbdQmkMPhQkvEDEeHrui6aIhIl3RDf4jhCxosk0+1aYTFTsfsd+pZNJpOh2+ng2P2omxVSVSWiEw+ECGbIKwPR7QxwJ4MYZ9M0aTcE2t+yxO5FCn0MiiSTSCYJAh/C7mSg3or2SQPsPCCF6Yw+EqYqjJMEwo1uyOJnoCkqkvrFUn8gNhC/FnDPgZRZU/QIaSMif32cwCdQNJxAJpZK4wYSfU9iZHyCTtciluwQSyTDdFGDSrlMsVgUBVzTafltZFlif29fjCdD9Eu/348uMYOu2DSF8m8wHh2Yc+fm5ojFRBxwoVBgcXGBeq1OIS8uPdlsFsd1KBSKJJOpiNbgui6JmBBaHB8fMwjZazab1Go1UqkUzWaDIAgig/DoyKgQj6TTXLx4MRotp1KpqMsYHh5mYWmRxaVlAklmb1uM655++imGhvZodToRnWCAmpmenqbb7fLgwX3RxTtCmXb/3gO2trbZ29tjZ2eH9fU13vjaV8VnGiUiiNdqNebn53ny5ElkbGw0GmSzWXZ2drh27RrpdJr5+XkxNWg2o2yjarUmcCXNFnOzc+Tzef7Hf/Ev+Pa3/w5mLEalUsF2bDY2N8Q+zfO5ffMWjXqdc2fP8N//f/8pSFDIFzk42GNhYR7dMCPQZ6fT4ebNmyiKzML8HFubTzg6PsHq95k8Nc1rr3+V1dVVbNtmuCSK0Q9/9EOSyTRzs7MokkQinuDUygpXr17l5OSEmdk59vYPGCmVuHDxaYIg4OG9+5w+dYrA9ymGe9vfWEHJZjOsrKyQSWdYXV0l8Hwk4MG9e+i6ysjYKFdeeIHvfOc7kZN0c3OTvb29yDSVz+dptVqsrAj1VbVaxbZt3n33XQbZ7hsbG4Jxo0ocHRxSGh4O+WEHtNsdFmbnmFtcYG9vjx/+8Ie89NJLAkNerbKzucWzzz7L49XHjI2Po1fF2EsioF6tRq2/ruviA9cWWSYbGxvkCkXOnDnN6uoqly9fplwpc/fuXVIpgXB+cO8+nu/zeHUV0zRZWFhgaGgIy7JYe7zO5OREKO+L0e/3SafT4TjGiWSPgyWlaZpRUcnn8xGiY7DLSCaTWJbF1NRU9D4NcC5f6OYF6bVer0fhQ5IklC9miIcfoFxAcJ90XUfTlUiMcHhwIGaxYUEchBMhS0JDrwgVk6oIKawZE9nXrU4bRQ6QAg/PsfH9AMvqoyDMg5Zl4bsOvTATRddUVF0XeR2BRLtZFzTgcC4ty7LIJA/R5kEQoOoajiPovSMjo2JUGnYJgwOy2+2iKioEEoYpDs5Op0O73Y5GYJqm4YTKs4EYpNPrkUymQr+EjMSAM/bFmEuSpBCMiEhtNPWoOzJjklC5hYVisBcLEP9M1/Rf6XS8kDvmIcuC/zUY43kEYbaKg+8LFZwsKfRRyKRyaLEYlu2QyRdptLuomk46m8F2HFRHXOgmxidw7T42AblcBlWVcaw+Q8UikiJHF4z5+Xl8X3CqdnZ2otFzPpdje2MzoocPHP5ra2ucOnVKwBCLecrHxzxeXSOfz3F0dCTI15JEOp2JugnHcRkfm2R/fw8zFufBgwdhtslZ1tfXo6IyPFwKC74Q0bz88sssLS3x7rvvcuXKlUhUcfr0afL5PD/52c/43vd/wHPPiSV5Kh4jm8nSareQJJnDwxMc12VmZoZCocDY2BgbGxusra2Ry+W4d+8+Y2Nj4tJ3dEyr1WJ3d498Ic/Xv/EmiqJw+vQKzzxziampaXZ2dsjmRCBg8jDFwcEBOzs7JJPJ0I+VRVVVnjx5wmeffYYsy5w9e5b/7r/775ifn8fzXCYnp0jEEhF6Z35xjjv373F8fBwJYv7oj/6I7e1trn12lW/+3jdptRpUKmUuX7rEBx9+gOP0mZ6cQtd1zp45w8HREYeHh1y9+hnPPnuJeMIkFjdZXX/C7bt3icdMRkdH+fTTT1lcXBT4q81NRsfHGCqViMfilEZGmJmeZndnl7t37/Gd73yX4eEimVye6alpZuZmhVG50yGmG/z9b3+bTCbDe++992vViV+b5TUxMcHc/BwTU5P4vs/Zc+fwfJ+lpSUkSebtt97hF+/8glyuwFe+8hpzs/MQSBSLw6w9Xse2XdKpjDDwdHsc7B+SzeT42ptf4+IzTzMyWkKSJF5//XUcx6FZb9Butfj+97/PW2+9RblcjW4ZmUyGYrHIc889F0L2RKTuvXv32N3dxfd9Pvvss0h2ODo6xunTp5mZmYnidT/9+BO63S4bGxu4rsezzzzD2uPH7O/tcePGDWq1Ktvb2wwPD9O3+oyNjXH+3DkKhQIjIyXSGcHfOn36tCDfhvgMWZZZWFgAoN0WQLXBob61tUUQBOGNyYlGgSI3JeD4+Fgg5MMDXwmznIeGhgAxm9/f38cwDCYmRDrkgJ+UTqfFrVsVNNyBA32A4c9kMsQTCeFHUQRavNEQi/rdnT26nV4EIXRclyAQYzrXcVEGslnHQZZAlQWJ13Nd4Q3xhSGy0+nih/j2AIFwMWMxDFPcdhuNBu1OW/g0NHHDVkLAoKKoUXJh37ZpNVv0en18P4iCzBrNZnRZkZAFraDdjorL8fExlUol6uYG0lzbtsPiIvYruqYKGW64QBdkRzHS61l9+n071P/HMWNxjFgc3YyRTKdJpFIiyjjC6OvIioQkE+JrTBRVwnVtFFWJCLyqquAHPt1ej75tCwKy7yNLIfrFUJEUCUnVMOJJtFicvhegmQniyRS1egNFkRkaKmJZPer1KoamoSlyBHoc3KQdV+yMFGGiwdB1dFUllUjiOS6KJKPKIuen0+5ESsFELI4iC6zKxMQE5XI5VAqK7nmAr+/3+2Rz4iavaRqdsENoNpphMZZpNJrR/mPwc9ne3o7k7JlMhtGR0chhPzw0xPHxMd/97nfDQKdYJLwYGh5ieLhEs9lkJDRiOo7N1tY2mUyGP/3f/CdMTU1RLpfJ5XKcOXPmb1GI//AP/5DJyUmqlRpmTKBl/uzP/itef/VVVFkG36fdbLG5scH29jbVapWHD+5z9+7nZDIZzp49y0cffcSf//lf0O/3mZiYiMQzs7OzPP/880xMTPDHf/zHDA0NMTY2Rjweo1w+4fPP7zA1Nckf/sG3eOnFF/ns06sYms6Fc8IYbnV7vPHGG9y+JUC53W6XeDLBS6+8EtKHF5iemuaDDz7A6vV45uJFVpaX6LRblIaG+PSTq+zvH1IsDHHu3AUmJiaxbYfNzS3u33/AzMwMly4+Q6fTYX5+nvLxCUdHR5TLJ/zoRz/m+eef482vv8lTTz9NQMDNGzdQZJmDg/3/P2v/GSTZeefngs85J723ZbK8N13tDdBAwwME4QhyyBkNRyN372qlvbp7Y3cjNjYk3d3Yrxtxv0gR0pVGoZE0M9LODDlDDQkCILztBtqbcl3eZ2ZVep953H54T54ZfRI3gh8QIGHY7Kqs8573///9nkcESBSZnd1dZOXXOyp+7R3K15/9isP0keVQaFMulvB6PAT8InGxsbGBJEm89Mor1Go1BgcH0TSN5eVlXE4na+vrlEolfvSjH1Eul9nc3GRychK3x0U+nxNls0CIRl0sSBv1qrW/EB6Ga9eu0W63qdVr3Ll7l1g8zqVLl9je3qFRFz53Q9MYHx+nXCqxtLLCxcuXCAaDfPXlF7is7sX09DShUIhCLs/Nm7eoVCrs7x/wyisv4XK5ODw8xOv3MTo2QrlcRpYktrc2KZfLvPrqq9y7d49QOEg4FGZlZZVUKkWtVrORFaGg37ZBrqwskUqlmJ2dZX19nUwmg8DQB+3bWTKZJJvN2k6QbtJLjNpcotQYDgvybKdjx2VlSQZJjFOKxaJ1qDVwezyEQkE61uHQjSpHohEqlSqBYMDCMbRs3Wo4HGZicpJEMkEoFEAzBJZFMg1REPV47Dd3WZaQJWi3m+J2orVpN+ookkmzVqVeLeNSZFrtFo16A6/Xg8ftwtBUWi2hPfB7haZY18WC22MlZWq1mggWWIv7bpy1e/ACtKxdiabqNn240WjQbDX+m69ht/mtqapwrxgGTqcoU3qtFns3odTt4HR/FATRWMXj84IkmGtizAbNZoNms4muiu+TLEkYhm7tmnR7nGUYpjXKkoXLvd1G0zU6HXFjxTRQZMmOGzc7GrLTi+QK4IslKTU6GJIDWXGgajonuRNGRoYJBgLs7+9RrVbFGLajUm81GR0dtQ/Sw719xsbGiEaj7O7u2ruU0dFRms2mvaPMnByDYdKTTNJoiLRUvVHnOJdjenraCkXoxONikR4Oh2g2G2SzWSRZJhgKIkkKhUKBVrNNIBBkZGSEYChEPpcjk8lQr9cZHR2lWq3i9XoJhcIkkz1kMhlOzS+IPWyxiKTIdkIrnU4zODjI2bNnRTw3FuXoKM2lS5dpNpv89E//FI/bzdTMNL29/Tx4+JCFM6cJBAK26C6TydBqtVhfX8cfCFAuldB1k8GBQfr7+/F6vWQzaXRNRVWFOfXBw0ecOXeOpaVlTNPgO9/5Dm6Pj52dHfx+P6FQGI/HTSgUsl1Nx8dZfvSjH4mvibXzWVlZYW9vj5vffMuTTz7J4uKiXY68dOUyDkWh0WwyOztrx7HVToeepAjddNQ2AIuPloQ11uWmUCwyOTlJf38/kUgYTVNFDFs3uHDxkt3VOjw4YH9PjPJkWea5556j02lTrpbxuL0sL66w+niFvt4+BgcHRfBGgr6+PjY3N/H7/YyPj7OyssLAwAABv59Go8nUzDRnz1/5754Tv/bIq1AqIEmwt7dLqVQid5znpRdfRNc0HIqCQ3GQ6O2xH5jdBJPX68WhKFw8f54bN26wtrZGs9nk+PiYeDxOR20Ti0UtJ7UX09CJR6M4nSIhMjQ0xPDwMLdu3SKRSOD1ejl9agFkAUibGJ8knU4zMJCiXCrSFfuEAgGWFpd4/fXXCIXDnDlzmlxWLM/yuRyjI6PMz5+iWCwK9o1ln8wX8mjHGVL9fWAY/OrDD+npEaOt27dv0262ODw8oLevj0KhgMvlsg+MZDJJLBq2G9KqKmLReQtH3+2gdD9clUoFp9MpjGyWi7vVatl5/W5IQZS6/poNZZomzVaTvp4+yrUq8Xjcjv+2Wi28llTK4RDSrUazgap3KBSKJHVh4ZOQaLUFFbj7w2BaD1Wv14PkdIIVmJBMcLqcSLKErpmohm7fULSOcIVgdHcBWLsSHbcl5tJ1HYfixO020TSVRqspqMWaLkY0uo4J9pK90/WpW672Lhur0WjYEWmfz0+5XCabzVp7ChWXW4yUANsI6Ha77eRX93Dtjqi6X1NFETepbvpJkmUcsoTT5bIkZGLRLssyTpdgnKmKisvpRFM7+Px+NFXD0EWzPhQKABLVag1NM1B1FUWR8Xr9SFJ3R6MiGYKA7HYqKA4HmuRAk03q9TqqCv5wgEqtST6fJxD0CTQO4HV7wDDIZtKimOtw0m6IIMdJq4VqGRO7MM1up2lmZoaDA2Ey1DSN/p5eNE3l6OiQ0dExYVAsV5AMk/TREf2plB2flmWZo8Mja6ySsgMimiFEYf2pAUZGRpEkiUwmgz8YwFv22jvA7lJe03Q2N7cYHh5me3ubSCRi67Q1VagZQqEQu7u7KIoiWuv1GplMlkg4gtfr5R/8g3/An/3pn7K5voEkyVy6dEkomQ2DSqlMu93G6/WgacKpnkqlWFpa4vrXNxgeGhb8q0aNjY11RoaH2NzcZG9vF0l28PjxYw4Pj3j99deRZZmf//znvPXmW7TbLZrNBo9XVxgbG0e16NVDg0N89NFH6LpOIpGwleBdZ9Pc3Bw9PT0Y1vfk+ldf4/F4mJ6d4ZtvvuHg4IBUqg/TNLlz5xaapnH69Gnu3LnLQEqkMO/cvcfk1BRzc3M0m002NzcJh0Pk83kGB4f44FfvoygKn3z8GQf7B1RrNRKJOL/1W9+nWq1aN8QTXnrxZZyKk9xJjp3dXS5fucza2hqqqjI4OMj8/DxDQ0N2Sfzenbu0Wy3anQ6bGxu/2QPliy++4NT8PDPT0/ybf/tvefHFl5CdDmr1Om1NQzUE9K3dbnNwuI9pmoyOCn/5+vo6zz77LC+8+CJ/+bO/YGR0lP7+Xmr1CoODQzxafEQ+l6e/vw+Xy4XH48Hh8nD16adxeTzkcicMjogP4MTEBNFwmPfef5+RkRG8Xh/9qT7SmTTVaoX1tRKGrjM9NcWXX3/Jf/z3/55KtUqn1aJiFbW6s3WHy8lzzz/H8soKDx4+IJ3NkEgmGR4aIhQM24ksvz/I2bPnuXfvHgsLC/R2+llfXyccjliQuoK9BK46HNSqNW7fvs/ly+do1NuYpkQ4HKHVapPNZgHoT/Wxt79Lf6qfeDxuHyLdHUEmkyEcDtsz7+7DsSuhMkyDQrlAMpkkny8QCPjEm7JDwTR0HG439XoNj9dNJBqm01FJxASQsVIuEQlH8HvdYkxl6qhqm3TmCCSJRDJuv8FLsuhLIItuimQYKCDwIK2W8LRLoLabFnfKQDd12tYozO9TMB0KmmHgdHswkJBMHVNWcHgcuF1OnA4HrWYTE+wOR7vVpiOBxyPKkIah2zsUMGk3G+iGeMt3KDKmIWHqoixomiZuh0PAOa09jcvtxuv3Y0rC5y4pMhZXBd0Erd0RnzuHA8W6Iem6isgcSDZjrNPpYOgGPsvZEQ6JaHzDqCE73cTjMYubVRUASN3A53aiajrNeo1gICjAmpLlUZElofNtd3B4FCR0DFTcioLeEek9j9dLT08vjUZNsL8kUDWNgD9AKBS2G+2KohAKBEVh1ELcdL0x4XCYg4MDWq0WmUyGVCpFMpmkWqtSKpcoFkUJ1DANmu02QTlKvd7A7w+QTh/Sslh5TpeHYCCMiYnPH0SSZdqtNrIsc3J8TKo/RafVJuDzA9if9+9+97ssLa1w69Ydnnv+GZK9PXz2+U/o7e0V6PpOi2vXnmFnZ5tmu43T5UBxyPT29ZDL5Ti7sCB+rr75hg+aTV57/TUajTrxZJLHq485Oc7Sbnfo7e2j2W4Kyrmu4/X66evrZ2BgiFBombXHj5EkCb/Px/DAIA/u3adULpLq7ycaT7C7d8jLL7/I5sYaR/t7VEsl7t+9Tfb4mFAoRDQSoVIqYuo6DhnUdpv1x4+FUnhxCUWWefLJJ5Flmdn5OXb2dsVosSri7pVqxRrh9eD3+dhYW2d0eIxCIU+pUEbt6Oiawdmz5yjkCzQaTc6eOcvs7CwH1jheKMTDjIyN8sd/9J+QTJNao8H5c+d58flnSafTtDpt9vZ2+OqrL/idH/0O5WKR+w8eMD0zw6uvfcdKlJYYGRkmFotRqZSRZYV3331oyxMP9g/56quvCQT8PHjwgP/H//r//s0dKL09PRwfH/Pk1aukUgPs7e0zOztH/1w/meMs/oCfgnVDODo64uDggGw2SygY5ty5c4RCIVouF09efZJUKkW73ebu3buCa1Us8cknX/Dj3/1txkZHKRQK+Hxe7t27K/DLmTTfe/ttJEni+vXrzM7OWjcaP7qusbu3i8/nY2x8nGa1xvraOoZhMDc7x6NHj5idmSaTTtut68HBQWLxOKurawwODnJwcMD4xDjBYJBcLsfk1BT37t4jGAhx7doznJycUKvVOH36NMVikUAgwNmzZ9F1HafTwc2bNxkaGiKfzxOLxohEI8yfmqbZarO7u0c0GqWjtiiVKpRKwiuDBG6Xm0a9zla5asl2HHZ3wufziX/Pwqv09vayv79PpyNSUMVi0ZYaNRp1wBSJOOtNXHhPDNuV0Gp1rDdTFb/fZ6PvfT4PrY5KoVigo6oosoKJaSXtRITXNHTanTYejxuXQ8EhS6gd0YRXVZWW2gHjr9NYuuURN3SDjqrhMA10tYOui5eFdqshZFedDtVqC4cVxdStBb3TKf5dxXq7bjabYiFuBQ8M06TdbmLoQnHctTYKcKKCDEKo5VBwujyouk6t2cDpcOL1+/F4PciS+HWEeMtJs9XC6fZgmoY1/gkjSS4q1ZqVchPtfaeiEIhFMDRN7EtkmXarQTwWEzTueh3TMHDIEr3xGHXLneJzO+lJxPC6RVCkXpdQnYptR/R5PGimjmloSIaGU5bJF3JEIwlkl5tSqYjHI6CiTocTt8tNPJ6wP7OyLEZGFy9eZNrqNczMztp/r/uy0kX1dMMj+/v74hBQBQvN7/cTDIdRFKdg8lm2QxGvT7G9vYPH6yMQDLK4tMypU6cEgsnhEIeVJA6r4+Nj6+dDIO6//PJLZmfnSKX6RPcjFOK1119D1TSGBoc4Ojyk3qgzf+oUv3zvXUZGRgmFguzs7NLX34/H4+XkOGfduit0Om06agfD0Nnf36dYyNPX24thaEiYfPX1V5zk8ni9Pmq1OslkDz/8wfdZXFyiXCoRDoWo1xt89NGn/PBHb9Of6mdv/4BEMiGcRn39bKxvEAgIfXM2mxU9nEiUnh5BDjg6PEDTNK5cukShUGBpcZnLVy6xt7cnAJy6ygcf/ApZlrl8+Qo3vvmGV155BZ/Px+3btxkeGmJgYICPPvqIU6dOEQ5HyGaPRQDG46FcKrO+vkkwFKJaq1IoFllaWubMmQVOnzmNbugEA37yJycYqsbwiJAGhiNhzk+M24m8VlvYKnXD4PDgAK/PR8uKVefzOX7+85+TzWY5PDzEMAyGhoa4cuVJnrz6JC+/8jJ9vT384b//w1/rnPi1D5Tx8XGOjo44zmaZmZm1vepLS0v4fCI94Lf0taOjI6K8ZwoT3ODgIPl8ntHRUfwBH19++YU94202mwwMpHj77dcxdI1kPEGtUkXrqDxeWaVWqxGLRNna2rJLQyMjI0QiApaYSCQoVyp0XeUgcBjNZov+1ACKQzysuiTbLh7/4OCAer3O+vq6FW3u4+TkhGq1yr1796hUyoyMjOD3+2xmUy6Xs9NDCwuncDjE0rzZbOJ0Oi34ZIqNjQ2GR0bY2tpiIDWA2+WycvHnODk5IZ0+IpXqZ3R0zNqlaHi9PprNJv39/fj9fhtE2IU/mqZ4yHdz8JIk2fuD7gKzVCoJtL3PS8fyindb9tVaHZ/XZ/lpOmQyWbuH4/J42d/ft5hNbjw+n4UZMfB6PTgcMo6ut8RwoCsyumFYKHYnmAZqSwVJQlHEwrur+u1+7TxuF5qqWl54GRNhJuxGpjvtNg4LlyEiu1iGPM3+Q6Bl2igOBdPpxFAMVE0TcVtVJej2IjkUNFUjEBKCMX8ohNrpIFs3Fa/Pj6p2kCQd2aEQiccolUrEE92xYR2vz0MoGLBCDn8NsXRa7nenU0H2uME08Xk96FoQWRYxZpdDwe10EAkG7URhPBaxipgKhqaLYIMisDNypw2SJMyYsrBhtgzQMQkHfVQbNcJeL4GA3y7rSoZJJBKhUqnYZVZBT4hbSgUvzVbTDnB0x37dr2dX7lar1TB0g1BIjGmj0SiKw4HidNBotDg4OLCCB247cu7xClDqfDRKLBbj8ePHxGIxgsEgN2/etBEirVZbTBOiUdptsROo1eoMDAywu7tLvlDg0qXLGIbB4/V1tHaHRqOJ1+djbGyCVrvFvfuPGBgcIDUwjCLLRGIxCsUiz01NkS/kicZiXL9+nbm5GR49fEQgGOTVV19F13XK1QpLKyusra1xfJxhe2uTRq1Kb08vQ0NDrK6usrGxzts/+B5nz10QY7JCiTffeptbN78hGAxy/uJ5rj17jW+++QZ/wC9+phpNfvXBB0QjEWZnhNdevAB6+f7bbzE1Pc2jxUXu3LnD9PQk586eQdd1hoaGWFhYsKPI8XicRDzOO794hytXrthF5HPnzvKf/tN/wul00tPTw/DwMLF4jFK5bKXR5hkeHiYRj7O9vc3B4SFPPvEEJibpTIZ6vcHp02fEi4QiMzc/z/7eHte/usHk1CS9fX1IxSJOp4Nbt26ys7PL0dER6XSaTOaYH//4bzEwIHQgR5k08WiUk5Njnnrqqd/sgfLee+8xMzPD2toa585e4JNPPmdtbY10Om1Hd/O5HAunFihXK3zwwQe2bfHBo4f09PRQrdeQZZlgKIwJvPjii7z77rvsbG5ZEEixrOu+6SmKQiwWY3h4mFarRavZ5LXXXuPo6AjThPRRlieuPMns7DzXr1/HMAyikRDFcon+VD/pdNoCxQ3jcIjexenTp5FlWaCxe+LkijkCgRCffvo5r7zyEqlUigcP79NqNPH75+yZe7vdplqtkkwmcThkNjbWCQaDlEoiAtvlSH3xxRfiLbzdxu8P8ed//le89OIzyDJIKJb9r0m5XLXQHm5MU+LgIEtPjxAb5fN5+3DpNoy7UMJsNovf77cP125XpQu683q9InYrK5Z7oUaj0cTn86NqKulMBoci4/N5EQpkcVOJx+JUqqIvYFgNcMPQUNUOHo8Lf8CPqZqiRY4hxjRaB0PXMLQOaqcDhobb6cAhu6w3ehNd18S4yjrouxwzQSQ2hXnR6oDoYMMtMbFZZPV6HcMwqLbE58eUJFxuD6YpGFs+fwCnx4NuGFaB0aQvlUJGEuXJcMReukuSBLIkukOhEG6vl4Bh4PZ6aTTrIhpt7aLC4TBOh4LP4yYSCaGrKrKFpMc08Hu9gEnLENHggM8LFuurWq3idjmQsBD9ssPaURmoaodmqwmyOAwi4bBgg2GC7MKhSxhtg1qzhdcdYH93h6HRMRKJJPt7R/T3JggEAtTrdVqtFoGgn0bTRb1eQ9NFp8RtBSkMw7CRPLVazf4a9Pb2cvv2bbEPsnZWXdRKJpulWq2TTAqnz9jEuNXzEL2GYrFo04XL5bId/e4iSer1Jl5vkCeeuEKtVrMPMsMwcLpdSBbK5mc/e4fx8WGeuPokO5tbNNsdtL0Dzpw5zZ2793jp5VeYnp7mk48/pdmsc+HCeQKhIIaqcnCwT7lUIRFPsr29SyKRpNlocbB/iKwo+INCUqVaZdl2u8PW5jp+n5dKRaTPXnjxJVESVpzMnZrG4REK72RPH5Jksr6+bk8+3B4vIOyhV59+iru3b/Nf/st/tskcgUCQmZkZqpUSpqFx7vwZpqen0TSNgYEB9vYPqdfrXL9+HU3TGBwcZG19nXA4TLvdZm1tjVg8Rjp9SL6Y58knr3JwcMDcqXmRjrQ4bM8+K57BOzs7dDod+vr7uHjpIgeHhwSDQhx298F9jo4ynDt3hp3dXSbHJ3j2+ef4yU9+YkfW/2//1/8LB/sH/OKvfsHwyBCDA4O8/PLLtFptDg4OOTw6xOP1szA/z1/+5V/adI/f2IHS3z8gHNF+8RD9h//jP+DjTz7BMA0+/fRTTp8+zcrqKuFQGH8wwNWrV+0io8MhgJF37tzh/Pnz9PQINMSDhw85f+ECyVde4YMPPuTQInYK0ZVhv5HLskwoFKJYKpErFIjH4ng8XjqdTW7evMXE1CTPP/887Xab+3fv2m9FXTqoojgIBAIcHx/jdDlZOHOGO7dv02w2eemll8hmj/noVx+yuLhoY1u8HiGwOjo6sjXDfr+f4+NjBgZSrK+vk0gk2NnZ4YknrtBROzTqoqzY09PD3p6INF6+fIb9/X28XsGsCoUjxGICQjk4OMi9e/cZHh6iVDqkVCpxcnJMJBJhaGiIjY0N+80yHo/bKA3BVvKztSWYaF0ycSAQEOBFC09iNBv4fT6cigOsJXTb0AmFQuTzBWuUITorbo+HWq1mYS3qGIb2Nx5AWPsGA6d143M6ZCRZQZEkFEWYD9V2E2QJA9ANsXjWNFX42y3zYXenYZgmhi6Kfm3rdhIMBGxkimqq4gbjduHSdEEENsHEJBSN4vV4cXt8wqwIODxeUj2iVd1pd5AUgYnp1Ot4fU78QQ8ej0Um7jis3YKgN4sCoBOHEiRzdEir2WQg1W87UnxeD5JpiN2Uy4Wmtgl4vSgKdNoqLovPJUsOccAaJsl4jGKphMvpxOVw0Gq1kWQZRZbptNsCkup0Cqy7qmIaVpteFm4atdPB4/KSr9dI9PSg6zqZTJZgMGzfWPv7BRXCH/DZ0XBNE0iaYBBLEtVHpVKxwhZei8zspFAocPXqVR48eGADL5vNJj29vSDLlMtrGKZJ3NIpdH0n9XrdDpCMjIyws7Njmx5nZ2eZm5vjvfc+4Pz5U6w8XqVYKtFstVhe3uDCxcskkqI4+fHHH/PKy89zcHhArVYjHA4TCofZ2dlF1wymJqcZGR7h8eoamXSG1EA/e3t7jI6OsLG2JuLXaoetrW16e5KcPnOG27du8R/+45/wgx+8SbVWZeHsGVqNBru7O4yNjQsuXavFgwcP8Xh85PJ5hoaGaLZaFCxvUz6XIzg6QiKZZGx0lJ2dHVZWV3nxxZdYWVnl8PCQa9euMToywp2RIVwuJ48ePaJ4UOYokyEajTA9PY3T4eLf/cF/4NVXX6ZSrrK+KdArum5QKpVJHwnVRCgUsndFe3t77O/t4Xa7OXXqFKFQiPHxccbGxikWSxxnj+l0Wrz23df41//6X4lphi9ALldgcHCIg4NDrj51lW+/vUkmnWVkaIhms0UgECCdzvDad18lnc5w+vQCjUaDxcVHDA8PMjE+zuXLl3G6XaytrXP//n3qjToLp89SrlRs3uBv9ECZmpzi/v37rKys8sorrxAMBhkeHiKTzbK7s0s6LQigd+/dY3ZulqOjIzvS2mVndfsirVYLj8dDJBIS0dZmE3/Az9T0NJubmwwPDzM3N4fX52NpcRGXy4XD6WRyZpqlpSUq5SqJeJKxsTE8Hg/VSsXWAmezx0xPTbC9tcXCwgIHBwesrT1GVTsUikUSPUkmp6aYnZ/jzp07PHr0iHg8zvMvPEM2k+Xk5BhNF9fP+w/u43K6bO/D+fPnQZJwu1309fWRsTwS/oAft+YGU4w9uuk00zTxeX3omo7L5bRiui56e3tZXl4hm81y6tQcx8cnXLhwGuGXD9rjtUAgQNAanXQ948K2aFox64DNuOp+TY+Pj6lUqtYB6LPJw6qu2ZHcYrFoFSFle5ZuGgayJFOv1hkeHaZWq1G1HkRCoKQiSwLj4na7xGGhazhlBcnUkQCH0w2mgdvjFObHVgtJljE0DafTYel3VSSpa4J0gyE4WZqqcpLLYZomoWDQXtDbSl+Pl95oFFlWcLoEYj6Z7KHZEuiZaEJgRdxeH6ra4ejwCIei4PJ6rP2IE1lRiCcSdFot2m2RHPP6LLKxLKO2W2iayujoMF6Pm7qmEg2HqJTLmIaOaYUXfB43breTTqdtRZs9+H1+GvUamqrab/wejxeH7LCNneIFS0O2lvyNet32vTQbDfG1MtoguQgFA3RkL/gcGIoLXdNEMjIWsxUGlWoNl8tpE2e//fZbJicnScQT7O7u0Wg0CAQCdhEURJ+sWhWBgf39fXp6eqwuiNgN7uzu4nC56U/1oygOu4Hu8/nIneTY3d1jcnKSTqfDjRs36Onpscfh3dj9008/yerjxzgsDXOyp5dkrkCxVCR7LLwdgUCAoeEhFk4v8OHHHzM7Nc1J9pgzpxfQNZ2PPvyIublZOu0Ob731BjdvfUuzobO+tka71WJyapJiqURqoM2Vy1cIBYPMzc9TrlTY2t7m/PnzVtkU6o0Wu7t7XLhwgUK+wIsvvoimGfzkJ39BTzKJLEscZ7P4fX6C/gC/+MXPCfgDTE1P0W63SafTvPfee8zPnyIaFW72RqPOhYuXuH3nNh1Vx+v3EYvFGRkZJhQKU63UiCdiKIqDtfUNlleWeeGFF2zk/9KjRbxeL7lcjumBSfr7+5BliVKxQLOt8u677/Lkk0+iaRrvv/8+i4tLnDtzBk3TeLy6ytrjNU6OT3jiiSdwu9xMT88wPj7B/fv3uXPrNsMjw6wur5BIJBgcGOC5555FliRr0d/g0aNHaJrGd7/7Xa5duyYmQlas/umnn+Kv/uqXeDweVpaXGRsbo1gs/mYPlPv371OpVBgeHqbdbnPlyhVUVSUei/P8s8/h8/s4OBRv2a1Wi+3tbZrWiKpUKqPrJqlUilu3blEulzlz5gymaXJ0dES73WZ+fl48QEyB+Xiw+Ije3l5eff01+43I7XIxPT3NSTZny3q68VBN1+nt6WFoaIhsJksikbDxA2L30aBSr7Gzu4vLMiYCvP/+r/id3/ltLl25IuB26QzFUoHV1VW8Xh8Xzp9HVVWarRaaoRMKhxgYGLTnx/V6nc2NLZxOJ6lUilgsRj6fJ5lMcnBwQF9vr3hYqSq1eoXtHbELyuVy+P1+nE4HyWScQqHA2NgonY7gUIXDYR4/fmy37ruz8u74q9uwN03Tvok1m0Kq1I1hZzIZgsEgPp+Pk7wgOLvcLhQ5BIixTFd81OVfGYZkY8uDwSCmVW7r7+/H6XJa+lrN4l8BiokiSchY5F0kmm1NeOEB2bIxtlUVLDSL1+2xFuttIZQyJQwTZIeICau6wL4rTkAByRSiL6fLjduK9zocDsq1Ok6Hk1AkRiwueGQdtYJhClqx1+smEo7gcim0muIw97hceFxOikUh3DJMg1qlAW4NRYbeniQelwu908HtFErlVrOB3++j3WwS8Pvwetx0Wm2cskx/j8CCV8slO9bt9Xqtm2XdYl1ZMi1JweuzvDOtJl63i05HtfZRkiU4cwAyisuNxx/GaENLg0a9QTgYolqu4EnGKZcrnJzkGR0T0dJcLmfpn1U6HeF47wZkvJaQrGEhibolyMHBQdbW1oXvxeGk2e7Q09sr5vm9PSLJGAnTbDZxezz09vWSy+XtiGwul6NcLtsOpGq1ytLSEk9fe5pXvvMdtrd3qNfrjI+P2yGc0dFRjo6OePHFF7l96zbReIx2q8XJyTGpPrEMPzg84q03XmNxcRGPx0PuOMv8zAzVaoWDgwN6kkkUh4Nr165x//4DvvzqaxKJGP09vVy+fJkHDx7w7rvvci6b4YknnmR4dNx2sMQSSVRV5aNffcDs7CTDw4NkMkd89cV1Lp4/x/LRAdsbm+zu7vOD3/o+voCfhVOnODw4IpsWPbJ//a/+d77//e/R29dHu63y49/726RSKfb39wExtr3/4Ff84Ld+i52dXXZ291BVlcePH7O5KaYKG2vr1Ot1nnnmGebn562Ctcbf/Xt/j7/6q18wNT1tRYnviBdRl4Pr17/GNE22t7cZHR21gZSKovDl51+wsrIiIvymSbPe4Pvfe5t8Ps+De/ft8Xk6nWZ9fd0mmddqNT799FMM02Rjc4NWq8XU1Az/5H/+n9ANYQ79+uuvf/P4+omJKer1KpVKhXQ6bUuuJiYmBHI+n6dYEvwbTdUYHR6hVq+htkWGuVqp4g/4ufb0NR4+eMDo8AiNlmg9OxwOCsUiU5OTHB8f2/70b775htu3b/PiSy+J33y9TrVaZW9/l8HBAdR2m2gshsvpotko43K66EnGaTfr9shocnLScqertNptPv/sa+GaXjhl5/EfPHgkIpTVKo+WFhkZFgu0rttElmVOnVrg4oVLfPTxRxStv+50ezhjIS0ODw/J5XL2IbeysoLX62V9fZ1rTz/Ngwf3OTnJEQwGUFWVqalJRkeHSafTOJ1OYrEIa2vigPL7hTa1VhOu6C52pVtE7P45l8vZHKZwOGzj1kMhgSQPh8OUSiUODw+JxKJ2mqrWahMIiLLf5uYBhqGTSiWJWCEJTddsllXdKm2qnQ5ej8tODIFomjebHRQZPE4nHrcThwKYssCcOFyYhmZJkEQSTMKk1WmjGxIGElicL1PXabdFkQ5ZoaUZBIJhXG6v0OkqikUGCFBvNiiXymCaFMt5fH4fkqLgDwZpdTq4nC4isRgupwNfwE8o4Kfd9IiGvCLTaraIhMNIQC53YhcM1bZGKOjH1HWcsgtdkzA0FQyDYj6P2+mk02rSqFVwSLJIqmlipAui+9Jtd2uajsvlIhLxi36H1cuSLWeNy+nC0Dvo4uy1vDmyCBmYJrIlLQsHoiR8Ie4fZ/G5Q9TrNSYmxtjb3yUWF0TqarVqAxcxJXK5nN1pGhwcRNd1gkGBmslms/T29hKNRtnc3mJlbYcnn7iIx+MmeywKi6VSid7+Phvdk8vlKFcqnF44LbDsVhw5lfpr/UMymeTw6BDZodBRVZxOB729vTZCf2xsDLWjkownODk+IZPJ0tvbgywrXLpwkZ/+5M+Zn5/HBJvjVioWaDSbaFqH4eFh7t69S70uElvFYpm1tQ2CwRAXL15kaXGRnoU+Op02Q0Mj7O3t8fjxGm6Pn6mZGVrtDju7Ig02PT0laAADKfInJ4SDId54/TV+9f57xGIJ4rE442PjtKw9ZrlYpN1qsre/y8ULF/lbf+u3rQNinatXn8YwdB4+XGRkZMgmdXi9Xm7cuIHP5+d73/seI8ODnJwc8/nnn/PstWdI9fWLJFe5zCcff0osHmdycpp2q8P4xARzc3NEIhEbdtpsNrnx9XV2d3d57bXX6O3tRZZlIuEwP//5z+moqt23evvtt+l0OmJct7LCwcEBq6urPHn1Kpqhs7Wzw/lz53nrzTdYWlriww8/JBaPE46E+cEPfij2woaBoXW4dUvolScmJn6zB0owGGRgYICtrQ0ePHiAYRhcu3aNzc1N4aqWoFqrUa1WcSgKI8Mj9pv6pYsXCQQC7O3t4XG7GR0dpd1uoVqYbFmWuXPnDqZhMDc3x/7+Pj6f8NYDhCOCnJpOp0XqxOli8dEjFh8t8oMf/IBkTw937t5lZ2cHrdMid5IjFotx5swZVlZWSCQEqr7f5yMUCtJjQSsPj47o7+9HCLdqrK6u0Gg2yWbFniQYCPLwwQN0wyCfz7O5ucnM9AzVapX9/QPS6SMa9TqTExPs7h1iGuKBoqli/u/zCjT73v4+kViUcLFIOBSiVq8TjkTIF4ogSaiaxs7uHu22eNB1ybnz8/Nks1nW19fp7+8nmUzamJXd3V36+vrs+HBXwuX3+23wX7VasyOizWaTcCiMYnGzTFP0E6JRn7VDcVGpVkTaxeMWStBKBZfbTcn6/+3xuO1iZbeJ3iUQK5Y+2OlyCBSJAZIMLoci0lAyaO0WrXYLp6ygNZvISBiaBrIDj8eHNxim3WrRUVXcigPZ6aRjmFTzReH4iMXRpSZOp4toPG47cyqVKpXaLslkkkQ8QSgYxDB0TF2MEHW1jc/vpVGro6ptAv4guqYRDASQJGg0aoSCflqNBtVyiYBX4PMVh0yz0STg82N6vfi8biRM1E6bVrNJwwoL6JppO0GEJ8UQOyegVq3QarXRVBWH0ymw/lg7KIcLl8OJZkooDgf1Wo2A30/HBE12YzgVyvWycGoghGHJZIKDgwM7Ul620j8ej4f+vn5OcqKj0PXndBfzkgSTk1NMTU1x69Yt2mqHZquF1yvj9rgYGBxAUoTErFvyDAQCTExMCOyNdWuNpxI2NLJbuDVNk2gsyszcLL/61a84PDy0bkhiX+b3+UmlUuzt7FHIF5gYG8cfCOIP+Dk4OOD4+Bivz8fG5ibHx8ckkgk0Vcfr8+J2O8nnc8zMzFhhmgLvv/8+/4d/+A/5k//yn/nBD34g5H9OB4eHoiW+tbVFIpmgUqvSaVtcM9Pkr/7rX+F2u8TLlGnSaDT57LNPKVfKvPnmmyiKTKfd4vd+/LsMjQzzB3/wBzx8cB+fP8DC6dMkkgke3H9Eq9nit3/nd3BbD/v19TUePnzI7ds3GRgYQJIkJicn2d7eod1usbT0iHqtxMbGBhsbG3z+xRfMzExRq4rD9ptvvmF/f5+XX36ZoaEhotEo29vb1Ot1zp87z6NHD8lmsrZZsrvEv3r1KstLS8iyzOHhIc888ywvvPA8h4eH3Ll7l8PDAyRJIp8vomk6A4MDJHt6+Ht/7+8SDAR5tPiIdrvDyOgIzVaHJ5+8SjabZX9/n9OnT5PL5Swu2RCjo6O/2QPl2WefZWdnh6mpafb29lAUQX7tampfePEF0pkMOzs7vPzSS5iGydLSEg8ePODixYtomljyrqysUCoVkRXxRV9ZWSHg92NYBUiXy4Xf70dTVd555x2eeuopGo0GPT09HB0eikVWMMipUws0G022t7fxeL1cvnwZMPn044/I5U6IWymoUEiYz1KpFIODg/isSKxAfnsJBsWbfTqdweFw8tTVp1h8+NB+y0gkEvgDQQ4PD7l58xYvv/wK8bjIqm9sbLCzu81ROkMykWRhYRa/38/DBw9o1BvU63USiQTNVgtV1QgEgnh9flxuD81Ww1YDDw8P8+jRIwaTQ4SCARvVkE6LJnTVMqd102M9PT02oE62HuaFQsGag/ttBImgN4cAkBHdkUqziccjII/dcZnL5cIwRcvd5/OApZxt1Gs4nN0xlyrawYZkYUyctljKlCQUpxMDaLU1XC6xpNbbItHmdjpwuRwgO1CcHtweH/5wDAmTWqUChmH1cBTb2+FwOG3boaZp6AgveyAUYXZ2hlqtynEmg9vjxW8Idlk4EsNtWQpFUKFl3dqceL1uTMMg5olg6CbH2Qxul5NgMIDbJfD2kWgYyTTwuJzoqobP66FQq9l7o1AwSKfdomkJ0zqdjrXTMuzottpu09Y0e/kthGEmbpcTkFENFV1XcVgLelNWQDcxTARyRtdRLG9Ku6VhSm7KhWNSqT6K1p6we8PtqB1KJdE3SiaSLC+vkOjtIRKJUiqWODpKs7Bwimarydr6GsViSZSBfT4azSZer5fZ2Tl7ob+4tEyxVOXJJy9ycCDUDY8fP+b06dPs7Oxw79491I7G8PAwAwMD/PQvfsH5c/N4LYJuzVIodBNoTqebZDLJ+++/TzgUoifZY0EWg8zOzHBwdMjh4SEOh4Pz5y/Q39/P5tYGzWaTYDhof8Y2Nzf5w//wh8zOCIDj3bu3+frrrxgZGWZ1dZVkMsHCqVN8+vEntNstfF4Pfr+P8fEx2q0md27dFIk1yWRnZ4srVy4zMTpGJpsmGo8xPTdDo9XC5/ejqxqZ4wz7h/vCk9Nuk+ztZf7UPCAMs5l0hp/85M/527//d/jwgw8oFAuEQkFk2bRvhpcuXbKCE/3cvXtHUK+rVYaGBimVCmxtbaKpGrpuWt4kMZo+Ojpi5fEqslWQ/PM/+zP8fnHw7u/vUyiWef65Z7h48SLpdJr/+lc/Z3x8nOeff565uTkbwdLX38fQ8BCBQIC7d++RTPbg8gir5sOHD+2x7L1793jqqadYWDjN9vYuKyvL6LrO/fv3WV5e5LvffU0AOt9/n0tPXPvNHSjZbJZQKGT7mguFAl999RXnzp1je3ub3d095ubnKJVKbG/vUKtW7fz+4uIiZ8+epVgsigMk6OfcubOiX2DhLgDGRkbJn+TwuN0sLS+htto8Xl7B5XYTDgR59plnODg85M6t2wwMDDA0NMCjR4uUK2VmZqZxez3MnzrF8tIyt27dRDM0kskEk5OTDA8Ps7m5yeLiIiMjI5ycnOB0utnZ3MLhchKLxykUCxylRZggmUzidom3b93iMu3vH3Dn3j2GhoeIhsOiwd7qcJQ+IpVK8dVXXzEwMIDD4SQYDAoIW77A+MQEg4ODtFpBPB6PcDk0OpSKVUaGxzg6zKAoTruJferUKXK5HLVaDVVViUajFAoFwfmxDHddV0XXSieQM1UKhZIVeIgQDoeQJMnuyui6bnOrms22TUd2OBzsHezj8biRZQXd0GyuVbVcodVs2aM8oVL+61/T4RQxX3GwiB2JKSsEggEwDNqtJs1GHRMIhoJ4FcXibak0aw0Up1iwtzUTU1PBlPH4QyLb7/fbMdemddD0p/opWb2jQDhCtK0S8HeIJRMiKRQMoqsdwuEQhdwJDkXC7ZDJZo5wOkRkuVApkuzppdNpk4rHaDYbGLqG2m6STCbAMGg1xFt5KBRE04SVslEpizJZ0E+z3rARM12ltNPhEDcQwyTg9dlv7wYGrXYLtaMSCAZEw1ySMHUD3ZDoWA4bkYBTMVQdj9OJQ1bQOyq6LmGYiv3rBIJ+tne2bdPi/v4+lUqVaCyKpmnsHwq/RSrVLzo28RjRaNROg3U6HVKplHiRymRYebyKpMjMzc/SaomdWne6sLu7RygU4vTp02xv73BkaYJ7enqYnxPL+fFJIaA6ODhgfX2dSCTChQsX8fuDaKpA8vi8PoaGhnA4HOzs7HDr1i0kSWJ7a4fzFy7wwssv02zU2drasvabBhcvXrTJCfVanWSyl6mpKRqNOg6Hg9TgID/5yc/4Z//s/04+X6C3r4+93V1efPklAPx+P6VymdXHK0RDQV587lkqlQrvvfMLpufmuXr1KofpNP5AkGKhwEsvvMCHH/yKDz/8kEgsRqla57vf/Q43b37LH//xH/Pqq6/y0ksvEQgE+IM/+AN+/lc/J5c74cUXX6BYKtLptIlGI8Lm+HiFiYkJEc02dD775BOcLhevv/EGOzs7fPThR0LZ0FExTZm3v/82HVVl//CAVF8/zWaTbDqDx+NhaWmJRqPJ6OgIb3/vLUZHRbru+vXrXLx4kR/+6LdF635rk3fefRev18Nbb71FvlDgOHfCM889y9TUJJqmMTo2xnE+h9/ro1gosLCwgCzLPHz4kM3NLba3dxkdGSYej/MP/sH/QL1e55133mF9ff3XOid+7QPlnV/+gldffZVmq8HU1BRHR0fcuHGDcrksHMqNBqsrq0xOTJDL5ZhfmGd8YoLt7W1qtSqRaJQdi88zkBqgVCoRi0SJx2IEgkGSySQnJyf09PUKjn9PL9FYjJPjLNlMmhs3vua3f+d3uHP3DvNzs1QqJaampimXS9y+fZfxsRFarQatZouRkSG2trZotdr096d4/HiNL774UhjoFAWHy02uUODJJ55kZm6OGzeuMzU5wf7uDqZucHBwwOXLl+zmaH9/it7ePk4tnBK7jXqDtqqS7O2jXCwQT8RZW3tMPBqxipoDYEJqYIDR0TFy+Rwup4N2S+CdU/0DHB0doqsa62vr9PX1EI9FyZ3kbDLt8PAIqqqyti68MlPTU6wsr9DX12f3HBqNhu1fmJmZobe31+J5dchkjq03fIlaTfQ39vez6LrO5OQwhqHT6bQBg1gsjsflQjLB7/XRbDWRlS7nyonfH6BRb4IpVL4ej4tQKGhRhU3ogKHp+HxeO5HXbLYQlnaJQCCMiYHD5cXn9eHRNSTJpOQoYWgapqHjdrnweoXHRTd0Gu02OuD1eHE4FKvV76NWb4CEVYjUBSbc5wNFQjd0FEVGlpxizGbRBkqFPIneFNVKEUlxMTk9w/7uDsVSgVwuRygQEJpmjwdD19AMHb/fj6kL0VbDKog6FQWvx0Oz2aZRF4dAo9nE4/bgUBRq1Souh8PWB6iquI0Yuk7QH8ARduB0u+zbYb3RpFKtW0ZOMfZyOF1C+WsayJKJ2+mg0dTpGehBcZattJbJxsY2MzNTuF1C99xsNFDVDgunT3Pr9h2Gh4eJx2I8uHcfh1Oou6vVqrU8r9BsNpmcFq5xp1P0ao6zWWamZ8nn82TSeebnHezu7jMxMcna+rooDJaLzM3P4vF6GB0dYXXtMcvLywwMDHDhwiVKxSqLi0u88FyY8+cvsLS8RCGfw9B16s0G2WyGcDiCLyDkcb//d36PGze+4YMPPuTJq08wOj7G2uY6AwMpZFm4fHRdJxAKMTA0QCwR483vfY8/+uM/olSpMDo6yIMHDwmFwnQ0jd7UAItLa1x7+gnu3L6Ny+3m80+/JBqOcvbsOZzOFrKscLC3x01Joq+nj82tLXRN5z/9pz8S0E7FSalYIZ8vEgyEeOt7P2B/b4+V1ceMjo4RiUX50W//iK+/vk6hWGBpeYn0URrFIfHcs89ynMlQKpVYfPiA23fucObMGbw+H/lCkZ//4h0UWea3fvjbfPvtNwwNDaPrGu1Om0RCUMVHLLz84eER5UqVa888w4ULF4UwD5PNrS1WVlb44W//SDyPGjVCoYCV+CsRi42xtvqYu/fuEggFcLvc5I+zBIIh7t+7Tz6f58yLL9IeGBDw3d5e8vkCoyPDvPD8cxTyBQrFEg8fPqJYLJLL5Xn++ed/sweKcCzfZnh42JbXjI+PMzo6yubmppWGabKyvEIsLrDWnY5KX38fqhonNZCibQHcRDM5xsb6OovLSwRDIb7//e9z4cIF0pkMsViM6elp/H4fH37wAaMjGpubG6TTaaYmJ9nZ2qJer5FOp2k2m3i9LppNgS8vl8u89tprJJIJksleu4MSj8cZGRlheWUFl9tFsqeHvYN9gXCv1Sjk84RDIf7sT/+C2dkJDg+PWF1dFahui2AaCAREsU8RyIxYPE4o4CedSRPwC9T06uoqW1Zk+coTV9jd2UHC5DibJRgUo7NYLMbphVOUy2WOj4+JxsKsri4zNDSMYZii5BSLISsy09MzuN0u2q227avPZrOYpkkwGKTRaDA4OEin08HvD+BwCNRFpVKhpydpP9hqtRpDQ30YhkGlUqG/X/xnUUxT8fm8ti1S0zWBNfF4MAyBzTd0MXIqHB2RSMZxu7vedd0a64Cu62iajCR1kCRwOpw4nC48LjdOp4N2u0WukbegjCDLDhqdJp12i46qUSiVrARSEI/bQ73WIJ8vEQoFcCgKfuv76HBaH1vDJBaLYBo6PX09eL1uirkcnXabYj6PQ3HQ7nRwut1MDk+Qz5+wu7ON0+UkGovTbjaplEu4FYlmvY5DkvB63DTrddpak2azQacjdn39fb006w07FedyuW0fS1f2pes6Lp8XRZHRdRGVlmUJhwObi3acywFYVFkdJFks9iVx/JpIyE4Ru9Z0A1XT8QcjNJstW7xmmmI0GQgEhNys06FtoUg0VSUYDNJsNKi5PHh9PgzdoN3WiUSiJBIJ3G43H338KYFQiOGhQQ729zk2TVwuD4auE43ECIWCDA+N8Np3v8vO3i4jI8OAiT/g5+TkhEwmY8M8hWYhzOrKCj6v2Hs4nU6ajSZqp4MkSYQjIcKRIC+8+BwfffQxe/t7xONxzp47x/VvvuXWrbvIiszrr38XJIliIU8gGCJfKKJqGorDSVvt8HDpEcODI8zNzaOpKrl8nn/5L/41//x//WfEE0muXHmSer3O1sYGyWQPzz77LH5/kFzuhOWVFUrFojV69lGv1al4yjz91FXS6QwDqX6qtRqapjM/f4qBoUEKecHLKxQKbGxuMT4xQaVaQTd0nnjyCUZHRvjpT35Kf38/nU6L9bV1XE5Bhdjb20VXNQ739xmfnqGvv5/nn38B04RoNIbicHJ0dIDTpVjPshatVou+vj7KlQqVapX5U6f44Q9/yN27d8nn84yPjzM7N8f4xDhbm5uUymXW1tZszW84FCadTuP1eBgfH0dxKPh9PlxuF41Gk52dHdLpNFtbW5RKJba2tmjWG/T394Np4vV4mJ6e4saNb/j5L3/JwsIpXn/9NZaWFn+zB8q8NZ+7c/sOhm7YnvPe3l6SySR3795lYmKCarVKJp1Flh0UigUURfgV9vf3abVaXH36KT7++COy2Sxel5upiUlu3brF/u6e+IFVO7z/3nu88sorAJw5c5bD/QM2NjZ5+OAhTz11lXI0yv7+vshwT08zPz8vPrThMIeHh6yurvLpp59x+fIVTp06RavVst/SB1IpOp2OGCd1ROT47NkzbK2vMzs7y9jYGI8ePeLx48eEw2HOnj3Lt99+S6PRYHV1FVVV2d495O/9/b/N1OQk+ZMc4XCIzz77lGz2hHq9QS53wv7+PmfOnEGRZWRFweVyUSyWSCZ7rF2RKJfl8jn8AdHCzeVOKJerhMMCTDk6OgLAyuoybpcbkOz5dKFQsE15iqLQbssUCgK90tPTg66r1GpVfD4xehEpIgmhpTVsVLxkPZAMw7D3NYpDIZlMUCwK5Hc4HCF9dILX77OWmQ3qdYEBCQQCuN2KPfoR40sZCbG41zXNGtvoSBL4fF6r19KxUCziIV2tCeuiQ2qSOykwMjLCqTNnccgK9VrVkoCFCAYD1OsNPB43Xo8bj8dFu9VE7bQwDdWy0Xlp1dwYhk6tUkLTVNYe1xgc6CcRjVAsFAgFAvT19nCS1QUny+2m02lTq1RoN5sosoTT5aDR0ImEI5hdkrKmYeg6kuXbaDQatnvFaUW3u2wr8WcxEiyUirQs6oGgCasoDvFDbugGqqmjGyYeh8seARuGTqetUaqf4A6I78/g4CBffHEDny9gfR/+WhXR09ODpmkMDQ2ysbFBs65y/tw5K+WzzuXLZ6lWq9QadRSnB1mWMBF06Hw+T3//gOW+cDA/P8/Dh4s4nTITE2NIksTg0DCFXIF2q8Pjx2skkgkODw8ZHx8nFo1ynDmmXq+xcOoU2ewx9ZrYfbZabUrlMmfPncPnC+Dx+NjY2OHKlSc4zh7z49/9XU7yBTY21jnYP+Ds2bPcv38fJIl6o0E0JuCp62vrpNMZjjMnTE1O0qjVuXLxEi6ni63tTXuc5/V4eO9X7+OQoFytoDicTExPEY1G+fDDD0kkE9RqNc5dvGBhWqpcvHyJUqmE0+nk5s2b6KbG4eE+mUyGaq3M1uYGzUaNn//sL5mamqZerzM8PMpgaoA333zToiHIPH68Sl9fL7FYjGz2mPm5eSYnJ5icnbW88Sd4PD5++ct32dra4syZBV5//bv09vbyySef8vHHnxAKhejt7WV4eIR4PM7a2hqZTIbr16/jdAqyuyLLVCtVJMNEbbXJHqV56eWXCfj8FItFypUKLreLyakpQqEQHVVFdjiJx+O8/vrrAPz0pz8V+1ZVxe12k8/nee+99yiVSiR7evjxj3/HSpn2MjY28ps9UCYnx0kmk3z19Zfcuv0tb7zxJpre4b33f0kqlWJiYownnrzC1199hcPhxOf3c5ITUMWdnR2eeeYZW5P58ksvs7G+zuHhPjs726T6eskdZ1FkSGcyXDx/AUUS8cWD3T3K5TIOxcHqygo1C9fusEYLmUyGwcFBgsEg29vbeP0C23Lh0kU++OBjAoEQCwvCxDg8PEw+n7elRx63m06rRe5YpEhqtRqpVIpIJMIXX3xBOBzG6/Xyne98h8XFRWKxmFgQmybZTJbpCSHS6u3t4+23f8Dy4iILC6epVMp4PG5u3bpFJByhr6+fjtqxUB8eItEIJpLwNJTLlMtlDMOgVKowNjZGPp+nXC6zvb1Nb28vcStqOTIixmDdFFi3lJZOpwmFQpTLRRKJGKoqnBvBoPC1VyoVmzemaZq9iK/XBaiya2qsVqsiFebx0myKsYzP56NhjZmy2TyhsAddN6jVGjbqvtMRiaCuN0XXdXTANHThp5dlHFbaqNls2S8jhqEjyQo+XwCvT4zDNFWwrU6fO0dfXwowCfj9NC3qQr3RwOFyEQqFkSTRvq/VqhhGB1PXCQcDottiqDQbTRyKTCTox0TnJHsEhoHb5SASCuCQwIHO5voaPpcLwzAxNJWA3yd2GZbS1ulwolo0glarhdM6LLplwS5WJF8qEQoErE5Q2wJdGiBL1Gp1DAPrNqFa2Jk6oCBJYOomTo+wJWqqhuKUME0RSDBN0R3J5XJWwUyzRqkntNuC4NBNfQWDQVaWFjF0mJ4fxO0Rt8MzZ2aFCqDTplKpcvr0jE0pFv0lBbfHTaPVJHeS58knn6RUKvFo8RG9vUkmJicZGRrmOHOMqqns7e2xcHqBU6dOsbu7z5079+jt6eHs2bMsLS1Rq1UZHhnh7v17PPnUVXp7e2i32/zpn/4pwWCIs2dPIyE4bz/9yU+ot9r8+Mc/RlFkjo6O2NrZplgu4XJ7ODo8IhAIcPXq03zzzbd85+WXyKTT7O3sksvlRMQ5FuPr69cJh8McHR2JSYLTQavdYmN5mWuha5w5c4arV6+Sy+V49tlnefjoERPj45QrFVRVpVAosL+/x8SEcNbfunWLoM/Pz1dWmJya4tT8KT7+6CO2N9ZJDQwSj8W48fXXlMpljq2pgSxLaJooE589e5ZwOGxXIIaHRmg1W+zvHrCxts73f/B93G4n39y4IQ7miQleeuklq3MmiBW53DF/8id/QrVa443XXyd9eMSphQVqVfEc9Hv9XP/qBsODw9QqNWamZzFMk1whzx/+h/9IT2+KZLKPlccPODU3x9jYGI8fP+azzz5jdnaWt956i0qlwhdffMHB4SGpVIpWp839B/fRLZR+uVRmr7TLM8+/+ps7UBaXFjl//jynTs1zfHxMtVphdnaWUqlEuVzm5q2b+Pw+EskEW5vbqJrG1atX8Xg83Lx5E8Mw6e0VJ7fL6eLM2XMsrSwxPjnB2NAwO7u7bG9tUSiWmJoUjflcLie4XYZBqr8fWe5namoKVdUsZHuAUqnE6uoqMzMzYuFqWeKSPb2kUstoWpt8XhQhDw8PiUbF+ACgkM+RzWTANEkmYqIY1+nYLK3Dw0MApqamGBkZYWJiAofDwd17d1lZXsLncRONxmwabbFYIhqNiQRas4nH8wiv34/X58OvBIiEIzy2GsSNZhNFkohEI9RqVULBMNVa1U5enT17luPjYzuamUgkhGDsbwD+FEUU74LBIPV6nWAwaMulWq2WbXTseui7sMJuObJQKBAOhy0khG7n2GVZzK09Hq91UFVwOGTaHRW1o+Bwii6FLEOj4cHpdNlfO5fLbRcwJYSZ0eFw4JBFb8M0DHz+gHhgmwYORcHr9Qp0vKxYRc8EkiSzsrJMMpGgUasSCgTRNbFricVjYOrCVthpEE9E6DSbdNpNWs0aLodDOEZ84hbVqFdxORUq5SKJWIxYbw8721tgaMimyUBfH6Vi0ULNCIuiqnbotFoiZl0V5s1arYbf57NhlYB9Q1QUhdDAILrVlHdYQrdarU6j1cIwTUzDurXpOghJpHVYGTgsgCOKgsPtttTB4PZ4MHBTrVaQFRnd0AlHQvj9PlrtgN3A77pDHA6xL5mbm+fo6JDV1RXi8QQul4tms4XX58PTFMIt0TWSmZ6ZoVqt0defEoIwVefevXscHh4yOjrC+Pg4B1Y663d//Lu888tfUq6UOT4+YWho2Iphi9sqQCaTwel0sb+/z9r6Ov/w//gPKZfLbG1t0tffz/T0NPfu3uPjjz/m8uUrXLhwgY8/+Yx3fvFLrl59gtm5WS6cv8ja2hqtZpvBwSH7Z6/darP46BGBgCBBLC4ukclm+Z//l/8zqvWy5PF42N/f5ySbplgskkqlWFxcFNy0SMSqP2xxemGBn/7FX+C1XkyTyQSffvoF1WqVaDRCKBhEkWSefvpp3nzjTQqFArdv3sTlcnHx/Hk++ewrrly5zPHJiejeOBzU6g1u377Dc889ywsvvsC3337L6uoq/oAP96SbxUeL7O0d8Mwzz+D3+cjlTvj88y8A0xrRXaBiFUQjVl3imWdEqkvrqDx69IjrX39NIpEQYQVvnR//3o/Z3tnms88/wx8IsL6xxfypOf7+3/07hKNRPv7wQ+qNBge7u5iGztHREfW6CDbcvHlTTEpyeSYmJ3j66ac5PDzk+DhPp9Nhe3ub999/n1yuwP/4j/+X39yBAvD1118TjUbx+Xx89dVXPPnkk7zwwgvcvXuXe/fu8fnnX/D0U08xMDDI4dEROzs7KIrC/v4BiUQPR0eHdkuzv7+fifFJ/F43rXYbWZE5PDqiWq2xu7uLjklb7TA3P8fk+ASpVIr333+fP/mTP6XdbvHss9eE89l6M+4eArOzc0iSxP6eKC8+evSQel0UBO/fv0s2myUSiTA5Oclbb73J7du3+fd/+EcsLJxClmUxvyyXbZrxyckJ8XjcHtNEo1EmJiaYnp4in89z7949RkfHmBifQJIUdnZ2aDTFSOb06e4yrkBvvJdKuUIwGLSTMu1WEwmLB+UWb6etVouBgQHC4TDVao1Wq2mzjv5mzLfrTemOW7p/1Cwlbrfg2E0aBYNBm4icy+VsNhNAuVwGsD30xWLRxn7n83kcDgeBgA+vZuB0OdAN3drF1PB6fXi9ljpY1ZBlBUVx4/eLpavAgElohoHW7qAoMqaE3XjXdZ1KTdCQMUzm5mbsBJaqttDVNrpTJp0+tLhHCm6ngqbpVKsl6o0KQb8XCYNgwI+pe9DUDook0TAaQoxUr+EIBRgaSNGs1zk5zqB12vh9XiQr0aVrQm98fJLD43bhcbvBMChXKnTabTRNIxKJWLh5zT6Eu2M/gHqtRse6tYibmth3mKa4dRhWI76boDNN8d+dTheKJCCSnoALTBOny4WhGQQ9foKeKAf5MrqmE4tFWV9fZ3hY9BUqlYp9qHWJ1J1Oh0Ihz8LCAvfv32drc5PXXn+DfLGAz+cjkUjyxRdf0t/fT6FY5MzZs/gDVevzKcYtXRaexyPYal6PgI4epdOMjo6SSCRxOl1EIlHarQ7nz50jn89z+/Zt9vb2GBsbY2hoiEa7xcbmprBrWr2NaDTG6MgomipUxZOTk6T6+9nY2GJudobFxSWSPT1cu/YMd+7c4dTCAuFQBF3TefLJJ+i0G/zFT3/Kiy++yMBAiuXlFb766itGRkcplUocHR3x5ptv8sd/9B9RNY12RfzcmRYfcHV1lRvXr5P6/d/nmWvX+I//8Y+RFQcT42M89dQV9vb2WF1d4dT8KRLxOJFwmK3tLSqVCoVSmUajyaeffcbCwhl0XXwuQpYquFwu89zzz9PX18e3t27TaLYIR6LChKppHB4e8uyzz+ByObl9+zZgMjQ0SCKRYG5ulpvf3kRSZA4ODuwW/JUrVwgEAnx74xvC4TDZbJbPPvuM3t5eUgMpXB4Xpgz1Zp2TQo7nX3iGUCDMubPnuPHNDb65/i3nzp3ljddfp91p8U//6T/npZdeYGFhgZWVFR49ekQikbQnP7Ozs/yt33EhSxL/4l/+KwxdZ3x89Nc6I35tBfD1L37F8vIymUzGRi+cP3/eHr988cWXYEosLCwwOjrK/sEBC6fFBxrraru7u8PU1BTvv/8+V69exef1sre7jcclrvRHmTTlSoXNzX1++MO3GRwc5P3332d2ZoZAMMgHv/qYl154Fq/Xy8nJMUdHh3Zpr4t3qDVbTFjpska1YhvLumA7r9fL4uIi//Sf/lN0Xee9995jZ2eHK1euiChiKoWqqhiGIRwurRZ7e3ssLy/T09Mj9L4uh2Xg85HNHGOaoHZU6rU6mtbh9JnTVrRRJhSO0O50GB8fJ51Os7e3x0n2mJmZGVaWlwiGgjhkhWQyyerjFSYnJ8hms7aDW6Q3XHZ6rMtn2t/fR5ZlG0/eBUQ6neJgOjk5wev12l+fQqFgq0s7nY71FhYVRrxKBcB+6xbfL6elgNUwTQgE/HZ7vsv2cjod9Pb1EAgK9arP58Pj8Vg7ANMu3PmszHv3r8uyYvdLOp0OzWYTl8vJ6MgwczPTpDNHlIp5gn4ftUqVZqNOyGp6e9weAkE/1UqZdquGiYppGAQDYTotsfvoSSZwOV3kTk4oFou0GlXGRodp1Wu0Ww2q5TJ6R8XlcJA/ORYPcKdThApUlUatRqVcEp8DXUeWZRsN32q17H5JNzrdfdkwDUMIu3QdQRIwMKzDpUv1bbU61jLbAAyBm9Et6KYsmGVOtwckaLQ0TFeI3eMyDVwEwmFOnRJhjqWlJWZmZigUBJspGAwJiGIqBRZzTSgNylSqVZ57/nkrtFKhXm9QrVZ54okn0HSddDpNf/8Aq6tCad39LIyMjJDJZIjHY6iqRrFUpt3pcHx8zOzsrNBVy+IlKplMcubMGdbXBVywr6+foeFhvH4/pxZOcXBwQC4nvh+NeoOeRNLav7lFG7zR5tubN3n7B2+zsbVFp9Phe2+/TSaTIZ1Okz464tlnn+XrL75idHSIzz//nNnpGV548WV+9l9/xvDoCPVmk3g8zvT0NDeuX2doaIDNzW1Wlpe5cO48iYRQGQ8ODooXW4+bocEh3v/wAxYWFpidmaVRq1EsFllaWaajqsRiMS6cP8+XX33F0dERZ86cweP14vN6+eTjz4iEw7g9Hnp6eiiVStQaQnncHVHOzc3R6XTYWH/M6MgYnY6K2+0lHA5y69YtwewL+jl//hzJZA9/8G//HbNzs5w5e5a+vj7W1tbY2tqir6+PcDDE/v4+v/jFOySTCQxT4h//n/4hmq4R8Pt59913uXz5Cvfu3Wd6csoO6kSjEZYWF4UzSJKIxxOcPr3A8fExq2uP2djYYH5+nuXlZWZnZ5FlWUBw+wdZXFwkEolw7do1Xn/7h//dc+LXH3ktLtrID6fTycWLF3E4HBwdHdGoN8mks/yTf/JPSKfTKA6F3r5eVFUVvpJymbGxMVrNJj6vl/PnzuNQHCIX7/fhcbuFsTE1wOjYBK+99gZui7c1MzMD1sL9jTde5Wd/8V+Zm5thYmIcv1/4nrPZLFNTU0SiUQ7SK8JZ0m6zvb3L2bNnmJycYnNzk0gkJkCEms6NG99Sr9c4Pj4hGBTO9rDVLalUxC6j0WhYik6hQv32229xOp1UKmW8Pg/f+97bFPJFZqZnWFxcJDEyTE9PktXVFe7dv8fIyBCXrzzBzs6uYE+Vy3g9XquT0mLh9GkkCYp5EV8dGRmhVqsJBlhfHxcuXLBvKF2xVigUIp1O2/P8oaEhsfhst4QEKCR89R6PSOB0W+39/f1omiai2T0CQV6xSKLdMpRo11fx+0VfJhqNks1mcTgcxONxstms3S2qVKrEYuKN3Wst2l0ul82QUhRRuFRk2RqPydaDFvufDQSCxKIxfH6fGDEE/JTLJTQrVeVySPjdLopFCUUyCQV9NBsNcscVNFVldHQQVW3RajYol8Woq6u8xTBpNOo0Ww2GBgeoVapUygXx8uJw0Gy1qVXLKNYhF49FabXaApSYz9NotHA4ZNtH02g0RGzTIvN2LYiiiZzH5XSidlR0U0O12F2K4kCim37TLEeM9DfGZTKyJKNhCGKyrOByujCBgM+P02XQ1B24HE4qLRW/30/OAmgWCgV7V1bIF/D7AgwPC6hnb28P+XyB/YN9PF4vE5OTqKpKJpNlcnKK1dVVEcGu1QiGQzhdTgYGBlhfXxc9sUBA9LDcbra2tjg6OmJ8fJxQKEg0FqNRq6OpKvF4nO2tbQYHB3G73ezt7xGNRbl46SK1Wo3j42NMBC1gaHgIp9PJ7u6ueOkxDHRd5+TkhOHhYVxOD2+88QaLi0uYkjjQPvroI8KhEEdHh9ZesYQkwc9//gvC4RCtThtZkggGAoyPjaEZBssrK5imyZNXr4JpICGjq5otrVtZWWFne4fxCQG0nJ6eweVwsLGxwcH+PpFIhFQqRV9/v402+ur6dUKhEP39/YQskkW5UmF0bASn08VJ7gSX2wWSSSQSZnt7y8LDFLlx4wYLp05xcnJCo96kt7ePz7/4Go/bSSrVz+///u9jIugTDx8+YmxsjO++9rrla9mkVqsxOjpKuVzm3tZ99nZ3efa5ZwkGA/T19fHVV1+iWz/XjXodXRMvQDu7O2xtbbO7e8DZs2eEkTWdJhQMsrCwwB/+4R+K54r1md7c2GRsZJRsJsvhwQHHJyc8DqzZqV6/3/9rnRO/9oGytLiE4lB46upT+AN+bt++TTKZ5Pr1G1y6dJmpqSl753BwcMjQ8JDthU4fpRkcHGRkeJidnR2Gh4dYXloilRKyG8MwqFRrNJstCoUi+XyeZ555BkmS+MUv3sHhcHLq1Cmq5QrBoJ+5uTnabeFelyTJRpTMzc0xkEoxMTFBp9Umd3yC1+tjdHQURXHg9/spFAq89trrPHz4kJdffplYLM6jR4/I5XJsbm4yMTHB6dOnSafTtrug20iPRCLE43H29vcYGhrk7t27+Lx+DENncnKCVrPFzs4OsiyzsHAKgFwuTyGfZ83QCfj9LCycptVscu/ePSYmxonHYrQaYmEuyRIul5MLFy7YH+ZOR8Xn8wMSu7t7Vrvex/DwMMFgkEqlwt7+HqraIZlMWo6MJqNjo9Sqdbuv0p0fG4bo2XT3KJIkHsDdgyAWE4TURqNJq9WxI8XdOX0gEMBpYde7D8buUrrLePL5fHZcWbOgh6qq2rcnQWgWN46Az0/UMiDWa1XUTot2u4kiGTRMjWajjmQaSLKCoXZwORXUjkFPTwJZFlyucqmCIisYuo5qGfxikSjBUEBEiYtF2vUaGBrVVoNmrU672cTQNUxDo1FvUKtWMU0xcqxWazicDlFUBAqFIq1m00rD/LWfvnuDkxD2TUPTMWUZVVORJcW+6XYdMOIWZFq3PrFz6mgaDsWBLDtxed3IiozD5cbpcIAEuuLA7/eSa1Vtc2jX1Nl15jSbgkLdLbomkz3s7R/gcrkJhsQD8ODgEIfDyerqKoBdmD3J5awRqcKly5f56U/+kqGhIYrFIkdHR8zOzrG6usrJyQm6YYAETz31FBsbG1w4f4GT4xP29vYYn5jA7fVw6/ZtpmdmiCeSfPnFl/T09BAM+Gm3WiycOsU3N24xNzuJoWs2SDYcDjM7O08gGGTl8WPW17eYm59ia3ODYCAoDI1qhwf373H2zBk2N9cZHR1lY2ODd999l2RPkj/70z/jzPlz1OsN/rf/7V/wW7/1FqFgkHg0xqNHj9je2uLs2bP4fX42DtdZ31jn7NmzrK6scObMWXb3drl+4wbnz59naHiYUCgkOhp9fQwODIAk0DenFhZsHNL+/h4ut5uFhQUGBgYYGExZdI2kdZtt05NM0mg0+PrrL9nb2+edX/6K3p4kzz33DIqi8NlnnzM9IzhZR0dpJFnil+/8ksWlFS5dusDXX3/F/r4gRwMMDg3x2uuvoWkaOzs7HGeyFPN50acKCTL25tYmo2MT/PBHP2Rnd5dMNsvmZtqiRwuCx+zsrH27rVarvPjCCxSLRZ5++mm2t7fJ5XLkcgVGR0fx+Xx88sknPPfyd39zB8rs9DRut5uTbJY7dw/w+Xy02x0i4Sg+r4/j42OarRYTkxOUSiWiMQEaPDoQh8zO1jahUIiNjQ0ymTR9/b18+eWXTExM4Pf7bZGVpmmMjo6iWbjuo8ND/qd//I/Z39llYWEBRZYpFos0mw1iMaHGrVQqfPPNN+zt7TE7O8+Du/eYmprC5/Wys7NDNBplYGBAzCXVDuFYlDPnz+Hx+zg3coGxyQm++for23ooyzLBYJDZ2Vm++eYbHj58yPnz5xkbGxNvL319TE5O8ujRI/L5HJ9/8TkLp04Ri8UwzKQ9ElldXWVvb4/hkWEymQxqu0PdohzH41EePXrI+XPnqFjN73T6iHpD8Lfcbrf4Olr6X8MwGBsbY3V1hXw+D5i2jEtxKHi9HipWWiUaFY1pt+X/6MpxTk5OrOKk4290UExSKWFx1DQNr9dLqVQBJPL5MolEADApl4sWtkbEkAVVuUilUkdxKHairGuU7M5/uykXRVHQNc3em1QrFbGQd3vI5XK0W006rTrxWISeZIJOu4WmmricLiQMAj4vlWoJSZJtaF672abdVPF6/DQbNSQgHArRbNQwTI12SycUDCDpGhWtjVNyUi23qZSLyKaE0+FAcTjB60PThK5YQiEYClEqFZE0nWajgcftQUShZRRZqAW6Lxpul+Bx6bqOpus02i37Z8Y0TTv5BlhGUREJFqNiHYfThSIrtK1UkuL0CB+KqqEbEmrHQAJGR0bwhcK2hVNRFPuG2bD6MceW9zwSiWIYEI0nUBSFc+cusLm5SbksdARdUV4mk6FYKhIMhXi0+JBEvIfvf/8tW+G9u7vLxYuXrH1VnXg8RqfVpt1usr+/x5dffsnU1JQVnjnk5VdeoVAoEI8nSMTjxL8f4+69u/j8Pm7cuEGtVuPa008wMDBgdyGEHrtD5iRLyulgemaKcCjInTu3BF5Ilrj6xBN89PGHPLh/j6PDAzHuMQzGxsZxul1UazX7du9yOpmfn7VHkYVSEZfHjTfgx+P1sru7y8DQIK+8+h0+/vhjxicnePraNT759FOetfZiH370EaMjI5w7d84eVW5tbXHp0iWymQy1ahUJ7BTm1uYm9+7eZXBwUOgXQiGSySR+v59bt7bI5/Ok02li0Tj/r//nP+eLL74UGvX9HW7evE2708Dn8/GXP/srfuu3vs9zz71AjxUjdjgcjIyMEAqFePz4MW+//Tb3799HlmXroZ/n0qULon+SObZ+/QiBUJD9/X3GRkc5e/os7jfewuv1cpzN2LibUqlke6Lq9Tq3bt2ypWKRSISxsTGcTietdouDo8Nf65z4tQ+USCTC1NQUe3t7HGbSaJpBrVrn+eefZ3Nzk6efvsatW7eoVmvEYjHW1h7T2ysW3JlMhkqlQiwW42Bvn1w+z6uvvszG2jrlYonf/d2/xUkmi9pqkz48wuf20Gm1CQWDnD19muXlZVwuF7945x2GR4bptNr09CQIBIbs3H8gEGBzc5N6vcl3vvMdfvazn6EoCmfOnOHRo0ciwz88hNei7HYPBMMwSCQSXLt2jbW1NVwuF4uLi3z/+98nGAyysbHB2bNn7WV2qVRCURSqFZE8OjnOgmmwsbHOuXNnCYWCNJtNGo0G58+f5+DwgHQ6Q7vVZmhikEePHjI1NcXS0pLwkiAxMjxMp9Oht7eXvf2Wnd5yu90WaqLB5uYmnU6HM2dOc/v2bUqlEo1Gg1QqRTAYpN35638vn89byGuPjffvxoiLxSLhcJhyuYzf77duXuK/OxwOe7Sm68L90V3OmqZplUh9QuFrmiKVJGH/vVhMJN7a7dbfeCMXi2tZkTBMwzbG9ff14XA6hZ64XMLpUAiFfMhInBwfg2mgaxrtVoNoNGTdcBx4PBZ9tdFEsn54C4UCHreXoN9LPndCwOul02pzdHjAyPAQLoc4zKqVMu1mjUQsRqvZRlO7RUHxe9F0gdk3DRNN1ak1KmCYOCxCsGma5PN5dEMT6TiH0xrvKbbe2KEoAhipazgdf80i6zLK3G6PfaPrLuxNkX7GNKDTFupk09AxUUByEggEaDscVCoV+5b86aefce7cWZti7LQQPMFgkMfr6/QPpCiXy9bP4hozMzPE43FWVlZQVZX5+XlOssc4HA5OTk4YGBgQymS/336Q7O7ucXKS4+rVq9RqdWQZms0G77zzDvl8nlgsxtiY6Kj09PRQKYuldaKnl/5UimIux0D/AO+++wEvv/K8zWsTU4phXnvtNX75y19ycpLD5fFy9epTjI2OMj46ytbGOg7FweH+AWOjI/Qkk+wd7ON0uxgZG6Pd7pA/yeH3B8jn80SiUZAUnG4nL7zwPDs7Ozx19WkajTpnz53j3XffZW9/nwuXL5FOp9k/PODNt7/H9vY2q6ur1mdV49yF81SqZZBMpmenOM5kGRsZZ211nc8//ZzTC6f49ptvKJRKTE1MMjk5KQC5pTLf7u+Jl0GXm5HRUcrlEnWLbzY8PIzb7cXn83L16pPE4zE2tzaYmBhlfWOLBw8ecOHCWVRV5fr166RSKb73vbfweDy4XE7ef/89BgYGeLy2hsvj4U//9CfMTE8xMDLM0Ng4lVKZV179jsC5tDvcuXOHD371IZGgWOI/ceUJhkaGWFldtisXd+7eJRgI8IMf/ICHDx/SajZZOjgQJfV2m4nJSSYmJ1hZWaFWq/xmDxTF6UB2KIyOjbF/dIjbJcYgjx8/tiJ9ThKJBLqmYpo62WyGhYUFLl+5zDfffMOZs2eIx+MsLJzi008+xu/3MzkhyKeLj5Y4c+YM2WyWR48e8eDBA2KxGD09PYyMjHLz5k2+9723SPb0kM6k6UkkaTTq1Gp1W2blcDhxudzs7u5hmiazc7PsH+xTb9SZmZ0hFotTbzbw+/20Wi1u3ryJ3++nXhf/G816nbn5efL5PPOn5rl95zb+QIC5+Xl0w2BweIh2p8NJ7gS308mjxYc4FIHo9vm8PH78mK2tbbw+L8ViiUuXLhGLxWi2WsRicdbX1tjd3bVTOa+//gaGYbC0tCTYVJqG1+uxR0rNZtOOA7daTSYmxjFN077ajo6OUqvVqNfrIu6KiWl28PkgGAjayS1RsMqSy+UYGBiwhVxerxefTySxCoUChmEQj8ep1WoWLrtFo1EnGo0iSRKRSMQaaYl/3uVy43DIuJxO6rUWbneLWq2Owyl0xFhz8G4SzTQNME0CgQCxWAyH00mrJUZt/akUnXaTRr2C1hHjF9MwUQ2d3p4kbpcTj8sJGLTbbZqNBoqsEAz4cSgyXo+TeDRM7jiLrqu43T6chkIq1YfDoaCpbTxuJ7lGHa3Txik7kIGW9XvsdFQ0TSTXfH4/9XoNJHC5XajtjiUvE6Rlp9NJ0BuwTaAOh0KnLUaTiqzQbncwTBEjVxRR+BTtegPF4aTZagq/vNOBYRq43A40XUWWBIm402ohIYFbRjc0dAnqrQ6epJ/03gHpo0Mi4Qj1mrilBENBstkTARe0AJWFXI7e/n6LgCySWT19fYBEfyqFbuhEo1F0TaNSr7P6eJ1YLEnT06JW3adarRKLRkkkkiSSCfx+P59/cZ3vfe81yqUSvb19eL0+qrUaLrdbGFZNU6gYHE6WFpfpTSRY31jH6/Hwd//u77G5uUEhn8fvD7C2ts7p06fRdYM33/oeH374EYFgkHT6iLXHqwT9fiLRKKVikStXrjA+PkFPbx+3795h9fFjBlKDhMMRTESd4dlnn8PlEX2oeqOOz+fl+eefo6cniST3MDIywsOHD8Wzo7eHkeFhvvjii7+WRplweHhIMBxEBhLxOLl8nka9SSQS4d79e0SjYfJ5jT/5z/+FyYkJHA6vhZmfJ5FMcuv2bVu3fJTO0NPbj9vtRZYVcvkik1NJnnrqaXx+H9njYw4O9untSfLo0QOKxTKzs7NMTk4xODSE2yXQPc1mk3q9xldf3iUcCjE4MMDIyAiReJyhwUFrjKlYqbwOhVKJeq1OPidoFG+++SZDg0O4nE729vZZXFqkWKmQz+Wt8mKCsfExevv6mGw2yWSzzMzM8Myzz7K0vES707H34G+88cZv9kAxgaN02u4/rK+vE4/HuXv3LsvLy/zoRz+ir6+X7HHG/md8Pi/Ly0uMT4zhcjtpd1oMDQ5y9vw5IW3q62N2doZ33nmHkdERfD4fb775Jh988IGYv1vtX78/wL/9gz/krTdfY2tjk3azZTe9xQnu5vz5CwwPj/BHf/RHFItFZudm6Uv1WW/XYj65tbWF2+22dwnxeJxRS/MJcOvObaHeNHRUa4Sh6TrVQpVETxJDAgOTcDRC02pIi/5HiAsXLgp0SauNqmlsbW9TqVYxDQOH4uDChQt89tlnIj7p8bK5ucXJyQmnT5/GwGRzYwO3xyM4Rz6vZV6s0Go1WVlZJhqNWqktj00XjsfjALacJxAIICGWxKlUyo4Rd3cfkiTZqbzuzqRer+Pz+QiFQmQyGSsOqxGLRYjFIhSLJcplsYAXemAxy9U0jXpdLMNNE9welzBvBgO43OLzggSG1ZY3DYNIJCJI0ppGuVwmaaltq/UaLqdC/0AKQ1c53N8l6PfQ39+DAmDoqO02nU6baq2CaRj4fV78PheG0UZBJ3MkHoQgsCbBYIBgIECjXqPdrJOIRQmHIzRqFcrlMqYuDqdyuYJqfc6ajQbFQt4qtHpo1BsoyDgcCu1Oyy4OtlriBiYrMrV6HdOQBKJeE3ITj9eLCfZnWJYF0r+jdjBMbDy87JCRFRlZMvF4nKidNi6nKNt2VB3J6UYzNbwuD+gd/B4HnY5Bu9kkFPSJXobaodVpcWbiLOViCZfHzcBAips3b3Hu4kVabVEUdblF+s7T6fDtt3fo7e3jJHdC/8Agqi6siifZY8KBEJnDNJViBcmpcHR4hD8Y4Hd/77fxeDxsb20jSTKapuN0iHFIoVRkenqaUChEOBJmY2ODpeUlSqUS8/PzJJIJgoGAaGGXy3g8Xg72D4nE45jIJHt7UWSJQEAc5pFIBKfTyUnuhHK1Qn9qkEw2y6XLT+D1BSgVSsiSzNjEGPMLC0xMTJAvFDg6OqLVajI/P4+h6zx8eJ9qtUYul+O1736Xn/70pyw+esRf/Plfcu7caRRJZmJiAo/Xi8vhQDMMdrZ38bi9eFwe9nZ3AYH9dzidzM7PEYlFGR4S6BenSzyokRSuPPEkmqqKG4nfz/T0DPfvd/XeZSLRCLfv3OHUqVPcun2LcqnAyPAIAZ+fp69ew+P1MT45zmE6TSoV45fv/JLj42OhpWg0eeP11/H7/ZwcnyBJMhsWmb3RarL48BHDw6PsbAnP/DfffMPA4KAgS1tq4zMXz+MJ+FAcCsfHGZ5++hoHhwc06g12dvdwutw8fe0aPckkrVaLUDhsS7m2trZYWlri5Ve/9989J37t2PC//pf/H1KpFMlkksHBQe7cuUelXGHektiLKKTJxUsX0A2D9XWxOFtbW8Pn85HP5wWp1sLTj42NUavVWF1dtd/kWq0OZ8+eplarkUgkhO/bmlHfvXuXlZXHPPWUYPUMDg5SLAptabFYJB6P22W9ZrPJ/KlTFEoF3G43mUyWS5cusbm5iaqqLCws0G63+fLLLxkdHeWpp55i+dEi9+7dI5lMMDCQoqenh1/96lf2g1pxOggEg8IYl0iQOz4GIJ1O4/P5eOuttwhHI2QyGdbX1ykWi2iaRrPRRJYkXnjhBXZ3d1ldXbVvIQ8fPiSZ7KW/v5dgKMjh/j77+7uAmHOfnJxYXR6xLO/t7aVUKtk7p1qtRqVSsV0c3QV8d5bbfcCqqmod8D6b5ZW0PjjdA0axRjWylcrqliG7JsiuFVIIl/I2yLF7y3F7PSSTCSLRCIGg+P05HaLI6HS6CAdDFiZfJL26CPyhoUFikSgup0yjXuXoYI94LEIo5KPTatJptahXqxiaSjwWxe12IUliro1hgGlgaBq61kE3dOHx8Aeo1ao4FBmX04HabhEKBCgXC5QKBVr1BqVi0SbZ/s3ff7vdFjfDWk0krnShB65UKhZRQEJxyHbvpt3qWGh/FcBOunVxNh1NtV3iqqpZznexZ1JkGY/XjdflAtPANESCTDPB6fZgyg48/gCa5EB3BVnd3AXFgzcQQXaKcWOr3SISCVOr1XC7PCQSSdY3NkE2cbqcBEMhDANOnTpFPl+g1WzQ19vP7Zs3GUilmDu1QCaXZ3BwkOWlZR6vrDI+NsLu7i7jk5OEQmGa7Ra6YTA7O8vdO3cAbLpC13M0OTnJzMwMbrebd955F8PQcDqdhEIhnrhyhU67w/r6Oh9++BFXrz7FufPnyBdLTM/M8Oc/+XM8bhfRaJS+vj6csmLfxjc3N0kme3j5O99he2eX5eVlVleWuHDxIpcuXRYHz8mJMEGm03z66adMWnTvDz74gNHRUQYGBnC73Tx69Ih6rcbs9AyappHL5ejv72d8fJxgOMwnn37C8vIyzz77LI8fP0bXdZIWPDOVSlGpVMQOUnHi9floWZy/mzdvMjQ0hKIoJOIJHIrC4eEh7XZb8AnTaYZGhm1NcjgcplIu8+jBQ6anppiemeEoneY//3//C6fPncXncfPZp58SDAaJRqMMDw0xOTnJ3t4euzu7yIqgiOi6zvkLF6nVhCajq4FeXV3jzTffZGRkBMMwKBSL6JrGw4cP0DSV4eERhodH0HWd5eVlnnnmaTY3Nrl18yY+n0+QO0x4+tpTDAwMcP/+fdLpNP/q3/yH/+458f8Xvn5xcZFLly7hcDj4+c9/yYXzZ1EUheeee47NzU08Xg+ZdJbsiQAhjoyM4PWKQtTh4SGDg4McHByQzR6ztbnNK6+8wunTZ7h79w7Hx8dksycMDPRTrYpESzabJZ1O09fTy+TkBNMzk9SbDdKZDMFwmIuXL7G4uMj5Cxf47NNP7Yy5z+fj8PCQF19+SThFAkG+/fYWoVCQCxcukMlkWV5awuVy09fXx+KjRyiSbFkQ80iS+IHx+/32zHp7Z5ueRJJms8nZs2fY2d7h7r27VlwQtra36Gv124XPVErMsEeHR7h58yafffYZXq+Xubk5gsEgi4uLvPbaa/z0pz9jYKAfXdO5eOkSu7s7pFJ9NJtNEomEncJwuz2023/98Nrb28PpdNp+F4CAhXJJJBKcnJzQbrftW0hPT89/c8PwesXIUpIk/H6/fZvx+XwEAgH7cOqW9rqKYIGe12yHvSzLYEnFKpUyfr/PXvybgMvyv2uahs/nxecP2nsFgSWv4pAk1E6TTruOQwZDVykXCqidDoau0Wk1MU3dSoE56KgdMA1kwOUUMeBKtUq9VsPpdhMLhQn4fEiY4ibSbJFrNHDIMrqqUrQit93wRKMhltrdd6tGvY7bJfwpum6Qz+UJBgN2DwdJNLZ1XadUKttff6fLhexQaFkJONM07L8nosOq9b9hokgKAa8fxSHhdbltmCSYGIDidKI4XchOkJ0KskdmqCdEuWkSiITwBiMsra7SbNSJxqPopokvEEB2ujjO5Zk/Nc3a2roYMUaEe2Z7awuAZKIHt9tLu6Pxzbe3ePb55ygWS+ROTkj2CMyKrMjkTnL09vZhSvDw4UP75+Hs2bOsrKwgSRL37t3jypUr5PN5lhYXWTi1QNAfpN1pEo6EWV5a5jiTZXR0lEgkgqrqBIMBsYzXxANtIDVAJBIiFo1RKZf55u4tXnjhBWRZZm5ujnv37vPVV18RjkRRFAfXnnkGRXFQq9UsNpZHLPk3tuzyYi6Xs8fZjUaDsbExAHp7em1skappfHX9OsneHlRdo7e3l3yuQKPRpNNROX/+HLIsk06nyWSyVMoVnn3uWcKhCA6ng6+++oqT42OGBgdZX1sX6HprX5FIJHj8+DH/7t/9OzweD+cvXrAfzq+99hqp/hSKrLCzvc3i8jInuRyvfOc7eHxefvXeuyQSCYaGhggFgzgcDh7cv8/j1cfk83khqXO5LCirzFNPCenWz//q50QiESRM6rUqK0tLBIJBOh2VTCZjj8IO9g84e+Y0G5sbdNpNHj54gMftRZIE8y97nGV4WKgGrl+/YYWebv5a58SvfaDE43GWlpb44IMPuHfvPsGAeJBlMhnm5+dxu93s7+9z8YknuXv/LsfHWarVKhsbGwwPD/PEE08wOjqGwyGwHIqkkMvl6elN8vzzz7O9vY2iKNy8eVP4rgcGyKTT9CSTEqgYfgABAABJREFURGNRpianePx4g+xJHtPUWX28ysVLF3G53WQzGc6fP8/JyQlLS0tMTExQqdf41QcfIMsyPp+fcqXCxYuX6LRVSsUSV648wWeffcLOzg6JRAKtIxbX4+NjHBzs8+DBA7s53lFVvB6vvZButzvk8jmGh4fp6enh1q1bfHvzJtPT00QiEdLpNNWqwKj4rGV4tVq12E7iASNbnvmJiXEWF1e4evUy2UyGYrHBE08Mi0JeqyXGFB4Pfn+AVCrFxx+vkkgkmZiYpFoVb0zdZn88Hsflctm7l0QiYaNaOp0OHYv82nW1dBfN3XRWF+4YiUSQJMn+9bsR125BLx6PYxhiH9K0+isnuRNUtSMse16P3d52u924nS6cioN6o4E/YOXZTdH9iIZDdFpNtLaOIoEpmaCraLpYyMuYRKNhfB43mtpB0zq4HAqSKQ6HVqOB6XSgdtp4PR40CztTLOaRgFa9jtftRu20UdttioWi5XgXtxG3223/vp1OpwBnVqtI5l9/jyRJFnl9w8ThUOxDvWF5TLoHjaRpSLJIdCGBIjusBb1u3YZ0fD4/siTh9/pQEH+WZfB5/TidiiA9mya+gB+Hw4nb6yUYCtLWdCQjxFa6hCKp1BsVnB4nzY7MwZHw8ShOB/VGnenpSYYHhykVSuia4KmVikWKhYKdOrtw+RLb29sY7TY3v/2W8+cv8J1XX2Frc5N6o878qVP8m3/7h1x58knhJzEhfXTEuXPnyGSzeDwestlj3G43qVSK3EmOxUeLtJotRkeHxAvh8TF+n48XXngBEKSNUMjPp58K5a3H5ycYCAiMiC74Zlubm/bn78yZMxSLRZaXlwkGAySTcaamJjg+PiESidDf34/P52N7e5uenh58fj8DA4P2off+e+8DokNXLBbp7++np7eHTDpNpVph4fRpHq+v86/+9b/ltde+w9NPXyMQCGGaMDQ0RD6fR9PazM/PU683GBwYot3qcFg9xOfzkepP8fXXXzP3/By1ak2kyqwC8cHBgUiVdoT+eWdnh83NTUqlEj/5yU+IRqPs7e1xam7eFqYpsszgwDB//+//D9y7e4dkMsHgwCCq2uH+vftkMhmCAVF01gyd+fl5BgaGyGbEs7ZRr9Npt3n+uecIBgLcvn1b6L8jMXw+L5igqSrTU5MsLS3ywQcfgAmvv/4GHo+Hf/SP/hGPH68wPS1uTaVyFV0XP+cjI6O/2QMlm83S09PD0NAQU5Mz9jW3Xq/z4YcfEgqFiMViPHjwgGazIQqPjYZdrIvF4mQyWeLxhK2PjUdjbO9s/TfKUq/Xy+uvv87e9hZnTy8wNDTEjRs3+PzzTxkbG6ataUxOTHDjxg1u3LjBxMQE8WiUYqHI3Nwct2/fFnG6YoFmS6XZbHD27Fnu3r1Pf38/fX19KA4Hg4ODPPvccxQKYt/w+Sefsr+/z97eLpOTEwwMDHB8fCyMlKUium6wsbXFhx9+jMtKQ1UqFcLhMIlEggsXLtBut0kkEjZe5vHjFS5fvEi5VCYQCOD1erl16xbDw8OcnJzw8OFDPB43k5MTHB4e4PN6ef65q+RO8lSrVZLJBFpEY2JigkKhQK1W4+LFy9Z+pYrf78PtdrO5uYlpmrjdwo1RLpdtGZeu64yOjrK+vi5mo6GQjQvp+uvFm6OKx+OhWCza461kUuTpu43w3t7ev+G2F2/2utpB9nqIRiMUikUReW13xFjHNNFVDdPhRLL8Krqu4/N5SPX3EvD5KBcL1KtlWs06imQSDvqQMZEM+P+x9p8xlqV3fib4HHe9N+G9j4yIjPSZlVlZLqtYLLLIpimSraZaas1opJYwuzNY7O4Au8BisFhhVzPYmcVgerUrrXokdbfY3WQ3WU0jlmO5rPQu0oX3/kbce+P6e889Zj+8Jw5bn8QBWEABVYWqrIjIiPOe9////Z4nHBSeEU1RKBULmE0dv99HU2+gKjJ6oyZuIKYgvdrYJJNxQgE/lZKGLEkE4hrFQoF6tUq9VhWWROdr1Wg0XH2yi0SxbGqVKrbp7JlkiVAkTLlcxjJMLEul6aTDjj8fQSwQ2HrLWe4rTpHTtm00VUX2+bAsg3DQ7xYYZSTHcw+aR8Hj0VBtxR2JeTSFSDCAT3PYZIqGpXhYy5SoWXXCoSDRaNRhwYVpOIw6j6bh9waIReKsra2iSiqd3V2cOHGC9c0NdKNJPJjC57D35mbnODjYR/N00tndxfb2Nr6An7/393+Pjc0NrrxwmXK5TDKdInckrI/xwUE++eT/Q39/F81mkwsXLvDsb422j46O8Pt8nBgfd3tQIunkFSOfYpH9/X0s2+bqy6/w+Scf09vby4ULF5ibm3Pd7AAtLS1UymXy+RyPH8/w9ttfY3d3z30R+uijj3j77bcBy6Fn+Dh58iRXr1xhY2uTF154gf7+foaGhnj//fdpbW8nHo+zubXF2bNnOHFinNOnT5PJZAgEg8zPz9PV1UV7RyeaprG5sSmcOxKsr68zNjbG7OwsfX197O7usrCwwMmTJ1lZWWFjY4MPP/wQTdMYnzjhQmdv3rzJuXPnePbsGaVSieHhYdZW1yiXK7z00ksYlsn9Bw9YXd/kxIkxzl+4yPraGo9mHuP3+fD5AgRCQTq6u+jq6qKjo4P29nZOTZ/mwYOHIqxSq1EsCsxUMpmku7ub9vZ296VzevokiiozP79IvdbANECWJdbW1giFA+zubSHLCgF/iHAoysLiMpqmEY/H6erq+u0eKENDws5Wr4u5eV9fH36/n42NDZctJcsyc3NzJFIJrly5wrvvvsvIyAgA/+Jf/CvefvstfD4fFy9eZHd3l7nZWXS9wc2bN7h65UVUWSEaCiPZMDw8wt7uHgP9/RxkMszPzyMrCldfeRVFUeju6SEcChGNRkWEVJLETcOyuffwEW+++QZXXnwJ0zTd3oBhGJiGsDguLS1wVDjiwYMH7O7uUiyXGBgeIpPJkM3naFqmW+YbGRnh4OBQoCecRvrU1IQblz2GqB3Px9PpNOl0imazIUYFgRATExMC/3//IbpuMDo6SjQa5fDwAMuyWFpa4o3X3yCXzblGSa/XS/7oiGw2S7FYJJVKsbS0JFwpskw2e+DOZNvb292Y7vGt5ngJb9u2qww2DINIJILf76dcLrsppGw2695ujhvtgnoqsDiqKkpRui54XLlcnlqtjiJLFEslYvEYkUjElX7FQOzVNFwsTEd7Oy3pJLZpYjabbG6s02xUUSTweVVMQ6dcKhDwelBUGVVRKR4d0WzqhAIBkokEzWYDowm63kDX6zSqwiYp5FoKVSfJpymCZmyZlvDL2yKBc/z1wfn4arUakUgE27bFbU7XnVGC5GBWPCiKJHhkpollmTQadfd7HkCRJLAE8LHZaIi9hWlQa+pomoqqyGiyRiAQQZJs/IEAmiJ0v6p6vJOxUFSZoN/v+GcsAj4vfq/YRZm2jd8jkwirVBpAucnqzgENwyKeSOJRvcRTQe7dvUtnzwCa18/4xCRLKyuUqzVy+QL+gMD0rK2tMn5inHIljdE0qNdqlEolKpUKB4dib1cqlRgbG6dYLLG6ukomk6G9s4O9/X1RoC2VOHNmimg0yuzsLKemp+nt7SWRSNBoNOjv72dpacmxXkZYX1/n3Llzbnn26bPnIu4fCbO6sszs7CylUom2tjba2tpYX19nd3eXyclJQiGB6p95+Ihqtcq//bf/jv7+fg4ODph/Pkt3RycrS8t0d3Xh84hk3u2bt7h69So+n4/ns7MsLS1hWRbj4+NuKOR4T7myssLu7i5Dg8MEAkHmZmeJRiKEQyFkJC5dvIjP5+Phw4ckk0k2Nze5ffs2n3/+OaOjo1y+fJm2tjbm5uaYmJigt1cEjAYGBpidmyUejXHttdcoOa33493I+PgYjx4+4sSJcar1GqZhks0dkckI+2ixIhh+W1tb1Gt1urr6eO3aaywvLSErGk3D4m9+9jM3ltw/OEA8Fqevv4/dnV1UTePPfvADOjo6+cf/+L8gHo/j9fqYm1vkxq0v6GhvJxQKU6qUKZRKXL9+g1hU3Bg//ewTXn3lVe4+fYJpCuHcS69+6bd3oKRSKTddNDc3h9/vZ2lpCY/Hw7lzwm64vLyMJEmMDA8TjUb47ne/S61Wo6uzk+9+95v86qNf8b3f/V12dnaQJRmf38/TZ0/Q6w22HRja4eEhv/roI77yla/g0Txc//wL1tfXWJhf4IIz0lEUhUa9DrbNp598gtk0CIdFkec7333HXVA3GuKNvLOzg9bWFoEmCYUcnIjCBx98wPT0tEtenZ6eZm5ulu3tLdra2+jp6QEQTvvWVpKpFuqv1NnZ3GB1NUgqmWTq5BQej4e7d++STqfdt5BPP/2U3t4eVpZXUWSVcqWCJEE0GmN/f4/29mkuXrzIjRs3SCQSzsOtjmlarK9v4PWKxW4wEGRgYIC5uTkqlYpIfdRqSBLE43EajYYbSDh+KEajUQKBALVazW2tHy/ahSq46P5ax6yyY2LucVxR9FCaToFV6IKPm/CaplEqVVGUYwWwcHxEYjEKhYLbDPf5fIDYH0QiYYIBP3q9TjQawWg28GoKPjWILFlUK0VkRHor4PfRqNeolEtUq2U8moph6FiWgSwLEnCjVqVWraHXG5RLJSzErUPQkY+QZYl4NEqlWqWh6zSaOoFgkMLREV6fD9MpJkYiESzbxnLwKKZpgYPabzQaSMg0mwZNXcc0mhi27R7MqoOWEaM9QVyOhMN4PRqGIaFpKh5NJRwKO/RpH7IseieWZYJkC92yKWgCtm0JvItloakaiiJEZACWaWHoOiFvgGQkSKVRxO/1EE3ESCTTxBMtzD9/go1CNp8nnjskFApx6vRpatUaAOFIlGD+iHw+z/bmFh5V5fnjpy7O5zCXJZlMous6y8vLzM7O0ZJu5cUrV2hpaWF/b5/W1hZkSWLv4MBVCW9tbbGzs0upWKStrc1B//hob293y5blcpmt7S28Ph/xRAIQ5deQHWZpaZHzF86zt7tHvV6nt7eXTOaASrXOxOQEn332GX6/n3gsxonxcZ48f87q6gpnz54lGo0AMDc3h9ej8dWvfMVB0eexbZv5hXk3nHL79m1XAXE8wlUUhStXrrC2toaqCT7b93/v+zx9+pT79+5z+vRpfvCDP2d6+qRgCB4ecO/ePSRZ4tSpU/T397OyssLz58+pVH7N8VJVlYcPH/Lnf/7nXL58mdbWVirVKl2dXWxtb1KtVhgbH+PoKM/8/DwTk5N4PBrXrr1Go9Fgd28PTdM4f/68e8N75zvfcVUXW1vbbG5ti4J3MsFB9pBao45fF2GjY7f9N77xO3R3d/H48YzTEUzx8iuvMn3qFIXCEeFwmPX1dcLhCOfOneXx48ccHh4SDoe5c+cOK2urKIrKO+/8pzle/6sOlNXVVZLJJLIs9gqqqgoUu8N5am1tZWhoiJ2dHWq1GuMnxslms8zPzZFxWFtXrlxGwqapN1iYXyQWjzE6OoZtNEkmktxxHsoCJLlONp/n5NQUX/7ym/zyl7+kd2CAx48f093VhaqqPJ6ZoXgkaKXd3d2iAFZv0NAbeH0+FhcXaDQaDAwMcHh4SDQSodnUkWWJgYEBxh1p2N+O0iaTCSqVMrZts7i4wEsvvcx/+9/+3/jP/+E/IJlI8cILl/msVmNtdY1GvUFrWxs+n4+zZ88iSRLPnj1jfX2der3B1uYWHR2dlMsVbMsmGo/ypS9d45NPPmF/f5+uri5GR0exbZOxsTECwQCJeII//bO/JJUM4/EIXMqnn3xKMpX8WyNEg2hU3DLq9bq7OC8UCnR1dbmpOdWRQB23d/+2PyabzaI46PiWlhaXUHw84jJNk3A4jK7raJrmpst8Pp9zwGjO27sYIdXrOqViydXzHo/fNE0jnU4Ti8VoNGo0EUt3y9RRZEn0lkyxZDctA9OQ2N/L09QbINlIiBEalkUul8U0Der1Goau4/Fo+L0+5/9fd9S7MiCw+LVqlXpd0AQMvYGmqO4YyjBNTMvC4/ViOA8Yy7KwEAkyA9z9yDEp2DDE4tw0TcFAUwWry+/34/f5sG0L02iKZKKmEQwFkCShR07EYyLm6exdTKOJLYlxmKqqyBJg2zQbwqOi+gRQEyQajYboIzUNVJ9JJBAk4JHxKja1SolKIMhBNkuuUMJUZFbWVxifGKdaK9HQxS1A13V2tnfp7uqlXq2zODePx+tBVhTCzggqlUySbmnhzJkz/Jt/8284c+YsHo/XBWIiSYLVpyjU6wKBPzs7SyKeYG9vj77eXvL5PF6v1y0M3717l9bWVsrlMptbW6JQ7KDkj8eqmcMDsOHKlSvs7OwwOztLo9Hgra+8iel87/b19dHS0sLq6ioTJ8Y5ODwkkYiTcqgQXd2dzD6fJRaLsrYq4rOFQgHN42FtY9150Siwv79PR0cHhmHw/PlzpqamWFhYYGBggFAwTCwW58mTJySTSY6OjvjLv/xLFheXeOGFS6In9+wpJ6enSafSJJw9yPDwMDdu3GBwcJDW1lYKhQK3bt1ifn6eTCbD1tYWPp+Pzs5OHs88AhmHuhzj61//Gh+8/xH37t+jXq9TKB6xvr4ukl39AxiGwblz57h+/Tq7u0ItHImECQZDDI+Ocf2Lz/H5/Xi9XuKJBKlkkqXFRapVMeq/fPkFNjbWuXnzBh6Pl56eHjY3NzFNk4mJSeLxGG1tbRSLooQ5PT1Nf/8A9VodyzTY3d9jdXXt152d39aBYlkW3d3dbG8JjHhXVxc9PT38xV/8BZqmcXh4iN/vZ29vD5/fQ8mJ2JVKJVpbWwHcWNvIyAiBoI+DwwxdnZ0ubmVrd4f9/X1CSoj1rU22dnfYzewzt7CAR9PEIbGwwFE+z5UXLhPw+Zl59IhKpeK6zJ/PPhejGo9GvVFzFshN1tdWHLS66rpCrly6xN7eLvfu3UNRNPZ3dhjo7cPv9dJo1DnIZHgy84j/8p/8I/KFIqGeINlsjqsvvcTDB/fdA+zJkyf0D/QTj8e4f/8+2cMsL1y8RDgc5vGTJ+i6zmEuy/DoCLVajanpkzQbOjdu3KBaFcXFaDTKo4cPaW/r4O/9/u+Sz+e4c+e28FvE44CwHZbLJZpN3b0tmqbJ3t4ehUKBeDzuLtUNw3CR98dAx1Kp5DbXj9NNx7TXYDDIysqK60vx+/1O1+TXy/3jH9JkMonP53UW2sJGqWlVDEtYGw8O8tRqNdra2kRXxrbYWF8nGg7Smk5hGTr1eg3bEj5529Rp6nU0VaZeLtJs6qiKjOzUx2XHKunxiP2FruuYhoEiy4TCQYKBDvKFIxctr8gStUoVWYKmruNRVAIhH2UnBt1oNPH7A+4h0tBrKKoHTbUwmjWCwbCDoW+K8qUmlus+nxdFkVFlwSsTUXkJw2gSi0acX7uGoiruuLDZ1EFT8Xq81Gs1FEWmVCo6GmMJy7BBAUVVqZYqeDwagXAYv9eLhISuizSZXq9iGBaWJKPICt1tMTKHh9jVGgG5yfbqAol4CFkJo0km+cw2/kCY1ZVF+voHiURiJJNp4rEY7W0dzM0+p6WthQuXLrG1s0O1XsO2bJ4/fcbC3DwDff2EAkG8Ph+hSJh0awt3bt/hd37nGxSLReZm5/jmN7+FoijMzs7y4YefoKqa23nyen08evSI1tZWtra3CIZD5HI5NjY2HJyQ4I2VqxXOnz9POBhgZmaGcqlMX18/lgQPHz1ienqac+fOuWK5oKPathGhibaWtKvVqNWqPHxwn7X1dSRJZmbmIZFY3B35jo6OMjg46L6AHdOD11ZW+cVPf0ZPTw9DQ0M0GzUeP3rE2NgYoVCIc+dEmvTMmTNU6zU2Njbo6+0jlUrx8OFDbNsmGo26oaCHDx+RSMRZW1vnwoXzxONxdrc32dnZYmNzi0svXGRgYACPpnHz5k2KpQKmabG5tUVHZyeqJLG1vsbS/ByxWIxwJEL28ICPPnifrZ1trl69yvT0NDdv3qSzrY2x4REnRSleHsfHx/n5z3/O6VOnyexl2NzYIBQMYtsy0WicaDTC48czfPDBe7z++ut4PB4ODrKsra0Jy6wiI8mgqR5SyRTnz55jYWHht3ughMNh/H4/a+vr9HT3Mjc3h2EYDAwMsLq6Sjqd5uDggNHRUbZ3trh37x6jo6NMT50kFArxb/74f+HMmTMoisLPfvYz3nzzTaZPnmRoeJh3332XUDjM8PAwhmGKkphpMTe/jM+n8eqrr7K5tcV+JiMitJqG0WzS1trKwDe/6XKV5ubmXIz98+fPeOHKCxjNJtFIhM5OgedOJJIEAn78Xi+5nHCoDA0NEYvGuXnzBvfu3iESDTM9PU324JDV5RVee/Uad2/fYX5uni996U1mHj1gdFQEE47x+MFggHgsRm9PD82GmMNns1l6e3upVsWMen5+XtCFj/IMDQw6D3yLer3G0tISqaSAO25vb7G9vUUikcDv96OqMpVqhY2NDc6dO+POpo8Xy4qiEIvF6OrqYm9vz5WEDQ4OsrKyQi6XcwnDwWDQTTMdx4UtS7g42traXFT+cQLqOK0lSRIej8e9yfj9fuefywKRX68hWbiK22hUYF1EnFhAPCNBP4WjPKbRRNMUwsEAkiKjGxa63sAyJRRsfD4vEiDbFrYl9hbHQErTFB+3JEkYumixm4ZJpVwWHna9iWGbmIZJo9kUUd1mE73uGBRVlYIzDjiOCR8Tik2nh3P8uVqWharazufrw8ZyFt5eh5YcpFqpUK/bqJr4OvkVP5omdjDHbLTj2LTH6yGbzVGtVfFYXmRZwTIMJILUKlU8qoKM7NxYJBr68ccoUdcNJFnFaJoUKgf4g1GSXomY149HrhGJqqDBUbFAX0uciE/j4GCXjnQSFZE2DIVD3Ll3V4xBfV5sJKoOE69cLtHZ1UGjUafR+HX6b2Vl1SlGCm/RzKMZ2tvbiISj1Gs1Zh4/pquri7GxYebn55mamnI6X0sEg0E2NjcYdCYIW1tb7O3tkUgmSaXT+AJBlpeXCYfD3Ltzm7U1cbMYHz+B4hG34r29PdLJFAvz867LPpM9AGBzc4PhwUEODw9YWlykXCrz8ccf02w26XE6GMFgkFMOh69Wq3Hnzh3q9Trnz5+nr6+PL65/QdnpGD169Ih8Ls/v/p3fZXV1jXq9zujICGtra5w4cYLh4WGy+RzxeIxiqcDBjMDxZzIZBgcF4HFlZcX5vlFJp9J4PR4mT5zg/v277OzuYNk2q6urXLlyhY2NDW7evOm8nPfS2dVJd1cXsmTz6ce/Yn5+nkg0itfjYWBgkM6ODvb2d2k06vziZz+nUqsSiUSYnZ0VxtVikXAozNj4GK+98iq2bfPzn/+c7q5OouEI2VyB2zdv8ez5LKoqi714o0l3VzePZ54QCARYX1+nWq06JPltUokkekPnyZMnfPf7v8UDJRAIOJ6DNrq6urh+/XMOD7OcPn2Kvr4+KhXxwBO3lF3yuRySJLG0tERnewff+J3fwbItFp1voJmZR7S0tPDo0SOmp0+iaWJn0NrWJgQ8fX0MDg4JbtXxG3axSH9PL+trazx58oShoSFxTSwcEQ5HuHjpErfu3KZWr2NZNvl8npZUmo2NTQ4ODohEIgQc9EipWMTvF2/tx9a7SDhCuiXN48czBHxBlpeWGOgfQFNVkskEs7NzjI2N0tXdRbFY5ODwgFqtxsLCkiCQLizwwuXLTExMMjs7R71W4/zFC9x/cJ9wKExraxu53CFLS0sc5fME/H7a29sEat62BeCuVKHeqNPR2cFR/kgUqkoFsrksw8PDtLS0UavXef7suYOIV9E0lXA44jb3/f4AbW1tVKtiQX1sqEsmk24R7BjLnslkCASCeL2yo0dWaWlpcRf6lUqFYrFIKBTi4ODAfQAfE5hVVUOSQFYUjEaDSkV0V8rlCrKUQUK4VPwBP5VqlUpRx+vR8Ps9FEwd22xiNBvIWPg0L4ok09TFCCzg86JqXiRJMKQCgQBeT5ByuYQtSSiqSqNep1apOstlgUjxaioWJk1dFyMzvUnZiW1LQMNZvItdUMlNVVWrVTQHnKnIsjPGMh1kTBDLMkgmkng0TSDsJZCw3V2RZZrYmMiyx0XcH0ePK47C2DANFMdVAs7NxOn7eDVxs5YlCcs23cPEMAyq1TqK5sWwdPKFIvmDHAGfj4Dfg6qaNHQDgyahoASqhWKUGe9MUdVNFG+AWDJMqaEDJnpTJ5PN0tLSymeffc7Q0CChkOC1SZJMT08PmYMD1tbXURSV3d1dRsfGSKdSZDL7nBgfR5HFDWx8fJx4PE6z2SQSiXDz5k3yR0esrq1Rr1YZHRujXq+zvLzMV77yFebn59nZ3aWtvZ3l5SWePH7C0sICiXicvr4+8jkxMmtra+O9X75HrVajWW8Qj8c5ceIEtm1z/eYX5HM5GrrOwsICtWoV04nGe71eupyReGdHJ75giL29PZ4+fUp3dzezs7NEolGRiqrXCQbFS4HX56W1pZVoNMqTJ0/p6ekhkUjyJ3/yZ6Rb0piWxY9//GOmT0/T1dlJV3cXa2sb+AN+hrtGyOzvMzY25qKdTNPEo2lutaKlpYVwJMzpM2e5e/8ea6ur3Lx504V6Lq+sMD19ilKpxOrqMoqiMjk5xcb6hni2XbxELpejp6cHCchkMhiWybVr1/hn/+y/4/Ll89y7+5C21hT7+/tMTk6yuLhIJpNhfHQUCTh77gLPns/y9a9/nWgsyt7uHr/4xS84yueoVsrkj/IiCFM4QtM8LC8vE43GaNy6jeQEWX5rB4phGKRSKcbGxoT4KRqmWqvg9XlIphL4/F5K5SJ3791mc22dWrXG9tYWyDKTU1O0drTj93uxJZueni5xOt++QaFQoKenh6tXXqRYqBGNhPF6VLY215Elm1dfeYnl5WUmJ6YIBf2sLy+ztbHOk8czzqLWYn19nUAwiNcf4K233qJarbK2vk6lVGHfFCiOubkFFEVheHCIaqXC/bv3OXHiBC0tLbS1teHz++nq6aFwdMTE5CRffP4F2BLRaAyPz8v4+BjZ7CEzT2Y4d+4cvf19lKsVjnJ5/rP/7A/I5/PMzMygaR40h0+V2d/n+uefs7G+SjQao72tFZ/Xw8T4GHt7e1SrgoX22muv4fVqdLS34w8Eefr0KdGYiOEWyyXa2juQFdFYR1KQJIXTZ8+Sy+XY2tpianyCIwc37vX6yeXyzsK+TlNvIiO5h6+qqq4DRdd1fD6fSHqUSqTTLWia5iRzwu7s/riZ39raSiaTcZJeivMW3qTRqGMZTSqlMnFnPFcqld0ZtubxiGZxvY6Mjc8r/O3NZhNDr4Nl4NUU9Hodj6bi0TRUWXLHb3q9jiYreFWNhoOMt2wbr3PTikSjzgO7jqII/4XRbNJ0vO/5fN5t9ev1hqvnPbYlNptNJMCjikSbLEloqkwiFkNTVfRG3cUJHUdZj1XLHq/fTY4ViwU8mipuHg50Mp/PuWPGY1W0R5bwqBqNWh3DGT/KioLH68OyLWxE1N5GoFkKhQLFUplYzIOhN1GQxC3b58PrUQkFA8iKjIVNo9Gk0WwCDfxShe50DC0QpGwWKVertEaD3Lj3mKZpkUwk6e3pAWz29vZYXd3ghRcuMzAwwAcffECrk7jSNA1sm+npaZ4+eUKpXGRxaQHDFLs2gTyps7e3x/DYKLfv3iERj9PW1oqqqqyurgop2Oys2DO0t6PX6/i9XqZPTqE7JVG/x0fniUmaDZ0//dM/JRQIoqDg8/mRJHj33Xe5ePEiF8+fZ21tzb1JT73yCnNzc8zNzeHzeF1IZjqdotpoYjlBisPDQ/r6+piamuLz69c5OTXFvfv3kB2C+ejIKKMjY6yvreELBIglErz9ta/i9/v55//9f8/IyBBXrlzms08/JZPZp1bXOXP2LHNzc7S2t9HS1ko2m3XjxB0dgrhx69Yt/H7xOezv7tLb1c2j+w9oVGuokkwwGKS7p5dSqcxeZp9z5y6gKgrZbJZKVezA6o0mnV09DI+MiRb/mMXTp8/4o//5X9DV1c7LL7/MpQsXyWazvP/++27H7MKFCxwVi6JGYCzR29eDrErk8lnK1RKVSokf/OAHNBo63V3t+LxeZMnmxasvMzoySqlUcnaF0m/3QEkmkyQSCZrNJuVy2S3GqarK558LnShAR0cH48OjImmRz/Hiyy8RiUS4ffu2eNOsiJjmlStXyWaz2LbNxuYGP//5f+Ctt97i+vXr+Hw+1yBmmibnz5+nVquQyx6QSCYZHR/jww8/xDAFPqGrq0vAzpxFsCRJrvu7r6+PjY0N3nzzTbLZLC2pFHnHufLo0SOazSZf+tKXaOvsQHF+cxsNnY6OdtHWVWR2dnZEdnxkmGg87hJKT58+Tb1SZXd3l2QyyRtvvCGkReEQqqZy7vxZ9vf3OXlyiutfXOf+g3uk0y1cvnLZTV5tbW46DzydXP6I6rbQA2ezWfb29rh8+TKbm5tkMhkSCbH87O7pYWVlGdu0SCVTrK6uUKvWXKTL0tKSQww2sGyTeCIJEs7SWuxejv+QZcVNjrS2trK1tYUk4RKLVVV1F7AgorbHYyHTNF03dSgU4vAwR7FYwuPxEIvH0PW6+2BVVbEz0DQNFJlao44mg2E00SQwTaeFronWfU1vUCwKdLtowyvs7+9jmE08Ho1wOIxhmkQiUSG3ajaxLBPZtmkaBmXnh+hYbqVpmpvisu0msixTqVTd8Zamqk6SS0f1eEkkEnR2tKNI4PV4/hamxaRYLLrjLFXVKBaLjibXhyxLlMtl98AWYzoRw7YdrLCEeMlRZRGKOLZumqZIscmyQr3R5DjiJeLaTWr1BrVaXXhZPB6RVAt4kRUJVRWOFtNoItsmkiRujEcHGSKxGumWFgZ6BhityiwurLJ7eMThwS7h0CAerwBfKpJEuVRkZ2eHc+fOuQSBnR2xVF5bXRcPF0lie3ub/f192trauHjpBdbW1mhtbRWASEUFy8bv9ROLxykVyxweiJ+3aDTGUT7PT9/9KRcunGdkZARNUfnVr37F0tIyV1+8SrEkRqQ+n4+bN78gFArS09ON3+9n7vks7Z3tXLx0keXlZTY2NqhUKnR0dLC3tyd2XX4/mcMDDg4PePnVa+ztZ9A0jbfeegufz09mP0M0HOPzz6/j8Xj4yle+IkqI9QbJdJpEKoXX56VQKKBoKpvbW3R1dRAJh8Rh4/Wyvr7OwWGOzz+/wR/8we9zdHTEL37+C3EDbjS4dOkSCwsLPHz4UPwee8Q++ThaLMsyR4UCE1OT9PWLZf7z2Vna29vdqHAsHuf1119nf3+fW7duUSgUmJycxOv1EggEGBkZIRgKce311zg6OuIwIyYP/f396LrOqVOnODoSy3av18vQ8DAer4/PPrtOs9nk2bPn/N7v/R2Gh0fp7OzAtkzu3LlDNBal3qixu3tAa1sriWTyN17K/8Ysr//r/+X/wPDwsGOdE0VHsaj0MT8/TzAY5A/+4A+YnZ3Fbhpsb+/Q0HXOnDvrxNLCyJJMPpcjkUgwNj7Oex+8TygUpFQquR4SWZZpd0ipTV1nZWWVS5cuAkI+df/eXa5cvsLu7i4PHz6kq6vT9aycnJ6ms7sHXRfJrlKpzNLSEjMzM1y4cMH5hKElncYwDPb3993fPBML2zTp7+un0WgwOjIidL0HGR4/eUI2m+X3vv99JEXm4OCABw8eEI/FOTU9Tb1WY2FhnnA4TDAYJBQOs7GxLq6b4+PEYzE+/ewTZFmmWhU/3JIkUa1WGB0Z4Vcf/YrOzg6RjNKbvPzyyzx48IBbt27R1dVFpVJhcHCQaqXK9vY2iiJTLBXo6e6mtbWVUqkkbGxOn2JxcZFoNEq9LpbuyWSSfP6IZDJJvV5nd3eHvb09F0dx584M4+ODKIpCPi9SJJnMvrvUV1XVtTfatk0gEHD7Jsd/mKZJJnOIJAmAoeYFTROdnLa2VpFM8fvxqBKqAoosYZs6miLhUcRfK5KEZAsdriyBosh4nYe92RQlVUmW8Pt9aJpGMBikVCxiOdgYo6ljGwa2aVItl90H4jGjzGiKMRjOIaU5txFJkpAkMZrTHNdLLBYlnUpQr1WpVSpUq1VqtToScHR0hCTLqE6azrZtdCdirTr7EsMwXAmZbdtYlolhmIJ+7HhhQoGgQ0EIIkng9YqbgKopWLYtFMKWTT5f4OAgTzAUoVavIykKXo9GOpXE5/Vi2YZjepTQ9SbNpk61WsO0JXxeD5GQn2A4SDiWJNE1hOlP8i//5K/J5Mu0drRRb9RJxON0dnaxurrGYS7Ll974kqBUZw/x+cQYqVatsTS/RDAsSrGbm5ucOnWKqZMnqdXqVCoiydXe1i5CHXqTqONb39zc5JcffMDg4BCXLp7nr370V/h9Pvr7+mhvb6ezs5NC4YgPPviAvv5+gsEgkUiEhYVFbt68w/e+9218Xi+LC4vkjnKkUine/PKXuXnzJh5n9DbzeIbBgUGePn3K1tYWre3tTE+fxjBNHj9+wvDwMG+8/gYPHz6iv7+fp0+fcHB4QFtbK+FQiEgszlGhwP5+Bs2j0dvTy4P79xkbHePHP/4xzaZOvVajr6ebq1evkj0qEovHKBaL7O3u8auPPuLUqVMEAgIOurmxIfYwY6O8ce0atVqVvb19Hjx4QC6XxbLg9//e36NWrzM3Py8kgqWSu/dMp1J0d3W7wZjr168TDocFTy+b5dy5s3R397C0vMSNGzc4dXKanp4e13ezsrLC/fv3OXnyJKVSiXKlQiKZorW1lcXFRc6cOUN3dzcb6+ucO3uOnZ1tVlbFIZ1IJAgGQmxtbfHi1as8fPiAf/bP/8f/5Dnxv0IB/Jzd3X3Gx0exLIvz58+7gMX29nYSiQTb29vComcY6M0mq2vrtHd2MT+/yIkT4/i9PgKBIHt7+yDJHB5k2d/bI56IMzk56R48XV1d/PEf/zEXz1/A7/XS39tHLpcjHInwjW99m4XZOSRZYWJigq2tTS5cuCBy03fvUKqI8tDt27exbVyP/P7+PrFYjMPMAZn9fa5du4ZlWdRqwm64uLTIQSaDqigEg0GePH1CqVRC13Vefvll5ubmuH//Ho1mk4sXL/LilRcxdJ1YNMpOpYJtw+zcLCdOnGBldcVRBRfZ3t7m2bNnGIZFb2+3mN02Gty/d49gwE9nRwedXV00GoJmu7mx6YhzBG7+3LlzvPfee5iG8J3HYzFM06QlnUbVFKG7BddaWa1WXUBhf38f6+trbGxsEI3GkWUFVdXo7e3F4/gz2traGBnppVarOh0f0fM4joZns1k3EfZrLzwuyv04Iy9ixQEiESHUyuXz1Oo1LMt2mWGKLGNbMp5gANPUMZsmtmlhKxJ+r4pXVd1kl88xI4quh4QiyW5EGaBaqdGoO1FfsymixI0GtmVRr1UxdZEKOkbP+Hx+ZEngVWRJFjBG00JSFULOSC8SDdGaThF3aLdGs4Feb1Apixh5zTlEbdsWgQBn1HVMbm42BT6kXq/TaDTc27KiyC6g81h/bNu2+Jp6vU7jWwVJolavITclZykuYVniYJFlIQNr6CU0j4TeNChVqhSLRWxbHIbhSAxZldCrDSRFw9AbFEpF4bVx9MOmvUj3WIDvf+er/L/+1V/QaDQ4cWIMr9dLOtXC5uYmw4ODYFuk00kWFueJxWJ89tlnnD8rFtnNZpOB/gGmp6cFG8628Xo0FCXC8PAQR0dHGKbKvXv3uXzlCiOjY7S2tlGu1QCJUDjCO9/9Ln/0P/0LTp6cJn9UoKOrE1XTKDtv08vLy3R0dHDq1DSKInN4eEBHezuSDMVCEVlWuH/vPslEkt29PUqlMp0dot1+dFRge3uHk9PTBEMhnj17zv5eht6ePlZX17h79y66rjM8LFBJh9kDdrd3UDSNfLFIa1sb5aMKU1NTqKrKZ59+SldnB4Ggn2q5yvbWJmtr67z9O9/gVx//inqthtFsYloWUycnSaWS/OAHPyCfz5PN5giFQ+xl9pmfn2dxcZHDwyyRSJiTJ08hSTJz84LRdVwMX1lZoVwWlORaVSRVM5kMnZ2d4vnY3cXTZ8+IRKPk83mezDxGkWRWV1dZW1vjT/7kT3n11Vfw+Xz09PSwvb1NNBrl7Jmz7OztuS/v4rkQ5cWrV3n+/Lm4nUTDHBUKeDxejvJHeDwad27fclTZ/+k/fuMD5fd///ssLy+TTCZd6ubKyoronIyPk0wmXZ/G6NgopmWRTKeIREO88upLzM3Ns7O9y9jICKlUivaODs4pCtvbWzyeeUzAH0KWFS5dukS1UuF/91/912QyGZ49e8b+vmDV+PwB7t67wZMnT0kkY0ycGMcwLJ48ecrExAlOTZ/izv172LZNd3c3nZ3iDf769etks1lOnjxJrVrlFz/7Oc+fPyefz4u0jilQ57nDQx4/fsz09DRra2tUq1UGBwedh3M/Dx48IJvNst3eQalUolarsba2hsejMX3qJMVSQXCPECPCY0HX1NQUqVSKXC7HnsMdSyUSbkHO7w+Iw68s5GTHvK1j8+K3vvFNVlZWaNTrrk/F7/cz8/CBgEN6PTx//pyWlha3L1Iul9ne3sGyRJu/2TTdmHEoFHLRIYZhkE6nAeGEiEQiLtfq6OiI9vZ2jo5EGe44Xnzcvj8eZ9XrdVpbW6nVGui67mLwjWZTqGNNk1AoLAjDXj9IMk3DFA54yUSWxeLcNgw0WRJMKwceqUgyHB8E8q8TWYCLi69WazRqdZp6nWqlil6rYTn8rOPdRbVSQXU00D6f14mO2miahqJIjI2N4dU0VFUWKS1sLFN2I8CmKZhYx3un4zFW1dEYFJzx2nGv5JhgLOLXTZdicIzvB5BVwe6SnUJpsynGfsdxZr8/gASoqoZl2zT0JpYNlWoNWZGo1Gqiy2PalCo1TFvB4/Wi2zaNhk69JuCgxUqRqGEjq4rYF+zt0NY/wdBgH5o/RCKecqK1ceLxOIFAgMXFZfr7++nrEVTw09NnaG/vYGlxkWwuR29/H8VikZmZZ/z4xz/l8uULnL9wnq3tLTRN8PpGRobZ2t7k1u1bnDgxwdDQEGtra6ytrTE8PMzXvv4VLl26xB/90f+b+SXhVfrWd95B13XWtzZ59dprzM/OIcsy5VKJNQd22t3djaKqznhWoqevF6/fTyQWp2latHd182o4gtfrp1Ao0tnRRalYdgIoAb785S+zu7vLBx98wNjYGPfu3cNsGnh8PsKRKKNDw+zsbPPH/79/TbF4RCgYJBwRk5CLFy/yl3/5l1TqNT768EOePn1KIBjA5/Xy3/w3/3sajQb37993Jy0nT045E4USR4UCTcNAkjX+zu/9XTyaxuz8nLvIn5ubY319Hb/Xx7kzZ130UblcZnNzk4mJCdKtLeTyeXw+H59++il9PX10dHaSPcxy4cJ5urq6ePr0KYuLi4TDYXp6elAURVQLigUmJibcl5pPPvmEzz//3FW127ZNOp2mpaWFhYUF+vr68Pl9jI2OsrCw+Ns9UHx+P6l0mnAkgqKqhCMRrr70EnHH0mdZFk3DoFarsbS8hOZVqet1iqUSZ86cIRIRp+nuzg57mT36Bvvp7ulG1+tcuHiecrlMOp3i888+IxgI4vN6XRR7Op3mwYMH7OzucvbcBXw+Pw8e3ncXxJIkce/ePVpbBR9qbXVVzChzRxSPCng9HiqlMg/vPyCZSnLxhUvoDZ184YjZ2Tm+/rWv4fV4OHnyJDs7O0QiEer1upg7Dg1RLpfdNvmlS5e4f/8+X/7yl1lcXBRo6u4u9xA5PDwknU4zNjbGw4cPyexnkCYlquUqfb19ZA+ztLa2EgwG8WgelpeWkBA7n3AoSDgSxuvxOGVIi/39fZq6TtUxIh4jbiRJRpJVPD6v8/YpMPWhUIhQKCQoy8EgbW1tmKbF/PwibW2t7O7muHChG1VVWF9fcw9V0WaPuIdEs9nk8DCPzynYpVIpGs6S+xjxXigU3ITU4eEhgYB40086M1cJSZgIbZtarY6qClx7U2/i01RsTJAkbOt4EW0hmTbYJrYq3tgFF0zGNk1kB7x43B6XJImmYTgjnqrQBus6siRhWjZ6Q8fm19Fg27bFOCsScQ5xC3/ARzqZJBqNOmEBE0mCRr0m/htsJFnG1JtYlo2qioJfrVBw//+Ws3Q3DEMsyp2dyPEIV9fFTeP4ED8+kI4P5YbecG5iCobRRJYVQKKpm+i6wVGhiGlbGKaB5vGgV2s06k0UVULC2Z/U6+zs74uOkcfjLFM1VM2DJSkUKlVikZB4cSkVCVZrjI6OUqzpZLN5YrEo+/sZyuUqpmm5mA6Q0FQPiXgCj+YhnW4lFk8QCoUpFku8/NKLXH3xMnfu3eHnP/8FZ8+dxbZt1tfXsZoW0XiMdDrFqVPTpFpbePLkMefPX+Pw8IBLly5QqZS5dOkCsqa6ARHDaIrGudeLL+AXNzlNY3Nzi9HRUS5eusSNWzcZ6x7HRqKtrZWjQoHPr9+ks7OD0dERQqEQ8VgCibzL0ZMkyeXcHWOHUqkk6XQanyZKnl5/gF/+8j2Ghwfo6OigtSXF3t4eiqLQ2dXFD3/0IwKBgAA+rq6TSCSYmpxyUoMeVlZWuHLlilMKbnDy5BSlUokPP/qEvr5+XnjhCgMDAwQCAbf3sbuzI4yftTqaovLNb36TcrnsYpbiiTi5ozztHR388r1fks/nURSF3d09lheXCQT8dHV1o+ui26YoCt3dYud08eJFAG7eukV/fz9HR0fcv3efjU0hImzUG+RzWd566yu0tbXg8XiEL8iyiITDtLe1cfP6F9y7e49/9E//6//kOfEb71D+4t//axctoCgKR0dH/1HrsrOz0+0sLC7McfPmTVraWvFoPmIxMWeMRaP09/fz6SefMDE5SV//AMViAUWSCUfC3Lp5kyePn/Cdd95xFbm2bYuT0ucjc3DA5tYOf/f3/y6mZfKLn/+MbOaAa9de5cGDh1i2xcjwMF2OUndpYYnV1VV6e4XfwbIsUi1pItEok5OT7O7u0mw2haEuKjSzp06d4uNPPkZv6NQbDcKhkCMWi3H98+subK23t5d4PE61WmVi4gQzj2eIRqMsLy+Ty+VcN8T25jbra+sMDw8jKwqVWoV8XsiAzp09x1E+76amXrz6IvWGaO3Pz82jOrRe0zQF56illcPDQ9f5YlkWw8OD7O7tCnLpxISrdLUsy5WJHSO8W1tbef58ltFRoRVeX19zMfa6rrsAOF3X2djYcN+yDcNwk15NR3V73H4+Ht/s7+9Tq9XweJx+hWXi8YjS5FGxgCKrJJJxYrEw6VScWDiEVwXb1JFMA0Uy8WoqPo+GpsjIioSsqph6E8myUWQJr1eM3BRFplariZRPvY5hNCkVjtAbdSTLol6pigKoLhI+Xp+XSDhCV2cXiiITCgSJRMJCX9Degt/ro1Gv4/UKaoKqKtTrNUrFIo1anYODA1RVYDnEjsRkd3eHQCAgoJFO7yAeiyHLsut6sW3b3aFUKmVwHv7Hv5ZpWoCNz+sTv4ai4Pf70JsNcQxaErV6naZpkz8qYqHQMJpUq3VscHoWAbwe76+RRLruFlZVVcWywePzEvB5CAW8hIIh4m3dxHvGuT23heIRBkGPpjEwMMDu7h59fb3CM5TLMzo6BiBKo6bhFAzr7O3tCgGZquLxeCgWC3j9Qlk9Ozsr0PctrXzta19ja3ubWr2GomnIssrS0iLb21t86fU3OMhkiMVidHb38OOfvMvY2AgnToyzv7+PJEn8u3/37xgbGSEajrKxIXhgumni8Xo4e/YclUqVo6MjdnZ2aGtr59atm7S3t1Mul+nvH6RcLJFMpZiZmeHEiRPcuHGLSqXM5csviDj96gpHRznOnTnDzu4u8/PzeDxeItEI0ajQ54bDYfyOH+jDDz/mH/xnf59HDx/y+adf4PP58Ho9XL16lRcuX+TevXtks1leeOEFDg4yrK6u0tbWztz8Ii+++KKrk6hUKpRKJVrSaUrFIpqmkckcIMsSJ09Os7S0xMrKCtvbO/T0ij3Jsaf+6tWrHB4csLq2Rl9vLwG/QCqtrq5y5+5dtyx+DNqsVCqoHg2vx8MLly6xsbGJz+fD7/dz+/ZtkXAbG3Nss3kCAR+KJHPh3AX+6I/+iHgsxtzcPJ/fffSfPCd+4xvKxsYGly9f5kc/+hHf+973KJfLfPHFF6yvi4elx+NhaWmJl156iYmJSZEacax2z54+59nTZ8RjMfq6e8jncty6eZNCsYgiywR9frIHB3R3dnGUy7O8vMz58+fx+Xzcvn2bbDZLJpPh5PQp/sMv3+eHP/xLvve973LhwgV+9rOfsbOzh2EKmVH/0LDz0Gu4V9yxsTGSyaRog6+u8u677zrNaw+tra38zd/8DYN9vWIUIYE/GKSto8NtO49NnMDn8VIsFPF4PAwNDVEoFDAMg3g8Tj5/RLFQwusV6SBd192d0OjoKJVyxXW8TJ2c4sSJcT766CPC4RDTjvp4ZWWFvb19jgpHaJpCKi3GEJINW1tbNPVfS5w0TXPlZYeHOc6cOet2aUIO3rq7u5tisegeEJZz23nhhYtsb29Rr9dobRVuiNXVVRKJBIVCwd0bHat/S6WSe3OpVqvOPsLnhjNEO1zsC7q6uigUCmQyB3i9HhdrY+gClOj1aAQCXmxbQlFULKuJIikgma6nXtd1TAlkRUbRxFgsEPChKQqm2XR+b0XnANt2bmsQCUcoWxaFQoFm03Ae3iKRdFxwSySE9VIGorEI4XCYaCiMaRo0mw0qlZJrWVQUBcuWMGzw+kXkuVQR6mGhBW5iWVVAdv05NccZo6oqNYfGYDSbzk3E/nWCq96gXhdQS6/XK25ADhtM13VkRThm6k3x16okARKKqiCZJk3Dotm0UDSZaq2BZUG9oXOc7AyFgpiWhWHbYoRWr+NTZap1CcUvQcOisJuhUW9Qype4cOEirW1tzMzM0NPbS9Mw+dd//L8QCoZcRH08Hmd4ZITMQYaDwwMs26ajq5PDw0OGhofY3d0V33ualzOnzyLLMrdv3+Kvf/xjwpEImcMD+voG6OzsJJlMkYzFWV5aYmdnhy9/+csALC2tOCGTCtlsloWFBYFV6u3FNk28Ph8erxdNkskfHXH9+hcuV/D8+fNYlkkmk+Ho6Mj9Pr764osc7As30M9+9jMnMVqjs7OTYrHI7s4OLa1p1jc3iYQjSDacO3OGH/3oR+RyAtRaDIdE4Kezk8HhIRLJJC8Gg6wsr/P2V79KMBjg2bNn/OLnvyDiEBN++tOfugDW+/cf8OLVl9nb2+PevXsMDw/z9OlTJ+13RDqd5tVXX6VYzOPzePng/ffJO6Prrp4uNjY3+epXv8oXX3yBYRgcZDJ0dXaBDbOzs0xMTDA8PCwMpEdFRpy//uTTT5ibX8DvD3Dq1EnKlTKfff4p4XCYV199DUVW3TTp0yei2Dg6OorebNA/1Mfz+Xk6e7p57bXX+Iph/kbnxG98oGxtbrK5sUEkHOb5s2fCVb63x+LCAn29vXg9Hi5fviyQFZaF3mgyOTLGX/zFD6lUqly+dImdrR021tYJh8IcFYvsbG8TCYXwt2o8fjzD1NQkpVKBxcV51jbWae/oYGlxCVXVGB0d5t6De4yNi4jbF1984cY3ZU2lvaOdldVVsoc5gqEQz5/Pud4Kj8dDLBZD13VeevklJEWmUqkwNDQEwOnTp1iYnSUQCNDW1g6yWIrOz88TiUSYmppiaWHRhTQuLy+LFERQdEbC4bDgmbW0sre3zxuvv4EkScTjcer1BqFwiGgshi/gp6+/n929HXp7exkYGCB/dITfATCm02l8fh/b22I2HI1GyR5maRpNvD4vK6urjI2PEQyFyOZzBENBQpGwu69KpVKUiyUODw+FiKdeZ3t7m0KhwPj4KD6fj0ePHgp/djhMd3c3gONR8TojHY/L7BIkYt192z1Gthwzuo51weXyr8uhYj6r0WwKCZfH48Hn8xAIiNKeoohCpN5s4tckTMNEdR7C2Ba2beHxi7c+3Xm4l40yPs3j3iB0x3UtId7SsYUUy3K89bZliV9XVQmFgq507biDE49F8HoFLTibFZDDYyxNoVASfRKPh1AojG3bFEsVfF4vTcOiVKuBDfVGE9XjxefzgCXoDrVaDU3zIMsSlUqVcDgkDI/OTbPZbNJoNH7NDXNuNgL2KTmQSgPJwunJiBcaq2EQjUfJHZUwDJOmYVKtNfHiRVIkSuU66XQCW7KpVEpUqmUkVcUXiKCpHmyziamoSKof3RMlFG6jWLcoVSu0tnWyubXJ+uYG2cNDFFWmra2Nt976Mmtr61RqVXAQ/guLCzQNg/7BAXHz83p5ODNDOBolnkgQCkdob2tjdnaWXO6QuLNT9fr9tLUJfta9e/dJp1K89sor/Nmf/CmVapmlxUXC0RivvvoSd+/eJRqNsL6+Sn9/P9vb24BEd28/7R1dhMJhYrEYz549E2ysx49paWmhWBRx50wmQ29vr8ugq1YEz+3k5AlOnT7J1tY2vb29FAoFOjs7iEbDzM7Ncnh4iCLLrubh+KUqHo/TPyBa9tWtLTY2NghHIzx9/BSfR2N/f89NWs7Pz9Pb14uuC8r4xYsXGRsbIxKJ0N0lnlmqIpHNHvDo4WPefvtNenu7uXPnDh++/wGG8/2uGxavXbvG2PgYiUSC+fl57t27z8FBjqtXr7K5sUk6leb58+eUymXu3b+PaZrk83kuXbogblYHGVLpNP/02jU2NjZ45bXXkCT44Z//Bbfv3MPvF2GF+YVF/s7vfpdcPs/Vq1dpbWtle3ub3d19UskUr77yKqsrqywvLvLN7/3+b+9AaVTr+DQPb1x7XTTTg2FWLZve7h7WV1ZZXVpmeGSERq1Od3c3jx48olyqEAmFSMZjXL50mVqlyv/zf/gf+NKXvsT3vvu73Lh5A8PQefz4MSdPniSXy/H6668Lcqgzp7x4SdjPenp6qDca7O7u0tvbyxdffOEeFGNjY+RzecrlKm1t7RweZhkZHmF7a4Pbt29z9+5dxsfFNTqby9HW1kZHRwf37t2jra2NqamTbKyuOvuaFEtOq/zYYri/n2F9fYOqk+ZaX19nfX2d8fFxvvrVr/Lee+8BQv86NjbmHERh0i1pEokUUydPsjC/wMLCPI2mzuTUFIeHh3h9Pp49f05/Xx/Tp6Zp72inOF8kEonS2dnBBx+8z8DAAC0tYra5t7dHpVKh0WgwODiIpmlsbW3xxY0vXFOibYvmdqVSoVwuO1f/fkzTZHNzE13X6enpIRgMUigUHIdL2hnPmI4V0gDqDout4oyHPC5G5Dg6XKvVyOWy2IAkS0iyRCqdQlUVLMvm6KggAI5+P4ZhUqmUiUTD1OuCNKwiockSkiSLB6+kIkti66E7tzHZkV8hC0iiWKLLmKZYyJumgV6v02jUqFXFGEyv1QkEAo42uYXe3l40TXMSX2LEWSw6Iq5cDq/mcdXHum5QLlfQ9TyGsYPpxH1DwSCmaWMaBo16Hb1piNtGrSF2OrZN0zBBMvA4HZTjmLAkWdiKYJ4Fg0GHhpujoTdpNASsNBgM0jRE5Fd1lufHCoJQ2IvSNMhkc25JT5INGo0mpmkTDvkplssidixLFEpFNI8XSfFho+ILRoi3d2J7wpQNhZg/gaGX6OsfIpaIUygU8Xi9rKws8VL/VXK5HCenp+jq6mLRmeObpomsKiRiUY4KBTo7O5mfn2f61DTFYonR1la2trap1WpsbG6Ktn1mn1Onz6DrQmr3+PETurq6ScSTPH36zCFsV7l96w79g4OMjI/R0dHB5uYmXV3ddHR0oGkeOju7mF9YoLurm9nncxxmD7l27TV0Xcfv9/P06VOuX7/OxYsX0VQVbPjym29SKVfY3toiFo3i8/tZWl5mdW2N1RXxsx6OhFhaWuSjX/0Kv8/HO++8w1fefpt3f/ITwuEw2VzOvfFLsoTP7+con6dSrjDYP0CtWuPDDz5gbHycwcFBdnd3+fTTT+nv76e/f4C2tnbGx08wNXWSUrHgarUl4J13focLFy6wv7/P8tKS+zO1srzCt7/7PU5MTqDrOvfv3+eTTz7hwoULvPnml2g2m9y9e5dQMMjGxga5fA7N42Fubs4lCaiqyiuviJRXIpGgt68XSZZ49PAho+NjlMoVqrU66ZY0nV3d6E0dVdPQmzoff/wJkYgwytYbdfxev9BB9w/8RufEb3ygPH/2jDOnTgnvR7NJJBrlzJkznDhxgo8+/IjC0REHmQyG3qS3p4+zZ86ytLzszgs/sT/lMHNALBbHtuHf//t/j6qp7O/vUiqJeG0+n+fs2bNcvnyZJ8+fUa3WHDXwPpVKxSV5Korilh+LxaKD1J9nbXWdSuVnQkJ1cMiHH35EsymUtfcdF/b27jbJVBLLMkkkEkxMTJDP54nF4ty4cQMbWFxe4tSpU+5eKJfL4/F6RXkwHGZycoLHjx+7aacrV66wuLhIsVikWq2SzWaJx+PcuX2X/sEB/MEA1XqNkbFRtra2CAQDHBwe4nFkQ6qqsrW9zcrKKhsb60SjMdbWVhkYGCAWi9HS0oJt2RweHGLbNqur63z88Q16eluJRWME/AE38ZTP5+kfGBARaCcNZpqiE3GsQj1WAx9LtlRnDr63t0+j0SASEf8cIJWKu6kw2UG1H2NZPB4PyVTSdWlUKmWOjvIipRaKEAj4MU1LyJb8wj2fyWTE6Mun4dc8LkLcsk1U51AyDJH8UmRZUIENg4rlRIkdEVYwFKTZaGA6jfVflwhFk/0YOdPS0uKIh4qiKd9oUDHKNBp1ioUixVIJs2ng83oxLYumLnYEzaaBYVlkMjlkWSIUqiNJMprzvYezY2vU66iqgm2ZyIpEo6k7uJmQw1qrA+KA8Pj94nbirC0lScY0LBTvr4uZYlSoYtv8rd2VSqlaJ+D3UyznUBQNVTGwLFsAJI0mkmnRNJ1osKQhSxq2ohJOttDWPUAw2c5OtkiqvYV8uYbm9bK/t09vfz9NU6D6Y7EYH330IcVikbfe+opTiPOwvLxEuVThyosvUqtWCYXDPHjwQLz5vvwKsViclZVVHj9+7O4vOjs7nZBImPv3HmCaFr29ffT0dDMz84irV15kYmLCxbKYloXf76evT6THurt7uP7FF/T29iLJMoODg9y+dZutzS0Ms0lLSxqfz0cymaS/v594PM57771Hd1cXBweHbKyti53hs2c0dJ1Lly4xNzvLUaHAyVPT1OpVVlZXuHf/PsVikcnJSTq7ulhfX8fr99HW0c7Vl19icXaeTeeAzB4csrezS1dXN01dEKrX1zf53d/9XWzg1VdfRdVULl28RE9PD81mk4OMSI6ahk46nSKXzWJbtkNWKNHV1cXZs+eQJYlquUIkEiGXy/KTn/wEy7LckFA+n2d2dpa1tTVaWlpIpVJUKhUCwRCXLl2kXC47RXB44fILFItFET+ulMnmc/h8gl9YLBZ5+eWXnJetNiQkJyHaSmdnFxcuXHKKzAkePLwv+IOKwuT01G90TvzGS/n/6g//gK7ubto72sWbQSCAYZrkslmMpsXU5CQ3b93i4oULvPfe+/T2dBGLRVndWKenp4e+nh68XjF7Vz2amwX3e73s7mwzP79AS0uab337W+iG4c5Cx8bG+MEPfsD09DTRSJTRoVE++/wz8vk8/+gf/SMezDzi+bNZZFlxRjUBUqmUMzKK8PDhA86dPc2zp09oGjqbW5uEwmFUVaO9vZ1UIolH8xBLJsnlcuzu7orOSjxOPp9jYWGZk1MTnDw5hW1bInURjTE3O4tlWSwsLAjqaVsbw8PDLmaiUChw6dIlHj99Sq0uXBiRSEQseBWZ1pYWSqUSn3/6GZ2dnViWQblYQnW6HePOaOvJkycYhuEmp1RVpbOzk/b2dpqGjs8nAJEzMzOEAsK0eHR05KRrhNtiZmZGNJf9fhqNBolEwsWRHM/xFUVhe2cb07KYPDEhrH0+n2vcBNEALpfLLsLFskwUp6F9TKPOZDJUKhUsU9x4fD6/M0oS7LRQKEhbWyvpZJz2dBy/V0a2DVTZQpEkTFMXD19VJeDzAH8Lc+LxoDg3iUajTskxMeqNOrVySaDjNQ+hQBCPxyP4SeGw+G8aOrlsVozGTJ1arYpp2uiGiWlarmyr4XRZmk6r3jQl6nUDy5Lx+VR03aAlnaBcKYndjF/Fti1UWRZSME0lGPAhIwlVQ1MXjhSfz4FrHrs4oFgs/Fq/DEQiESceLVJhmscjPCuAacsclcsc5grsZ46oV5o06jper4rilfAGPM6OIYTsjxJv7aCtvRtJ82PLGuW6Qbq9E1nVsGwLj0flVx/9issvvEB7Wzt3H9zj4OCA3t5eEeTIZonHEtTrNRbm5wUVoVqlo6OTN954A0VR+PDDD8XPdl8f84sLHGazjI6OYlk2iUTSJWkcL7ZbW1u5e+cOy0uLfOed71B3giL3HtxHNy3WNzZ46623uHf3LhMTExweHvDs2VMmJic5OTlJoy686f2D/XR19yBJMs+fP8cwDGq1Br09vWgeEfHOOHvJ7p4e/H4/Pp+Pw4OseHjLEnpTB2xKpRK3b9/k7LlztLW1sZc5AMumrbWVteUVZh4+YnhkBJ9fPLuuX7/OmTNnCAaCxBNJjopFF/WSOTzgxRdf5PBQ8PoUSWZpaYn5+XkSsRCHmUMCwRCpdAt//w/+gOXVFR7NzNDR0Ua91uDy5cuUyxVu37rFzMwjTEskOsVu8ghF0QgGAxSOily+8iKZzAGKqjIyPoKmKSwvLjE6MioOCodm8OzZU7LZQzKZDN/59jusr2+yv7fHzs4O8XiU1tZWBgeHWN/cYHd3j9OnTlMqlxkcGmR+fpHF+QUmpyY4e/Ysr33p7f/kOfEb31CuXr1KtV4jGovx5MkTPB4PE5OTnD93TiSssBkbG6PeaJDL53j77bcIR8KY2Hg8HkqVCtl8nkgkwtrmBqFQiGazyeTkBLF4jPXNLYZHRiiVK+zs7qLrDTcpU6/X2dragg6L27dusrezQ6Opk8nsi0V/Xy/+QIDx8XH+8i9+yMBAP7l8jjv37vHCxQvoztI4Fotx5uxZNjY3WVlZ4d13f048FuJLr7/JwtIyyVSStrY2MUNtNAiHwvT39TExcYJcLsvm5iavvfYaZWfhl0qlmJqaYm5ujnK5zPLyMs1mk8XFRV555RV3x3AcxT3mIg0ODlKrlPH7fIyNj2EaJn6fj1RSSMzC4RAzjx9z7do1kVDbWHdx8seguZaWFqo18VaytrbmxnhjsZgwPeZyBAJ+Dg4OSKVS+DxeWltbefDggduPsCyLQCDgjq/icTH+yGazVCoVZEdje/z7cHBw4Aq6ent7sWzTTZQdj9lAmB5j0QiKInYWxzgWj8dDvV6jWq3QjIRoNBrIkoLX+S60bdON99q2DTZoHs3BwDddlpblLrllJOdPzevFo6lItjggfT6fq0PGtkX0ulKhUipRqlRoNHRMw6JpmBimhaZ5sG3Q9abwmpgmtg22LQEiWSbLCqbZIJvLiziyZWNZOgGvB0uSUZ1gQbNp4vNo2JbwcYt4Zt353EwnbtzERuxNJEuMKTVNAxCgVGfkJzo4Kh5Zw+MPUKk3Ma0sNjaWBUgSsqah+gIEo0kisVYSHb14whFkxUvTAn8wQldrhEAwzF/99V8xMTGBYTRd1tbW9hYjw8MkEwkmJyfZ298nFU+yvb1Nd3cPsiQLooXjNJmfn+PU6dOoqsrCwgKJRILNjU0kSWD9b926jdFsMubg4k+fmmZjc5M///N/TyKeYKC/n3A4xNLCAjs7OywtLqL5AwSDQYoF0ZX44Q//mmvXXqavr49atcpPfvITwsEQg4MDPJx5xMHhIdFojFgshmVZ5PNFPF6Njz/+mNOnTzE2Pk40FuPk1EnW1lb5xc9/wdb2Pu3tHc6obopwOEwkHOadb73DYfaAubk5Ll2+wtLCItFYjOXVFaKJOE2jSVgT+7TR8THOnj/H9vYOu44WXXMScu998D6PHj3i6dOnrKys0e6MW0+fOUMqHmZwcIj9vQyaxytMkcsrNJsiUdnXN0A0FqNpGCiKzNTJSTo7RfcFYHd3B03zsL+fIRZLsr+3z9WrL5JKpzEsAySbdDLJytIKS0tL+H1+stks5XKZUChEMpFA0zyEQyHub29TLhbweTXGRkcxTFGa7u7udEboN9CbFm1trbzy8kuUSkWePn3y2z1Qbt++Q29fL4GAmL2fPHmSw4MDqpUKfX296HoTNZkQLWyvyuOnTzh79iydnZ2sr68TCoV48OABL7/8MsNDQ3zxxReMjo5y48YNLl26yCuvvszBwSE4sbqTJ6fIZrMc5fNMTkyi6w2Gh4ZYXV7Fskxq1SozM49oa+tgdXWFoeFhEok4fX29HGT28fp9tLa2kkgkxK8xOcXa2hpPnzzj8otXsG1oaWllcWGBO3fukEyn6O3rIRgIOH74Oru7e5w5cxqPR2Nvd4dKucLR0REH+xmeP3tGj/P209PTw+LiIoVCgbfffptIJIKiKCwtLdHe1k7mICNovIZBLBbj3t277GxvMz19UvConALk+fPnOTrK4fX5OOHcEubm5sStpVZ1jYTlcpm7d+8iKwKBc/wNjSViqktLS8iyzN7ePpVymZbWNEf5PHt7e6iq6rKmNE0jFAq5ze5YNIbP6+Pg4MAd2Rxzqo77L8IJL/Zbiirj9weo12sk4gk0j+BlSZLskF8lVy4UDoc4PMwKK6FhiBh5xI/X4wXEg1hWJKeIaKM3G2AZ+Kxf9zrq9Tr1ekPIuEyRDBPYFOEIsUzTjTZblkW93sA0Dac9X6derYIF1ZrYE6maSr3eoGlYHB0ZGIaI7soKgO2of21M00ZVbWxbFfsh20LTFDRVxKNVzSPIxIh/Xq1U8XlieJzFfzgcxnIMmEIdXMdoGphOgEBTRYhB15soiiyEVh6vSL5hY1oWimwhO9rgQCCAoVfwBjwoPg1PKEQo2UIk3o5peljZzIAnT7lSJZFuob1dZmf/gHg8wdTkBLNzs4yPj5PLHbC7s002m6elNU1HRwd379wBSaIl1cLAwACbGxv0dPfw7PlTwpEwz58/IxwOkc0esp/ZY2V5lY6ODna2dxkeHnYVw9Mnp7l96xblUolwJEIilUSWJOq1GmdffZXFxUUaekO4422bSqnE6TNnRZquVOTrX/sKy8tLQj9gmizML4Bt8+133iEajZLP5SkUCuzs7KMqKv+b/+1/6ZAp9hgeLrO7u8ujR4/Q6w0Cfj9Dg4M0Gk1aWlpIJpPcvPkFnV2dLC0u0dnezsFBBtXrYWlpmbij2I4nk0IVUSxSq9cdrMkYt+7cob29nY7ODmLRGK2tAgBZdVr+c3OLfPWrX+aTjz8nFApx7dprJONRQMLj9ZPZF94USZLo7x/gtddeIZ8/IrO/j6woDAz24/f7SaVS5PN5UUY0TN5996fUqnW+9a1v8fTpU376s5+6O5KTJ6e4cf0L52ekzsjwGGfPnGV+fp5qtUJPTxelUomd3V1OnjzJ4xnBMZxfWMC0LXZ3d7ly5Qrv/fJDQOLtt9+ipaUFVVPI5g55+OjRb3RO/MYHSj5fYGfnFtPTJ13Mis/no+hc+Wq1msBuG01iUZHH39/fx+PxEI/HGRkZYXFx0S3sdHd3C0taKEg6nWZ5eZVcLs+DBw+JxWJsbGzx+muv8vzZM7AsPKrG7Vu3URWV4eFhNrc2nY5FlnKxgGRZzDx4yEsvXmFmZoZ8IU//wBCHh4fs7e2RjMc5efIUS8vLSJLCiRMTBINBJiemWF5c5Ogox/bGBh8vLPC93/s7dHZ2EAoFuX//Pj6fj8mJSeaez3L7xk18Ph8dHR2EQiHuP5jhm9/4mlhGOqC6fD5PvV4nGhXgwpWlZaampgj6/MRiMZYXFtH1BouLiwKU+cJlTp8+TT6fp9lssrOz5/Y8vH4f586dc9vVra2t5PNCYJXNidvB4MAgO1vbYtfipG9isRhzc3OkW9JC3evEaI+9IrYtWuKRSISdnR08Hg/lctmNCf9tnfDf7rUc61NB3EQikSiylBRWRLPptu+rlZrzQIdSqYhtW4TDQXekVCgUqCbCBLwask/D45FRJBsJC93SBXbEtLFtsWuo1xvOklu02I8ntaZliVSXrmMjYxgmOgZer4Jh6JTLJRdvrqka4UAQj89PqVx2ipYeKtUq2BqHhzWKRR2/XxIfjyqjeUTrvdk0sbCxRFMTwzAF2h6o1BoosoLXq2JbIpxh2TaGaSE7H5NhNN2I9XFaTrMt6qaJaVtg2tQcZ4vf78crK2heDz6/D5/Piy1L6IZNKBwmX6pRrefx+rx4AyHC8RaCsVbyFQEVDcSjnD0zzeraGofZLMOj4+iGwcFhxr0t2abJ8OAQB4dZUumkY6HUeP78GYlEks8//Yzvf//vEgqHWVpZplytcPGFS0SiUT766CP3NtzZ2cnDhw/xeDSmpiYoFAp86UtfEj8jbW3s7+/zkx//mPPnz/P2V77KwcEBGxsbPH/+nGAwSCqdZmRkBNuW+OSTz0gkoqTTKQ7394lFIiQSCR49eUxvf58gi29uICOROzxkenoaTdbY3d8jlxPdru9979tuN+7VV1/l048/IexAU/0+D8uLC3R1ddPe2k4hd8TQsc01GuOoXOLu7dtE4jGuvPgi02dPY9oWXsVLMBCgVCwTjISZPHmK3t4e7t25zePHjygUBIuwt6eXnu4evv3tb/DKSy/z9be/xu3bt/F6fTx8OEO5UkFRNXTdYG9/H1mRuPTCBaFDkKDZbHD3xl0n7JJzAwyNuqhBnDp1hu7uThYXF1leXWF9Y41Gvc762hoP7t9jf3+fRCLh8Ak32dvLoDfq9PX2UK1U+ZM//Vf09vbx/e9/H8s2efToIRtbIqhjmiZ/8zd/Q7Ui/v2hwQEWl5fp6+3lxIkT4qb/2zxQ/uk//ce8++7fEI1Faeo6W1vbzM0v0tnZSktLK/FYjJWVFTZTKYZGRpAkiZmZGbq7u7l37x4bGxuMjIy4yPhareY8QA0sSzwoT5w4wcrKCoqiMDc3x5MnT3nvl7/k1Klpuru73ZtOLBZD0VSWlpbo7+9H8/qYW1zk4OCAsVFR0GkaBrpeZ2N9na7Obmq1GmfOnCGWSPD06VM6OtrZKYiGaqFwRHd3N/Pz89TrdT7/5FO8fj9d3V0iVYTEwwcP6OjoYHR0lEQiwe7uLpubm7S3tbgcp8nJSSqVisvxEmmiIm+++SbVapX9/X0ODg4EysOwaOoGL735EqFwCK/PQZdL0NbRzv7+Psl0irOh82SzWccDX+bNN77E0dERa2trLC0vOEgPwyXrplIp2tvbXTrosVmwXCnR1t7OzvY2uq4TjUbZ29vj4ODAxYH4fD7i8bhbyDv20ScSCXK5HJomlMTHh0+lWqZwdEQgEASE4S0Q8KM3dTRVwzBNotEwPp+fZrNJtVoVybFyiUgoSNMwsG1RnpQVGdtsut0RTVWRnWJFrSac6L/G7jcwHA2vYHkZmE0dHMzKMXyxqeuUS2UUVSIUDLmEZyTwqNA0G5iWgaZIINu0t4fRPEV03cDGIhAMIDspNF3XsbDRfCp+n59auSKkWR6xVznUS0RCHgdcqVCt1YRTxe+jVCo7KTyBeVFVjYbeRHUc8l6vF1kVSTaPz4stQdM0wTCQ9SYerw9FVjCNOrFYFMOUqFcM6k2LUDRBa2cfbb1DHOSqWOoBQ2MjpFvbiSVSrG9s8OzZM8bHxzh37gzvvfe+e0MdH59AWph3d36FQpHh4WHS6RZKxTL7+wdEImE0TSMcijhujjDDg0OOc8ghZDhdm2q1ysbmJhNOWCYQCGCaJkNDQy7sUVEUV4GdTqc5d+6co5jNsb29wfJyjStXrvD+B5/wT/7wP6evr4+5xQVGRkZ44kBavc7t+sSJE/T31/jkk0+Yn51lYmqKW7duEY1G3ZeqQChIuVrlG9/4Hd5992/46c9/yf/p//x/pLevj7m5OXb3dmk0TULhKF3RKKurKzx7MsfbX/sapmmSSKQo5Qt0dnSI0qqk4A8F8Xi9WKbJ8vIygUCQ4eEhNNWDx6Mx2D/A8vIyi4uL7s9WKBLl/sOHnDp1hkajye7eHt9+51vIsszTp0/QNI18/ghVksnnsgQCAbq7uxgZHmNubsFVSXz62XWOCnlaWlqYmBjn0cNHBEMBstkshUKBqakpkskUwUCITOaQnZ0d9vZ28Xi9vPTSy6TSabp7e7j/8AEjI2Ns72yxtbVFe3sHfb39RCJRN1lqOCnXjY0NtwP3WztQHj56xJtffpOPPvoIvdFgevokV6++yOrqKplMhnK5TCqVIp1Ok0gmSLek3QfhCy+8wAcffMjq6hptbW0sLi5y48YNrly5gukwl54+fUpXVxeyLJNOp/nyl7/Muz/5CZVKlf39DKlUisGhIQYGBgWkUddp7+gkmUrx7XfeYWdnh3fffZc7d++QTKXo6urkqJCjWq1w584t6tUGDx8+oKu7m2g0xsKC8D0PDw3Q19dLNBqlo6PDtagNDA0Sj8fI7O9zmDkgEAjQ09NDNBp1C4+apvH1r3+d5eVlV1q1srLiwjK9TjJsY30dJImjoyN0XWdsbIxUKoVpmty+fYdQOEgul+PWrVt0dHQwMTFBo9EQbz1OI//69euMjY5xcHDgYlU8mpdLL1winUqxtysWbbVazaUBd3Z2YjQN/D4/4bBohlcqVfcWMzAwwMHBgfug9zvysVpNGCaPjZDHPZRjdYEkCUR7tVYhEo7i9Yp4q6wI9lW1UCWZTLK7u4ttCxukLMt4vB5q1SotLS34PJrbqWg2DWRkvA43S9U0JMA2LBFJlgT2XvNo4OwdTNMSQM1mExzel4WzAzFN9EaDWrXqhDMS4lZjGIAFloVl6m5h0LBMGvUGmsdPJOzBtFQqlQZer4rm9eD1+gSjTZawTIFPicQjlIpFZEUi4hfueEkC27awbAVsMHSBfgn4/ciKimGaSLJAyvh8PnTn1lIqlQg7i3tZFWOtar2Ox7KwbJBVlYAUQNU0wh4flUqDYMiP1LAJR1PolorsCaDbVfyRAA8ePqBcKZNuTSNLEI1EyOzvk0wkGBoaYmV5hXK5Kjz1DkNK9LQapNMp2traOHfuHD/84Y/56lffoqurg9u3byPLEvFYjOHhYW7dvs35C+fp7OzCsiw+/fRzbt68xaQTdw2Hw9y+fftv2f928Pl8fPHFFyQSCSzHFbO8sszu7i6zz2dJJpO8+eaXePDgAS9dFUKpL774gtPnztLe3o7H4+Hp06esrq4x0N/vgjnPnz+PrCjs7Ymm++nTp4Vddm2Nt99+m2fPn7PjQGj7+rvI54/Y3dmjWq+Sdh6ckizj9/robG/n0uUX+NEPf0j/wADlUpnFxUU8qsrJqZOsbm4SakRIpROk0i3oTZs/+O53UFWVP/vTHwAiXLGxsUEsFqNQKNLX10dXV5cwUaoqTaPJa9dew+Px8ODBA1ZWllAVIXsLBYKMjY0Riyd48uQp83PLtLS0MDk5yd27d3k084jRsVGuXXtNGEOrVUzDJOZ0ZkZGRmhrb+fhgxlsbIaGhqjVKvQPDHCYPeTzz7+gWquysbHBiRMneO3aa+iNBjdu3CSRSBAKhZzC9CHZfI693T1qtSrnz5//7R4ooUiYZDpFa1sr1XKFXC4nfOGIuNzs7CyhUIj+/n5sSQJJ3DqEY/yA7u5u1tbW+OM//mNkWWZ8fJynT59y9uxZ16fh9XrJ5/Ps7++jqqr7du31+ojHE3T3dLOxtUWpUqWrp5dGo8HcwiJfGRqmVCrxzW9+k1AoxJ/+2Z9x+cplUqkkj3hIvVqjeFQgGPQjAVNTE1y/cR1Vhlg0wtz8HB6Ph3Q6zfS0QECnUin2d/eIRwWh+FhxPD8/T0tLC7quMzExwd7eHtlsljNnzvD48WOKxSJnzpxx6aFej4dyqUylVnWXzSIyWHT0wFVqtZrrvN7a2iKfz7u59o2NDdpaWjk5OYWiKNy7dxdFURgYGHAWpgrVag1FURgZGcGyLA4ODpBlgbNpSQsrZjgaoVyq0NnZRTZ76MSJTafpn3cKiD53IX/8sOnr63OTa8cjm+Pdi6wIlPxx61tVFQ4PDwEx9mlvb6dYLIp9RqNOoygkV/V6nWq5jGkECfq9+DwqPm8QSVGwsbBMC8sykGzhtpYlMG0L0+mdNB05lkhhWc74S8a0wbQEN6xZr9NsNkkl4/i9Xvw+Hz6vhldVkWQwmmLX03Qosbl8nnK1itlsCBSKKQ46b8CLhYk/6Hf6L9avP19Nwe/14PGoIgoqiUKiR1EwmiayoqA3moRCQZqmUBnbkiAdmJYYlx3DKyVJol6vO4eNXwQhAN0wUJtN/LaNLMlU6zUs2wBsAsEQ/mCYaKoNW9aIxiPsH+xSqZQI+P3UqzU21tYIhcN0dfQxNzvHyNg4yVSapeVlYvEE8biIzm9ubjq/VzaJhACZjo0NO77xA4ER2trmwvnzFByOmaKo6LpOJBIhmRJE3JUVvwvTHBoawjRNtyH+6NEjzpw5Q6FYJBgJ4wv4aGlrJdWSJhqJks/lODo64s033+RP/uRPUBSFVCrF4eEhzWaT06dPi+/ZiEA4dXV1uTKpgcFB1jc3OHfuHJlMhps3bzI+Ps7W1pbrGRno70dRRCrx+Fbg9Xp56eVX2dzc5NbNG4wOD1EulpgYHyeRSBIcCNKoVnn44CGzs7N0dvfS1mFx/849dne3+da3vk6xVKJULPLyyy8TjUZZX19ncHCQnp4e9vb23J+1ht5kL7NKa6swQ965c4fVlWVqtQqKpHCQOeCd73yHltYW7t2/L3pLjtepXhfdqp7uHqanTjIzM8OZ06fcmG8ud0gyKUJFh4eHtLS28N577xOJRDhxYhzJ6TqFw0LNfe3aNTo6OpxfN8iFixfZ2toikUzy7OkzHj16xMTEBD6vl8mJCfw+/2/3QFlfXycWi/H6G2/w/PlzcgciXz0+Po5hGFy8eJHt7W2azSbBSJhQKMQrr7zCs2fPGHFGYMezzaWlJd544w1WV1cJh8Nsb22ztLhCa0s7haMSuewRAX+IsfETJJNJFFXl8DBLtd6g3tDRVC+JRJJqtcLDhw/5yU9+4qpIvT4fV65cQdcbPH/+3CklwZkzp9y4rM+nMTk5wd/85CfMzs0yPDxMLissh+l0mmazSSaTIZ1Oc+XKFarVKn19fXz44Yc0Gg1CoZDrdD9ukCuKwtmzZ7l3757bsE+lUiwvL3FweMClS5col8u0trby7NkzcauriP5GIBDg6OjoP+rbbGxs8OD+feKxOOFgiKOjPIeHB25ZaWZmht7eXmzbplAo0ts3gM+rkclknOipcK8YlsnE1CSzz567H2e93iCbzYq3YqcL09LSguksjn0+cUh0dnZSdwyJAhboJZPJAKLn4Q/40Bui+yAa31WXRl0oFFwR1zHmJplIkM/maBg1J/GlozcNVM2D7RwIILArsqQhO3+vKLJozDsYeY/Hg6ypePw+JEXG0HV0RQFJwbLFbsdSFHy+EF6Ph7a2FhLRCKGAz9mlqA7ksommatiIcuBRocB+5pBqvYHPp2GaFtFoBF1viFsQODwxARlMJhM0dR3LMhyoo+yIuwQCB9smGNSoN5rUajrxWAyPR5ACRHhBjPTE71UVzeMhHI5Qq9Xx+wXLTPDcfBiGieZVqVQqKKpMIhmjVJeJxON4/UFSqTRq2YPPp6HIEkfZLIZlMDw0TCqVol6vk0qJFOGXv/wmH//qU45KZRRV4eDggL6+PoaGBlleXuaXv/wloyNj/M7vfJ29vT1n1xfm1OlpNjc3SbWkaWtr49lTQcwYPTGOic3y8jKff/45yVSKsFMI7OrqEg/8gQHee+89zp49y87uLq3tAlq6tbVNuVymvaWVtrY2FhYWyOfzjIyMMDo6RrFYolQps7W1A8j09/cz2DfI5uYG//yf/3dUKmUkRebJ82c0m03eeuurWJZFuVxmZ2eHarXK9PQ0gNt5+h//x/+JS5fO8Yd/+IfMz89jGDpnz54m4PdyeHjI7Owsff39eFQP3R3dnD17Dr/Pz63bt5EUjc3NTcLRCN/4xtfZ2triwYMHDA8OMTU1xX/4D79EUcSINJlM4vP52NzcZH5+npHhIZqGQTgSZWRkGL1RZ3trk8uXX6BwVGBs/AQnp6a5d+8ukxOTTE+f5vnz5ywsLHLr1i2QJM6fP0e5XCIWiVIoCNXy8Quuqqq8//771Go1trd3OXv2HLdv36W/v5//+X/+I95443V+7/d+D9M0qdVq7sj7+vUvUBSZ7u5uVFWlo6uT1rZWkgnx8R8/m36rB8onn35MtVZhY2OdVCrN0PAwy8vLrK+v4/P5SKfTyLLMp59+SkdXJ5NTU4RCIaampnj8+DHd3d0uGj0UCvHee++5Le2zZ8/RaDSdh+1zF64oCk3DzDx+xNbmJh6vWFAfHeVZXV4W6syuLrweD7dv3SQai/Hiiy/S19vDgwf3OSocMdA/gCwJpEIymWRwcJD1tXV0U6SWvvjiBufOniMUDNPX18f6+jrLy8t4/T40r4eVtVUuXLjgdk2y2Sx37tyhu7vbXaLXajV6enqIRCJcu3aN3d1d9y22aRguCqW3t5e5uTm2trZoaWlBURQymQw+n49AIEB/fz/1utDNxqJREvE4c7OzLC4u0NoqykxbW1sEg0HX637syvb7/WRzWRp6A5/jfymVS1y+fJlCoUgwGHT9L6qqEg5HyWT2RbpFVcXXZX3dTXFpmsbGxoZ7gK2v7zA6OoDf73fHGHpTUIdtxJjM1fw6Bcjj5f8xDh9bHETHpF1N06iUK+ztZZBaE/h9HoJ+DxagKKBKoo9RrdUwjSaKKhPwB1CdN2NN07AtC6NpICsqsqqALDn6XDFq6uzoIBTwo6kyptFElcGrymDKBHziY1E0FZsoIHhwtZ0MPq9Gtd5Asi1S6RS53JGbNPN6PViWJYqh5TK2dUwV/vXn2zQMfD4vyAp6o4Hf56VpGCADNqiKiiz/elF/TG22LAuPx4NuGPg9mqscbhoW5VoBS5IIhkNUGyat8STxRIz9YgFzc5N0WwseTagWKrUaa+trzC8scubsGbZ3tmlv78CyYW9/H0mWmJub5Z/+k39MNpd1bqQNgoEgjXqDzH6GX/z85wwNDbO3s8uJqRN4vV4ezzym3zTo6enhT//0zzh34QLVao2pqWnGxk4Iiq9lEkuIDssHH37I2Ogo/f39xGIx0clIJNja2GRoZBjDMIhGo3z66Rd85zvfdAnj+/sZFEXl+dwcpmkyOjZGPJbgxo1bJBMxR2lr4A+GSKYEh+7UqdNUq1UXjrkwv8jXvv41uro62dreJhGPUymX+dY33+Ygk2Fhfo4zZ84w8/gxe3u7TE5OEYvFWFpa4sb163S0d5A9PGRgYJArV1+kUquhN3TGnZF1PBanXq+TSCSoVqvcuXOHmzdv0tbWyujYCH/913+FosgEQyFGR0fx+0Q0+vGTJ0LZYBi89PLLNBoNorE44VCY3d09bt+5w+jYKHv7+8w8fsyz588ZHRmlp7ubgYF+Ny3YaNSJxZL88R//W77xjbd58uQJz549Y2xsjLfffhtd17l48QLPnz+jo6OTk1MnCQYC3L13j61tkb4cHBwkHI5w+fIlWltb0TTNjX/XKuJrOTc3h6T8ln0of/AP/oDbt25TKpc4ODgkd3iIYRjcvXuXZDIpBD3pNKZpsri4hGGajI+Nc/PWTUKhEJ2dneRyOfL5PMPDw24qanh4lLbWNvZa9+jrE03a06dP0dLSQjabpbW1jUuXLrnO6oX5OdY3NsCyMJpNEZe1LXo6O7l3/z7Zg4xTXFQZHhpmfX0DmV/PNbPZLF3d3cSTCc6eOcvgwCAbG5uug3lrawvTsrj22hvUajU2NzdpbWmlXqsRjUbdL3ixWCQWi1GriXHT8+dztLSkGBwcpFKpsLq6yvnz59FUlaGhIRYWFtB1nXK5zGuvvfYfGQ8zmQz1Wt1l91SrVRbm5ykWCtRqVYaHhpibnycQCHBq+hSPZh4BiLFFNEpXVxcLCwvk8odomiY4XJZJe3s7y8vLFIuCiBuLxdy31WKxSDQaIxDwi6ayadJoNFzlr2marK/v0tYm/Czt7WkWFxddt3qj0UCScVEPqVQSwzCoOHZDwB3xRSIRQR3O5SkVBWCzUKwhS1lSSfHWblo4SH4FSbJBgkZT+OoN5wcoFA6iSLKbeJOcxcUxhFRWVGRFxePzYWsKsViUgN8LWALpYhkoikqz2UBVJVTVRlUlFFVClkyCwQAtKFQqOqVKFaMpkPXHxOBf30CqRCJhN0qNpGDb4PPLjr9E/fWfioqiqnh9oiWveTSXZXZcLNU8HpqGQdAJGXi9XhSP5v7s1Wo1gsEIXk3FqyjkjwqoXg1v0EOqNcnq3iKr23sE1zZIJhIMj46xvr5OZ083z589Y3ZujsnJSba2timVK6TSomPyT/7wv3BtgDvbWzx9+hRNVQmHQuzt7gpS8NYW7e3tPHn8mI2NDXeEFQgE8fn93Lx1j0QyzVe+8hbZbJZ/+A//Cw4OMi512+PROH36NNlsluvXr9PZ2ckLL7xAJpNhfXODRDLJ2bNn6ens5ubNm5RKJeqNBj09vfzwRz/izLmzbG5u8+zZHNgS4VCYZDLFfuaAvv4BPv74M168+iKaprG8vEpfXz+a5kGRFU6dOk08FqdULFKrVDgwmrSk0rz+6qv8+Z//Jf/y//svGRsfo1QuOWNGD5V6jZaWFpbmFgh4fZSKRf7yR3/F62++wauvv8Y//7//PygXC3R1dVGtC1VHLBpjb3eXlZUVRkaGGR0dIRaPEg6HuHHjBpZlCbryG2+ytZWnWCiwsLBAMBhgamqKnZ0dWtKtBAMhHj9+wqUXLmPbFrF4jEDQTygUxLIM3nrrTUEqMQz+9b/+t5w5Pc2Dh4+pVss8uP+AzME+j2YeMft8FtO0uXbtGvWa4Pm98+1vUqmU+fyzz1hZWaO3r5epqSl+9KO/4jvfEVHsubk5FEWMrVVVpbuzi67ubnJHeU6fOfPbPVBUVeVrX/8as89nUWQZn99PuqUFr9frsGuETrZ3oJ/3/8MvqZbL7G3vYDsMpvfff59cLse3vvUt1tfXicZifP+lq9SqDba3t1lbW0PTNHp6evB4PNy6dYvBwUGWl5c4e07sJBRJRq/VefP111lcmCd7mKVSKlGv12lrb6OvrxfDNGnU68yubPKd736PcOgxO1tbdHZ2sLy8jCzL4o2/3M7k+AlGRka5f/+Bg2L3cXRUJJlu4eDggHq9zsLCAn6/H00RMqzJyUkODg5cEdHu7i6mafLDH/6Y7373W9y/f5+1tTX29/d59uwZ9XqN8xfOo6oqDx8+pL1dJLiCwSCBQIDJyUl+9atfEYtFeTwzw5mzZ7l9+zYeTXUPzMPDLLVKFaNpsLK6Qk9PDzu7O1SdQ04s6QOsb5Tc2GA2m2VjY4PubqEYaOriG+vVV191EfhdXZ3E41F2dnYE4iEqFLOiGwLj44PuoeD1ehlxtMjhcJhIJEKlWiYej7s+lWNvBOC2+nVddzHvgWAAo6FjS9DRnqZSr2JaNl6fH8OyMSzBw9JURexMLAtJlggEAyiyQqMhsCbH9rjj8qMkCRPl8b/bNTRIR2uaUj5Ho1JGkSU0TRXWR3EUOQeQ5MAbJWQJLNNCkVXSyTS6sU9NbwjfiSXa+tVqDZ/Pj64bznhQ+E9KxRKSLBGPJyiWigLpromvSdM0wDEvqs6No1Kr4PEICsBxkVPzeBy8jeT8KbtFTlVVqel1PD4/svO51g2DarVEuXJEKBLkqNIgFomxsrRKS2sHNpBubeFcMMji4gIbG5tcvXqVZDLB8soybW0t1GtVdnfEnq7RqBMJh+ns6sJoGhweZF24ZyDoJ+APgGW748vu3h7O6U0+/vgTTNPgpz/9qRN1L9Ld3e1+Xqvr2/zwRz+icHTEt771LTc4kkql+OCjDzl1+jSpVIpqqczk5CQNXeeLm7dYWlrj7/7d33NkcVVq1RrXr9/g29/+Jvv7omMyOjrCH/7hP2Rzc5ODgyz37j3knXe+TbNp8PTJM06dPsOdW7eQnHL1e//hF1x98UUiwSC9Pd0sLS+yub7OwMAA8/PzVKoVTp87y9OHM5QrQvkcjISpVCsYZpP9A9GEj4cizM/PgyJGcLmseFEeGBggGAogKxJXrlxhe3ubw8NDSqUS2cND7t69zdOnc/T39wltRLnMU+kpLS0trK2tISsapm2hV6tomsp77/2S3t4epqdPkj08pFQuMr8wR6VSxeNR+MUv3iMSiXD6zCn8fj+nTk3j9/s4e/YsA/1DbG9u8Sd/8meARSGfo79/gHPnzuH3+xkfH+fx48f09HSjKAo7OzuMj4/z85//HNM0efHFF5meOsnC0jKa5qWjo+s3Oid+s3sM0N7WwcLcIn5fgKsvvYLq8dA/OMDUqWky2QzlapkHMw+IRcIMDQ0xPT1NoVjgypUX6O/v5fXXX0PXRYGut7ePel1nbW2Tvb09JKC3t5dbt25xVCggqwq2BNOnp9G8Gvfu32dxaYl4MonH62dja4dMLk8oFmN1YxPF40Hz+oklknT39nHp8hUuXr7A/OI8nT2deAM+bFniS299mWtfeoNAMEghl+fhw4f8+Md/zcrKEo1GjQcP7pFOJ5kYG+P6p58xPztHT1c3ht5kZ3sbv9/P6uoqy8vLpFKC7quqIr7c1pbi3/67P8MwLE6cOMErr7zC4OAgZ8+dEyWojg66OrsZGx1HlhQq1Zow8kkyY2NjnL9wgY7ODvx+H2NjozQaDcbHx5mcnCQSCQvTXi5HNBxhe2vbHa91dHayf5AhEAxy8cILtLa00t7ezuTkJC0tLZSKRUyj6Zog9/b2XAZSsViiUCihqipra2ssLCxy//5TbAtSqRRdXV3E//+s/deXbOl5nwk+e+/Y4X1mRmZEpPc+T+Y5ebwpb4CqgiEcQSM6jUyrl6Se1dKatfQHjNgzrZ61pmckDUUKJAgRBAgUTBXKok6dOt6l995Hhvd+R8zFFxnsvhIvUNdlMk9F7G9/7/v7PY/LVbMHmmoxWT25XI5wOEwmnWV3d4/NzU1CoRDlcrlO7T1bMns8nnp0spAv4nC6sJjNmM0mPA1u3G6XSDYhkS9qaFUhxxIxRfEgECVF4T0ploo1FIlIgMmKmCFJkoqiGuns7mF0fBx9rWxotVlRDYZa670qSok6BYNBjyTJIKtIsorNYkOvKEhoyFIFu92KqurJ124RghJcoFQqiua6XsVms1IsFZF1IsEmSpcSlXKlLkEDCZPFjKQIT0qxXEI1GihXNCpV0KkGKlUJRaei06lUkcjUAgWVijhUM7ksik6hUCyQSibIZ3O1XpFKsZCjq9PPlcvnGR0fwWS1sru7g1FvQFV07O/tkYgnxH4um+Ho5ITevj7y+QIzs7NIVaBc4eTohHQqjdvVQL5QpL2zA51epbunm0KhyPT5ab705pcYGRphbnYeKlVevHWTwcF+7t37guPjQx4/fsj9u/coFYrsbu+QTqfweBrZ2t4iHA7z6cefoJXKPH/6jEJBRL+z2Sxf3LnDwcEhfn8bw8MjKIqCzyd2jVtbW3zlK+/g9/tobvHgcrnY3dnjzdff5OqVa1y8eBGPx0NTUwPDw/08ePCAX73/PooMaGWoVjDoVUKnp1QqFRLJJJ9/cYdUNkM8lWFweASd3kCzz4/b3cjy4gplrUKLz0tJ07A7nPzL//Ff0ORuoMntoquzneXVJTSpwuzcPDs7O+I7gkT/QH/9mbC3tyemFBemUWQVr6+V3f0DRsZG+Oa3fgu/r4Wj/T0SsTjPnzzlyaOHbKytsry0yMHBfk0GlmR1ZY18NkdTQyOffvwJe3t7HBzs42/zc+ulm1y9fplmr4d0Lk1ndw8Xpi9httjI5/PMzc2RzaaZPD+F2WojncmwubVOd08nFquFdCZdM3U66/6jpsYmAifHBE8DPHr0iIO9XXq7u/n1Jx//g86Jf/AN5TRwWh/lbG1v8/bbb1MulXA4nczMPGN7Z5ue7m5sFitut4tIJMLhwSFHB4dYbVZ2d3frKaV33vkqL9y6xb1799EpOh48ekSzx4Pd4SBwGqCtvQ2Xy8kHv/oVlargZXV2dNDgcpNIJmoJijZS6RTZXI7p6Wnm5xfp6OjA3+qjWCjgcrlYX1vHoDfg9flYXFzk9dcErVOnqjR6BGjy5q2bzMzM8Pprr3P79m0ikUj9D7m5uRmn08nDhw/p7e1FluX6zHRjYwODQeBMQOhz//k/+7/Q29vL6ekp5XKZsbEx0pk0sizT3z/AiVW8DZY04fPo7OhEkRUODw9ZWVnB622hUtFIp5Jo5TInJydUKhXC4QijY6PEYnEi0SinwVOGhofqXRdFlikUirQ0N7Ozs40ki4NDVVWamz0UanuZM66Sy+Wip6eH7e1tgsEgNptdzJ2NRoxGI7IsDIy5XI6WlhaB1TcaCYfDdRRLsVikqamJfEFwys5Uv2fa0rM02Jlwymw2EwycEsoXaG31I0sQTySoVoVkSiuXaG5qoFTS6kKtaqUKchWD3oBslChrJQGCrAEY9apKuQZYTBezKDo9VoeTYCiMomk4nA1i96JUUaUK1VKBQjYNFCmUi+IBrlWpKuKwEf/NMjpVQqeTcDhs5IplIVyy28lkslgsQjVQqVTIZDNUKtUarr+EXm9ArzeiKBLJlEDrKIo4VLLZLKpORLNNJhPRSASDwUihUPg/KIUltGoRFYTytyC4d0LMlkOv6qEqggEVScHmdNLZ3kGyCPFUAZNOorWjjd3tbQqFvJCujY7gcrkwmowisloqcXISwO9vpVgqMT8/z+DAALKssHewRzAUpK2tjc3NTVEIdrvp7+snEg6zubFJIS9+93Qqjcvp4u233+aDDz5gcnKSlpYWkrE4yUSCpsZGZFXHpUuXuP3ZZ/z83Z+RTqU5N3mOzq4ulpdX+OM//mM++eQT7t2/z6svvUqpVCIWj3Hr5i3iiTiff/45RqORmZnnnAQCTIyPs76+zsLCPNevXwNJ4kc/+hHnz59Hr9ezv7/Pe++9h9vlIhISUX9Vp0PV6XA4HDgdTh4/ecqXv/wlmpqb+dPXXuPP//wvMJutXL9xk0hY3Mq6urr4N//23/LFnS/Y29ulShW328VRLQmnqDpu3XqB733vr/jk40/4/d//ffr6eklnMjQ0uAkGT9nd3WV5eZnAySnd3T1Y7TYSySRer5cH9x8yMjSIIsvMzs5SKBQ4ODigt0/D7nTidrkwm0zcunmL2ZnnzMzMkE6L5J7D4RBp1HPncDU0oioKCwvzdHV30tnVRTKZ5PDggIcHD4jFEnR0dDA1OUkmm6VYLPC3P/wbOru6ODw8ornFy+/9/u+RSWcYHhlGVVVcLhceT3MttWunqamJ7Z0twQP8TR4okUiEa9eusbW9Tblcprm5mbXVVYJBYSUTbxXCeTAyMko6nWZ+fp7FhQUu1JbaAwMDLCws8vHHH/PlL73Fm2+8QSKZIF8o8IMf/ABZlhkZGaG7uxutXGRxcRG7xUqT200kFObOnc+x2mxsbW/S29vLwMBAHTz3J3/yRwQCAXZ2doTDIpHgNBAgXyvFhUIhnj17xuDgIMPDwwRPAnVSKcDG5iZWq5XFxUWmpqa4ceMGDx89Ym19TaRQam71UChUJwA/efKkHqvs6Oiody8ODg7qKalYNIbBYGBhfkFoZk0mZh49pLOzk5PACXabjY6ODp48eUKhUOD58+eUCsV6hHh5eRmzyUxTUxOjY2N89tlnNDY2cnAoDmqLyUxPdw/Pnz+nq7MTu91WN11SqfLk8RPcbrcYXdRi2KlUikgkQi6Xo6+vj1gsRrFYoLu7m62tbVKpFNVqFZfLVfeqtLS04PF4AHHYiLZ8lUqNJqzT6bDb7cTjcSRJwufz1Xcp8XhccLsUBZ2qEx/ukkIul0eWIRaLY9DrKDscKLIsRlCURa9FVpBkCa0i9hiSJImRVxUxeiprlMsVNMBoMlKqVPB4PJj1KqVsTkSF9YooL5YKFNIpUqkYhXyOcqWKLFepUq2l3WxUZQkyecpVmVyhTCotyMOKUrtBVIXrRFFkqkBJK6HIan3HIkni55egVg611fdsZ9FsVVVpaWkhlUjW1cEg4sSFUrGuCBDJMkEJQFEoFsQOyGQ2ozMYcToduN0u9CUdR4FNmnxGpqamGB8b49NPPiGfz2Gz2TAajaytr+NuaKj3lHw+Hzu7u7gaXByfHDM8MshXvvYOpXKpJkkLMjIyzNHhMSajEU+N3LBeo12cnJxQLBbZ3d2t0xYMBgO5dIaDgwM8zc3s7O1y7949cjV9dS6fY2FxkStXrjBxboInz4V7/dKlS/zVX/2Amzev4XA4aGxoRCtrDAwM0N3dzb179+jt6aGlpUWk5yoa9x/co6GxkdHRUYLBIH6/n7a2NqGPWF3l6Oiopr/WaG5uxuPxiLY90N3bw+HhMYVCEaPRhNfnY3h4pP7sOFM1TEyMEwwFOD4WkEVR5s3S0tzMysoyfX3dRCNxPvvsc77z29+qJyxzuRxLi4s0NjbWtd1ne+NYLIbdamN//4C79x6wv7dHS4uHlpYWxsfG0ZuMqDo93hYvoVCIy1cuIUkS77//PrPzS3z9619FVXXcuXMHWdYxNDggNA6lMidHx9gsNiK6MIVCgZdevIW3pYVkKk2Vai2Z2MDBwQFWq41XXnmFsqaxub1Fq9/P3bt3MZsFXHd8bJxSLbj085//nKnf9A7F6/WSSCQYHBggm81ysL9PIBCoK3GDwSDLy8v09/cjI+NwOPjSl77E8vIiiiTR2dmF3+9na2uLe/e+wGgU2tL+gUG8Xi//4l/8i/ot5vj4kOPjY9LJFIlIDK+nBYvVwmkoBLIkctYeD3a7nXA4zMLCghidSRKBgMA9Hx4e8MorryDLQhc7OzvLysoK5yYmKBdLNQS6mfv379Hb24tqMNI/OMTU9EWSiTjZQp72zg5iiTjOBjfxVJLj0wBmm5X9g4N6MmpkZIRgMMjQ0FBNsKTS2yuQLzs7O7S3t7OysoLFbsPf3sbYuQkkRebk5IS5uTlGhobw+ry88cYbLC0uYlD1dHd2kUql/k8P5VgsxsrqKk6nm+7uXtraWnn27CkbGxv09/fXm/69Pb0cHR0CouPw+PFjnE4noUgYn89HOpWmWqnUx3ahUIhEIlGzbFbo7x/g8HBfcMi83howMkEuJ24ihWKeUrlIY9PfY+vP5uqapgl1bK3X4vf761HxMwR3RWjmyWbzJJMpbDYrHo+7Nl7Kk89nQa9g0ElUJeowRUVRBIyx5mGvVoRPHaTaMl8gTuKJJJ0dnezt7VPM5YQfgzJmgx6zquAwGbE7GtCsRahCLpehXCpg0KtolTIOhx1Z0ZPKBCkVSyiyQjQSx+FwIFvFDdVoNCHL1CPfuVyWUrmETitBpVrbO1hIJOLoa3wzo9GAsTY2rNQEYEID/PdAzFJFSLXK5QpKjRhQKORRVJV8voCqGmhyC5On1WnH3eCmrFXQtCqlcoW5+UVcDQ0U8wX0Br1wyJQEJieZSvLuu+9iNpt5++23OTo6IhqJMDQ0RDweZ31zQwRSNI1Lly5hNhn59BOBsjeaTbzxxhtk81ncbjdmq4Xnz5+j1+sxmE309/eTSqXY3d0llxZL/motXGA0GmlqbGJ1eZObN69gt9t59OgRDoeDo8AJ9+7dp6+vn/GxIUaGBkml0zx+/BBZVlhdX2d4eJi2tjYMBgMnJyfidt3bw/rGGjs7O6ytrdX3rk1NTbS1tWLQ64hHYxweHnJyeorJauHrt76Bv70NV8MiS0srDAwMkEgk6OzqZH//kO9973uMjo5SqVREH8PtoqSV6pH67e1tUW6tlWz39vbo7uxiaHCI3b1dnj97QltbO6eBE8LhMLF4nDe/9CVSqRSnp4JGUSwW2d3ZJZvJYrOYmDw3zpfefJ319XX0RiPBSJiDgwPK5TLXr19H0zTCkQjBYIjDoyOmzp/jNCjwKmaTmcWFZTrb2njy9AmlcolyqYLL5WJ7exu71cqzp08ZGR3l4PCQJk8TqXQKvcFAe3sHJpOZnZ0d1jeFUKyiaQSDIbzeFm7deoHP73xeY/wVyWbzGAzG3+yBcpZsisfj9Pb2YrPZODwUKtnW1rb6IviTTz6ls62DSqXC1NQUpVIJl8vNwf4+eqMBT2MT25tbrK2s8Oabb7KyvEQgEMBqtVCtVshmskhSM42Njeh1KvGYuAI/fPiwvmuJ2u1omsbR0RGdnZ385V/+ALfbxuTkJP29vUAVg6rHYjJjNBrp6ugkdHrK2soKayurWCyWWvzTI75Y0SjFssC7S5KExWKmtbWVzs4uAoFTWlv9gNC86nQ6SsUiOzs7db2w3W6npaWlJlUqE4lEuHz5MkajkcOjYy5fvSYWxmYzhUIRj6cZvV6PzWLlYH+fSDRCQ0MDgUAAvaqru1WamppobvKQyWY5Oj7B6XRRqWh15W5jYyNHRyLHb7PZODw45GHghP7+PjKZDE6nk7GxMdxuN4HgKdFoVDC3iiW8Xq/Qz0pSDXkvWD2lUqmW4hH+EovFQjKZEKM7Ra5Tgw0GQUwFcDgclMtlDAaDeIOs/Xu2t7fF/0e9nng8Lh6EViuKTke5VMZud2AyGUkkUmRSSYo5C3K1jLfJTVmSMKi6mklSqyP0FUWHqlOpVKTaTkUjly9QLokHtayoRGJxSlWJTKGErlQhmYrR3Ogmn6tSLpZpbnCg1ysosoQkQSFfrSXJdJQrVex2G83lKqFwjEwmS1ETP7fRYEKSJUKhIDabpUbCLggwqk5HqaQBVXQ1d4zZbKFSe+M1Go0CslnDlGjlMmazBZPFInhj+RwGg6m2FyliVBTSmTSKTkXWqUgy6FQdVcBstaLT65EVHTpVj0VvxedvY3ZxBV9bG3LtAHbUwhDNzc1cvXq1zqDTNK1++FutVhoaG9nc2GBrY5Pu7u66nqAOAk2nuP/gAQ0uN1Pnp1hdWxPRcVVlcHCQdDrNwsICAwMD2DvF2MXr85HJ54hEIlQqFf7t/+3/yt7OrsAn2awgSQwODpLN5rh79y5jg0Ps7Oxw/fp1VL2Kzeagr3+Avb29WkeqwvHRCY21jsv4+BiBYJDPPvs10WiEyclzNDS4gSrtHR1CClatEopG8Xq9pFIpTGYzrW1tbKyvcxoM1gnWJpOpBndNcvHixfpLoNfbgtlsJlRbxm9vb2N3OPjhD3+M39fC3u4ux8fHvPTySzx5+oS9vd06TDWbzfH48WNaWlpobGwQ+4mmJh48eMSFqUlWV1colTVcDQ1UgZOTE0ZGR4hGo1hMZj779WcUyyU0rYLdbmdgaIiWlmbGRkbR6XQ8fvSI5uZmHj96hMVqJhBMsrW9z8T4KOfPn6ettVWMnfV6UqkURpOJF154gVQ6yePHT3C53Fy9dlUowHd3UWSljlpKJhOcBk45f0HAOk0mM0+fPv3NHiilUon/9t9+xMTEqHhrMRrruPZKpcrAwCATExPcv3+fVDxBMpmkpaWFco0sa7VaRbX/kgWDXs/GxgZLiwtcunSZu7Vo3fDwML09PWSzWba2tmhqbKqDILWqhk5VsTscnAQCLC4uksvlsNtt/M//87/igw9+xezsDOfPnUPTNMbHxliYnxeN8+Nj2lrbODdxjuPjY6anp2lsbGR7e7s+9tk7OKatrY1yuczdu3cZGkrS1dWF39+K2+1ic3OTfD5Pd3c3ClJ9Z/B3f/d3tLa21tvOZwytlZUVmluaCUejZGuplo2NTZxOZ22E1szB3j5mswlFp7C4uIjX62Vvd6f+QT86PKRUEAypGzduEo/HefbsOWtr63Uw5xm3SwImxseRZFhcXCCZTDI8PIwsy6yurlLSBKtLkUWLuaenpw72LBQKdTRGJCION4/HQyAQIJUSbzUOp6O+dD8bibW2tgq2ksFAPB6nXNv7nMXHi8Ui8XgcY203cybzMhgNZNIZpCroFFUoa40qkqxQRcSFdTo9er1YppeKZWExVOTarSJPNpenWCiSyebQKhUqmoas09cLlSaDCaNF7IZQ9CQyeXxNjSiqwslpmCa3HbPJgKrq0Up6yqUSqqpDrghek8ViwaA3UK0IEGQymUSSJIwmA7IsUygU6pRmu92Bqupq5TJxmzBbBMeqUtUwWq2Uy1q9Y3L2RZdkgbGn1leSZTHSUmusNEXVoejEOE2nqPVYtsliRZJVyhVIpbNYXG7S6SzBYIimlmaCgQDZXI7Ori5WV9dYW1unq6uT8fFxNjc3aWxspFQq4fP58DQ3s7yyQjabxdPcXH8h2N7exeFwcu36FRLJBJKisLaySi6bw2634/f7OT09ZfL8FAMDA2L8q6rk83nC4TAtXi8TExM8ffqUw8NDFhYXmXn6rF4INlrMvPnmm3z1q1/hzp073PniDi0tLdgdDnp6ewhHBBxx//CAnZ0d3K4GXG43n39+m69/9R2gyuHBAS6XC1Wn4913f0pHRwfXr1+nra1NdKhMRs6dmyQYCrGzu4vJZGJlZZWbN2+IUEkmg9/vx+9vw+v11n1GH3zwAfF4VGCkXC4hhTMYSKfT6FSV3/md75JKpXjy4D6zM8/Z3d3hjS+9QbFY4vbt23R399DR0SmW3Qf7mIxGJElmenqapqYm/F4f8/MLbO/ssLaxzvDQEKehEL96/1e0trWRzWZpa20lEosSTyREOlIrE4vHxSFvMtHR0cH46AQ/+cnf0dbRQblS4cL0RcLhCE1Noie4v7/P8fExTpeT3r5eZudmafX7cLkEYmX2+SxI4HQ4ePrkKc3NHq5du0Y6lWZqapKBgQFsVhvhcJjd3d3f7IESjUa5dOk829vbQLWObj+Ty4RCITKZDA0NDRRzRXK5IMFgsIZRD9DS0kwgEGB/f59bt27h8XjY2dmhkM9jt1jJFwrMzcySTqXpHxygoaEBd23UpNfrMZhMDLaK6NrZ2+rh4QEdHe3odAoul4vAyQmHh4fcunWLL774glgsxt27d2lsbCSXy7O5ucMf/uHvCYWm1Uq5pCEhZuIOh4NcLkdbW1u94Dg6OkprayuHh/u43W6GhoYoFArkMlmaALfbTTgcJplM8vz5HN/+9jeYm5sTjhGLiUIxTygUZHdvv552yudzDAz0Ua2KG5FOUfji7h26O7vQ1Wbnbre7vpfY29tjfGKc/f29Orn5bMbucLgYGmrhP/2n/ySa+lPnicfFLaS/v18QoGW5PvJqbm4W3uraqAVEmgsQoEuvl2q1SlNTI9lshlBtsWk0GrA2NXJyckI2m8Xn89VHeo2NjQQCAZxOZ80uqNTHYC6Xqw4/PCtDVqtV4vEknpqHW2fQY9c5iEZCNLic5HIFsgYVvV5HJp8XhsZa2qlSqZDLZikVhU2xppMX+wlVvK0rOh25fJ5CvohO0aGqekyyjUQiRvHgEF9jA9VCnlw2jd/XjFmvw2gyIytQLpeQqjIVFExmHVabjXx+H1mDeDyByWQU8qtqhVyuUJdjpdOZOqSzXBbfh3yhgL7mkSmXNREi0Bsolf4+rHBGTJYlBaPBTLVapVgqolTFn1O1gtgRKeJlymg0odPrKVerFLUKJU1h7zCAPlampJXp6e0R349KpU62uHz5Cjs7OyKSW7MyntEYbDYbP/3pTxmfmGB0dBSTycT7771HqVQiEglhs1vIF/KsrKwwfekSTU0eSqUSQ0NDbG9vs7e3x8OHDwX1V1WZnZvja+98hZ+++wtOT4O88vqrjIyMoNPpmJ2drbO32trbyORy/M3f/A0vvvgiY6OjrC4uEY3GWFhcYHxinKOTAO/+/Ge89tprpFIp7t27h9FkwGDUs7OzTbFQxKCq/Mkf/hGxWIz33n+PXC6HwWBgb2+PcDiMXq/nypXrZHM5jEYD6+sbzM8v0t7eRjKZ5PLly+zs7PDJR7/G5/MxOjKC2+1GluHi9HmeP3+OxWLhxRdfJB6P1/ZPViwWC1Sr/OEf/RG/+Pm7/PjHP+bJQxdDoyO88847pNNpSmXxgtnU1IjdbmdhYQFFURgZGeHxw0f8q3/1L1lfX8fhcNDX14fJZKGrs5tCocDG+iqaVsbX2srVa9fY3d+jt68Pr9fL3MwMVKqsr6/jtNmxO2yUSiV6enqw2OwcHgf4ybs/Z+rCefRGAwNDgxgMBiKxKE+ePOX0RJSgH9y7j16vR6fT0dHRwea6mIoY9QZGRkZwu9ysrazWLJDaP/SY+IcfKOVCAamioUigKjLRcBi0ClazhY6uTnQ6HY8ePQKgrbWNcrlUt+CVSmVKpTIWi5XTWnzvDOA2OzuH2+UWzKn5ORHB9YkraqlUYm9/n8bGRi5cuIBOUdhc32B0ZISuri4R2XM3sr29SUdnB7dv32N5dZWOzg6BVnc60edzZHJZIqEIa2sbnJ4GKRaLBINBWltbSSaT2G122jq76pKscrmE19vC2toKZrOpjh5RVVVEYAvF+t7kyZMnNDU1YTKJq7HdYaOvr5+enm5+8pOf0NzcgsPuwOFwMNDfT6FYxNPYyNbmFpVKmcfPntYTUZlMpnZQOOjp6eHw8BCdoiNfKHC0soLRaKS9vZ3+/j6y2Sw7O7tEIiE0TUKv17Ozt8v+7h6jo2McHh4Qi8WYnp6uLeGsTE1NsbO9w9LiEjMzy/ze731L9HsUpUaV1WGxmDCZjNy9+0X9d3a7RRP5TG2sKEo9Neb3+8lkMthstvpIUEQeE3VW0hnPS1EUFEWH2awjnRbSrbNUnclsJhKNUiwYOIsLA0hSVUAcJahqGtWqaIqDRKmkkcvmQJIwqCo6veBfaZpGvpinWCih06l4WprxmFoopFNk8kVsJiOZRIxkJk8hV8VqMWKx2imVS8QTSVSDCYtRT1tHB/ceblIt52uWQ1V0S8qiBGs0molGozV7pUhlSZLoamg17Ew+m8VkEhywam3/43Y7oVolmcrUrJFlsnmBo5ElAcg8i06Lf1ZBVQ3oVBWz1QKSVLcwrm3sohgilKoyLncjdruDvZ0dDAYDP/3pezQ0NOByCeR8pVKpvzgdHR1x6dIlxsbGkEC4ziWJtvZ2bHYbLV4vxWKJ+bkFBgeGSKfSolskyUiKALjGa7fBaDRaJy08ePiQ9jY/kWiEzfV1BgYGMRtNWExmLl26yMLCPKqqp7e3j1QiwfbmFr094o3+8OgQt9tNOpenoVE8iO/duyeYVhaLCAKtrbG6usbY2Gh9x9ja2sqXv/Rl9vb2ePenP8NkFiGWlZU1lhZX+fpv/RZHh4eYTUYuTk/xs3d/zhtvvMbh4SFjo6O8/977hCNB7t27y9LSCslkiq985csEg0EuXryI2+3mo48+qn/2Dw8PGRkeJhgKo9Pr8XibeTbzjJdfe5VoNIZO0ZNOJ7BazHibWzg6PuTo6ACr1cL29jYSEgajSN3FkwmC4RCKqqPF20J/fz/Xr13h888/J18s4HA4GBoapsXr49e//jUzT5/hsNvo7xdhmlA4zDe/9S0qVYlYIk4kFuPlV1/i3r17GAwGxsfHsVqt7B3sk0gkKTWXaGpqoqOjg1QqxbPnT8lk0ly4cJ7Hjx8zOzsr4K1GY1397XK56gr139iB4vf7aG721CKw/ZjN1vpOpVqpiOVlNMrU1BS72+KD1dzSTLK2CCoUi7hcbl544UWWl1doagoLrLXZWm9o9/X1ceHiRRLJBJ2dnczMzrK5uc3iwgpXLl8ml81iMYvYZlNTkwBPhsOcOzdZo45OcvXqFQ6Pjujt7WVre5vTYFDM901GhkcHSKZSvPjiSwQCAXZ3d4jH4zQ0NmIw6InFSgwPD7GwUKoTUp88eVx/2F+/fp39/X1ikSh9vb188MEHhEIhhoeHmZw8x4MHD+jo6MDrbamPo3SKDqtFjPmy2Sw/+tGPGBsbq5UAZa7V/C0Avb29dTyNLCvcunWLmZlZ4rEYsizXW8uVikY8HmNycpLj4yOamlzY7Xax3FP1rK9t0Nrmq3s3DAYD7oYG7n5xt35gxWIx5ufnUVUdFy9eZGbmORsb60iSRCQSoaenB7vdTqlUIpPJIroeUi32aq7toAx1qvHZzqSnp6fmErfWDwwROY7T2Ojk4CCEy2VCkRXS6XS95CbLEoVcFiSVaDyN2WxGV+uLVKQqMiL0pNPLtTEQyJooBErI6FRBKUYCilDV6aAKyVQGpWavNFssFNIZCokUqVgcnaqntaWJTL6MzWnCYrFRqCqkM3lamhpRDHb6B9fY2z8kl8+SzxfQ69X6uFFVVRRFwWg0USgIaZder6uxuEy1A0auNd3NlMsasiwRiURFCkyrUiwWag77Yg206KjRB8RMW6toaMUCBpO5DpVUdCpaRWFrc5/5pW26+/tp8HgYHBpia3uby5eu8LOf/4zOTj9/+7c/or+/n6bGRt56+y329vbJZjKAxP7ePqNjY+wfHOB0ODGZTPT3DxCNRZm6cJ733/uQEZdbjHSrVRQkgWUJBkWQRa/ni3v3uXJFYWJiAr/PRyaVJp1KiZv5zi7VSpVoLEpnR0cNH/QiJycnxGJxvvqVr3Lv3j3MZjM3X7zFuz99l/7BQY6PjwmHwxwdHdHT00M+nyeXE2U/p91OJBzi+PiYRCJBKBQiEonWQZE2p6u2B7Vgdzg5OjzC42ni+XMxevP7/fxP/9O/4tGjR8TjcVZXVujp6UaWZcKhEJ0dHXR2iSX/rZs3efTwIT29vfh8PmZmZjh/4SI3btzg9u3b5LM52to7uHjxEkdHh3z66adoZXjnna/WwgIdVNHY2tzC7/cjyzJPnjzB4/EgKwqPHj2iocHN06dPsVgsdHd3UygWiSXiaBURkNnd3eOoJr9qa22lubFJ4K+amigWi4TDEUDQv3P5PIqiYLVaaWny1OGYH3/8EVtb28TjCcLRCAajkevXr7O3t0ulWsZksjA5NYmsKGxtbfF8Zga7zUY6nSYajdbrAL/RAyUQCFAulzk+PsbtdtPT4yQcDmO32/H5fCRSgrK7tLREe1snX377LRaWFvH5/Fy+coXNzY3aMrmMy+WmVCoTiUSh9laUy+cpamWyuSzxeBy32835qSka3G6CwRCBQIBnT55ycXqaarnE/v4+Xd3dNY5UnnA4gk7Vk05naG5pwWgyceuFF9je3qWnp5NMJsvTZ/OMjqSJRmNEo7F6wimdSuGw21hbW2VhQThcurq66O3tZWlpqU5CDoVCxGIxFubnWV1ZqT30xB9hPB7n8uXLhMMhDg4OUFWVSCSCyWjC5XLx8OHD2lhEY3V1VRQjmxowm80MDw/T3CQCArFEghZPMxaLlZWVNVKpdJ2FdtZKv3fvXh1xn8lkuX79Bk6ng4WFBbY2t7DZrDW0ioNMJlPXgIaCQXw+H3a7naGhIQwGfZ3nZbVa6ejoqLWmhQQqGo1is9nqhsbenr7aLUMhHouTTCbRG/RUKlo9mHDG6Eomk+zu7iJJEu3t7dhsVkKhMJ4mBxarGUmSyGayIkGWz5NKJ9HXOgNuh41yBYpaBX0VZJ2KVi4iVyUMRgMmk4lqBXJSDiRx+OpkBUknY7VZyKTS5IGqVsViEd6VRColiMAVKOQKoKjkyhqReAqJCmUQ5cRikaqkUNXpyBUy+Fv9lMoaW1ubqKpaR6PoDQYy2Sz5QhGD0UwmmxPyqmKpdpgUqOpV9IpwzpdKZYqVoripVCpYzBZA3NwFSUDc4ATFWAArjSYD+WIBkKloggpQrVaQFIVEKsf+QYB4MkMml+f68DCnoSAGVYwx+vsE1SCfy7O5sUlFq/Cn//4/4HTa6exsr2upGxsakZBoaWlhfn4evcHA9MVLbGxs1l88njx5ysWL0+zu7lIua0RjYr+glctks9m6xM7n82E0GnnhhReoVCpsbGzw5Mlz/uQf/yGHhwfcuXNHRLrNZg4PD2j1t2IwGLhz5w5vfOlLXL1+gz//i+/z27/9TQaHhkgkEuzs7LK7u8/v//53OTk5pqKV/08EYp1O5dNPf8358+c5OQlz9fpNBgYHMJvNlMoaoWCQ3d2d+iSisbERq9Vap0tIkszXv/51lpeXeRJ9ysDAADpVJpVM4rTZ2dvZpaOjg4mJCVpbWzk6OOSLO18QjUWx2x28MvASyWS8ptsOs7GxTTwew+v10tjQyNb2Ot/8xm+RSueYmZmr4aXauXDhAqOjI+zt7dVHydvb23R0dLC+voHVZsNudxKLJ5CqYDIYcdjsHMQPcLvdtLW11Zwwo8zOzLG+uUEoGuFrX/samUyGw8NDtre2aWxw43I6sFrNnDs3QS6fp7unm+7ebvxtPpqamzBbLGxsrmOxWjg3eY6dnR2ezcxQ1ap093Qy0D9AIBD4zR4oZwKmeDxew3aIa//c3BxLS0s0ejy0trXS3NzMSeCI8+cvYNAbaW1trS3Q85Q1jU8//YRLFy/RV4NLzs3PMTg8zM1btzg8OebZc4FBafX7aW1txefzETw5Ye75DIosc+fOHSoSAvuez9ez1ZcvX661mYvs7OwRCkWQ5DXGxsbo7++nXC7j9baQr33xW1paiEajrK5u0NvbT6w2I52cnAQE++v58+f13oCiKEQiEbxeL/PVOXp7+1BVgd2XZZm9vT3cbjdbW5ucBMQu53d+53dQZIVQMIjVYqZSrfLaa69w+/PP8bf6MJlMzM3NiZGGTmVjcwOvz8fB0SGpdJpkIlH/guprB9TRwSFaucTe3h5LSys1r/0o0WgEs9lCk8fDxMQ4C/OzNSSF8J1sbm6SSqVoamqitdVHLperJfcSLC0t1S2crgY3yVqoQiQ8THWCrtlsrt9EbDZbbYwlU61W6tgVu91eb9a7XK46F8zvb6G9zc/paRCdohKOhEkk4pgtJoGolxWcLjcyVSSdSjSWxGRUMZvMVCUJnWqAqia8J5UqElKNqyajKDWCb0WjUpVwuJwYDQYS8QR6ZMpUkWQZZBlFryCXDegNegxmG0aLjWI+x2k4jqxI6E1GfK3tnIaipJIZbHYbpbKGoojxncGorxUbqyLeq+hIpzPoVYPQFlOtAR2rdcOkVqnWmWeSBDpVTyabAUnsFGRZrt1u9MiKIrD5xhqA0mJF1Rsw6q0ossDFICtUFZkXX34dx8IKm7tbvPfee7XxkgUJiaaGRvxeHz/92S/56lffwGq11sMet2/f5saNG0SjUX7x858DEu4GN8FIuJ5WlGWF3v4+tra2OTg8obMjxPHRCZIEgWCI3b0DXn7pBQaGxVvw/v6+KP0hMTU1RXt7e61jchmtrOFwOHjy5AnxeFz0oWpulJs3b3J8fMx//M9/xtWrV/A0NxCNxWhsamJsfJz/8l/+Cy3NHqxWCw6HnZ6uLt5/731kWeby5Sv83d/9FJ1OFW/c+0fMzi4wOjYq/O8D/disFmafPUeuQjQawzQ4wMriAjazid6+XnSqSjgcFgDXcJj52Vlu3bpJ+DTIzOwMqqry/OkzIpEI0xcvcXwUoKmxiUKhyMTEBBOT52hodLK4sECpVGZ0ZISlhUXGxsbZ3trk6ZPH7Oxs0+IVPZnXX3+daDTK8+fPxYtkczO5XA6/38/u7i5LS0ucP38egB/+8IdopTITExOcnoiOXSKZwN8q3O9Xrlzh6PCIL+7c5eT0hN7eXuKRKKVSiaePnwCiFD04NMC5c+fQ6VQa9XqKWplf/up9hoeHaPH7cDmdZLJZSmVBLujo7uL1N95gZWmZpsZGMpmM2Bv9Jg+UYqnMzNxjevv7kWWFjz/6iJGRESpahWdzz3jl1VdJJZM8evyYVDJJJCQIpn/0h39IY2MDitLEafCUq1evks1kxXKuVSQaAicnPHr4kMbGRh49esj42BihUJDnz5+hyDKqotDc3ExfXz8HB4fkS2KHIZDpOUZGRtje3sZoMDA4MMDmxgaPnzwRjmu9gT/7sz/nW9/6Booksbmxjk6RKZdLDA4OMDIyTCgU5N69+zUbpIvj42Pee+99tre3mZiYwGKpEA6FODk+5uTomK6ebhwu8QVxuxpobmmmWNZIZdJUqLKzu8fLL71ILpdFliSMRgNmswm/X+g7fT4vkiQRjUaRZZlQMMjosFherq+tksnk2C5v88orL5NIiA/Q3u4eoXCEL+7c48UXbxCORGuOeRvz87OoepV0Okl3TxfpTIrG2gw6l8vR0NAgFKi1h3yhUCSXK2AwqPX2f0tLC+naIXZGUVZVlWg0it/vw+Npoq29nWAwiKJTaK6FLMqlMlpFqy/3j4+PMZlMuN3uOpAzeBoknc7T3dOBzWYjGo1it9mwWESsVa6ZDfP5PFarhUy+QD6bplIVKBZPUwMWkwG9TqaqlQUMkiqSoqcqCZOcTidTzBbIZzPoLBbhbLHb0CpVJEVCkmW0Ypl8NiPSU7KE1elGMRrQtCpStYqik4nE4wSCIiWnU3Rk0mmOjgNY7TacbieSXLNIFoUT3miyAGKPoCiCv1UqC7glkkRZE6MtXY0aLOyeOTStgsGgo1QqAmKHVakKlpeik+s+oCrCVGm2malWNJBV9GY7gYNjdNYcBqMBqlUanG7GhkcxWaw8e/4MvaIwMDjAb5tNwnhZhcDJCV/68pf5yU9/xhd37/HOV95hfXUVn9eHwWjgrXfe5ou7d4nFYvT29hAOB7FazbicTkLRMF6/l4P9A/74j/+Qn777C46Pj8nksuzv7tHc7KGzvQODQV+jXufJF3J4vYOksxniySRd3d2k0mkuX7nKhx9/RDQcwd/WiquxgY9/fRuJKg0NblZW1onG41y5coVXXn2N1ZVl/uv3/pKXXnwRGYlypcLczAypTJoWXzODAwMsLC5w89Z1/vf/z/+X9fU1dnd3eeGFF1AkCagSCgV5+OgJN27dwOV2c3J6itVmp6+vj2AgiNvpIhFP0NTQSGd3Jw1NDTx7/pxYLFEL63SQzWRpbm6mWBTBC7PJyMzzZ1QrFc5NTpHPF0km02hahXd//nMGBvrJF8ssLi0zNXWBbC7HvbtfUCyJtN7KygqSJHHjxg0ePLiPx9PE9PQ0uWyWo+Nj3njjdVxOFysrK8zOztYJHK+/9jp/8V+/x/r6Orlcnlwuz8DAINPTF+rCwu2dHa5fv8bE5CSLi4t0dHSys7tHIBRmYnyCYr7IX33v+/T29tHb3UVZ04gnEvV9p8tup7+vh3QyxcL8HNWaPfU3dqC8+vrrqAYDxUKB5cUl9Kqe/r5+rly+wr0H9zk9PWV0eARZUVhdXuGjD37FhelpkskEhXyOSDTC8PAwsUiUcDjM48eP0Url2kJVTywcoamxid6eHlpb/aiqysnJMZIkugJ+v49MJkM4EsZqt3P16lWRGlFVZEmiVCyKN/ijI1KJJO21241Op2P6whSPHz0iXYs7RyJh2traaGlpYX9/v0YBzqAoOnQ1ppLRaMLvb6VQKHJwcEgqkWB8bFw4SGoPlYuXLvH8+Szp7QxudwNIEiOjY7z++usY9Hree+8X+Lw+mhobCQZPCYdDxGJRrly9wsnJKdVqlUwmg9FgZHFxEZvVSrGQp7enl2QyRa4Gf4xGY5gtZtKZNGNjwzQ1echmRaLl4GCPSDTM8XGAmzevo9PJ6BSFxq4ustms6NgUi+Tz+frS32QyYzaLfklbWxvhcJjT09N6P+EsaXYWc3W5XRwfH3F0dEg8HgeqnJ4G6O7uqpNJz1r1DQ0NWGsO71AoJHSyhhQWSxGT0UQ0GiWfz+Fyu0gmE5hMJiqVCqqqks1mKZfLBAIBOtrbSWXyFEoVZJ0eRTUiyWKcpsigkyUkWUGnluq/m2CNWSmXyxTLJcqahiLLFAtFKuUSWqlEIS9UqpIkUdLAaDRQzBco5HIEAiccHx6iV2RKRfH3l8sVjEYzXd1tWO02JFkmGolitdmoIhOPxVFkA5Kkks7ksFrP9NNFnE4HhZJGMV+sLeTLWE2iFHlWeDxD+2taHrPFXL/xGo1GFEURh4nVgk7VUSpVkRUDkt7M4Ng51td3mTw3QS6fYW93n52dXZyNDUxfvMi9u3dZW9/AbrfzxRdfcO3qVYqFIk+fPuWP/ugPWFxeYn1jnXgyUY/LBoKnXL5yha2tLUAs6ltamuuqhWqlgrshw+3btxkfG0Gv14sXF6uwM+oUHam02KsmEklOjo+ZnJyk1d+K1+enWq2yuLhIqVzG09yMTqdy5+5d/D4f3/n2b/H8+QzB01PMZitvvv46LT4fqVSGhfkFvvKVr3Gwv4eiKIyOjeNwOoEqg4OD+Fq8BAIB8oU8589P8oMf/ACn08HAQD9Pnoify9PcxLmpCbZqivEL0xeZmZlhfm6e9tY28vk8TY0NbG+LHUJvby9Gk4lrN26wuLhEOBzBoDfQ2trK5uYmuVyWTEZldvY5sqJQ+CJPqaxx7dp17ty5wyuvvVx3wQAsLi5iMBgIhyMUiqV63P7spWtqaopcThTGdToFWZJYW1tlauoCFouV9fUNgsEQrX4v4VCISxcv8uDhPex2B51dnQwNDaHX6znY3yeeSPD6G6/X9rc2hoaGefjgIZ4WLxWtis1qw+f1EY1ESCUSLC0u0dXVRTgYwmqz4vF4iMfibK6vYTSIyH8qnfnNHihbW1u89NJLLMzPszA3j6fVQyaXRQtX8Hq9WK1W2jo6QJGpljXmZmfZ2dlhu4Zq+eSjj2sJJAEt7OjoYG9vj/b2dtbX11leXiaeEg/8SgX8fj+XL1/m+PiYRpebRCJJWdPo6umpOz3O0kfz8/M4nU6ePn3KlStXhD74Zz/j6OgIi9GE2WymUtYoFIoMD4/Q29tLNBrl+PiEQOC0jiax2YQ/e2RkpL5c/uu//gGBwCmNbkc9EhuMiN2R8Fwvoqp6GhvdPHjwgJ6eHgb6+0km4iQSKba37vLiCy9gt9uRFJlv3PoGDx8+xOVqYG9vT/gwSvm6bMlisdSw8kIL/PjxY1566SVaW/0cHAjS79DQUB1U2dLcQiab4YUXbtYP1O7ubmxWcROIRqNks0J81dHRUVcy3717l1AoyI0bopF7lnDr7u6uJ0AqlQrRaJRwJExbWyvBYBCPx4PNZqNYLBKLxQgEArS1tdX94mcFvjPZmtvtxu121xfZTU1NaJUyyWSiXqDT6XT1sdpZnFqMzSzIso5CsYReVTHZLQKhUtHQ6RQURXhHACSdClqVVCpdG8VJNRyKRKlYoFQoUMznKBYKZPNCmJVMJgGRHpOq1IjTKlVNQ1FlZEWPWadnaKCPlpYW8qUCyWQKq9VKOBLGZDYRjcWpaGXKFQ29QU+hKGyKlapEOpPFZDSglTUw6NEpqmCVSX8/sgMx7qsiUdGqJBNiLGnQiy+yCBqIcZ3A8uspFkvkKnmOjo8pFotcu3aN//wf/wt/9Vff56XXX8XhdHLp8mUeP35MZ08PXl8rs3NLvPOVL7OyvFy7gfSjqiqngRPuP7iPpCjYbDb29/cJhUKoqsr4+DhPnz6lr6+P7e1tTk5OCIVCRKNROjs7uX37dv2zckYASKUEbHRqaop0Xz8H+4c8fvKUvv5+0uk0LS0t7O3tcfHCNDs7wj2kV/WcGxtFGyuzv7fP4OAAv3r/Q37nd79Le2srHR2dSJLQPFy4cIGGhgYmJsa5f/8eMzMzzDLD1OQUmqZx9epVent7KJWEcCqRSHL16lV8rX5isURdU/H8uWBknZ6ekpuaorerG4tFfOdWVlZwuVx0dXUJbIzLRUXT8Hm9HAcChMPhOgXgzHsUi8Ww2hxiId7i5e7de1y7dhW/3197WcqxsLDAtWvXaO/o4uDgAJPJRHNzMxsbG5ycnAh8UlcXE2PjBIMRbDaBlLfZbFy7cY0WTzNbm5vcu3ePsqahqgbKmsbExATBwCmzz2e4du0a5dI2je6G+u43vZJCp+gInBzT0d1FIZ/lwf27mE1mmpub+fjjj4lEIvh8PsbGxgiHw4RCIZZXVmpJzlZu3rz5mz1Qvrh7l87OTi5MT9Pa2srnt2+zurqK3W6nUBApldmZZ7R1tNPa3sY3vvVNPvzVBzx8+FA0XStVHj56WtPKdlEqazS3tOCtNXez2SypTIZsTihxT04CZLNZxsfGiIYjhMNhZJ1OlP/29tjd3eXDDz/E4XBgsVg4Pj5GV4PApdNpSqUSq0vLdSRDa2srfr+fvb19NK1S8yfbMZksnJ6ecmFqinK5RCaVxGI0YDIYWF1ewe108u1vf4PNzU0Ojo5IZtKMj4/XkyjvvPMOqVSyxjAb4cGDB1QrFcZGR2qJCxvhaAyHw47T6WJjY6s2bsrS3yd2O3e/+IK+vr66Q75U0upfvGAwyOHhIZlMCrvdjtls5tHDRxweHdJd4xtl87l6njwUCpFKpVhaWsJoNNLf38/Dhw+x2Wz09PQgSRLPnz/n5OQEj6eJ1ZrA6CyFEgwG6evrw2g01thNa1SrVcLhEA6Hg46OjrrbO5EQ7fpwOIwkSbXORbmOYjlr0CuKTCweFRHyYql+MJ/dgBwOB4navqhSqZDN5ogpcUoWE0pYQdWr6A0msvkyJqNeqASqVeSqhMkkghHJlOi+lEpFioUClYpQ7spSVeiGS0VK+TyyJIvmuSIJX7ssYzCZUBUFRZVBs6IoMkaDHr2qYrfacNiFBydfe9uUdQqZbB5FKaHTKWTSOVRVB8joVB3RWBxFFpj5XKGAQdWRL5Yx6HXoDSqVskjWKLKMUr+ZVVAU0V1IpTKADLKCWdUjSzJlrYIk68hlCxyebHFu+hZj4+Okkgl293Zp72wlnkjhdDgJBsMUiwX0BiNffPEFX37ry/y3H/yQ7//gb/kf/od/ws/e/RlOV5HLly8zNjpCNPb3D9GzvtXf/d3f1V8a7t69iyRJfOnLX6qTguPxeJ1vd2YMtFqtnM6fMjU1RUdHOzvbu6RSKXLZLGtra0SjUSYmztHV1UWxKJbrHo+HWDTC6uoq2WyWQj7PF3du4/O3c3J8hNvdwHe/+23+8nvfo7GhAafdQSgYwu0WFOx4PC4O+2IBh8NFc62cube3x/r6Ooqqgqyg1xtpbBS2xe7ubmZn5zk4OKZSEcGN/sEBzBYLZouFjz7+jPaODqampgiHwxweHdBSg8lms1nOnTvHf/pP/5Gr167g9/tpbhYwxf6BIVZXV3E4HExOTvL40WPefvstyqUiiXiCVn87B/tHFIpl3G43fX19HB0dMTAglt5nv8/R0RFdnZ0Mj4pR/szMDNevX4dKlUgkIpJgsRjJZIbv/PY3WV5eRlXVOi8sEAjQ29tbv+23trYSCARo8jQxMzvDzsY6TqeLvb1tQbewmTk9PcHra+EXP3+Xru5uMpkMyWQSj8fD6ekpewf7v9kDJRQKs7q2TrFQoK2tlYbGRkLBEMHgKZIEiUSChcUFvvzWW5ybnEKv12P/1re4/dlnqKrKN3/r66yvr/Pk6VOuXrtGLJFkd38PVa+jweni+o0b7O3v8+jxI4xGI7u7e9jtdnZ291icX0CWJNKZjEBLt7QQi8VEyTCX49vf+Q53Pv+cUqlUb+/7vF5sZgulUqk+WmhubsbtbiAej7O7u0swGGJycpJ0OonNZuH46JiT42Pu3b1LpVIlmUwxODjA6soKmWwWraJhNBqJRqMcHR3V43TZbJZ0Os3Q0BBGg5GjwwNkWaGnu4fOrs56V+Hg4ABJkupmxs6OjvoHXDB/AuRyWUZHx9jc3KSnR/hIfvzjn/KP/tF38Xg8HB8fcxo8FWTWWAyz2Yy3xcvK6jJ9fX04HS7K5RJPnzzhpZdequkCOohGo2xubqLTCY3sWZItk0nVU1yxWIyGhgYikQiBQIBIJEKp5mRJpYRrJRIRh7uiKLS2ttbJw8JbIWLAmqZhs9nQ6/Wcnp7WD5pgMFg3d6bTaUKhUB34CKJkeRo4pdnTjMlkIl/IEYsnMBpNIClILR7MVmvthb0iFu1aGVkWxUbZZqWgyOQVmUpFo5jPkc+lkREASH3tJmQwm6hKCjpVL5hXVdCrOux2myhRaiXsVismkxGdrKBTBIYkX8hTLJZIZ0Rj2qA3YDAYkaQ4BoORfKFIsVjGarOIeHs+j16WMRj1qIqMyagX4zqDESRJ+FUE4UYkxAqFusRLp+owWS1oWhmDbEAxmiiWq6QzeVIZ0a1qbG5ic2uDwmGOF198idnZBfb3D+nq7mFj44Tz58/z19//Kz7++GNa27z89V99n//n/yPNd3/7t4lEInz4wQc0N3v46le/CojvcCwWQ1FEDNhsFobBubk5+vqEX35gUABex0dGaGtr4+HDhySTSV555RU+++wzrly9hkEvPhMHBwfcunULg9FIMBxiZGSE4+MAv/zlr5ieFlgPi8UiPpOpNAD5fJ4rly5zdBIgGBTpw08+fihunTodx8dHFGt4I7/fz7vvvkt3dzeTk1NsbGzy4YcfMTw0hCzLuFxuPJ4MRqMRr9fLxsYGTqeL7a0dpqfP88/+2T9B0zSePn1KJBrFZDGDJMagz2o3s0KhQE9vD81NHhYW5unu7SUSCdPe0cGHH37CrVvX8fv9dHV1YbOJz4zJZGZxcYEvf/lL/Nmf/RdUVeaFWy/VOWQzs7Pk83lWV1drriFxqxc7XCfLy8ukM2kSqSQdnV0MDAyiqnqePn4ivPLt7Xz729/m4eNHKIrC7u4uPT09ZHNZ1jfWyecLSLJENBatH0g2mw29QU8mkyYaieDxeBgfH2diYoIf/vCHTE1N8dqrr/Gf/39/xge/+hCL1YLdZsPhcNLX34/Z/Bteynu9PiqVKr19/disZh7EYgKImM2yubmO0+nk6OiIvd1dGho9lMplBoeHOD46wmG3E4vGmDw3SRUYHhlFp+oJhUPEY3Hee/9X/NY3v87FSxcxmUU57sGDR2iaxte+9hVCoTADff1oFY1Y7c1IluU6SVSnKHR1deHz+Tg4EPZFq81GU4OwE46MjNQ5WyIG+Yh8voDHI6KSfr+XZCLJ4tKiGE8A+/v7fOc736kXKEMRkYs/Pj5GVdV62u1sRNPe3k42m8VkNGIymlhdWWVsbIxINMLJyQkDAwP1BM3W1hZer7fuI7DbBSb64OCglj3frTfWT09PeOut1+ns7GR+fp5UKkV3bzcej4eZ57McHx/T29tLb08fZpOFcknD7Rbjrc7OTg4PD8nlcmQyGXp6ejg9Pa0TDvb2dkmnxQJfVVW8Xi9DQ0M8fvyYclm8Qfpbffh8Qk5WLBYx1KyCiUSC5uZmjEYjJpOJpaUlJEmiXC5jtVrrt86zdvQZ6+2MAOByib5AJpOhUCgAQnBls9lJpVL1Nnk+n+fkNEgilQZJRlX1NLjtSEgUymVUWVgeLRYz+VyOSkkHVRUJFYNOQidXKSh5NJ0CNRyMXlVRVANVqqg1kZWqqrXUmFg/mk1GCnkxHqvUdkv5QgFVr2IoG9Aq1JJeYtSl6HToKlWqkoyiylSqVbRKhYYGF8VCDmpSMKvVSkXTKObzyDqFfD5PNputO8H1ej1aRaNcqdTxNXqDuDEXqxrxVBxJ0mEwmBgeG2d7e5uuznYx+jg3gauhkbKmMTDQTzabYXh4CL1eZWxsjJMjESVNJuI0NTbw0Ye/oqurA51OR3t7O0+ePGFubg673U4gEODChQsUCgVefPFFYrEYs3NzpNNpyhUNWVFYWFggnU5jt9t58uSJUIIfHjA+PkalCoeHh8RiMVLpFE6nC6vVztCQC0kS6JqjI+H1cTgcdHV0EIlGaGxspKWlhXity3KmW3Y6nbz//of8m3/zr/nVrz6ojUQN9V1fIBCgUChgMpmZmZ2jXC7icDjIZnNks1ny+TxOp5PDg0OePXtOb183i4uLRKNRDg8P6wXgJo+HP/zD3yeTyZBIJHA6hW54bW2NxYV5XI1iPF4sFhgY6GN9fV2MmG020ukUmUyW2dlPOT81STAYoKHBTU9PF16vl9XVVaxWK9euXuXg8JBsJsPu3h43b76ALMucO3eOUqnED//b33Du3Dky2Sy5fAGfz8/K8gp37tzj+vXL2GzCFjo1NcXMzAyjo6P09/ezvb1NPJHgpZdeore3l3//f/9fyOeylEoCgdTX38v5qSkWFhbo7u7G4XDwySefoNcb6Orq5ujohGZPM729fbS2tdLiaWZgaJClpaU6pPa/95dUPeM//Hf++h//+R/T091NRdMwW0zk83l6urop5PMMDvZzenrK3/zwbzBbrQyPjNLsacbn82HQqczPzfH+e+9z+fJlOru7qAKNniZR7nnwiOfPnvPW229jMhvIZDKMjo4Si8VYWloikUiI01Wnw2AwYneK8Ui1WsVsNnN8fEw2m2VgYABN0+p4kufPn9HQ4ObGjRsc7O9zdHDE0NAgp6enLCwscuHCNMFgsI4JURSIxeMYDUay2SyapvHyyy8TjUaRdApNTU1EIhE2Nze5cOECMzMz/Pznv+Tq1cskEglu3bpFPB7HZXfQ0NDAhx8Km1q+WODqtasc7O3V+UlLS0vo9XrW19bwNHlqyauCGG3lsuxu7/Dqq6/WFMEVGhsbmZubo1Ao4PP5GBwcZHFxkZ1aI3pqagqTyUToNFiP7Z6cnNQZaqur6xyf7Nd5RXa7nUQigdVq4fBQ5NrPOGWbm5tYLJYaJ82OThUPDqH5baRYLJLJZDg5OcFqtdLc3EypVOL4+LjuujeZTMRiAttvMpkEA0mnq4+6RLNc9C7O4svlska5VMZisdQPokqlQqlcJhqL4na7cblctDR76O5so8Fpq1EboFTMI1OmVCpQLhYpZLM1QCIUa7HlbCpNIZ8nn8tRre0vTCZT/fBzOp31m1IhnydX85KXauMF4YnXqNR6NqlUhny+iNFkIplOUcgXsdnsJJPJ+k1D08pYTEYy6SRmkwmjQcWo11HRythtVvLZLJpWJpFI1CO9ZyBJg9mE3W7HarPiamxCZ7SS0WQWN47IlhXcHj/9g4MsLCxQLuZxudy4nA1UkYjFkzhddgwGPefPTbK+vs5J4IRIJIKqKDgcDg4ODujp7cXT0oLP76/H+M9gnn/6p39KW1sbvb29pFIpEokE09PThEIhZmdnScTivPnGGwSDQdxuNw8filvE5s42X/va18hmMoSDIWRZZnFphcHhYb7znW+zuLhIPp/n8PCwrtG+du0akiRUCB98+AHBYJCjoyMaG5u4cOG8SGsaDPyH//C/861vfZWTk1MURcHpFGpp4apfJ5FI8dZbb3NyfMzc/Cw6VRX4+7t3WV3dYHx8lK2tLa5euYYkV4nFYqytrTMyMozT6aRYLGIymXjxxRf55XvvQbXKuXPn+NnPfkYum0OvqkiKzO/9/u/z/NlzVlfWaPE2k0jEa252G8+fP8fhcDA4OMizZ8+w2WwoikJf7wDPnz9nfX2dCxcuYLVaSaXTXL12lUQiwdbWFp2dnczOzmLUGzh/YZqd3V0++/xzIYqzWEjGE7zyystcuXqZzz77jGwuh6xTcLpcHB4c0F6bRJzF95cWFjGbTNhsNtFb0elEjSEkunKiL6cjlUqj1+tRVQMjY6NMTU3VfqYN+vr6qFQq/PjHP+Yv/vKH/91z4h98Q/nd3/ku5VKJXD6PJMH8/DwHR4c47Hb2D48EOrq9A3eDW3QqNjZIpVI4bXYMRiNt7e384pe/5M0336QqVXn6/Bm9fX2UtRIjo8NEoxE67O0YjUaOj4/x+/20t7czPz9Pf38/uzs7KDqF1dXVemu8v7+fmZkZHA4HbrcbRRFvfKoqmtSiiCW+sNFwhMPjI8bHxlB0Chsba5w7d45f/OKXtLe3UdbKqDrRNSiVSiDJbO3sMjI8zMHRAfv7+3VN8erqKrFYjN/9XQGJ297eZn9/H1VVmRyf4OjoiMPDQ+w2G7likUwmy/jYOHNzc5iMJiwWq3hoGIwEAqc4nS46Ojvx+vxs72zjsNtFeayxiUDgVMi4Ojvp6upiY2ODzc1NGhoaaGhoIBaLkcvl2NvbI5vO4PP56OzsJJvNEolERGJHkrlwYRpNKzM4OEhDQwMzMzPCzWC34/V66zuTYDAoWGRmgRVxuV0cHR4xPDJc0+CKBb8sy/U2c/0haDAwPDxMKCSazGet/Hw+T1NTE+l0muPjYxwOR+0hLiLMhlp60GQ209DYgCFtIJ/LkUymBPKkVlhNpzOEgkHyuRxDA714GhuoShKyCjqpjE7VI5sraGYzxUKeTCaFJMvYrVaMRhO5dIakkkCnCDyMwWAQ41BJIpcRrLF4Ik6lRhhIp1L1ImelFvs1GPT1Q0XRqRRLf++3r1Q0rDYxZhVeDQOpTFpE31WhkM5XNfQ6hWwuh6aVKBSKVGq33HK5XE/alUolCsUiplrQoSxJVJBpbPaRylVJJZNsbW/T2dlJ6PSEk5NjDAYjbqeb3ViM7u427ty5QzIew1mzZK4ur3Jh+jy5bJb29nbsNhtaqcTJ8RHFfIFsVrzMdHZ2YrNYGBocZGh4mOfPn7O5ucnc3CwTE+cACEdCPH32BKvVxuHRIdMXp2lsaOSL+/fw+/0Y9HoeP3wk6Lt5Mc6ZnZ0lkRCL8YmJCXw+H8+fPef27duYLSZGR0cZnxjn/v0HSIpMd08PwWCQrq4uXC4X3/zmV9jb2yMWSzAxMY7FYsZkMrG9vc3a2hrJZJpisYjRaGRubolr1y/T1dmJBML0uLtLV2cn3T1dHBzsE4lE2NjY4p//839aC4RAOp3hgw8+5PQ0WNNvhzk3PsGjhw/r1O5MJkNzSzMXzk9jNBn58INfYTab6zfugYEBisUit27e5OOPPsZms9He3l7/fxuPR2nyNOJ0OVhaXGB//wCf38+TJ08IBALcvH6Do6PDmpJDxma1YTIZkaqi9xUKBgmFhRhvbGwMs8XC5uYm77//Pj09PVy4cIHFxUX0RgMvvvQSsXicTz75mLHai77L7aakaezs7pHNpWhv7+Dw6IhkKsrS0lKdOLyzs83z58+5cuUKly9f/gedE//gA+Xhwwd4W7w1T4eXTCZDIBDgW9/6Fvfu3ePw6IgXX3qJw8MDZEnH48eP2d3dZXR4hFAwSDAUpMnTxOTUJCurqywsLvHaq6/R3tbGzMwMSOLhs7m5Keiibnd9hrq1tUV/fz97e3u88cYb7Nf4XicnJwwODvLKK6+wvb3NkydPaGhoIJEQJ/nTp08JBE4ETjqfQ1IUMrksbR3tfPD+rzg+OaFQLJDOZDgNnJLNZbl+7TpOpwtJp3D//gMSySQGg1r3fRwdHfHWW2+Rzf49mruxsVGMsFIpZmZneP/9DyiXirz0wouUtTK729tUSmWKxRL37z+oQwV9Pj/hcJiBwUHW19fx+/3cunmLwGmAjfV1lpYWkWWZjo4Orl69SjQaxefz1X3t+/v7TExMcHBwIH6Wssb+/r5wTRwd0draisViYXJykpPAMY8fP2Jra4uTkxMaGhrY2tpkfHyMbDZbM0OGMZvNyLJcJwrr9XrOTU7W/xxdLpd4MObz9Rn4GfenpaWZcDjM3t4ePp+vzuMymUyEw+F6CdVqFdHeXC6L0WAUD29NQysLpMxZFr5SqZLP56lWqmTzWVwuN6lUiq2tbSrlMtXhITxNDehkPbJejyKBViqAUkXRg65YRDEK5Lxc1tAbjbhrgEpNE8BGRVHI5/IUq2Khf+bxoPb3GAwGbDYbkUgEnSKkYHqDvjaOK2CxWkECnSKi2YpOoVwuo9PpxM8O6HR6ypomYshUqOhVjKiUSmXyhQKFggB2SpKE0WhEbxDpnWKtCZ5JZzDaG2jxtWF0KSyubBGPJ2jt7KCrq4vx0WH+1//1/00sGuflF1+mq6sNm9VKd1cXjx8/xmq1Mj09zaVLgrJ9Rur2+XwcHB5yfHJMPlfAZBK3Im9LC+cmzrG2tkaiRq0+OTnGbDaTSCRwOOycnkb52leHSCTixGJRrFYRjAHY2dmhrbWVa9eusbi4iMlsxuNpJBgMsrW1xbe+9S00TeMHP/gBly9eJBA4IRgMksvnuHL1KpIk4fF48HpbSCdTuFwuclnhld9Y36BShQsXptHpFMLhUL10bbXaWF5aorevl87Otpr8y0Z/Xz93795Fr9djtVlJp1O0tbXVnmEnfPjhBzQ0NPCNb3yLk+NTvrh7r47B6e3t4/4Xd1FVlYvTF9k92KuDZ0eGRpEkiY6OTu7dv1uXA87MzAgigNFEJBzG6XDw0UcfMTMzx6VL01gsRvx+H4qi8NOfvst3vv0dDEZDnVbgb/UTCAjr41tf/hIXLlzg0cMHmAwGtra2yWQzeFta8Le2cnh4SLFY5PT0lNdff52u2stkR0cHJpOJVCbN85nnNDY1sbi8xN179/C2+Dg9PcXpduN2uXjjjTcoFAosL6/w/e9/n/Pnz1OpVGlra8NisRCLxeoSuN/YgfLxBx9y4cIFHA4Ho8PDfPXtd/jL7/8177//AT5fi/hA5PJMTV1gfW0Dt6uRRCIh0BGSxJUrV8hkMuKNT5YxGQzMPnvOy6++wtDQUK35vVQn6R4cHNDT04PRaKxfFcfHxzmpSb3cbjexWIzm5may2SxOp7NWEHogBGCHR+TzBQYGhkin0+zs7CDLMjs7u9y4cZ0XXnqRjo4O7t27x2ef32Zi4hxD3d20dnTgdDrZ2dmpQ+lyuUyN2WTk/PnzbG1sEY/G0BuNXLt2hUAgwNrqKsmEaAF3dbVjMBjY3NzkytUr7D95xPr6Gs01pMra2hrvvPMOBoOB+/fvs7u7y+npKa2trQIwabOjV1ViMZFgaW5uYWNjo47LKJVKNDQ0iMhxjSBrsVjwe331pJTRaKS7u5toLIZWrZBOp2pz3nTdJDdUw1tUq1Wi0SiBQIBEIkFHRxetrQ3CnCiLBXc0GqG1tRVN0+rLdI/HgyxLJBJxoEIwKMRhZ3wuh8MBUFfcrqys4PF46nFORdbVDy2n00WpXKz7VnSKjo2NbSwWMz6fQPRnMlksZiuaVmVzZ5dEOs346CgdHe3ICEFWsVihkCtTKZdQVROqTiKfS6PVYr3V2p4inU6LEVelAlKVChX0itij6PX6mh9FXy/PGgwGkEQbP5/P47C7KNaQ9MVikUpVQ9WrZDNCRHbmoQdq7X7IFfK47HYK+RxQxaBX0enKVPRVKmWBrjcYzVQlGUkCg8FItXr2z1dZXdskmpdpaGgGWaGiVXj69ClTE+NcOD/KJ5/8mkqlgqepqb5QP+uQmEyiA5TJZRkZHeXhw0e89/6v6Ovv4+qVqywvrxAJhaEqwhE+nw9JUdg/EA34TC7LzRduUdWqbG9v8c1vfhVNK/PZZ58JQ2oyRU93D7Is13dune3Ci+T1thCJhNnbE+SG09NTOjs7GR0e4TRwyt7eHr/3+78LssTCwgIGvYH1tTWCgQCKJJNKiEPNYjLhaWzk6o2bfPHFF+h0OorFPPF4ArPZQkdHB2aLhUw6w82bN/jhj/6GxYUFVJ3YIZ3FY9vb25mamqKtrY1A4ISjoyPW19fJZHIUC2UmJyfZ39+nWq3y85/9gsODA9768peRZYV4LImqM+D1tnLv3gPefvvLbO8IcsTnn3+O2WxGr9cTDAZx2u20t7dTKBRYXVzg61//ek2Lfkw+m2N7ZwePp5G9ffEC7fP5eOGFm+zu7NUo7hZOA8d8/NEHgmCdz/PBBx/Q29uNp7mJdCbD1NQFAoEAt67fEMRhi4WdrW1xW9LS/OxnP8NkMtHb20tXdw97u/tcunIFk8lEPB6ve63S6TTFYoGenm52doRCY3JyErvdSjQa5dNPP/3NHihNjU1MX7jA6ekpd+/e5fT0VMDGgkG6ujp45ZVXmJ2dRa/Xc/X6DTraO3j06BHRWIzunh4eP37EpemLzM3NMdDfz8yzZ9z+7FNOT0959Y3X8Hq9vP/++7zwwgt1d8bZQvwMJ3/37l28Pp8oM8qCeBoKheoPUKvVytWrV1FrCs+x8XNUqxXsDidlTePo8BCfz4/RaMZsthKNxolGY7zzzlcZGBxEp9MJvHtt9HDWnzAa9QIroSjEYjGCgSAmowkFiUhYEAHyhQLhcLhuj7OYzciSTCQaRlVV2traiMXiLC2vYbfZqFar9et/KpPmYq034LQ7cThsxOJxpqeniUajnJ4G6g/+s0TZWRAgHhc2wTM96v7+PkajEafTiV5vIJvN0eL14vF4GB4e5t69e3Xci6Io9PZ2s729jcViqUP1xJJeh06n1G5TBnw+Pycnx8KcCDQ2NuF2uzk42KvHC1VVrafEMpkMVquVbDYr2vU1aF2xWCSfK6BX9STiSUwmY60IqSMUzhKLxeq3nxZPA6VimXg0Rjadplwu09TWRr5QYG9vl1yuQDqTRVb1dHV1olN06M06ZElHuZhFqpRQdKDXG5FUPVqxhFYRLXaLTcArM6k0xqrwqSg6HXK5TC6bRVVV7HZ7vauiaRo6VXRJQBb2vqogC5+1/yt1xIpKsVgCJPL5MhJFrGY9qqpHpxeLf10NsVIqaVS0CiDwK4ViEUmRxQGGQNHLNXKxy+3meCdEIpHk1VdfJV8qsL29xf7+Ph3tHRTzJe58fkc4z1+8Rb5YpFguo1Sr2B1Odvb2sdvtVGWZf/xP/inPnz1ja3Mdg15PqVAiHA5jsVj4xc9/gafZg81up6Otndn5Obw+L+FQmGqlSkdHB12dnfzi5z+nubmZqakpTk5O2NnZweZwsL6+gdEgjKwtPi+RaBS9Xk8+n6WtrbU+/qqUNcLhsICo6nTEEwlRqNvYoKOtDa2k0d/fz9LiIqlEklg8RiGfZ3drm+6+PnQ6hZ2dLSYmJrDbHRQKBXZ393HYxSgoFo9SKBTrD3ir1UokHIZKlU8//oSe3m46OtrJZjO0traytrrK8MgYoVCI8+fPoygKAwMDnJuYoFQs0tzcTGtrK1Wq6FQVpYbOqdR6XGe/hyxJtLW2YrPaWFpaIhyJoNfrefrkCe1trRwc7PLxxx/Q2dlBk8fDgwf3cLsb+JM/+cdiTL25RSKZIJ3J1PUYbreb05MAOp3E8ckRO7vbjE9MYDZZiMcTpJJJ1ldFNLtQKNDoaRI04tMgfb29+L0+stkcly9fxmoz43K6aO9oY2lpiU8//YS21ja6u7u5fv0aDx7cx+FwslLjFaaSSTxNnt/sgfLqq6+CJHFaI42eBgJMjI+xuLTE4wcP0at6jg4PScQT6BRVIApKRfR6la7ubsxmCzJi8T2/uIi/rZV0Js0nn/6aF195mY7OTi5evMizZ8/I5fL8wR/8IzbW1wmFQnh9PpqbBerjzme3uXzlCv39/dhqutnmmltjcXERvV6PJElcunQZf6u41u7v7ZFOpXn77XfY29tjdXW1HuEdGRnF7/djMhnZ2dpmYWERi9nM2MQ4ik5HJBrl6PAAl8tJZ0cH+Vweh02kR4aHh5EUSYyCHA4cNhvRaKQenR3o70et9Qhy2RzNzc3YbTbMZgvLy8siG97UhMlopKqVyWezzO/s8p3vfBu9Kub8qqrj3r172Gw2Js8JzpjFYsHldBKLi2JhIBAQ4MBKhdPTIEajkZ6ebtENqVQ4OjggGgvXF+OxWAxJknjhhVtEoxHsdnu90JlKJUkmE+j1ehKJeN00V9Eq+Lw+9AYDqdpDNhIO18kCOp1a9+K0trZycHDA6uoqxWKR7u7uevkrEongsDtIpZKcBCL093eQL+RJpYTsK1XbW+RyOWQkvF4f4VCIhqZGUskU+UJeEKIbGsgXCuSyOWZn5zAaTXR2diJRQVWN5DMqMmX0qkSlKiNVyuj1JoqFHPlcDqvFUotXir6HyWSiUioj6xRUWSKfy6BqehE4rlapVDXy+azgiEkKpVIRrVxBbzJRLmtYrTaymRxaJYdRVcnmclSqVRoanZQKeQrFIqpOQSuXMRoMaFq5vmvJFQrodCqyJA6QarWKVq0gywpIOhTVhCbpaPI0M2ZpIhhKsLa+jlbVoAr3793DarXQ29ONze4gGA6yvbPDt779bUZHx7h79y5Wm52XXn6Z1ZUVbDYrDx/cxWoxM33xAosLi/zTf/ZP+PM//wsBluzv5+r1q+zu7oEi42vz8/HHH5PNZPF5vUyMj7O+vs7u3h6SJOP3+enr6+fZ02d8+umn3LhxE297hxCMaRVWl1cwmsTN2WKxkMmkaWpqZObZDI2NjRjNJj766CM8TU10tHcw0N/P48eP0Sk6qhIk0ym0aqVGN0/Q7G1mYKCPaDTK7GwSkynK44ePQYJiocTE+DilUgm/349Op3Kwf0Aul+NLb77Jo4ePsFmt/MVf/AUvv/oy09PTFIslZFnmhRd7GJ+Y5OTkGK1cZm93j5PjI6Hc0DTOnTvHyOgowXCI9bV1jo+P2djcYGRkmOaWFvr7+pmZnWF1dY1UOsNbX/4y352cFAt+SRhbO9pbMRiNBE5PQZIIhoKEw2HSqTR/9Zd/KW7OKKSzWWx2G6Nj45jNZn7yk5/ga2nhO9PfBSpsb29RLpf567/+PplMFp/PS3t7J1vbW1y9epXunp56v2toaIhqFfYPDoRWQtdIPBplfm6OYDDIYP8ADpeTpmYPRWeB1994g6WlJcZGxyiVSthtNlaWl3+zB0owHKGolens7mJiYgKjwcjO9jaFXB5vi5ejgwNURcf+7i5d3V24G920tvlrI6kc+/sHDA8Po1UrmK0WGhobUFQ9uXyBmefPGB4dZXJyEklWODw84vbt2+hkGVkSaIpSqURXZyeri8tYjEbsViutfj+RaJSPPvqI6elpXC4XBoOBBreLhw/u0dndi8fTjFapkMvmWVxYolLVyOWySJJEb63AZ7FaMRr02KxWKuUyVouFaCTKQH8/ZouZYDCI0Wiio62dmeczpLJZjCYT2Xyuvtjd293D7/cjIWO12ojHYxSKRXa2dwmeirLgxNg4n3z6a/L5Qr145PN5WV5awlWLTqYSSWZnZtjb32NqapJKRdgC/T4fFU0jlxGCq/m5ObZ3tnC5GhjoH8BoNLK2tsaFCxdIpVIcHR0JfPXBgXgDa/fXIZBnAYZSqUyxWK6VpJKcOzeBwWggFouzuCiihWddH71ez87ODk6nE7PZhFYR1FkBpxyvjQioGzq93r/nlZ2h3k0mUz0tZ7aYGR7uRtO0ejG0oaGhlss31Gb1Dg6PD+s3xVK5RDQaqbWyNfK5LLla5Pbu3buUSmWBItepmB0NlEt5qJawufWocpVCLdsvSyKxBRKq3iBa6pUyxXIZnSoe7FCBahVdRexEDKqBbEYcRja7HZvVSiabx6g3EM0mKJbKSIqMzW6r37I0TSMSKSJVNexWs5CMSVXymTRms6meYpMVpWakVOoj30qlSlkDRadisTtJlRXWN7eo6Mwg60mmUwSDp+hlhfOTUxSLJYKhIIlkCpfbTTFfIHAcoLunl+YWH++99z7hSASbxcDTJw8xqio6ncz0xUuYrVZ++rOf8od/8sf85X/9rzx6/IjTUJBmr5funl4q1TJmk5nlpWX0io611TWWlpfJF0T/KBQK02oQSPST4xPSySSBk2MGh4aIxWKoOh1SFbKZDA8e3GdiYpxqtYLFZsHV4MbldPLw/j1i4QgWkxmPx4O/1c/g4CCBQIDpSxfxtvrRqhWMVgvzi/PEknF6u3s4f/4C1UqFpflFgqEQFU3je9/7S37rG1/DYDAQPA3WbYNGgxGq8OMf/4RcLociKcSisbpfZXp6GqvdidFo4Is7d8ikU+gNKomk0FcHggF6i70oikw2l6FYEmXKoeFhMpkMqVSKvr4BcrmCiEtnskTjCc5fmCZfA9labQ5CkUXiqRzf+Na32NvbIXAaRq+a6GhtR9WrHBwc0tHVidFkZmR0jM8//xxZViiWypjMZtKpJFqpzPz8DGazie6ebgBu3LzBhekLlMtlZmZmSKVSDA4OkslkcDU0otPp2N3Z5le//CVDw0McHR1TLBTwt7Xi9XmJx2KcBoMiQn10xN/+7Y94++0vU6lWcLicv9kDpVDrdthtNt599136e0X8tLGxEbPJRLFQoL9f4Bz0qp4PP/gAq9VKY2Mjjx8/4ty5Sfr6+lB0YuGWzWYxWyzc+fwuv/71Z0iKQnNLC6+8/DLbWzs8e/aMsfFxwpEQ7e0iZ3//7l3MZjNb29uoej0ocr2rEIlEag+3MWaePROWt7uigd7V1YW/1Us0Gq7Plv+PDKur164xP7/I7u4uDpeToSHht14+PODC9Hlu3rjO8fERv/roQ0KBU4ZHx0AS896x4RE62to53N8nn88zNDTE5uYGly9dIRgMMjAwwGuvvsbm9haPnzzhxRdf4PDwkOXlZRwOB16vj2dPn7K/vy/Kgw0uDo8OAVheXiGVSjAxMUF/fz8mowBMFotFHj9+jM3q4NLFS8RiMY6Oj1B0Oiw2C7JOxmg08PDhQ8wWM16fF6dLMIN8Ph8Gg4FCocDm5iYejwefr5VMZp0HDx5iNptpbW2lra0NWZbr+XmDwVCXajmdTjLZDGNjY9jtdj7//HNUVUWn0+HxeOpaYbtdxDqNRmOtxV6qsbzydY1uS0sLJycnhMPhusAsk8nU/QtnbXsRJRZ7rFKpRDabFUGIdLqWaIvy6NEj0ukUAwP9mE0mZFlHtVJFq1ZFYVFWcDU2Uy5mqZRLSBUJVVaQpQpaGVx2O8VCUSzDVSPFYgFZJ4Rf+XwBRdVQDRVKmobFbEarUEtwKag6HfFkEk3TUBRFOO41TThkjKJbYrVYUFWFqiyLJCEVJECWJDRNE8TkchlFUbAYTciqDr3JjGoyoyWLRMJx/F1NPH46R1dPL/l8nrIsE0vEuXHjJsgKp6enfPTRB9gsFlZWllANekoljZGRYZAqrK6siLGlVKVULJLNZdGrBu5/8Zh8NkuzpwmDQWV1ZYWZuVneeust2traMBuNeJsF1ysWi6HUqBWyLGOz21leXqatrY2vfuUr/OKXv2B5eYnDoyO6urq4dOkiu3u79PR28/TZcz766COmpqaYm5slm83S1OThzS+/xfr6OtFEgvmlRUZHRwkETunt7SMUChGPJ+jo7KZVK/Mf/sP/i0g4goyE2+FElnW88OKLfO+v/pKDg0P+9E//Pfv7+yQSCRKJBC0tLSwtCXbZ6PgY5XIJTSuxub2F3mRkqHbwvf/++zR5BP23XC4RT8Rob2+v7xxNJhODg4M8efIEl8vFV7/6Vf6X/+V/Y3t7R5CNbTZOT0/xer1omobRqCceF/Tfzs5ulpaWGBoaYnLyvBCh7e/T3z/IxMQkq8sr4vtrsdHR2UXfwABIMstLSzx79owrVy7T1dFOKpni/r15/K0+br7wEts7O7S1tTE8NASVar3Rv7W1Vf/Zf/GLX3DrpRcplzS2t3dIplPMzc1hNIg9q9fnY3ZmltHxMfp6eynk8zgcdv71v/6XzM3NMTMzQ0NDw2/2QJFkKBTyWH3eOqq8zd9Kb28vWqXCxLkJIpGI6IUU8mxvbzM2Nsby8nJteVbgs9u/rvuoPc3NHBwc8Ed/9I9YWVlmZGSkFl810drayvLyMoVikWoFItEoIJa77ga34H4lE1y+cgWzWQD1zvhP87Nz7O/vMTgwgM3h5PHjx8iyLKi3wSAvvPACJpOJ3d1dzGYzNptoR4+Pj5NIJDAZjczPzxGNRAiFQ/h9LSDLoqV+dMzg4BDdXZ08ffqU7e0drCYTk5Pn6OnpIZFI0Nvbi8slsBCffvopHo+Hjc0NgqEQyWSyzklSFAWjyVhPqUQiYvR07tw5Pv/8czEacti5cuU1Dg4O6hiWyXOTbG1tYbfbsdvthCNhtre3SaXS2B12tra2iIQjgiYQj5JJpymVi7S2+rh69SrptGBdjYyMcHBwgNFoRJZlWlq8VKsiU+/1erHZbHVA4RlnS5ZlbDab6JxYLQSDwfoOy+fz1bW2jY2NrKysUCwWax0fpY5kOUNlnD14U6lU3btxNuo6AyRKklR3lBuNRvK5Ai6Xq/ZlNdYPrVKphNlkIngaIBaNkE6nOX9+CofDRlWTKBc1FEBSjMgoglgsK8gVDb1ORqJCPp8lnakgSXLNbS+jMyoUUkmkarXmfdcw2+xUKxXhfFcU8oUcOlkhly/gcjrI5fIokoxB1QuigCyjlUrYzHYMehWtVKzRrrUaJYB6/0UULPVUkahKCgaTBZurAYvdSSgVpVSqYDaLnk40EsHX4qVUKlIqFQhHI6gGI80+L80eD9lMGp0is7O1xfrmJt/5zm8TiYbJ53L09w+QSSWRgJlnM5TKGsVigVQyRbOnmUK+gMPpgESC/d1dqFYYGhwkmUgyNzdPf38f/X19mCxmlhYWKZdKmM1mnj59isfTRHt7G1tbW+SzOU4CJ3iaPfXCq8lkRNGpnJycUK1WsVjMtLb60bRKbScaRK830NbWzs7OLqVSmUePnmCxWvjaV4fZ39/nd777HX75y19w5/bn3Lp5k82tLb77O7/Lv/t3/447d+4wOzsrQjM1fI7VasVutxOJRunq6sZqt+FpbqZQKCBJEvF4nKamJmKxOOtr6ySTcTFBKJXIZjKcG5/g6dOnTJ6f4sGDB+j1ei5dukSxWGRycoz5+Xm6u7uEcygUYmhokIP9Pfb39ujo6MBqsYpEoSQiv/FYnAZ3A5sbm2xv73Lu3IRowj99RmtrK0gyV6/fIF8o8PGnH5PNZrBZrXgam9jf3WNjYxObzYZOr2I2mzk3cQ6f18ePfvTjuun2S29+id3dXZ48eUJzczONDQ309PYxOTnJL372MxrcbmRJhG78fj9VoFQosr+7B4DZbOLevXs4nU76+vro7Oz8zR4osiyxubmJUouUxmIxyjXEeSqdxtPcTCwWE2Mtqly7do1UKsXMzEwdZCjEOCFmZmYYGR3F39pKIZtDUYTV7vPPP2dsdIxIOIrZbKa7q5uDwwM6OjpJZ0T5xulwCNqrQ9yO0uk0nZ2dTE1O8emnn7C/u8cf//EfsbK6Qj6fZ3p6mnQqxdTUVN0uabPa6Ghvx1h7e/Z6vayurdHb10fw9JRSqUhLSzPZbIaN9XV0NZWx0+XCbDSRSqbwNDWh6nQsLMwzNzdLU1NT/UO2tbVFMiUOj0ePH/PO22+zf3CAy+VidnYWh8NBe3s7Y+NjPH36hFKpRFtbW32/YTQasdmsTE9fxO12sr+/z9HRkcBZHB6wvr7OxMQ4DruD45NjFJ2OsfExzGYzLd4WPvn4Ex48vM/o6AhtbYLj82zmOalkkpdeeqnuE29tbaVahVA4xMTEBPPz8/URXiaTIZ/PC1FULYnlcDiIx+MMDw+JpWE6TaFQQFEUijXas9PprLeSnU4nu7u75PN59LWgBEClUqmDIUW7WcRV4/EENpsoS+7u7tZAmY7aeK5EIpEklUphMBhQFIXT0yCaBh6Pm5Pjo7ri9unTZ5ycnPDGG6/jdrswmG1o5QKqSaFUyKPKOorZNFqlQCaRQaqW0BsFE6xULCPJMhbVQLFUolQqospCd6BT9SIKLElUqaLoRD9F0skoNoVqVSKZSFEoFITWWaejVCxgMQnniyjeqgJDj0jriT0K6HTCP48kYbLaMJqt2FyNuD0tGC0OoskDDGYrP/7RT2jt6CCdStHZ0cHY2ChffPE5W9s7TE1P09TswWazkkklSSUSjIyIFrXFbCKft9Q8NlUcTicGvQGT2YLVauXuFw9wOJy0traRy+cpaWWcTgdQ5eGDB1yYOs/kuUki0RgdHW34W1vJ5XKk4gnu379PT08PMzMzXJg+T3tbO4VCkXwuT64gOGf9/f3s7OzQ3d3N8fGJeDl0u6lWq+TzORKJJKFQmKdPn/LySy8RPA0SODkhGo2wurpCS4uXe/fvc35qikwigVlvZGd3l8bGRmbn5/nw4w+ZmhQekXt375GIxfln/+yfkkynyOfzXL58mY2NDapUeePNN5mZmeHJkyekUqm6XG59fYNsJktHZ7t4BjS3MDQwWNstihj90tISn92+zR/8wR/Q4Hbj87awu7vLysoK4XAYk8mILMn09vbw7OlTUqkUVMFqtVOtVkXsuRa0sNvsuF1ujg6PcTjE97wqSVy8dJlUOs3GxgbHx0e8/torOGxWbt++zcbGhtChqyot3hZaagnQTDpbZ6zZbDa2t7YoFAu89dZbhEIhYWy9exdF1jE6No7FZMLnFfUPvUHP3NwcK8vLyLWgQZVqDQ0DLpeTQCDAm2/91m/uQPF4PFSrVTY3t+p00ZaWFnw+H36/nw9+9SucTifBYBCD2VQv1xmNRoLBIH6/H7PZzKe//jXbOzvoVFVEjdNpmj1NPH72nOPjY0rFEm2t7ZTLZR4+fMjU+fMsL69QoUo4FMJsNHDxymW2trbEwTQywq1bt3j08CGpRJIbN25wehrAWFt8nVF2s+kMaBXm5+c5Ojjk+vXr3P7iTk2pW6FQKKFX9fh9PoLHx6ytrtLoaSKeiHN+ZIQnT55yehrE4XDgaWxgYny8/rZ+cHDAxYsXOTk5QacT0q1YLEaDp4mJcxOsra3V0ezT09P1NNX9e/dIpURb2GQyoaoqt2/f5ubNm6ytrTA/P8vIyAiZTAa3211/2Ptb/UiyTENTI+7GBu7fv8/Ozg6Dg4PYbVa++zvf4aOPPmJvbw+H04HJYmZ2dha/38/SiqDNAiQSSWRJIZaMcnDkQFJkTBYrz58/x+l01pEwAtgo3Oh6vZ7t7W0iUaEJTqfTOBwOgsFg/dA4OTlhcnKSWCyG2+1GkqSaIiBNT08Pi4uLpFIpZFmuj7jMZjMnJyHa29vqPvpyWTTnFUXh4OBAHA4GI5m0uC15PE2kUinxpdALREehWMThdLG1vcMvfvk+r776Cl1dnRjNFqhUUQ1WFEArFimXC6RiYTKpGJIqDgmdUZQaq1UNi8GEw2YmEY2haWVsNivlcklALrUSJp0FBdArigAbFgQgUZIkCvk8qk5B1ZlwOOzksmkxwtIbyWZSVKsVKhUNTatgNBqQZB0GoxGLzY7N6cTubqSh2YvJ5gTVwHEwgk41MzI+TmtrO0dHR5TLZWZnZ8lkcljtTmKxOM3NLbzyysv8t+//Ffcf3KNYKiHJok19buo8w8MjhENBtjY3AVBVFafLzWuvvYJOp+Pxk8dMX5xm/+CAQCAghHknJxwdHSPLCpUqGAxqnSJuMplwOBy0tvpp8QpqwuHRIRabBZPRhNPlIJsRVsczGrbL5cJsNnPlyhWePn3K5uYmN27cqllG7WTTKdxOB00NbpG2dLk4PDxgdHSUXC5HIh7H6XTiaWri9u3bnJyc4HS7iMYjJJJxyiWNN998Q4xv29vY3Npibm6uHmk+49E5nU7a2trQ6/W0t7czMNAvLKR6PdubW5ybEN/deDxOV1cX+4cH7OzsYLfZxBjMJdxJhVyOh/cf1PxQGu+//0uSyRRGVWVhdpZQOMyFC5foqNkac7kcuVyOpqYmNjc3OT09ZWhoiFAkBrKOV1938uDBfeLxGK+/+hrVikYqleDp44fYbA6mpqbErbJcQiuX2d3ZZW11XUyN2tpIpVIEAgGuXrtWfzGcm51DkmQ6ujuZn53FZrWRiCcwm83EkzEymQzj4+MUcnlmZmbQG/T4/X7y+SJHRwf1tONv7EBxOBwC1ri9Q39/Pw0NDYRCQdzu/z9r/xUl6XnfaYJPeO9tZmSk966qsrJ8FQooAAQBUiApsimR8mpNe3WfnbPTZ2/3pnfPjHbOnNO7M93qmWlJLZKikUiCJAgCKJjyvtJ7ExkZNsN7H7EXb+TXM1fDC+KKxCmUyYr83u/9/3+/57Hi8fQIZIBWy/z8PIFAgL3dXbw9PTgcDnQ6HRsbG1SrVfp8Pva6H2aj0cjB3i4jI8N4PB48Hg+1Wp1CoUB/fz+rq6vs7e3icrv5d//v/55/86//JUa9GFetra2xs7PDzMyM1BafmprC6XSSz+fZ3z9gcHAIu81GNByhVCrRarUkdtSzZ8/YWF1l0N9HsVCgXquxEwnT4/VgMpvQ6nSMj42zs7vL7u4uHo+HTCbL9evXSSVOSKWTgOjXVKtVFhcXefHiBffu3ePb3/424+Pj/M13/o7Hj54xNPhf8e6BQIBUKsnAwABb21vUazXmZud4+vSpFLOVy+XcuvU63/nO30ooj76+PrLZLGq1mjfeeIOPPvoIvV5PvV7H6XRitVpRdJ3QLrcLs9ncTWrlCIVC9Pb2MjExIX0jbW5tMjU5TTQSk3wkp1HprY11dDrBVItGo8RiMQlN4vF4MBgNIINarSaBJU/NjvF4nHK5TCQSkX6/p4yv04X9KavrtOBoNpu7OxEXRqORYrGIz+cTBOpCQTJxNptNFPKG1McxmcQC/PShdjpSOy1GRiJRfvrTn/H6668zNzeLWi2iuAqZHJ3eglwhw2JzUchnKBbStBs11Eqg3UAh71AtV6hUq6jUalRqNZ12C033hlGv12jTotVp0+nI0eoNKJRNarU6OvRoKyXUKhX1agWlUoHVahH++GoZ5NCsi/2KQiHvMspUqDVaZEolSo0ed68Ph9uL2e7mJJ2nI1diMJmYP3OG0HGYXD7H5NSERNsOhcKsr65iMZiwmvQolSpsViu1Wg2j2SyKsIFDzl+4yNmzZ5mankaj0RIMBMhlhUqgUCyxu3fIwNAQ588vIlMo2djYoLfXh0ajJZvN4O3pRa/XS1w8nU7HwMAAIGNsdJxmq4HRaMSgNxA+DqNSqjG5RIfC7XZTLBaxOxwivtwlDkxNTSGnw8XzC2h1On75y/exWS1YLWbMFgvpTBqlXM6Du3c4OtjHYragVoluSSKV5O233+Y4dEypVKK/v59XX7nJk0eP+NGPfoTH6+XSlcvSvu373/8+JpMJu91ONBolEomg0WjY39/H7XJxafECR8Eg4eAxMzMz7Ozs4HQ6yeay3V1OnsHBYeq1GuHjEHs7u3hcbgwGA/u7e5xfPMeA38/Ozg7nFxZ49vQZ5VKZcrnI3s42+7s7vPHmG0SjYfKFPCOjwzhdDmFmfe0GMmT8+3///8Ng0PLFL77F1taG+N6p1wmHo/h8cu58fgeD2cylK1eolksEAgGJradWq7l16xYHBwe02y0++eQTisUiDqeD2dl5Hj16RKuLSpqanGJtY51iMS9VHhYWFnC5XAQCAYxmE4uLi6yvrxOPx3+zB4pOp0On06HRahjwj+Fxuzk8PCCZTBKNxqlWq8TjcSYnJ6nV68Ix7RNN8Gq1Sl9fH+VymQsXL9JoNNjd3WVudo6F84vcf/CQK1evYrXZKBaK7Gzv4PF46OnpIRQKI5PLBQBxdIR4NMrIyAh7e3t885vfpFgsCn/ywQHT74jlWiKRwGa1IQN2d3cFQ8vXi81mw+Fy8vDBQ4aGh4lGI2QyWcYmJjkKPieRSNJqNXHZHUxNz2B3OOgplzEYjSgUSoHvKJeEFXJ/l8HBIeq1uuSMP+2V/OQnP8Hn8zE3O0WjXkcukzE/P49MJmNrewudXsdx6JhOp0Ox27dJJBIkk0nm5uY4ONinVCpgMBjwer0olUoODg7wer0SCaBSqUigx3w+z/HxMRaLBavVQjKZ5OHDh5xfXMRut3P27Dl2dralElM2k0Wj1lCtVjCaDGhbagKHAWZmZzg8PECnFwjcWCwmjSVOTk7I5/P/JxXo6Y4jnU7j9/uF5VCpxGAwSI393t5eYfbruk4SiYRUeARwuVwSYFOhUEgHmF6vF0vnZlOiJpweQuVyBYVCIWE5hLJWTr1ex2azk85msFis1OsNmo0WP/zh33NwcMSrr74ilosyaHZA0ZGj1JswqdR0VBra9SqNaglZu46CDmqNknZbTrmWRy6DdrOJVi988couSqXVAb1Oj1KtplqtU6lnkKuUWGw2qpUyJqsFWUeIvpTtFq1mm1ZDYO9lqFGpZChUKlRqDRqDAbPVjrvHh8Fsw2xzkcmX2dzZx+Ptpd5okslmGR4Z5q/+6rvI5TJGhkcwmc3YrGWpKV6vlLDZHLRaMrRaHY16g3A4zMrKKqlUGpVaTbVWQ6vVIZfJGOgf4Mc//gnQ5otvv8VJ4oTl1VWmpqeJRqMM+PvRa3XET+LU6rVuoACGh4el7+tgMCjcJlo1/f0DWC0Wzi/2sL+/j96oZ3FhgcDREQaDnvX1dcwWKx9//DE3b94U+zS58NofHwfZ2twgGAhw4cIF0dbW6zh7Zp7nL15gNpvp9/uRyxW8995P+YM/+kOi8TgGgwGrxcrqygrlYolSSfS1khsb7O7vMzo6xtTUhDCQ9vbisNtxOBwoFAouX77Md77zXfZ292g1W1y+chmFQsGnn31GLBYlk83i7/dLResLFy7w0Ucf0ajWusKtQ37rt77MP/z4Z9hsdvp8PmamZwiHQ2i1GoaGh0kkEmIB3tPDUSDA8PAQhWKRBw8eSGy7b33rdzk6OqLTgXo3qXV+4SwOh4N6rcb5cwvE4ydUqnXMFgvDgwP8/Oc/w969yQ0ODqLX67uqaRk2m52vfe1rNJtN/sf/8X/kyeNnDI2MMDczQyh0zM7uNvl8nnAkjMfjoVQuE4vHyWQyuD0e1Bo1e3t7RCIR7Hb7b/ZA6enp4dGjRzgcDmbmZmk16mSzVlqtFtPTI5KD42/+5m/w9fuxOewEg0Gy2SwHBweSoKVer3P16tXuLeKQk5M4M7OzABwdHdHX56evr4+ZmRnu3LkjkgouB7/3e7/D7u4uzXqdYDAo3TQ++eRz7HYr169dJx6Pk06nKRQEkr3T6YgPuUaDu8dLJpcT5TiPm1QmjVKlZmNjE5PJ3GXxyOnz+Snmc4TDETa2tpibn8dqs2O1WDCbzOztbEslruDRMfPz87zzzjt8//vfp6+vj3w+L7156XQ6IuEwdrudUqnEwsICgcAhCoVVotsOdkVjqVQKnU7H0NAQn3zyMYWC2Hek02lOTk4kyGKj0WB9fR2/X1jmjo+PCYfDzM4KqFu73WZnZ4eLFy/T29sr0i7ZPMNdx0Gj3sBkNEqjq5s3b6JSqVjbWGdzcwOr1YK/i3Q4LT+eOXOGZDJJJpMRLfN0kXRaABtrtZqE715eXsblcrG5uYnVaqXT6RAKhch1v+79/f0SnuO02KlQKKRSpVarlTAP2Wy2+wavkPwqer0ej9dDo9lApVRL/KRKpSIlyWQyGW6nk1QmQ6cjIxpJg6zJRx99RD6X5e133sblcqJQKdDptDSbLRptGXKFmkqzSrutRKVQUaqUKBVqqBQqlFozdFoo1S1apQJGswW5UkmrA7l8CYPJQr3ZRKtXY+pAIZenRR2twYhGpaTdrKFVq2g3NV03RgY6TTqdFiq1GrVOh85gRG8yYXO5cXp7sDk9aHQmHi8/IXAUot2RoVJrUcjlVMplbr56FTptjEYTRoORc+fOcRI/IZNOI1coGRgYpN05YG1tHafLSa+vj/m5PkqlEhcvXuSDDz+k2WzzzjvvCCdOpyOi2PUa1VqNyM42hVKRy1evsL97QCgUFh0ZOsRiMcbGxlhYXCQWiXDnzh0ymQydToer1653cTltavUaDqdDtN81ItY+MzONWqPpkrXHefz4MUNDQzRNRoqlInfv3qXH2yO9YPX19RE6DglBWyGPRqOmWC4TjUb5whffwul0EgqHGRwcZH1tjV/96hPOnZ3l8sXLdDogUwiXzOrqGleuXEIuU3D7o08YGxtBq9cxNTVFJBLh7Jlz3L9/j2g8xr379/F6vRhMRkqHFZ48e0qj1cTlcvHWW2/x13/9N2i1GjRqtdhP2C1E4zG+/XvfYmNjA7lSRSgcYX1tnZXVVaw2G75+P/Vmg6WlJUbHxgg9eozdYafcLdEuLi5iMps5ODjg+rVr9Pf3i1JzQgi9Ou0Ofl8f/f0DlMsV1FoNjx89xO/3c/bMWQx6PYeHhySTSV6+fEmpVEKlVrO6tvpfJV3XrjM4OEhPTy8DAyLlWiqVOLtwjnqjTuAoQD6Xo1wq4XQ4UWvFjT4cDrO9vc2/+je/wQPlxYsXklvkyZMntNtNDg8OaDSawiOdSmO1Wjl37hwvlpe61/AQs7OzXLx4kc3NTXa746OFhQU8Hg/jY+OMjY3hcguabrVa5+c/+4Vomvr94u213aZWq9KWdXB73KQTScbHxzk+Pua9937Bt7/1LY6CIgqXSqWoV6rdOG5PN78tZ2Z2llbXbJbNZhkeHiYQCDA2NspP19fF9W9mBn9fn+B4yWTEEknk1RoyhZKJiSnu3b2DQi6jWq0wPDbCokFPIBCQOhZjY+Mkk0neeustCduSSCRQKpXodDpK1Qovll+iM+gZcLl4+vQpOp2O3t5emvUGV69eJRwO8eGHHzDTdU0EAgE+/vhj3nzzTUlxWyqVaDQa3bcQuXQL0Ol0JE8SuFwuGt1klcPhYHd3j56eXok+HImEmZ6aRiaTYTQaaTQaZLNZnA47ZouZZFLYKGdnZ9FqtQSDQaxW8eLQbgsXTT6f6y7R/2vx8fj4WHr4Dw0NSYv8QkEsRTUajYQRNxjEctjtdtNqtSQQZaRrIDwFTZZKJU5OTqSvocViIZ/Pk8vlocvILpfLmM1mMpkM9XodvV5PpVKh02qh0+mxWls0GnXkciXLS0vUqlW+9vWvCUFTqykl0+r1Oo1mi2azhVZnQiVTEj8K8+LlSxRyOf29HrwuKya9Do1CkFmRy6g22mTzRcwWwX8zWiy0OnI0Oj0KGSiVMlQyGZVinkIlg0atxmyxUCmV6bTlaLR6NDodGr0eg9mK1mBErTOg0upZXd8ikcyxvX2AXq9FLpPhsFo4icWYnpokmUpTb7Wp1Bu0CwXkChler4d2u4Pb7cHX5+fVW7dEHLfbVv/ss88YGhrirTe/wHe+93d88snHKJVKRkeHuHv3LjMzM2xvb9NsNQkGgzQbDRTIyWcz+Af6GZ+c4O5nd7Db7Tx78gSlUsmNGzew2+384v1fIJfL0ev1DA4Osr29i9/j4c79eyytCvXCaLPJlavXiMfjqFQqjo6OsNlsuN1uAUa8+SpGg56//Mu/JBaP8fjxY8xWC7VGA7lMwUkyybnFi8STSXRGEz/60Y+kXUwyk+bf/bv/J8HgMelMFofbRSwWI5/Po9dryWWy9Pf5SCcTwhp58SI7W9u43F6Oj49Rq9WS4vfTTz9lfGyc0ZFxXn31VZ48eUIkHKVcLvPqqzdZW10lHo2JF6xSiafPn7Oyuo5Gq8XhdrG9t0syneHma6+zurrK0OAQrVab4FGIg8MjdDodJpOFoaERWq0Wd+7cZ2d3l0q5zP7+Lvfufo7L5WJ6doaLly7z2Wef83J5FbVSQalUlLQGCrWa69dv0Gg1GRgaRK3RYLFYePr0KelUisPDAPl8kTfffJ2xsTE+/fRT3E4Xfr+f1eUV+vr9XL/5CqYugXx7awutWsPmxgatQp58Ps/o6Cj67tTi/+of+a97oFgsYhnUarX44IMPaDSaTExO4vV6sVgsXL58RSqg6bSCALq3t0dPTw8WiwWZTEYikZAeTq1WW1zlGqJTkUymBCdsdkbSxcrlclKpJBsbG8gAg95Aq9XiKBhkelogpwFGR0e7XCk5vX0+kMsoVcrdkUQbQ9dxfv/+fTY3N7l79y7ZbBad3iBwFpEIB4cHOBwOCoUCOoOBr/+jb/LFd76EWquTVKvlcpnp6WlpT2C323E4nTx/8YJ2u02pVMLtdguDXHdco1KriZ3EBcZ7bQ2VSiUh7A8ODvB4PASDQaLRqPS2MjQ0hEwmk2xue3t7jI+P4/V66enp4dat13E6XfT3D0jIk9MH6vHxMR63h0atLrL7AwNdWq6IpfYPDDA6OorFbMZqsXD/7j2i0QhqjbrrvBaHoMfjoVQqEQ6HWVtbk1hip50RjUaD2+3G5XJJ3ZBSqYTFYkGtVuNwOKhUKtJnx2KxEIlEGBgYwOl0Srcfg0EYMxOJhCTqArrofoS+ubvjqVarXRy4WK6e3khOseO9vb14vV5pxt9ut1DI6C7/9SiVCtbXNtja2pZSSLVqlXq1iqzTRkYHmVxOvdWiJZOhMprJlOp89PlL3v/4AS9WtgiG4qQzBcrlGq0mWCx2tFod0dgJB4Fj0rkidpcHt7cXs9WGxWJDrdWhVmsxmS10OjIazTYyedfBolaj1urQaMUtxWC2oNHpSKUzBI6CyGQKLCYbrXoDm9lMPpul3RbIkpOTBOVymanpabw9Pag1GrZ2trFYbbx4uUwsfkIoFKa/f4BcLifF0o+Ojmh3l92FfIFOq4Wvp5cer5e93V0uXbpEj9fL/Nwcx8EghXyO3t5e0qk00UiEq9eucO/eXZaXl3jw4AEffvghL1684Dh4TDAo5HLhcJSFhQU2Njax2YSz5NSR02636e/vx2G38/vf/j0eP3qO3z/A/JkzNFotThJJrl65htfbg8VixeV0sbi4yK03XieTzXEUFIcBwMjYOOsbGygUCr78zpd4+uQptWpNojJUq1V6e3rwuj0svXzB0NAgLpdT4lslEgncLoERuvHKKxwcHEgvxulMmlQqJVHG7XYHW1vbgIx2p4PT5USj03L+wqKAtuayyBQKLDYrRpOZqzducOPVV5k7c4Y7dx6gUqlwud1YLFZarQ6BQICFcwuCoTU6hNlsZnJyku2tTXKZLI1Gg7v37vGLn/+cer3OwMAAm1ubbG5usLe3SzgcYmZ6hvjJCblCXgjEbFb0BqH2TSaTbG9v86UvvS1x+EZGRshmszx9+hS7w47f72fp5Ut+/OMfUygU8Hi99A8McOXqVUZGRhgYGJBKmb/OP7/2DWVra4u+boLgjTfewGaz4nDYqVQqPHv+nJHhEaa6b77PXjznT/7kT0R8Np+j2Whis1r5yrvv4uvr47PPPsNsNvM73/wWZsupv+Ml1e4H4d133yWRSOBwOHC73RwGDlhdXiGbzXIcDLKzs8ubb7zJP/7Hf4xebyIaCTE0PITX6+XFixfiLcHpxN/vR6vTMTo6QiwW4ygQoL+/X3oLtjnsDAwNSjuI+/fv43Q6MZlNLD1YQaFS4nA4WF5ZplTIMzjQTyKRIBQM4vP3kc/l6e3pZWpqCo1aTaVS5r333sNms9Hn96PVaXG53OTyeXLZLF6PF6PBwMb6Bj6fTxrRNZtNml0N7/z8HJFIhE8//RSj0cjly5cJBALI5XJmZ+fY399HoVAyMSHYY+vrayIu7PWytiKER36/n0qlwtbmBlabjXQ6zcTkGJ2OnWQyyb1793A5nJiNpi5Vt0mz0eT9999ndHSUk5MTCoWCuGp3OkSjUelBFI1GMZlNyBFjK6/Xy97eXrdBr5cOjdNEmslkkpbvg4OD2Gw2EgkRL85mswASsbharUo+l2KxiMMhlpWFQoF8Po/JZKJcEqKfU/w8QKEgMPencd3TFw2NRkO1VqPTFsVGEXnPc//ePQYHBnA5HSg0GlrtJjKZOHBr9RqNZgOdXk+Pr5frr7xKMJQklozzZGmTk2Sa6fFBdGoZKlUZX58fq9aAUmsmWyig0Rlxul1YTEY6zRqlXJZiPouCDrWyglajiQwZjWYTrVaH3mjC4rBhsFgxWO2otHoqtTaHRxHy+SLJTJFbr98UaaGTOGfPnkWt0xEOR/NHAXYAAPmOSURBVPB4Xezs7mGxWJifn0er02Ox2AlHoyhVKrQGI7FohEajyW+9+y7BoyMuXbrE0tISHo+HP/j9PyAcOsZkMvL48WO++Y++wcbmFmqNhosXLrK/L8IzzVabW7du8bff/S5mi0WodZUKYvEodrsDnU7D9vY2xVKRaCRCuSTw+Fqtlq997Wv89Kc/ob/fT7FY5IMPPkCtVgtbaKFIs9Ekl0sTCATI5kR3pM/nY3ZGOJHECE+BxWrFarMzN3eGj27fJhQKE4/FmJ+bJxSKcObMPFarnXp1C7Vaw7Vr16g3GkK61m4hl8koFPLUalXOnj1DJCJ6MBq1mr//0Y/QaLX09HgoFUuoVCouXbpEq9Xm5Ysl7ty5w61bt8hkMly+dJm7d+6g0+s4f/48FotVmrpYrTYuX7tGvVbH7fEyPT1NuVQSIQCHjXKlyvnz5wG5UEgsveQ4FEKr0WEwCnXD7du36dAhFDpmaHSEeq3O7du3abZaeFwecpk0MpmMnh4PLpebo+ARL1dWxEg7L/BTzWaLoYEBkskks7Mz0m63Vq3idDkxGo309/fzt9/9LkvLq/zZP/kzOh1YevGCd770Dmq1hkwmjc1mw+fziT2PSvWbPVBkcgXvvfdzxsdH0XWb8eVylZ2dPZrNJiura5RKZUZHR/H393N8fMzY2Bgf/OLnzM/PE49GuHjpEnq9Hr/fjwwZh4FDEieJLgvLyuLFC2xsbBCJRbHb7ZjNZtwul3jA5YukEinOnj3Lv/rn/4Lnz5+z/OKlMJGNjZFJpfjJe+9J9r3+/n4GhgaQIyMYOESt1tLj8VIqCl/BafFuZnaWo0AAs9HI55/d5dqNa/z0pz9mZmZWsKmSJ+QzaRHJNZv52/d/QavRpNPpCENaOs3MzCyFQpFCQcijbA47nh4xgz06DDA2OiqENoEgspaYLVvNFqwWKxaLhZm5WYwmEzvbWxLPytQFSKrVavx+P4eHAaxWOyqVGo/HK/YIKhVqpZpg4BiHw4bL5cLhcJDP59DptRwcHDA1NYlCLiN5kiAajUq7D5VGTb3RwGyzotHosNkczMzMkctlOT46YnBwEKPRSLValR7ap52d7e0tXG5BtD2NVNbrIp3XarWkJFe5XCYej0tR2osXLhKNxkglM5hNJowGEwqlnFwuR6vVEkKv7njrsNsAdrvdDA4OdvWtVirlCjqtnlarJXlZAkcB7A47zWYLi15HvdHA4XJ2M/Za1Bq6CbAcLpeDXDZNOHyM0ahH3qUtyBUqlKo2qqZKJKOMBuxWM+OjQ1y7dpmPPv6UUCKLTJOn0g7gshkw6NTYPH24+7xoDU7szTpKtRy33YZep6FWziNrN5DJ2jSqFSqlIs1mC5Cj0ejQGU0oNVo0OgNGswWb04NcpWdz+5DAcZRUOsvIyBjZTIrX33yD3d0dkuk0zVaDRDKJp9NmZnKcVr1GrVzB6fCwuxvA7fFSawRptprojSb0ei1qjZbNzU1isRgTE5O0Wh3WtzZw2MToslqtksvm2drcoVwtMz4+zvT0DDabg9sffszjJ0+QyWQcHR2jkCtQKhSkUyma9Rqzc3MMDQ3h7+/j4cOHpJNJDHo99x88xGAwUKvXefToEWfOzPP1r/82z58/5+joiLfeelsg5i0WfvrTn+LxePja175Gu91ma2uLXC7H+Pi4eIkxWXj25CkarRZlt681OTlJPJ7g2vUbzM3P8+TxExwucQM4RSqp3S5+9KMf4nA4SKZTOJxOrl6+TDqd5vPP72C12tBoVJSKeXa3twkfH9NqNKhVa4yNjZJKphkaGiKdSlHI52nUKvT39Qk515Y4SOZm54hEw5hNRj758CNqtTpOp4vNtXUOD/dxOBzoDQZWVlf58pe/xC9/+UuMRiPDw8O43C40Wg1ms5EPP/yQclloGtweLw6nE4VKSaPZwGQysb6+Ta1aw+vtoVpvotboUCnVnDt3jlarhb/XRzgc5vbtT6jXa+TzeRYWFiSKxflrV7FZLdy7fx+zxcKf/Okf06g3eP70KQq5IFqvvlwiHAl3KQMF5ubm0Gi1DA4P/WYPFLlcTjabESrUSoWR0VG2t7a4desWKysrYoafTuHOCwPh4cEBD+7dx+N2dgs/Ona2t5mamqFerREMBll6scTrb76By+1Eq9NQKRfJZTOMjU/gcrmE/2B3l2AwiEaj6fqp1Tx+9lSkhtpt4vE4NpsNnUFPPB7nxo0bUi8iFouSiJ9Ap0N//4CU05Z1RK9mdGREQuYfBY5wOOwUcjmcTicej0CImIxG5ubmUKmURCIh3B4Pg/5+aTHZ29vL3NwsgcARWq2agYEBwuEwhVweg8lIoVRkZ28XtVLF7u4OFotZAkiOjIzwye3bWG02RkZHqVbrlEoVfvazD/B6HdjtdvL5PGtra/T19VGtlqlUKuzv74nrs8slNeWnp9+R0CYajYhvj4yMsL0tQJhXrlwhEAig1WqxWCzSfsRms6FQKAgGgxiMwgvvdrsFZbRQYHR0lFwuJw4hlRCQ+f39bO9sEY/HcXXHBS9fvpRy/afxYZlMxsjIiNTPWVpeJnQcYn5+nk6ng8fj4TgkMOGn4tDTdr3ZbJZuJ4lEQtxC2m3KpUqXXCvGX/KuwveUH1at1qROymky7/TnNRoNWG1WcvkcOzs79Pp8aHU6QY5VyFF12jSbKqqVMulEAqvFjF6n4sb1i8hkHZ48fUksEiMRz6JAhttpZGxsjlK5jlyhQG8woNIo0Gp1dNrNrsle3OSMFgvlSplyrUa73UGvF4eISqdFZ7Jgc/XQQkkymSESPSGfL+D2eoUmuF4jmU4TDIVZXDzPSeKEYrnM6voaZ8+cIRSO0u50eO3W6wyPDJJMnGC1Wmi1miDr8PzFC44CASYmJgiFQqTTaf7iL/6CL7z9RQDW1tao1cTX7a233qTREqGI4+Nj4vG4hDAfn5ggkUgyPjrM7u4Og8ODXLhwgVjshHyhSCKZYm52Xhz2dhvHwSMxKj93jn/4h78nnU5LY12Hw0ksFsPpdGI2mwmFgtTrFvJ50TGp1aqEwyH293cxmSwsLpyn3W5TKZeZGJ9g72Cfubk5tre2mZufpVwu0tPjIZVKYTDqCQaDRCIRzp07y8LCAjs7OxSLZcqVKsfhCHK52HOdpJIcBA6x2mzkiwUWFs/z6PFj3nvvp2xt7/NHf/yHNBsNZs+e5W//y3/BbDXhsNvR6vXdMTu02kKc9fz5c3K5AkqFEq+nh6WXz1EqVZRLJWw2M4VCjvX1dWanZ0ilUhzuHzA+NgadFn/9199Brxc3q2gkQqvVEp4dpRKD0cjI6CijoxPd2LWdcChMT69A3/g9HqqVCql0GqPRyFe+8i7ZrLBI+nw+cpksmUxWTHlyGVZWV5HJ5MzPn2F+fp5quUK73WZzc5NOp9l98cyQzeZ4/uwlN1+9QaNW/80eKBPjY7z66k1KxSLFYpFMOt31WuRot9sMDAygVqsJBo5QyOT09fWhkMnx+XoJBAKcnMRRyOU4HW5sFivbpU0K+SKdTptCQeSgd3a28fb0EImE+fSTT7h+/RpGg5F2uy14QgYdKpVSeuM16PXCZtbtQlgsFp4/f0673ebixYs4HE6uXb4qLdx2dnZoNpvsbG/TbLd5UnqMyWzm0qVL/Pyn73Hx4gU6MkimUrx48QKn00mlUhFu+FSScrHE+YUFJsbGePlyCaPRSK1W48GDB5hMJrJZ4UM5bX8/efwYrU7LhYsX2dve4fz587hcLuLxmGSaM5lMTExMUK1WyaRTKGQyLlw4h1aroV5vYLVaJb/G1tYWWq0oyhkMera3t5HJZHzhrS+Qy+VIpVJdKCN88MEHOJ1Ojo+PMZlMFAoFfD4B61xeXpYOktM0SSwe4/g4yMzsLNWyhUwmLd2QQESITyVcZovAvphMJhpdMZTA64hRYigUkgyElUpF4n8lE0m8Xi9arRaVSsmLF89pNBsSMPK0b3JqeozH42IPpVJJ7WKlSonP5yObzVKpVMhkMpiMJlQaFXK5QmrvAyLB1WhKXhOlUkmjUadaqxFPJEhnMpjMZjRaDQqlEo1ahUIuo1YpU6uUqFXK6IxGTAYVi2dnUKPg2bMlwpEY9XqN2EmecCyNXKXGYbNgsZpQqbR0aNGhQ6PZpCOTY7bZaNWFgEtvNNGo1bA5HGgNBtoKJWq9mUgiy0EghE5vpqevj0ZHhl6nJxaPo9XpMVvtzJ89y+T0DJ60l1wux/T0DJFumzyZOiEYPECpgkQixvnz58nli7SaLfL5Ar1eN2q1istXLnPv7j08HjcnJyc47XZy+RyjI6M8ePCA6ZkZlGrx4mC1WikWi0TDEWRyOaVKhT5/P6Nj4ywtLzMyPIzd4aLRbPPJp5/z+uuvs725iUqlwuP1UqnXGR8fx2oVwZHlpSUyXZ2F2dxgf3+fWOyEs2fnmZqa6C7qlRQKee7du8dXvvIuarWadDrDg4f3qVQq9PR4icaiyAGNSsXnn39GOi0SiL5eH0PDQwSPAqTTGZKpFMvLyzgcdqampmm34fj4mHJX73z12lWWlpakG/ZpF256dpYnT56gMxhYWVnh+rVrPHr8iKPjI75941solErKpTI2q53bn3zC4uICzWaDtbU1pqdmGB+fxO/vw2QW/300GuX84gLTU9O43W62trZ58fI55VKZv/mbv+bmzVe4eOEckWiU3p4epiYnCQaDbO/soNVomJiYYHR0DLfbw3EoRDaX5cvvfhmr1cazp08Jh0JcWLzA+to6Wq2GkZERSt3C8cjwMD/9yU/Z3d1FJoNCMY9arcHb00MwGKTVatHv7ycei1GpVFh6uYRGp0Wn1+FyurFYrfj6fPzqg4/4s3/y57+5A6XVbFEsFFCr1d03fVGC+eyzz5DL5YTDQgNcqpQZHR7B6XAwPDjEarcV3W61SSWS/PAH32dh4Tx04I3XbxE4OGRgeJCxsTGCwSCxWIzh4WEcDhsHB/tMTk5y7tw5lEolL16+QKNVEzo+xul0SrN2g8mIUqXqvpGcY2BgQGpYP37yhIH+fnp7exkbH+fJ48c8f/6cS5cusb+7x7Xr17l39x65XI5CqcjI6Cg6vbjtnPpYXr58ST6XZbr7F63TatDptPT29nJ0dEQkEpF2CKdAOpPJRDwWZWZ2ju2tLdRKFbmuU6W3t5eenh6Wl5cxGo08efIEjUbD0NAw+m50OJVKsbS0xN7enmA3pdO4XK5uSbBBuVwiFAphMBiYmBhHo1bz+eefs7S0hMEgxooA2WyWgYEBqSwYDodpNBpSN+h0OSn8HoKXlkqcSKGJeDwuFUjFQaAim8vi8/lQqVRd09sGNpuNYDAoxkdyuXTDOHXLa7VaslmxGNbr9ajUKvIFEWc2Go04HA6pZHZ6Yzk90E71u36/n+PjkAQEPTVfutwuZHI5mUwGi8UioV2EDCwtJdSKxRI9Xg9KpZJCqUihVCSTy6Iz6JEpFKKEZxYR4UyyRaVcRCYXC3S9Rs7YkI9apQy0CUdilCo16q02docTrVaJwaBHoxGHn6IryNKoVNSqFdQqNRabHYVKjUKhRKFSU6pUkGsMJLNFGigp1ppojQp2dveQyeQMDbuRq9T09omi3OjoGA8ePmR+dhabzSHpBdwuB9lMiidPHmK12zBbjGSzWe7cucO//PM/J5/PoNFqcXvcxOMxEskEY6NjzJ89i1qlwO8XnwPx9T0mHI3wpS99CbfbzdzcHN/NZHC5XLjdbnZ2djk69vDKKzfJpNOk0hlkChX//F/8S2QyGTIZbG9u8fz5c5xuFycncb77nb+lUq0wNTEhFYzFZ6eOy+VkeHiISqVEpVIml8uRyWSQy+XSLmx9fR2tWkM8HkWhkHP2/HlWV1bY2d5C1mkRDYsdaiwWxmIxsby0jMfrxWI2Mzszi0ar5c6dO8RiMeRyOUNDQxLBo1QqdUGUwjlksVolBfmbb36BBw8echgI8Pz5M9weN0vLy5w7e1ZE4MNR+v1+xscnUKkUpFIptjZ32NzcoFQqMjg8RLlSxmqzEDo+pl6r8aMf/QCvt4cLF4QYq9Fo8PjxY3p6enC7XNy+fZtz585xbmEBt8fD97//fYqlUncs3EGlUTMzO8txKMzLpVVotzg+CuK0O/jyl77E2NgYxWKRqckpGo0GH374Iaura8hkkEwlaTUbvPnmW/zhH/0h5UqFTqdDJpUmFo1y8+ZNqtUqq2srWG022s02TocDj9vNV77y5V/rnPi1DxSQs/RyRVyRKnVSqTS1ah27zcm1q15S3flkvlAinkhwHA4xODjI+OQE5xbOEQ1HJFDk8MgwKpWKk5M4VpuVve1tgXLx9bK7u4vL5eb1N9/k5++9x//nL/4nrl25iM1mQ6USUdhY7ASlSsOZM2fY2tqS2vGLi4uSzTEYDKJWqzkOBnE5ndJNwuVyIZfLuXPnDrOzs2xtbtKo1fD1+7DarIyMjJBKpVhbW+MHP/gBPT09uBxONCo1RqMRq9XKL37xPgMD/dy7fw+lQiVh1z0ej+DvRCMsLQsNaDaXxevpwWw24/F4uziQV0WiwuMh2VX3ytSIVM2xsNpVKhWuX79OMpnEbnewtraKyWRiaGiITz/9FLvdzuXLl1lbWyOZTCGTg9VqpdFoMDk5Ra0u/CuHh4eEw2EGBgeo1KrIlUIadGrwO3W/n47CCrk8uVwBk0kAN0+9MacWxmw2Cx1wuzycJOIUi0XJs9LX18fJyQn1el3agZ0+3BuNBgqFMBE2Ww0OtvexWq1Eo1HGx8fp6emhVqtJu5NGo4HFYiEWi0lOerlcjl4n4tqdTgejUdxelQol2XxOoiifwipPqQNKpZpyqUy7KfwhJqOZSqVKPpPH7fJQLJYA0KiVaJTqLkvNTE2loFwpoVDIaTer6LUwNtKDXqdga0/P+sYuu7vbTIz5MeldqOQyaLcEgLIjDkEUcvQGI8VCnmq9wdDIKJ2ukiAbyzJzboqTfIXtnUNsDhfVRguL1Uohl+OXv3yft975EharFZBx++OPsVnNmAwGLl68yC9+/jPOzM3z7PlTFEo5iUSNk5MoA/4hlAoZfn8fH/3qQ46DQZF6azYYGhjE43J3Ia41mo06ly5eEHIss5H9gz0mxkZZWVlhaGiIre5Y++XLlzx88ACrxUo0FMbn87Gxucng8BD1hvjzPHv2jCuXL1Ipl5HRIRSJsLezjUqpwOJ2S2GNH//4JzhcbiYnJ7DbHTx7JigRrVaL5eVlPB4vly9fQq1WUy5XiEbjuF0uxsYmUCqVhI6CqJVCM67RahgaHkSjURGPx7ryOT1Gg4GVlTXKxSJDQ4OkEyccHBxIARGDQSRGi8UiH374IbOzsxgMBiHh8/nY399nf38Pu93K6qrwLJ0CUHd2djg8OMTlcDE6PEw6maRYLnLhwqK0dN/Z3WNzc5OZmRnOnj3DUeCQn//8ZwQCh8zNzaNWq9FotIyNjfH48WM0Gg3Xr1/n9u3bJJNJ/u5732Nubo5atcrTp08xGIyATCglqnX0BiOhUAizQU9/fz/RaJT9/X3u3LmDyWTqqhNSBINB9Hqd4OKZzdhtNvx+Pw8ePCQajeLv65No4gqFgsHBQYZHRlAoBXVjc3MTq90mAUx/YwdKpVKRaLmZTIb5M2d49vQpTqcTl8vF0Mgw7733nkC2j4/jdrvodNrk8nnm5ufx+fqw2KwcH4fY3d+n02pRqVTp9fWwOHRejMVicdrNNmsrK8SiEcZGx7h04SI/e+894fa2WtBptfzWb32JeDzO/sEBy8vLFIvF7mzfj9fr5enTp0xPT/Pw4UOUKhX5fF7qYZjNZtxud9eBLiyHPT09FMoFlpaEcGZ+/gzT09P4/X7OnDnDf/oP/wGz2Uy828i1WCySM1yvEw/SnZ0drFYrFy5c4C//01+i6gqy6tUax8Eg+WyWer3OrddeEeOfZBKj3kCt28uYnJxkZWWFfF6wvZrNJnt7e0xMTOByOclk0kxPT0vsrPPnF4lGY0BHsJMMetQateQ4rzfqRGJRNBoNBoOBYqmETq/H5RRvjesbG0xMjKPT63A6xJ7L6XSSTqc5Pj7G5+sjkxFjTbvdjlKpRKvVSov4WCyGTiduHW63i0ajITXWC4UCx8eC/1OtVnE4HKjVamnX0mw1abfbEpW42WxKe7bhYfGykcvlKJVKUmmxUChgtVrx+Xql2+fOzo40dhTjrIa0d2o0BHOrXhd7qXKphE6ro1Kp4HC4iMcTBA6P8PcPUCnXUKs1tNoyWu0OJotgq5VLRTrJBJ1WA5mmg1IuRybvIJM5UWtVyGiSTiU52t/DYzOiUtqQd7s4jXoVZILT1QZqjSYdmQxkctRqpei76PVYbA5iuTDIlXRkco6OglhMBvRaLSNDg1gtFo4Ch7RbDaamxnA6nOQyIjFotVhJpdI4HU4SSdHXoQN7u3uo1VquXr3KgwcPkMtlWK0W2s0WsVgMg0FPqVxibGyUZr3O8vKyIFucqg2qNWrVKhsbGzidTnZ3d+nt7WV3ZweLxYTJbBS+n1q1S542SQ80f18PL18859q1q2i1WprNJkqlkv7+fnZ3d1Gr1IyPjzM0NITH40Eul2M0GvH7/SwvL1MoFJmYsHF4GCAUikjfr+2mwAJVKhVpNKrX6zGaDBwfB+np6UGhEBDPXC5Ls6dXCrZEIpGuAVQEPNZXV8WhnsvTqAmadWtinLGREV4sLRE8OqJcLnP2zBmePH2KSqVkanICk9lMrVyhWCzSabe7Ur80ieQJ9Wad3t5eDAYj1WqNRDKNzWbl8uXLFIsFYrEoQ0PD1Gp1wuGw2LMWSpIV9bTY6/MJb5HVKtJjsViCGzdusLuzSyqdoVIuc7C/T6PZ4vr160xNjPOjH/yAWrf829PTw+bmJi6Xi6mpKe7de8jv/u4/4uTkhGw2KyLUXi8PHj4kHAlLdY7T8fXw8DBms5lwRBSye/t8rG1sMDI8/Js9UO7cuUOxWOj+Zp0UCgVOTk5450vv0Om02dzYwG63YbVaaNQbyGVyytUKGxsblEolpiYnUapUeLwe7t+/j8vhwGg0sby6gmJDQZ+vj2QiidsllnTtZgulXE68i/+QyeVcu36dUqnE7du3RY+k+wAaGxsjGo2iUqlIpQS6/eXLl2QzGTxut/TFOhVwud1unjx5wsbGBhcuXKBWqxJLxDmJx6g3moyOjuH1erl//z537tzBabNis1nZ3t5mdHSUM/PzKFWiq6HT6pmYEG9OkUiEra0tHHY7g0ODhMNhDHqD9Ot6vV52d3e4dOkSH3/8MdMz06g1anLZnHRbaLVaZLNZarUaWq2WjY0NVColDodT0vt6vV7Onj1DoVBkZWWZdruFyWQSvoapCXx9Pra28zidTtbW1hgcHESlUdNqtVhZXRF4erOJaq1GvVDAZDIjk8n47LPPsNlsGIxGjEYja2tr9Pf34XA4ODo6YmVlRXr7cTgcFItFjEaDtN/I5/P4/X58XV7b6TfK6cGiVCoZGBggnU6TTCYZHBzEbrezv7+P0WjEZDJRq9VwuwUbqVgsYjKZGB4e7sIh7VTKFdxuNzKZjIcPX0g/VqMTTWy5XEQyA4EAHo8HjUZDoVBCp9WiUqpIp9MkThLYLQLzEzwUqAuVSo1SWUSlsIgFvUaHTadHqdaSTsRptdoYNFpkMjmVWg1/rweDVkM8FqFeLhAJHKKSdZApFSgUMjqdFnq92PnJgHq9Bl1KcTabI18oYXE6kckV7O8HqFTrjLncxCJh4idx/H0+ZAo5R4EAKo2WqcnxbjzbQvg4zNMnT/D5RAlvYnySTgecTjuxWAxfj4Nqpcq9e/doNptcuXqFZqPBcVAkLy1WC/VGg9X1dYaHhjhz9iyr/+W/oFarMZstHB4G0BkNXLhwgUpZHMqRSASHw0E0GiWTyTAyMoLDYaenpxer3UG73eG3f/urBI+OyBcKnCQSaDQaVCoVcoWCQrHI8fExb7z+Jgajkc/v3pHgsp1Oh0wmSz5f4OLFS9TrDYlUPjAwgNlsRtbpEAwGJaJ1q9XE6XTS09vDRx99yNbWFoODgyjkSvKlAsFgkNnZedpt8fdwGjLp9/dxEo8RCYUIhUKUy2UMBj3Pnj5ldWUVmVyOzeGg3NXvBg6O0Om19Pl8QkhVrWLsfjZ3d/eo16tkcmmsNqsIevT6mJmZo1KtAx329/eIRqM8f/6CoaEhrFY7er2eb3zjG2RzWR4/esy7775LIBDgH/7hH1AolLicYrRtsVqx2SxUKzWGh0eYnBR0iI3NLTY3NnDY7Gyvr7O/v88/+uY3SaWEe6XdEfu7RCKB1WbGbrfT39+Pvtumv3//PolUEpfLxe7eLol4AqPRiEKhYGNjg0KxQKVaxdfn49XXXmNpSeyLf6MHitGkZ2p6gna7LZrf+QJGg5bj4yNOTmIoVSpGR0dQq9UEDo6o1qqsrKxAFwwoVyhodzriv9frCEUjlAsVfv8Pf49kKkk+J3oGx8fHaDQaent7sdvtvHjxgk6nQ//AAHu7u0xNT+PxeKiUy7icTq5dv94dk7no7e2V3NH5XB61QinJnk6v01NTU3zlq19le3uHRqPRJe+2WV9ZlW4KIqZowmAwiP7HzDTJZJLh4WG0Wi0d2jx98pSZmVnsdjuhUEgqHg0PD3N4eEgumxft8EqZGzducPfuXfb39xkeGWZzc1OgRLq/Xug4xOPHj/F4PfT5/TidTvZ2dlGpVJTLZRQKBbOzM/zwhz/g+vXr9Pl9LC8vMz4+TjqdlOi8JpMJl9uJ0WSg2Wzy2WefCU/IyQlqjZp8dzGvVqux2WwsLy8zODhIIpkgEhY8n0QigafHy8vlJZxuFy6XB5PJSKt1QKvVore3l8PDQ0qlEqUuoiGdSUvN/FPIZKPRkEZSCoVCKqsWi0WGh4fFB79bWDx9OysWRQMYkPwZMpmMk5MTvF4vBwcH4kWlXOk2eP3S4et0u3A6nXQ6HcnDDdBoNJDLldSqNdCKsWC5WCGXF4y2vb09LFYLToeDVrNNNl/AKjej1eloNgSy3mJzoFAqaTUbWLU6DEYr9VoDvVaHot0klz7hJBqiXM5jsli7NwIzKoWcKiLl1W61kclk4vNYr2Iym7HaXbSQk8nmkKs07G7vUKvWMJstdDoI300yxfyZs4yODvPkyRNCxyFq1Sqh0DF9Pj+T42IvMTYyitlqoVKpIZPJyeZyWLvBi2q1ikKuIJFI8OGHH9BothgeGcFkMhGNxRgfn2ByWtAZqpUKdMDn89Go1ri4uEi1Ueezzz5jZHSUR48eYbXaqFVr7O7sEA6Hee3W62i0WnLZLNFolDfffBOlUkUyleL1N78geWvkyMnlCsgVKqrVOmfPnqVWq7G7u8vJSRKHw0mr1WZwcBCtVsu9e/cYHBwUN95gEIPBwPT0NEfHQUEHHhslGo3S2+vjwoULmIwm4vETyuVdpqenUWrUFPM5BlziYXpycsL29jYAyWRScvHoDTo2NjZxOpwMD4+glMmxWaxkkineuPUqv/jFL1h+uYTJZBKjdKWK3j4fcoWSUrWKzS76UgaDgYGBQeRyOefPLVBrVNnb22N/fx+n04XNZsdmc/CLX3zA3NwOqXSaaq1O4kQ02jc2NpHLFVy+dIl2uwMdGW9/8R16e3vJZrOSs/7atWskk0n+41/+r1y7fImBfr8UDX767AVOlwNfn4/NzU38/X7+/u//noGBAalWcOXaVdbW1iiXyzx79gKdVnD0lpeXxfetyUSpXCaRSoNcjk6nw2az/WYPlJnZWZQKBZOTkyQSCVInCdLpNDqNBle37a3T6ZDJZKyurjA0OIROq6en10uvz8fW1hZTU1MMDQ5SLBRZX11lZmaGwGEAg9GI1W5jxDbSjX4KA2Oz2RQU1FKBSrXEYSBO4OiIocFBkUyKxfir//yfqVarjI6O8umnn+Lz+TAajQwNDZJNZ9jc3GR7exufz4fNZsPv7+P+vTs0m3UqtTJypRyFWkVPTw8rKyvYHQ4Mej3BoyNMJhNTU1Po9Vp8fT467Q7lchmn08nPf/YLNBrxFn50dMTo6Cher5dSqcT169fZ2tri/t17WKxWHt5/QDqZIpvL0QG0Og31ep3Dw0Pq9TorS8toNBqy2RwKpZJQKMTU1BSFvMBQz83NEQgEhKxrdxe73c7Q0BDFYp7JySnu3r0jscFi0SjRaAStVku5XObWrVs8fvyYk2RC8tWYu4a9hYUFCdw4PDxMNCJuea1mi+HhYer1OvlCAYVSzvj4OKFQiE6nI3VZXC4XBqMep8tJvV7HZDJxcnJCu91menqabHfMZ7fbSSQStFotms0mm5ub0u3pFDApk8mknUs0GpUOpHQ6jdfrFfFIv59ms0U2k5VGJRaLhUqlQiwSxWy1UCqJLpDP55Oc7RaLhUK+QK1apVCodwuFauInURqNFnKFApvdjlqjQaU0UClXUauVaNRqFEolKo0WTbNJo1Gn024jb9XQIkOjUqJSyKhXKygUHTKplNhHaTSkGjVaLXErbrU7tFst6lUhsZJ1QKFUojdZUWn1pNMZTFY7Fy9O8/zZUyqVKkajCWRyiQPXqDdRKtWkM0IGVa3X2dnbod0S+4B0OkOrS2C22myUuvDQkdExPB4vOq2OtdVVdDoNtXqdfC7L9vYujWaL8QkR0x8fH0elVKJSKFGpVNI42eF0olaqmJ6ZoVKtE4uGkSsVzJ85QzQS5bNPP6XX19dVGCuRy5XMzc+zsrJGoyF6N+VyhWq9QSB4hMvj5vLly8TjCUKh4+7tysGZM2cEIy8Y5Pj4GL1ez/PnzxkbG2Xx/AKHB4e0200sVisfffSRBEf1eHtptjtUag08Pb1YHU7Gp6aFh6e/n88/+wy3x8Ps7CypTBaT1YpGo0an13Hp4iUcDgdbmzv4/X7S6RRWq7Azfv7558zOzvLWW2/xwx/+kNdff50bN25w+/ZtFAol//Jf/Qtu377N2voq7XYbtVqNwWAgFouiUWfp0KZeq2E2mZibnef+/fu8+5Wv8O1vW9ne2aFQKPA7v/M7GPR6tDotm5tbDA7287NfvM/ExDjDw8PcvHmT9VVRXv7pT3+K3W7H6/XSbre5fu0Ki4uLUtTeZDFz4+YN4V3Z3+c4FMLf5+fSpUsk4iccHB6QTKdod9qMT07i7B7gszMz9Pv9/N3f/Z2A0aqUBI9DzMzMMDs3y6OHD/loe4evfvV3f3MHSl9fH5l0muXlZUKhECq5ArVazcb6BvHPP2d8fJxYNMru3h42i5X9vT3GJyZw2B08ffKUVCrJxMQE4XAYo1GwnNbX1vjC2+8QDB4TCgWxWW20Wm3q9TqTk5McHh6ys7NDtpAleBxkenqGalWkil577TU+uf0JtWpVir9arVY0Gg3pdFr4IuoNJicnpTz9+Pg4IJJPLrdIpNnsNhRyOW+++SbDw+L2QJeKq1arUauFlyOXz5PNZDF2USGnkqpT8ure3h7B4DGvvfaqGL3IZLz22mtsbGxIalCP14Ovz0elVmXl4UNGRkYIh8M4nA7isTipdIpiqcDY2LjUq1haWmJ7exulUiGN7USTvUgsFuPMmXkGBgZoNBokkgkUCjlqtYq9vT3GxsYIhUJ88Ytf5ODgAJlMRrFYxGw2SxSCYrGISqVia2ubaCSCTCbj3PkFyX2ytrbG8vIyqi4RdWhoSCobirfWYXQ6HeFwWNAHbDZyuZyEnzcajaRSKbJZkQw7RTic/thKRYQH0um0tAQ+tTsqFAparRaRSKSLvrDTarbQaDR4PB42Nzfp6elBrVbTaDQk7pfBYJBuOn6/uMWUyyUUcgXVWhWb044eHfKcDJVSze7ONsNDg6iUKjRqJVqt8Me3221UCgVarYYObTQdLZ12k0KrTqvZQE4LWaeBQgEqtQpFu00hl6WhE+U7nVZDstFEo9XSAYqFPLVKBb1WjUKpwmRzEE+kmJyapNFok0mnuXXrdUKhY3QGPQcHAYxGOQcHBzgcLs4vXqRWqzI6OkIkHKZUKmK1mFGp1JSrVXp9Pux2B8nECXa7ncGhYTRacUO1Wa2cPXuWUEgAW2vVKm63k0gszsNHj5gYH+fp06e0Wy0MOsFWu3DhAtFolK3NLRRKJcFgmDPnFzn8+0OUKjUTExO0mi0ikSh6nY7d/QP6+weQK1Rsbu3QaDaZHh7m+DhEJp3G3z/A1uYWGq0o0nq8guV2Ot7V6/UoFHKi0QhOpwOtVsPLly9Ip5OMjY4yNTnJBx98wMDQCC63G5VajV5vxGKxousy3DQaLUdBcRi5XC6Wl1doA8HjYyxWK9Mzs+zu7lAqVRgZHSPTvcndfFVQj2dmZqjWGihVSu7dv09fLodSpeKtL36RVqvF5uYmNpuNsfFxwuFo98WuwNNnT7ojLSulYpmXL5fI5bMsLJwTtzO5gpmZWVLJNDq9QUo9PnjwEK/Xg1KhpMfbg9ls4Q/+4A8olcV+JRqPMTUzzdrqGgqlgkgkQiQaQaMWcWKz2Uyz2SQcDvOTn/6UsYkJ3njjdZZXlvH2eLl89QrZTEY09s1mAkdHXLtxvYsnajA2PorP18PLly+l6cKtW7cEA62QJ5vJoJArWDh79tc6J37tA8VkNCKXySTHt1al5vj4mEAggFIjdKeRSASDXo9CLwi1qVSKWCzGG2+8we3bH5PoXjmNBgNut5tKpSQUps0GKpWGT25/yp/8yZ/wwx9+X1rwnvoSkskkW1tb9PcPUK/XiUajVGtV+vv8JDOiMFUul1lcXBR/8RsbjAwNI5fLKRaL0m4iGo2g1Wk4f2ERuVxONBolkUxiNQvwoNvjwWI2853v/YhXbl5DLu9DqRQcqRcvXzA8OESpVOLWrVtilKBQMDo6xgcf/IrV1XWmpiaRAeFwBL1eL96Um016e3vpH+inUCoyOz9HIpFgZ3tbSjBNTE5gsZjpH+gnHhdWy5OTE0ZGR8jnRLy22fSzsrJCJCKKWTqdHrvdIXGadvf3KJUEjLFSLndBjqLj4/P5SCQS0vhpdHRUFDe7u5dUMiUVBVvNJtvb20JXoNFgs9lJJk6w2WySrfN0rppMJJHJZdLI7XTuncvlcLlcUlGyVCpJfZpOp4PL5UKl+q8qWBHxTXR93k3pNnNqbAQRDCmXRJM41b0N5PN5SqUSGo2GdqsNSmFG7HQ6Uow7Ho9TrVSx222YzSaUSjmNRlN0fWri5nF4eMjg0BCFQgG1WoW2o6FCm45aRVMO6u4OqlFvgryDWqPCaNahVMlxOGwolApqtTrFQhGFTE6n3SGZSKLT63C43MhlUCmVuj5zBWqFArlcQfwkQbFYIpPJo9cbKBSK1BtNjAoVbo+3C6vU8aO//ylvv/MF+vz9FEtlNDo9G5sbpI0GnE4Xo2NjmLojMq1Wx/jEJE+ePmV2to/nT5+i1Wi5sHieRqOGv7+f9Y112h0Z4+NjmEwmen0+atUa2bSQrw0NDUkPGKPRiMFgpN6o0263+eLbb6OUyXjw4D4D/f0UiyU++eQTzi9ewO12IVcqKVUqlIpFNre2oANqtRZfr4Xnz17w4vlLvvGNb9DuNDl//jw7OzvI5XJWVlZIpZKoVEomJsa5f+9e14PTIJ1OUa0KMVWr2eTVV18llUpTKBTJ5go0Gi1kMugZ8lEslojH47g9Hs4vLpLNisb9kydPmJqeIRwSS/H5+XlqtRpPnj2nz9/PT37yE3R6Azdu3mR5aYmJqUl8/j7K1QpypYIXSy+hJdJ7H370Mf0DI1y+fLHrWikzMTGBw+7k+bOXEjbotMd2sB/AbLYQi8W59+A+r7zyCr0+JfV6g3K5jMNu5+2330an09FotTEaDezt7/HLX/4Sj9vDSTwu7ShtVhsz09NsbW3x8OFDbDYbz58/Z3BQaAOOQyF2t3c4v3ieXDZLMpnk7r179Pf382d/9meUSkX0egNymYxPPv6IlaUl0f/qBhPv37+PXq9nZ2eHTCYj9nI+H//4n/7r39yBsru9w/jkBLFYDJlMxujEOHcf3Eet0wq0gF4v4rPtDjqdFqvDSigaYnh4CKVSdC9WV1fp7e2l1Wrhcrkw28zET2L09HiQyTqsb5R4+vwZNocLgEwuyzd+55vSsuizzz6TGr2nqPdwFw9frVbJ5/PcuXMHjUaDTqulVCrx6aefMjY2ikzWwWaz0N/fh6+vj2hcfJHu3bsvIq5WK6FoBE+Pl/7+Qf77/+H/RTgcplgsUi4LS9xJLM75cwtk0zmSJ0k6HQRePnlCpVLilVduiPTZ/r4Y3dVrdGSAXEa5WuHg8JBypYxKrUKn1ZJOpSRfe6lUJBwOUSyURKO4VMbtdJFOpuh0WtjtgsllMpm65UAdvb0+dnf3yOdzKJVK5MgwGcxoNTpq1aoICDgctNttwsEIy8vL4puur4fR0VFi3TKT2+0GWQe310W9WiNxkkCr1uB1ezg6PqLZajA0MozNaieTzjA0NEI8HqVWr1Kt1LolOAtTU1OSIa7ZFCRfrVZDJBJCoZCRyaSFc12hIJ1OA2K/cAqSPO3KBINBjEYjPl8POzu7ZLM5RkZGsFiE6yWdTlPIFykUCvT09FCv16WyowwZqVQKm80mHWAAcoUcmVyOVqelXCpTLJYwG82olSqcdieJRJJA4AidQUc8mcDhsKNrq2g3G2g0GuRyhWCuNZrotDpatSooFLh6vNS61IZKuYxcJge5jFqtRqFQRCZX0G60KJQKNOoNOp02MoUoaFYrFdLpNJValTPnzlKrNzgKBtnf30MukzMxOYG3p4d2B/7Vv/xv2N7ZId+NRzcaDV5/8y2gw9bmFpsb2ywuLuD3+cjkckRjcVZX17hxQ4xAypUS9x7cx+F0YpLJmT9zjlxeiM729vZQyhVdYZYWo8GI3mQkHA6DQo7X58VoNPHo0WPSqRRXLl+mUCjQ5x8gHotj0Okx6vTUymV8vh7qrRajYyPc++wuR4dBLl68gEIpblrlShFvj5tfffhL+vv7MRlNjAyPce/OZ2xsbDA1NYXP18PRwSFyOgwP9OPx9JDP5/nwVx9hswqVxNLLJWbnZjGajNQaNWZmZkicnFCtV1i8cJ6PP/6YX77/PufOncNgMPD9v/sedruNjbUVGvUaTqeT7e1tbt26hdvj4ejoCI/Xi1yh4uAggEympFyqsry8ytz0FO986R2KuTyVulBi+wcGODgIEImEuXLlCn/8R3/M2uoGhXyJsbExdHoNzWaLZPIEo9FALpNCr9Xg6/ViMhkIho64eu0asViMWCzGz376HgadjqnJCX73W9/mO9/9LkfBIFcuXeY4HGL3IMB/+9/+G2SdDqVCkeRJjHazzoe/+kzgigx6Fi98CY1GSyQSQqfRsL+9SzQUQW/Qc/78eRInJ9y/c4ehoUEO9/YIR8Jo1Go0ah2xWAyXx002n6NUKVMI5CmVirg8Lr74zlsSrPU3dqAsLS/z6MljAT7sE16Fq1evCp5UF4UxOjpKqVDk737wAyYmJrHZrKysrkjqTYfDgVKpZGRkhFwuy8lJgnA4zCuv3KRUKjE4NIS310ulWmF2bo50OsXM7CxLS0uk0mnOnTsnlY5ORx6nVNxT0OBpnPTSxYuks1lee/2WULY2m2S6rf6+vj6i4SiBgwClYgmdRsfTZ0/p7++n1RIcocuXL0v0YYfDiU6jZXZ2llKpRCh8jFan4fDwkLm5OaGY1WppNOrs7u4yPT3F0PAwf/VXf8Xm5i5//Ed/IIqZL1500yZ5qWmuVqvJZDI4nQ5ARjab5cyZM0SjUQ4ODqjXawwPDxEIBCSF7uHhocB7dDpksxn6+voIh0OYzWaKxSI2qxWZrEM4HKbcdUeEjo5pNOp4ejxcv369u+tapVKpcPXqVZrNGZxOF59//hnbO9vCC16vk81myGaz2O0OsrkciUQCn68XEOGKbDbL4cEhSqWS7e0dQCw85XI5Y2Nj3Shonrm5efb394jF4nz5y18mGo1iNpu5e/cuT548YWxsTOqReL1eDAYDR0fH2Gx2HA4nR0dH9Pf3CwqBVke71WFsbEzyzuzs7HT3P020Wi1ut2iCF4tFyU9zGvWuVCo4HQ7yuQKlYgWdTk8ul+HkJM7oxCht2lQqFdQKedcz36DVaFJvVNGq1cjkSvKVCvVmC5lCgd5kRNYRwMpKtUoHKJcqdDoymq0OzVabVquDXKFAqRLagdMCZ6MmHlD5QoFen59mo47X46ZWrdFstygUCtSbDY6Pg5hNRmamp0mmROfLZDIJa2U6Q7GQJ5POUCgUUChVGE1G+vp8KBUK3n7nbT7/7DPUajXDw8Ps7e/jcrnpHxjk7t27ZDIZdnd3ee211wgdH9Pj8VKuVPjgl7/E7nDQ29uLy+UUFIJqVXCstrfp6+vDYbNRyOb46le/ytFxkP/8v/3vjE1OMDY+3uVkVXj46CEzM9MYjUYWFhYYHh7mxYsXfPDBB+LAA0bHJ7DYbNRqVUqVCiexGDarDbvdgVKpYnB4mNrTZ/zu7/4uL549x2qxkMlkqHX3B/l8gWq1Rq1a6SZO7YIHls3hcLiYnp4hnUyysb5JoSBSTAODg+h0BhrNFnq9Ea+3l0azyf7+PoMDA3i9Xi5cXCQYCBA6DmEwGnn06RMuXrzYlcTJJe7eaWfr6dOnLC4uMjI6hEajIRA44D/+x/+ATq3j+vUb/Pv/7//CmXNnuHLtKjK5DKNeT7h0jNFoZGdbjJ17enrRqNUM9Pcjk8mYm5un3migVqsx6vSsr64RCYexmEycO3uOg8MAlVqVQCBI4PAQg9HI4IAAsW5tCaGfVqulVhddvNovK/T1iYnFm2++RacD7U6HmdkZqb/y+ed32NraxWazYDAYSSaT/Mmf/Qab8kPDQ9KbZ7lc5unTp7z++uukUilarRZbW1uSJnhocJhUMoXVYsVhdyCTy5DJZJJNLJVKkc/nOTwMSGKp9Y0tNN2xgtFklEinz549I5PJ8Oqrr2K32fj8888ldlM0GmVwcFDyuZtMJiqVCsPDw/j7+ykVi4JpMzqK0+VieXmJZ8+fc3QUxO328vjhY5xOJ0qFQHYkEkkGBwfIZnN89NFHJJNJJicnRVlKo2FgYIAHDx4wMTnB0NAQT589we6w43Q52d/bQyaXEYtHUSgVBAKHuN0ulEoVkWgEu83GxYsXef7iuSi1ZbNcunRJeCWePWN5aZmRkRHkKhWffvopo6OjqNVqstk01WqV3d1drl27RjotElXPnz+nXK7i9/t49OghGxu7zM1NUi6XOXfuLCPDI5RKJaLRKLVaDZVCicVq7ha/dKytiUVfb2+vCFfo9GxubmI2W8hl86yuraJQiT1ZsVgknU5hNlupVqtSTDgcDpHN5nA4HMhkMglNfvq/d7Z3yGazWCwWGo0mBoOR/n4NL1++pN1uc3x8LC0zT9vwsViMoaGh/9O/bzQatFotwuGwWNx32mg0GtRqNZVKhcPDQwYGBojFYqhUKrQ6HXt7exgMBoxGI5lMhsHBQSKRCH19fSLh05WVATQaddTdom0kGqG3V5Qsy3I5HTrIZTIUcnlX1wu1Wl0gVtptGrUqnVYDuVyGSqvF7fWSzWQEwwuQycWIr96oI5PLMZmtyGWg1mgo5ItsbW1jslrJ53LY7E4q5RJ6nZZOp8PU5CQ7u7vIkfHpp5/y6quv8uL5c3L5POMTEzQbde7dvUMmnRa8uoF+PvnkE/QGA6+88go3btwgHosxMTEh9YeePntGNpvrKn2znDt3Dp/PJ5WDS6US6+vrgl6s0aLoghjrddFqbzZFpPf84iImk1HYB8dGOA4c0Wl30Gg0WMwWquUa/f2DlEpF5uZnaTTqOBwODg8PKRQKUhO+XC5TLBYIHoX47a9/jf/7f/f/4NrVi7jcbtwuF0aTiUI3aKHRaolEo4yMjvLJJ5/g8niwO+zEojG0Gh1Wq5Wd4DbxWIwzZ87wrW99i5+993OSyTR/+qd/yosXL4jFT/B4e0gmkzx6+Ihms8lrt25hNpu5cOEC2WyW/f19ZmZm0GjURKMRKpUy/8Nf/AX9/f3MzMzgcrnI50SK8HQ01Gq1JE/8wcE+xVIevV6PTqdDrzeilKt4/5cfYLWaGRsdJZvJYDQY8Pf1oVNrsFosnD1zhqNAgA9+9SuuXr9OpVZjZ2eHcwsL/NZv/Rb37t7D7XTSaDTx9fnRabXS863ZbOJxe8hlc8hkMqanp0W94Nw5Pr/zOS9evECr1TAxMc7OzjblSgWT2cLo6BjtTpv19Q1qtRrDw8Po9Xpee+1VXnv1lvh6j4xitzt+rXPi1/ahnJJjA4GAVDJTq9XdsYYWu13Yx/L5PPPzc1y9epV79+5xfBwW89eus+I0tneK7UAmI5vLcf36VVQqJaVSCZ1OFNB2doQK+MKFC10QomBVZTIZNjY2GB4ept1uc3R0RDweJ5vNSliOu3fukMlmUSiVdID4yQlbW9sYzRa8vT56enr5J//NP0Wt0uDr7eOb3/wdWq0WGo2O8fFxDg4OSCQSNJtNRkdH0epE/yMcDpNIJkDW4c//9Z+zu7fD+voaq2urLC0tIZfLqFUrWC1mrl+9wle/8i4T4+OcPXuW0dFR3vrCW6hUKkqlUrfwmMPjcmMymlg8v0gkEubly+fcvv0R6XQSi8XCp59+Sjqd5uFD0W4tFou88soN+vp8pNMZ0uk8X//6uxgMBpxOJ2q1hv39Q7zeHiYnJ5HL5bTbbbR6HUaTUUrINBoNqTR4yjlrtVr09vR0RUP7mM1m3n77bapVgYVvtVuEQiFkMhlWqxWjwcDZs2eFgKcDdGR43F7qtQaBwBG5bJ6R4VGajSbtVkcqQPp8PhFzdrmwWCwSNLDdbpPNZgmHwwL62Q0HnHYWAAp5QTU+jX46nc5u0VInkj0qFXK5HJlMhk6nw+l0SmKvdruNxWJBo9ZIpU0Qb2iJxAnxWAyFQkG5XJaQ3/UuG6wDtFptFCoVCpWSDjIUSjVGiw2VVo9aq0NvNCJTqFBpNCi65dZGq4lGq0OpVCFDJnS/Gh3VagWdTketUsNut1OvVpmZnpZwP1ubWwwPDaFWqXj99dcpFoscHwfptFt8/rkYddhsQnXdaNRpNuuMDA9iNhkpFYsc7u8TCAQEzdtm4+zZs5SKwtkTjUZ5/Pgxt2/fplQq8eLFC/b39yWqcyAQYHxsjInRMYkgbbfb2dvbJZfP4O1xEwofU66UWVlbp9ffz8L5RYYGhymVyly9dpViqSiUF8WidJNotVrdsIuaV155hZmZGdxuN+fOL5BMpfnHf/rHgqih1jA0Ooa318fZs+dotgCZgnK5SjQSFQdgroDN5mBx8QITExNcuXSZ4aFhvvCFL0j1gYXzCywuLnJ8fIzBYGB4eBifz8dXv/pVxsbHiMXj3L17l7t370r7TJPJxP/8v/zPlEpFLly4QDqb5cy5s6i1Qsnw9OlT1tbWGBgYYGBggMPDQ2KxGPPz8xLS3mQysbq6ilotXnzEuFWHv98Psja9PR4SiTiff/YpHq8bq9WCzW5namaG4dFREUpRKdnd3SWXzRMOhhkZGmFoaARkcs4tnMc/MMiZM+e4fv0658+fl9BHQpMttMwup5O+vj4GBweZGJ9gemqG3/+9P+TVm7dwOlw8f/mCZquFw+mQsFpCO2HG7+/H1+vD7x9gcnL61zonfv3Y8MwM2WyW5WXRJv/CF75Aq9UiEAhw584d/rt/+2/J5/Ps7uwQOAxy48YN3n33XUCMQBYWzhE4OmR4eBin08nq6qowL3ZVs2fPnpXMg81mk2QiQaNeJ3R8LOlvo1FxDS6Xqly4MML6+hrxeJxnz55x9uxZwfdqwdMnn9PT00u1WieZjLC/f0C5XOGVm6/RqNfp8/lwOJxUy1XefufLOF0Otrd38Pl8/Mf/+L/zb//t/42LFy8KIujhIY2GQFasrKxx/vx55AoZz58/5/j4mFqtJhDPGg2xWAwArabC4OAwqVSG7e0dbrx6E73RACVIpZNSLFYhV/Dy5UsGBwcZHBxka2uTVqvFwsICx8fH0ljsVC2sVCqZmZnhxYsXJBIJBgf76e/vY2lJuGJMJpPYH+l0oolvNHDxwiWePntCPpcjm80yNSUYPz09PZRKJVGU2tgA4OTkBJ/Px+SE2JVpTmKSM95ht5NJpVF29bJ2u5WDw31cbjepVEoa4ej1etFl8XikgmM4HAZAp9NRKOZpNpviBlAu09fXJ3lhSqUSZrNZvJ1PTYnRw+CgdHvxeDz/9Wus1aLXGUin05jNZh49XuLqlQXJw3K6OykWi1JJ0mw2Sy8srXaLerOBStUEBDOsVC5TKVVQyhW0Wm0azSaKhhyZStk9lJs0aSMH2nQwmgUxodVsIFfKMFrUZJIJ5EoFyOSoVBraHRnVag0ZoFAqqNRqaPU6tHo9zXwWr9cLKMhnc+QKYTQa0XYuFcTvt9VsoVKqhNM9HgfA6/VSq9WIRiJMTUwQDYdRq9UsL6/icbmQIeP4+Fg8jHI5FhcXMRgMeDwe3nzjDdrtDuubGygUKtRqMQqcn59nc1NgVna3d7qUYTN6g4ERwxCHgQCNWh2v10smm+X27dssLi5SLpfZPzhArVbj6/UxOTlJpVrh8OBA6keFQsf4/X08ePgQgFAohMfjpljM4/V6UKs1hMJRnj59ilYrJgEnJyesr69LEdnp6UkyGZGCDB4eEY+fIFcoeMvt5uy5c+zt7vK9732P8wvnqNdr7O3sUCqV6PP5GR4elqgJjUaDfD6P0+Xi7LlzfO9738Pv93PhwgU8HjftVosLiwuEQkFUKhWfffYZo90bwGkoJZfLMTo2htVqxW63S+nQdDpNNptBbxDfA319fTQaDd58801GxyZYX1unUa+zvb1NrVJmZ2eHFy9eoFDI0esN9PcPoFTYBWbf5SSVSqFUKkkmE8jlcoF22tvD4XKRLxbx+/tp1utoNWp0OkO3lHooqbcnJyfJZrNo1RpOinGmJiaJxKKEoxGmp6Y4SYry6Sk6KRwOEwqG0ev1DA8PMzE5hUaj4eWLl+QLeb72jW/9X54Tv/YN5bRw+M1vfpOJiQk2NjbY2dnpjljOkTg5YWtzUwK7FQoFyQu+v78PyKROwK9+9StphOHv89FsNFheWsJqthAKHtPX28sX33qL4aEhkicJwqEQ25ub3Lh+HbVaw9DQEAsLC5w9exafz0dfX5/kUdbr9cjlCgkPPTI0TKctfl1BFW2QSqWJRKMchY6p1Kp89PHHxGInPHjwmHPnZiWC8ttvv83ZM2co5PNEoxGCwSB+v5+B/kE6nQ6pZAqNWoPT6eLCoihW9fcPoNPpOQoesbe/j0qrJplK8fTZM3Z2d2i328zOzuJwOPD2eCXb4t7eHo8fP2ZwcJA//MM/5OrVqygUCoaGhvjiF7/Ib//2b2M0GgkGgySTSYniq9PpUKkUmEwm6cfcu3cPu91OKpVmd3cPjVqLootOqdfr5HI5Xr58yfLyMp2O2EW4XC6+8IUvYDab2dreRq4QN0+5XE40EmFmZobBwcFuqzktvcGbjEYB1iwUUCqVxGIxaa4slwtFcadzejOp4XK5sNls0iFTLpclL728C3gUI7a0VGw8jQ5ns1kymQy5XA65XM7RUYBINMLLly84Mz8hKYXj8TiNumCBqVQqSX97esuuNxrIZKBUKqjVxM7D5XIhk6uEFC6XQ4aMaqVKo96gXhcYl05HjLuq1Zoo59XrtGUytEYTGr0BuUqDVm9AqdKi0uio1htUqlUazTYqtYYOMmrNFq2OuNkoFAoazRYer0d0GPQG6fPU5+/DaDSyurpKuUuH8Pv6ePXma4RDAvAZPDpCLpdL/SS/38/G5g4PHz0mEAhI8NS//dvvSKGV0/LvlStXGB0dZWhoSMSxWy3W17d4+OAhoVCISCTC/v4+6VSKRqOBx+3GYhVfz3g8zsb6OocHh5J19eDwkP2DfYZHRpAhI3BwiFKhQC6XSY35M/PzXVR9mN3dffR6PYHAIel0ErPZSG+Pl4H+fsxmMxMT41SrFXZ2tkkmEzx6+ACnw45Br+eVV17h3LlzADx//pxIOIxaJZTbn37yCQa9nrfffodSqUj/QD8vX77g4cMHHB4esL+/R7vdZmd3h2q1wr/+13/O0VGwiwrKEQgcsry8jKWrxHU6nTidTvr7+/F6vZw/f5633nqL3t4ewcGjwy8/eJ96vUY4HKK/309fnw+/349OJ9QJ1WqVly+XuXfvHvlCnpmZGR48eCCo540GnTYM9Pfz5MkTQf/t76fdbjM5OYnb7abP56NSLpNMJtHrdLS7KcYOEAqHefrkaXcydIZvf/vbElIqEolw+/ZtBgcHUavVLC0vk8uJqPL3/u4HlMtlaRpwWkC+f/+eoL57Pewf7KNUKtBoNeTzv2FjYyQSYW5ujvfff5++vj5pmbu5ucnx8TFra2uS2a9YKImWtl4v4qnNhsR/2tzcRKfTodPpuHz5MtFImPXVFRqNJh6ni2w6zae3P2F8fJyRoWEePXrE7OwsHpeTB/fvMzM7z/LyMp/cvs1h4FC6znc6HYrFIksvV3A6HAIrUqthMhgo5vL09vVRKhQxmYwk0ymK5QoWiwWXy4Wvv49U8oQnTx5jNhvZ3t7m3LlzrK2uEotEMej0yGVyXn/9daLRCHa7nW/+o99hcGCIlZUVQschopEoGo2Weq3OuYVzpFJJqrUqfW5/V/N7RPj4GI/Hw9zcHOVyhWfPXjAzPSUOBbUaDjrcu3dPjJKMRvL5vBQTvnr1qjAQVqtouwm2TCbTpQ8L1/zm5iZDQ0McHR3hdDpxu92CyKt0UW/U8Hg8xONxabYbDoclam8wGJR+rlP3dKvVYGFhgU67032wtLp4DrN4GfD7OQocAeKh39PTAyClkGq1muSSl8vlVKpVPF4PhUKBSCSCy+Wi2WxKIxBASp/F43EpzVcsFnE6ndLPeeqBF5bGKharReqh5PN5Cc1fr9Zo1BsC3SGTSV2WdqeN2WIWP2etSbVaJx6Po9UqabWa3SShGJs1Gg3UamGrkyFHLlfQ6bRotTvo9AY67Q5yuRDQdeQKVFo9KnUJncFANpej0WpTrtYEYVmlQacHuVJJs91Bq9VhMhpRKVXi91urEQgEaLVb6HSCg+VyuSiXy5SKZV48f8lvvduH1WJlYnKCpaUlVlZWmJmZYW1tTRROHTYGh/qlzpHL5SYUCrGxISyhyUSSVqsllVxXV1dwOh0oFAq++tUv87/9p/+VqclJ+vv7Je97KBRiZGQEm93Gpa5BdHd3l1++/z5f/8bX+cKbX+CkO3L+7NNPOdw/4PrNG4x1u2TB4BHhcIiLFy50y6strl69RCqVQiYTtymn00273aJUKpLL5Xj69AkOh4OnT59y7do1nE4nBwcH9PT0EjoOiZfIpSWymSyhUAh51+BZr4rPWm+Pl9/93d/p7hxlvPraTcxmMysrq3jcXnR6HfVGnaWll0QiIb7ylS9zHAyyvr6OxWLh4sWLfPTRRxLq6JT6cOfOne7fpYpioczLpefdeoMSp8vByuqKpLjWqDU0mg0ePXqC1WbH4XRQq9ep1Wr09gh46YDFQiIe51m5TLvd4u7du3z5t75MLB4nlUoxOz1DPCZIJDarlXKl0u12pWm3O6RSSQo5gW4Su00ZFouZ9fV1FhYWpMJ2JpPB4XTyq199xOzsDKHQcbcAPiSVge12OzdvvkI4HObTzz5Fo9URi8VZX1/nj/7o93+zB8obb7zBs2fPaDTE4dBsNrt/wT1sbGygVqtxu93E43H2dg+YnZ0VjhKrib6+Xg4D+zx//oLz5xckpevi4iKJeIxcNsfIyCgPHz6UZp2niGlxat7H5XJykkiiUIoHz8NHj3A47N0ylEIoS/f2iIRClAoFrly5Qj6b4dHDh2g0GlwOBx6Ph0xWjBkUCiW5XBaPx0UmkyYcCfPqqzelK/HjBw8xGo0SN0qhUAgHi8HI48dPKRRKzMzMce7cOcLhMAcHB3zjG9/go48+4qMPPxJ8KY2Grc0t1lZX6e/vx+/3Yzabu0v5DA6Hg42tTUZHR2k1BZuoXq+xurrKtWvXACQar0ql4ujoCJvNxrvvvksoFOLk5ASDwYBer6dUKhEIBBgZGZF0uwqFgmg0ikIhAHQajUZahs/OznL+/HnS6bTkkDlNqqhUKsxmE8VigXg0Jr3ByuVy8Zak11Eo5ClXSuTzBeq1Ok6nk0AggMFgkMIAp/wutVotFvUl8ZalUCiwWCzCkb25Kd1CThfHpw6UWq0mjc+E4C0rPWTb7TZGo9jNiV2OiWKxKB24Go0Gs9ks/sx0ODk5kdD6uVwOq0UshGuVOqVyCbkClCrx+8xmc4DAwUAHuVyGWq2m2WyKbwaZnE4HOshRqpXI5TIUyg4tRZ1OsYjWYERRrqDR6UXqTKdDodbQbjeRKZTUGi0RJa9USKbTdJDjcnnp6+tHqxd7xtNZtl6nJxqO0t/fj06nI3Qcwu1y0263SSQSGAwGNjY2uHzpMo1Gk+GhEaInMTEiVavpsVjw+/t4//33RcCh3sBstrC9udV9acmh04kdaDh4zFtf+IKkW75y5QorK2Kcurq6yrtf/QoHRwExQi6W+Wf/9J+RzWUxmcxsb21RKpWg1WZ8YoKT+AkOl4OB/j5++f4vuHz5CtlsluHhYTqdDhsbWzSbDfR6HeVyGbfby+Liefb397hx9Qpra2tkkilq5QqHe/vksjksVguBwCHPnzxnZnaOhYUF5s+eIRwKkc5m2dvZ4uzZs2xtbaLTaXm+9BKtRsPVy1f47JPbKFUq9g8OMJst9A8MYLVau9KvEn/zN3+Fw+GgUW/i8XjEktsjbo4Wi4Xx8XHW19fp6+ujUCjgdnt49vRX2B0WLl68gN/vJ5FIsL+/L4npQIZeZ8RkNDE6MozL7Uav0/HwwQOSmSxXrl4jk82iVqt59OgRdrsdn8/HRx/9ioGBAZE0VKu5fuM6Tx4/IXESZ3N7m3PnFpiZmqRarVKvlGnV65RKRQKBAIlEkn/2z/6pRO/OZERKs9VqMTgwwJ/80R8SiUWZmpqUbpu9vb04nU4ePXxIn6+PM2fO8OzZMzQaDZcvX0bWafGrX37A7/7en/7mDpRYLMbTp0/Fkvadd2g2m6yvrREKhWg2m7zxxhviJ1QqGR4aRqlSsb62zpMnTyTF6NFRkOvXr+F2u4hEwjx69IBKqYzNasVg0HPhwiLVao2JiXFanTaxeJxA8AiFQo69Y+Pa9Wt8/wc/5itf+RKVSonziwtoNAJNHglHMJtMTE1Nsr29w9HREeOjIwSOgjRbLdbX1zGYTExMjBPuNsKtFguHB/si5iqTc+nyJaqVKg8e3KdYLFKpVPD7/ZTLFR49eozNZhXz/E6H/b09Pvv0U7729a91G8p2nj9/TjKVYnh0BIfDgdPpwqDXsby8hM1mIxQK0W4LEsD09DRPnz79P/CdalhtNtRqNfPz8zx69IhKpSL5YH784x+j0WioVCr87Gc/kw6O032EuXtFj0Qi0tuUz+ejUqnw4sVzfH29WK1WiQu0ubmJw+Gg2Wxit9vRaDRotFosViubm5toNEIturu9Q61WY3//gOnpGS5evCgh6mUyNUaDkXA2zMbGhpS2E8tNJ/GTE4aHhghHItRqVQYGRew31k0etVotsZTuIufNZjOJRAKXS/SQmk2hWm42mxLp+nR/oNVqJbZYrVYjFArR09PTxWcIB0q1WqVWq6FQKqVgQrvdptVs0W6Lt3SNSive7BQK2u02pVJZKooKJhkCndIRN5J6TWBiFEo5CrmCVquDTCYXC/t2B43WQDZb7B42WmrVPMjkggDRaIgbj0aLXKFErdUwOTlJtVKn1WyCRoNCrmBkdIRkKkFvn4/A/iGFQh61Rsfc3CzpTJpkKonFZkGn00nhg2KpiFwuJ51JCUfO5KTEv6LT4ebNmyQSCUZGRkUYolDgH37091hsQiHgdrno9fZgsVgEGUGlYnt7u9vylrO7v8/BYYDv//AfGB7qx2qzsb6yQr3RIBKNYXc4MBqNXLxwgUpJmEVXXi6xeOECHreL5ZcvuHj5Cvl8nitXrnQj8XU2Nta75kZ39yWmRCQcQacTY6u//uu/JhqPozUYGBwaoq/PyPbWNt4eD94eD5FImN3dHXZ3drvPqSibmxv0dMfJuayQcx0FjqjUajSaTUZHxyWBmMvp7HZY4lQqVUZHRjEYDBwcHHD//gM8nh4WLyxIk5XTSLpMJsPldGC3W8SuNxQiFovxz/75PyeZSLC0tEQ+X8Rud9BstSiXysSiMZRKBbl8AYPRxMTkNJFIhODREX0+QSJRyGUEj46x22z4envJFQpsbKzR1+cjn89z49o1joJBtjY3MJut6HVaenrFPjSVTjM6NkYkEpH6eWq1ulvWVbO5uUmxWETdfY6MjQkI7mm8uFgqsbKygsFg6N7M1dy+fRulUikZVX9jB0qhUODrX/86pVKJ4NERPT09XL58mZ2dHWQyGXt7ezQawr6nUCq4d++uMLd5PFSrVfGX53JxfBwkk8nQaNRRqVT09fZitVqYn59jaWmZmzdfweVy0aJDtVbj7LlzqFQKXn/9dWKxE2xWM6HQsWhhF4pkMnU++MX7qFRqRkfHOH/+PJOTk2QyGYKhY4xmE2tr6+iNRlRqNZVKFbVazc/ee4+B/n4CgQALC2fxen0Ej46JRCLYLDYmxsZ4+PAhDx48oKenh1dfvUm5XEan07G3u8PDBw8olUrEIhFePH/OzMwMW1tbeH29NBoNpqanOTo6olopMz8/3yXFWrl37x43b96kr6+P+fl54t0GbL1e5+rcPO1Wix/84Ac0m036u2KwO3fuEgwGcTqdXLt2jWfPnpFOC6NiT08PR0dHLC0tSaOey5cvU6lUePjwIZVKBZlMjkwmZ319HaVShdlsJpPJSCOz8+fPo9fr8Xo9BI9DRCMRDg8PyGQyKBQK0W3olkv7+/tRq8WIRi5XSIdAT4+YKZ+cxEUTf2yERrNBu9PmzJl5dnd3JZ5XIpFArxcSsHpdtK9PTk44OjrizTff5OXLl5L18jTA8X8sVp2Ook4FXqcwSsFDy0ojUFEuFADA05GayWTiKBhEJpPj9XpJJzPSzaXZatNuC0fG6Y+32WykUinMZkv3UNHTbJyWHcXv6fSG1VK0QKHE7nSJz1m5QklWol5vke8UadRr6I0GtHo9aq2WZqtNuVymx9vL9vYe0243iVSSZqvFwOAg6+vryDriz6vVaWh2RWGpVBK5Ut59C61yeHjI9vY2Pb09nD17DqvByGEggKwDf/mXf8XNVy5LhIs7d+7QarVQKBQ4HQ6KpRIzszNkUmncXTL3yMgI5XKZo6Mjzp49y8bmJnaHk3anw9WrFxkZHEKBjI31daLRKHank3arjcFkJByJUK/WqFTKXLx4kc3NDRQyOTJge2tbQvTIZDJcLpd4SOt0Xcx8lPX1DU5OErgcTianTrh2/Qbf+e530Wp1WK02MaqbmWFtXaBIRAADpqYmMOoX2NgQMqn9/X1u3nqVjz/cYG1tDavVysjoOFPT0yROkvT1+rh//z5qjRqr2YK/z4/FbCadSZNIJHjjjTewWASV2WgUY/DZ2VleeeUVgsEg8VicRqMpAhM6HYnu+C7RvQlfv35dEKW7O8Slly/Z39+XmFtalZ4HDx9hNBjIZLLQgU67ydrKCiAnEgqTiJ8wPDbKxPh4d18iiNsup4N8JsN7P/4Jb3/pizhcdvz9ftIZER+fmJig0WiwtbUlBXWsVqt44QyH+erXvkahWJCKwvl8gUb3ZcftdjM8PEwum6VSrUqhpKmpqd/sgTI4OCicAl2su0qlkk5EnU7H40ePsFgs7O3tYTQacTqdAhNgs0nt55GRERqNGoVCHlAxMjJCKHhMIZ9nc2uLarXOu1/5CuValefPn9NoNkVTuN2g1W5zHBLJp1dffZXd3V06wIBfPHSbzZYgAXc6xGJxkqkU+wd7FIpFrl+7gdlsoVKtYDaZ+dUvf8Xy8jJv3HoNrVpFNBzBaBB7AavVSq/X20VACBWqRqORroZarba7AylTKpVId6+U9+7fo7e3hzPzczx5+pRYLMrOzjZn5udJJBJUq1VsNhtTU1Oo1WqOjoRv+7SHI76BA2IZXK1K4xq73cnu7i+Zn5+XPiSncEYhG4sxNTUlcbEymYz0EI3FYiwsLOD3+/noo4/Edb1YwO/vY2Njg1QqhcfjQaVSUamUebn0gvGJCRFN7QYo2k0Rz3W53PT2+jAYDKyvr3FwsM/Nmzex2+243W7C4TAKhYKTxAm1ek06EE5OTtjb20Ov10sfWo1GQygUkgqqiURC0gifplTkctGsPnWd6PV6DF2O2un/1+v1Xd9JCbVKMNyUSiWtVguPx8Pe3j7lLoKm0WxQ62p4TSYTsm6bfXh4mFg8Tr3Z6N5I+wR1oIv9abc72O126TYoIslKyTrY6XSkbo5CoUSuUNFoVbuxYTVqrY5qo4GyLe/elMRBrFSqUKvU1Go1Dg4OqVYrROMxXG43Y+NjnMRjovDqcFCulCkUCoTDIarVKkajnnq9isNhZ319vQvX7GAyGsgX8sQTSc6fP4/dbuNb3/4Gh91exUB/P48fPcbt9uB2u+nv7+fw8JBQOITdJjQCp5Rt8ZKySqPZZO7MWVZX1/jud77H7//htwkeBwkeBNBpNMRjMZDJ+dpvf43jcIjNLbF/fPniiGTyhKGhQWQyGWNjY6RSGXa2RZDnxo0b/3/W/itI0vvMz0Sf9N77qsqqyvKuy7V36AYajjAkQU+O02jMhnTOSjraEzraixOrjV0pNmJjJ2ZXK82MjjTiWHoOQRAE0N1AO3RXd1eX974qs0x67+25+LI+SXe4GNzRRLNZmfX9v//7/n7Pw927dzk+Pqaru5t6vUG1WqfL101bq5fj4xM2Nrfx+XyMjU1gMOqb+6W6+MCcm5tjdHS0yfBS0dPTQz6fY3JykqfPpqjX6wyPjBCLRPF4Wmlr8+KwO7GY7Xz00W0SiQTXr19D2hw/2ux2CsUCfr9fjDjb7XZUKhWzs7OMjo4ikUjIZfNoNTq6u3w4nXb8B34awJtvfYmVlRWUShVIJAwODgnhGZmM5eUlfJ1CwrXV206huQtJp9NIZTLOXziP2WTk6ZMnRCMxFE29+tb6GtVKieOTIIVCkfuffYbb6UalVCNp1Dk6PMbb0cbHH/+al166SSFfYGdnp/kiKRH7a3q9HqVCgdNuB+Bg/4CtzS26uruZmnrKq7deoa2llWAwyP7uLhKpFLvDSVdXN4GAoA34Iv984ZTX/NwiMzNzPH/2AilSjgLCrsJtdzD1+eccHviJBEOsLC0RiUTo6Oigf2AAt8dDa1sbre1e5AoF3T293Hr1dSRSGbu7+5RKZTIZYf5ns1lo1KskY1F2NjfZ29ri5OiYXDrHyuIyCpmCL731Jnfu3GFjY6M5BoliMpkZHh7BZDIRTyZYXltBZ9DR09vL2Og41WaO/vnTZ0w9eYJOp+O1V19HqVA2m9wZioUCPd3dWEwmpqefEYtF8Xg8oif+9C09mUzSQMK7X/0qb737LrVGA6RSUpkM1XodlVKFSW/k6eMpsukMTx9P0d87wMjwKH29A1SrdVZW1/C4W9DrDdisViKhMO1tXnQaHZVSGZfDiRQJOo2WWCTK4EAfVquV8fFxcWSg0WiwWgUq6vb2NqVSib6+PiRSCdV6jaPjY5DKOAgccv/hI7q7u3G5XOh1OhEzL75VyOWUSmUC/iOCJyGqlSqlUplYLEEwHELRXErLZBLcbid6vVAYDIfDLC0tibbKQqGATqvDZDSjVmkEhIdGi9PpxOl0YjQamZycFIkJcrlcXNg7nU5GRkaatGIBzROJRKhWavh8XWLAoFAoiA+9w8NDOjrakctlaLRqOn0dtLa1IFfIxeSZ3W6nVqshkUgw6PVk0mlUSgVyqVCOTaZTVKs1FDIF6VSKbCZDrBnTVCiUyJuHglqt5TBwQrlcpd6AfKFEqVJBpVaLo7RisYhC3nxHk0iRKhSodXrqyChXa1RqNSRyOXKVioZEgkqlgYZEoMVWiqSTCWQ0eD41RT6bxWKxkM1mGZuYoFwpMTs3g0QGcqWCZDJFKpXBarXhcnlQqdSo1Vrq1RrZVJrQ8THPpqbYWF3F29bC+3/3U3Z3tqGpgpXIZTQkUoZHhhno7+X45IhwOIRECjMzL/B4PLS1teByuppvrg4UCjkba+t0d3WhUAp4+kgsws7OJhuba+h1GnZ3d/j1rz8UFtnN74JMpmBgcIi+gX6cTgc6rZZUIkF7WytjI8OUcjmUMikalYLurg70WjX1WoVCIcv8whx6gxany0kmm8Xr9VKr1RgbG8PhcPC3f/u3mI0mWtwe9vb2OAgEqNYbuFvaUKu12KxO3O5WGkhJZ3K4PB5sNgtavYaBwT6y+QyhSJB0JsXh0SG5XI6BwUEePXpEpVJBo1bzb/+vP6Fek1Kp1HgxM0silcZqd/DNb3+LM6NjJFJpZHIlW1s7yORKLFYbtVoDr7eDarXG1vYuLncrKo0WJFK2tjaBOgqFjIsXL3D+wgVMFhtGi42Xbr2Ku7WVTFZQJWcyGQq5PKHjY7LplFB6pY7D5eDKtSu0d7ajUKqw2RzMzc3h9x+wtLyAxWREo1Zx7uxZVEol+Wwej9uDt72dR48eMTMzw8bGBndu36avp4tMJsP6+jp+v5+pZ89IpdPodBosVgHvn0glv9A58YVvKIeHh2QyGUZGRjCbLTjsVsrlMk+ePGF5aZlqtcLTp1O8/vrrIJVSaOKzU8kkuXwei83Kytoqfr9f+AMbMDI8gl6nY3dnW4yZ7uzsND3kSsxmC9tNE2I0GuMrX3uPdCaNRqPB6XQSj8WQ1Bu0tXmRyWTcvXuXsxfOo1Zr2NjYxKA30Nffj7fNy+zcXFPD62JsbIxMJsPOzg4XL17k+PhYWLpWyoKUxmzG4/EI0MRYjEwmQ2dnJ9FolEDAj7ejk+29XQH53d9HvVHH2+7F4/HwYmYGjVpDpVrlyuXL1OsNPrt3n3g8xqVLl9BpdYycGaG3V/glHhgcpL29ne3tbXZf7DI+NiYoYDMZNFqt4BqRy1lZ2UClUvH2229zdHREqVQSbYbhcFgc90xOnmV7R7gRdHd3sbGx3WzcJ0mlUtjsNl68eAGAUqnEYDCQSqVoNBqEQiHy+TydnZ1cv36dTCZDMHiM19tOuVwilUrx9OlT0mkh+mg2m5mdneXo6Ije3l5xFAXCGMjpdBGPJ7CazZQrZfGGdbrnCQaD4pv+0dERiUSiiUcpEAwe09nhI5lMCl0TkyDaOv07qlQqtFotBoORGzducHwsQCZPTk6at5QqPl8nkUhE7KAANOqNJqhSIybQGjQoFAvNxXuFwOERBwd++vr6BZS8wUCpXMFstlCp1JDLZej1BmG3oVSK6btqtUpDJmsGE/KYTBYKhSL1RoNyuYZGJkOp1qLRGZDJVcjlCo6OjmnzCugclUpJNpclmUjQ3dVFrVbnuHyM0+WkXCnT1d3VDB4In/3R0RE+n0/sSWQyGQYHB/G4PGxtbSGVSthYX0MiqZPJZrlz5xNGzowLQE6JDLVay5Mna1jMRmQyKXv7e4xPjKM36JvJKxs2mxWJTIbFYmZwcIDp6WlqtTrtnZ0MDQ9TqVfRqFXMz88ilytRKuWMjIwwfGaEj3/1K+qb28L4TSrh3IULdHR2IkFCrVanmC+wvbVNW1sra6urFIsFurq7SaVSXL9+lZXVNT5//Jjf+73fw9ZMTh0dHeFxu4XRukwmkIY1GvwHByI/bWZ2FrvdTiBwyM2br6DRaPnhD39Id08vT58+xWDUUy4VGbpwHrPFTDQaQavV8cEHH+ByuelraSEajSKXy9nd3eV73/0G4UhUVEi3e73ibiIUDvMv/sX/hxcvXvBiZoZvf+c7TXhtiKWlJYLBEFqtBoNBUGqMDI9w//49dnd3OHPmDJlMirn5eWQyGZNnz2Kz2RgaOUMukyYQ8JNMJtja3iabEwgYcrlg+zSZzNSRoNPqKBcrdHR0IJfLMBj0ZLNpEqkEPp9PIMMrFASDIQaHBnky9YRGo8Frr71GMBikw+vl+OSEhw/fJxgK8/Wvv8etW7eQSCQkEjHm5uY4M3KGTt/fs7FxaGiInp4eCgUhbhsKHnNycsLq6mrz388BDSqVMnKlgNc4tent7O5y8+ZNcpkse9s73Lx5E5fDQa1SxelwoFIqKRZLLC8vEgqFOHfuHJVKhaGhEZTNRnNfXx9yuYxwKCQUltraBCKqVMb29jaJRIKOjg6kUiketwenUyjBmUwmBocGSaZTLC4uUiwWxZESEikmk5m2tjY+++wBL15M89JL1+jr66Ner7O8vCyU4Go14vE429vbnD07QSQWZ2dnh0AggF6v5fz582QyGZ48eUKxWKSlpYXR8TFSqRRyudCKn5gYJ5VKYrVaUMjkzcKdHqVSQWtbG5lcDrfbQzaTIZlK0t/fz8bGOjKZMCtXq1Xiw9XhcIgHxODgIBKJBEtzoW+1WdGeaKnX65w/d645KqvywfvvY7fb6O7ubprlWrhw4YK4gIxGozidTrxeLz6fT+x8KJVK5Ao5VpuVYr7Q/EJXSSQSIoSxtbVVpEOfJrXS6TTpdJrOzk62trao1ioEAgGcTicej0ccIcVisab9T2jqlkolqtUyMqmcjg7hrautrY1qTWjYt7S0sLGxIRbVVldXcblcHB0d0dHRIY5lBWR9HrVajUKhoFKpiM6VfDGPXC7HYDBQryN+xrWakOIqp3Osr60zMDAISJBIpNTqDeQyCRqNjkajRrksjGGz2ayQAJRKxb2LoonQT6XSyKRyVGoN8USShgSkMgUyuVB4rJQFZXGpWMLlcqPWqNje3sLldAu05VqVRgNWVtYwm43IZLImubmAyWQWU22lUomhoSHu3xcAi2eGzmA2mzFbTLS0tbC1tUkgcMSlS5cwGo1UqlVMJgOzszMYDXqWl1cZGRnmxYsZ7t69i81mY3dnT2TNeTs7OD4+olAs0NXTjUQixelys7GxQSKVotU7QjQa4SQUordXSCT+L//zv+HVV65TKhUZGhqiVCkzPz9PZ2cnn376qeDZePwYk8mEtWClUCyIXaSBgQGMJjOJJtfO7XaTy+fR6XSMjo4ik0rx+/1ks1kuXDhPJpMmkxEsjdduvES5XBYZg5lMBqlMCDqsrq5Sq1dRRIQi34cffoi3rQ273Y5Wp+ON199gZ2eHR03A7NbWFq2trcRjMdzNm9rgwCBTT55gtlhoaWlhZmaGk5MTYrEYly5e5Mnnn9Pb18s777zFhx9+yAcffMjbb79Fi8tFZ3s7+3u79Pb00Nvb1Wy16ygVCySTSZQqBZlMhq+88y6NuodINEb26JjllRXaWlsolCrsrq1z69Yt2tvbCUdjaLUaohGhkBxLxHny+HNGR0fZ2dlhaXkZhVxBR6cPqUzGp599KiYm6/U6V65coVKpsLi8DBL4jd/4HiqVsqlLsJFOpolF4xwc+JFKZX+/B8rDhw+xWq3ijD4Wj/DJndsM9g/g8/mYmnpCX18fer2eZDKFtAHSBpQLRTxuNwa9HovZTDGXRy6RIkXCo88fYzFbRIz6t7/9Xfz+A2q1BqlUhqOjI+bm5vjyl7/MxuYmswvzmM1mvve977G8vCy8UZbKdHV1sby8gtFoorXNi1QqZWNjA5tNyH3fbqJGDAYDMqlUTEQ9fvKE//Ff/kuxff3mm28QCPhxOp3cvXsXvV4vYOG3Nnn48DHf+tbXBbSHXIFaoeBgf498Po+yyY/q7u5mYGAAt9vNnTt3kKuUSBoNKhVhn5CIxenu6mJ1dZUWtweJFNLpNEvN5WajVsOoNzA0NNBsyQosrdNgg8FgEG9MAIlEgl/+8pdUq4Kj3eVysbYi/NkLCws8uH+fYqmEWqNGIoH9/X3W19cZG51AImmQyWSIRCIYjUbR465SqXj+/DlWq1UglEZClEqlJilXeLvvbr5FJpsRbJvNxtHRkTjHnp+fJxaLMTQ0JMZ/DUa9YKnUasUEVTabpa2tjVgsRjabpb29nXK5TCgk/J0CgWPyhSJGk4FisSjuTE6BkHa7nXA4zN7eHhaLhVwuJ3Zy0um0OFqTIBWRIiqVCoPJgFwuoPPTaSEdVSgUxLl2W1sLqWSCFy9mmJicpFAoimDJclVo1tutZhp1SKcyaHVaoXDWjOUWKxVq9QYNJBTLFYrlKnKFSihDlqpUa1Ct1vnk9mdUq2VcTgE/k8vlkEnlhCMRfN2CZ0Yul9PfP9DULesZGxtDJpPx5MkTUqmUkKZaXMTpdIrR5ruf3mnqcK1otFqsNgcuTwc9vX1kslmKJT+ZTIbuTh+PHj/mwsUL1Op1fN09tLW2cuXSZUrFX3NycsLx8TGTk5NkMxnefvttdnZ2cDhcTL+YYX1jizOjEygUcvR6o1D4lEo59B/wrW98RSjOSiV0dHTS1dPNX/3133Lh4kV0eh1yhYzv/eZvCAKyWo0Pf/mB8LJXKlGp15ApVcRiMex2O3/7tz/E4XAwNnaGvd1dZDIZHo8HqUSCTq3BbDKztLiEy+Uim8nQ1hyLdXR0cHJyQjB4zPnzZwmHwwKdulQS9AtaHf79A0aGhgUR39oaaq2WUCjEpUuX6PL5iITC/Pmf/2d+93f/AbMzM1y+fBlXsx5xeHiI1Wrl+fPn+HxdnDt3jp2dHWxWG+UmP+/ShfNsb+4wPjLMT370AxYWFrh69aogsTo85OrVq1y+dIFKtcru7h46jZa//pu/YWxsjPe+/jXu3bvHlWvXKRaL0IB33v0yCrmcpcVFSqUCmXSKWqXM2sqSkI6s1fnpj35MtVGnr6+P9957D51ej9Vqb45zY9y5c4dy00EfCARIJITbjM/XSSwWY2Njg7t37lCrVjGbzVCvi8/Iv7cDRa83EAwG0el0tLe309bWxp07d/F1ddHqbaP9uJ3BgQHK5TLRaByPx0M8Hhc4WFotKysreL1eJA3Y3d1lYmKCa9evsbC4IKpuhW6BQSQXP378mJ6eHsFjMDhIZ5cPv9/Pw4cP8Xq9TD9/zmD/AJVKlUqlQnd3N9F4HIVCQTQaxe3xEA6F0el1pNNp3C4XkXAEv8wvtmB/+KMf0dHejkajai5fKygUChwOB8FgEKVSQSIRZ2xsGL1eRyAQ4OAgQH9/Hzqd8ICrVao4vMJbzvr6Ovl8HpfLJYIZG8DU1BT+/QMKhQKdHR1sbm5yEjxh8uxZ2trasNpsZNMZioU8JrMJiVSCwyXsHaKRCP0D/djtDn71q1+Ry+W4cOECgUBA9L3H4/HmaDCKwWBgYmKCjz/+GHmTA2XUG2hpaREJxD293SSTCTY3N5uaXCnVapVQKCTuHvx+P0dHh+JYan9vD7tNuOWcQjsrFWGZvdMk2AqtXBWZTIZ4PM7a2pqAemmZwGwyU61WRaS+ACmUEAlHkUj5b1IpUqmUSrXK6OgI9Xqd9vZ2kRJwChWUywVW1umN579WCZ86WITPVHjbl8ml2G12wtEIOp0ei8WCXK4UF/CnhkiL2YJer2f6+XM0Wi0jZ84gk8mo1xtiQuq0/S5EjQvQkJLOpNBqNNTqDYqlMo2GcCNpNCSUylUqtRyZTIFsrohEmqRYymGz2lBrNKSb3hapVEr/wIBIkqhUyuzu7uJyuajVaty/fx+PR4j3njLVisUikUgEq92OWqUSdnBSGVvbO5wZPdNM9QjU5WKhQF9fH9Vyhc2NDRKJOFqdjvZm4k7exPS73W5SqRSjo6NC0TQYYn11lZXVVZKpNJcvX0OlVOHr6qKltYWPfv0rPB4Pep0Omc5Ao7lTUqpUSCUSDAYD3/3ut1ldWcHjaaGzs1MwbYaCJBNJiuUysmKRYDDIpcuXiUQivPHGG5jNZhHHU6kIt9w7d+5w48YNzoyO0uJyEwgE6Ontxefz8ejx51RrNQYGBgS7aCIhUKeb38eVpSUsZgtymQylQkFnZycgpaWllY3NDXw+H+cvXGiCZVMUSkIqNBQKCZLBRIJEQnjZ6+npIZFIcPXqVcxmMz/72c+oViv88Id/i0wmp9PXSbVW4Vvf/hr/9o//L+RyOUajke3tbeE7p1SKcXu320MkIiSuzp2/QDqd5smTKb76la+Rzeb4wQ9+QDKZ4OzZszx5/AST0UgsGuPRg4doNRrRLptOp/G2t6PWaPC0eEilUuzu7hJPJOjp6WFvd49arUoiEUehlGOzCabMzs5OEa7a398v/LzLZRwOB2fPnkUm/2JHxRc+UEZGzmC1WrBYzOICx9fZydnz5ygWi7jcbhxOB1ubW5Qrgl9dp9Px7Nkzbr7yMpOTk7S1tVEqFNjc3CKRSKBWq+no6ECv1zebymqxy7C5ucng4CAGg0H8P6vRaUEiIZ8ThD7tXi/lSoX9vX0WFhapVmsEjo6aM3cTl65cJhwJs7q6is1mY3JCYGS1tgqZ7lO8RGtbK9rmgVIsFvnFLz7g29/+Bnt7u8zPzyFv2gr9fj/pdJpr167jcNjZ3RVKTLFYjPJ6mVZvG/Pz84TDYdRqNalUGq+3DaVCQa1S5ShwiMftZml5mYODAyrVCm6PB2RSXn39NTbW14lHIqyuraPTacVFr6C+rfLs+TOkMmGk5/F4ODw8xGKxiNd7mUzG1tYWtVoNk8nEl770JX72s58xPzfH+Pg4m5ubtLW1kc/nm+MsBWqVmlQqRUdHh+AYPzlhaEgAwQmjQROlUolarYZcIUej1YqeGLPZTC6XY2lpiZdffplcLk8sFqe3t48nT6bo7e0lk8kIOByJlFK5TJu3DY1Gw/raBmqVGqPBiFKpJBKNYGjeCE9JAK2tbsEfIpFzdHQkEnFP4ZKpVAq32y3GfE/99KcJMKVSydHREel0mra2VqHzU62I0dtarS4mhE4jrI1Gg2qlikRSRqGQ8+ndz9BotPQP9Is3GbVaTb5QRKNWUW+AXK4klcqQLxRJJlJYrDaUKg2lSoxyuUY2V6RcqVNMF1ApYxhNVnK5oniwtra2kEomBQ5ZrSo+CKrVKnK5YAzd2RFQJVarFb/fj9lsptFo0N3djVqt5sXMjMjWotagVCrz7W9/m1A0wmf37vFkagqPx8Prr75G8OSYzY0NgqEQXd1dqFQqMhlh4f3Jx5+QzWbZ2d7mq1/9KtFolGfPnmE2mwn4/RwGDigWy5TLAmHh9u3b3Lr1Mq+9+ioyqZT/84/+CJfLhdlkorurG2+7l+WVFaRDElwOBy0ej6jqrtVq3P7kNjQavPHmG0Iwx27H4XByfHzMX/7lXzI0NIRMJmNoaIh4PM7x8THf+ta3iEQiPH/+nLfeeJNEIkE6lWL/YF8sAe/t7ZFMJvHvH1Cr1VheWKSlpQWP2y30PZqEcW97u0CWcDhQaTQUSyVWV1eQSqR0d3dz4D/A7XELsXyrhXqt3pS/1YTlvNWKy+Wiq7uL//gf/5w2bwsOhw2VWsnMzAx/8Ae/z/r6On/43/0BlXKF+YV5tre2kcsVlCsVRkbOcHR0xMbmFq+99jqffvop8wuL3Lxxgy6fj+9//y8ErbRazblz54lFY9gsNsKREJlMmvMXzgta8WayzOF0UqvXUWsEJ9Kzp8+QyYSXs0Q8TjweRyKRkMkKtPZqRYC9JpNJ1tfXxTK31+vF7nBgMZtJptNk0ukvdE584ZRXd7ePfD7H8fExqVSK/oFeNFoNa2trfPjhhxweHZEvFtEa9CCV4nS7cXrc2F1OzBYLRqOR/f19HC4X27s7/NXf/g3RaFRsj+v1ejY3N1ldXWVlZaV5O1ASDAZZWlri7/7u7wj4A2g1GgYHB3nppZd49bXXKJZLqDUa3nnnHUwmEx6Ph76+Pn7zN35DyNNnc5iNJjq87SL6vVqtitFbjUa4MicSCWZmZhgeHsJsNgjCHZeLCxcuoNfrhet0Nks+n0ciaZDP54QeTVsbHo8HmUzG0ydTDA8Ps7QkwBaTyTQ+X5fIS/rWt7/Ng4cP8fv9yGQytFodq2trgkPbH8BsMpHJZAiHIzQaEtLpLIlEAoVCwZMnTzg5OeHmzZu0tAh0Ap1OJ0qmMpmMIDDK52lvb/+vUAxSMf5cLBZZW1sjFArRqIPD7qKnp090uZ/ynk53HSaTCa9XCDxcu3aNsbEJWtu87Ozt0dLaIjbWT0dPuVwOn8+Hw+HgwoXzhMNCwKG7u5tQKISqiVh5/vw5qVSSWCwm3qyUCiXt7R2CU6RQoLOzk+7ubuRyOel0Wmz9KhRCByaXy4mI+1NKw+mIKBaLkUqlxBHeaSLu9GcklUiQIKFRE7S7h4eHIoLG6/XicDowmvSo1Sp0OjUPHz0kGAxSr9epVmvk83lh2Z/Lk8sXyWQLVOtgNFmp1BocHgUJhaOUK1XyxTKFUplkOkuxXCORznIQOGJuYVEo8R0fs74uNONtNhvXr19nZWWFSqVCLpfj4sWLXL16lXqtQSaTFfdBpyDVU+GYy+lkfm6OerOrotMJOoLt7W2Oj09EMdvq6opIcfZ6veRyefL5Ija7g46OTvyBY45PwkxOTnLn7m3W1lf5+je+hlKlEPYouRxf//rX+PzRY4rFAmOjo0w9ecLW5iaHfj8ajYatzU0ikQiRcFjoHlWrLM7Psbq8QiGfY2Cgj7u377Cxti4oZpvCtUAggFKpJB6PMzY2htFoJJlMMjs7y/HxsXgTCwQCBAIBGo0G07MzBENBSqUSxXxB1D+vr6+zsLBAKpGgkMnS4W3HYjSJyJ/BwUFa2lrp6evF5fGQLxbp9PnQ6bVYbRYOj4+IxmL09vXx7e9+B4Vaha+7G09bK+lMhitXr4gyuVqtikql4NXXXqa7u5vf/d3fxWg08gd/8PvEYjHhwMvkqNTqDAwOM3H2HHKliu7uXh7cf4jBaKalGdnt6uoik0rzyccfi3Rxt9vNjZdegkaDe/fusba2ysrSEiPDw9x67TX6+vvRGw1sbm+RLxbQ6nWUi0UsJjNGvR6lXEEhmxNuKs3ngtvtFm81W1tbTE1NYTAYhJv59DSVapVIE3SaSAqdvi/yzxe+oTz+/HM8bjfDw8NEo1FCJ0EG+vtJZzJ0d3fT39/H9PQMQ0NDjI+Psbu7S1dXF1euXGF9fZ39/X30er248G5tbcVgMrK6tsZ8Uxt7ukwymUz09/cDAi328PCQiYkJlEolh4eHzM3NcevWLe7evcvG+hYd7e1EYzE6fT4uXrzIXLNE1NnZSTgcJp/PUa4UqZYrXL9+nVq1TDoZ58H9z5iammJnexO7zSaQNefmxAdYoVBEKpVx8+Yr9Pb18m/+9b/G29nOx598jEFv4MaNG80dyxYTExM4HA5aWlsJB8Po1BpGh4cFFa/HzcHePrs7uxhNJsxNb0w8EacB+Lq7mZp6wvmz59jY2CCTyTA6Osr8/Dwtba3Uag3S6SwDAwPEolHKJaFPYbPZMBgMIkX34sWL7O3t8fjxY8rlMt/85jd5660vUSjk6enpIZlM8vjxYwBGR0eJxWLIZFIxIWa1WpmcnBS5WKcjFbfbzcnJCfV6nUajQU9PL4uLi5hMBhxOB416g2JRgCYCIkIiEgkLLf3m2+jKygoH+370OoNIlT71scjlclQqFUfHh6J0DAQu2GlK63SPUKvVMJvNzcZ+RWzWVyrCnqelpQWVSsWjR4/weDyYzWZxzOB2u5uEVQXlUplytdYMAlTJ5bLo9VpSqSR6vRFlcxSrUql48vnn3Lr1ChqtlnodVBoNlUoViURGJpNFrlBQrdaJJ1LksnlK5TLxeIJkMkU6nSafLwqwRHmBytExgYN9Xr55Db1WS7b5OxSPxzk4OMCoF36xrVZb8+G4gdPpJJUSMB3nzp3j6OiIQqFAJpNhcnISnU5HtVplfW2DN998k2QySSQSoau7i7m5WWH0sb2NxWJBq9WiUqm4cvYsjx5P4ff70aiVqNUaXE4bpUKONm8rnz9+RK1WY3FxEZfLRSadxuVyEfD7OTkK4Otsp1oq4m1txX9wwGEgQC6fQ6vT0dnZSalUZmdL+Lk36g2USjnU6/zq/V+iVCp5dP+B0OsaHqFQLGI2W2g0oK+vj6dPnzIxMcH+/j7Xrl1jZGQEvV5PpVKhvb1dXC7XajVMBiPlUonJyUmBnF1vcObMGdbXVlEqFZQKJbwOBx0dXnK5HBsbm2xvb6IzGJlfXOT6tesoVQr6+np58PA+er0Oh0OAQlqtVrG4my8UePHiBTdu3ODchfPkCwXUGg1utxAAevPNN0gkEvyrf/W/oNNpRX2ySqViaWkJtVrdfCFsoVwuN0G2UhHkmUwK2uw/+P3fo1gQDk+X08HG+hpOh516vYbZaKJULmA0GqhVG0w/f8H42QmS6TQzc7OYDEbRbnoa9xdeNAsUikWMJjPvvvOVZnjIw/Pn00KQyeMRHTWxWIzdnR0MZpP4sjYyMvL3e6AE/H40ahW5XJZYLNp8G+3k7NmzlEolPvnkEwF90ealUCzg8bTw7NkzUqmUeIWan59nY2MDi8VCV1cXB34/XZ2dZDJpYrEYyWSSM2fOiJKmlpYW7t27h1qtxmKxCNFiuRy320MsGmd7eweZTIZCqRTm3FIpU1NTtLa2ggR2drabo40qkbAMs9FEKBgUeWFqlYorly/jdDrRarW0t7ezuLhIb28v4+Pj/OhHPyKdTnP+wgUWFhbp7unhrXfe5vbHH2M0GNjf30etVguz42YvI5lMUimXmvPvGlqdtvlL0EE6neGNK1cEOqpSweTZSdbW1/EfHOB2u3n27Blf/9rXuf/gPjqdTkgtlcucnJyIh6vNYmF3d48LFy7g9/uZnZ2jWq1hNJqIRKIYDEb6+/uZmnrKnTt3GR0bIZWWiW9xpw/oYrFINpslGAyi1qjo7+9nfV0wYOr1emZnZzGZTOIMOxQKUa1WcTqd4i9JX18fpWKJcknYo/z857/CZBJumxaLRQRNbm1t0dLSQnd3N9lsFpPJJCwZERTAFotFLCiWiqX/BvVwfHwsSsEATCYTMzMzdHR0oFZrSCSE72E+nxff6tVN8VC1WkWlUol/39PUVyaTaf7rovjfqdfrpNMpZDIpPl8nGxtbSBAozgqFkpPjE37961/z9ltvYbZYKJXKVKt1KpUa8USSSDjC0fExsmYKLplMUqlUxEO2XBYkXvVMg1isRCaTZ3d3l1aPR2z2VyoV0TV0cnyM29PC9PQLATdTLJNs7lmKxSLlchmfz8fx8XGTT5amUhF4cA8ePkQiAa1Wx8nJMYMDA/h8nbz/i1+wHgxSLJQYGRlibmEBk9mEzWojGo2Sy2ZpbWlhc1NotA8NDTE1NcXs7CzvvfcekUgYq8VCvlDEZreyuDCP19vO+fPnyOeyHB4d0d/fz/DwML5OH6lEArVGzfKy0F4/JRKcsvF0Oh1Go5HOjg4qtRrnzll49uw5f/VXf4PDYaOvr49kMslbb73Fzs4OH374a6BBS2srZ86cYebFC4EvF4txdCioJHp6eoRRqMdNsZAjn81j9dn4/PNH/OhHP8DtdtPf3080GmX6+TRjkxPkclmsFiv3PvuU2bkZnA4n+UKRrc1tent7KRZLvPvlr7C0tITP14VcrmBra5v2jnY2NjZIJhNUq1UKhSLTz6f5R//ov+PF9LRANT8OYrGY6evrJxKJsL29xcbmhgg8NZtNKJUKDHoDBwd+3C53E92yQK0m8MS6u7t5+vQxVqudWl0oB8sVStY3NpDIZZisFuEF4fJVwTBrtaPVaUkmEqyubZDPF2hvb0OpVJEvFJifn8dmsxGLxTg6PiIUDvPW22+jUirx+/34fD66urqoNYQX/8nJST7+6GPe/fs8ULRaNWq1is8/f0Q4HBbRyka9gVipjNVsYX52jkwqg9lmERek8ViMXC7H06dPCYVCSCQSBgYGaG1pQaVWEzg4YGBgAJCwt7dHNpulpaWlCWBzijBFYVErIZFIYDZZKJVKrCxv8NWvvks0GmVvbw+Px0MgEKCjo4NkMkksESMUDjJ65gzZtIDTn56eJhaL8b3vfQ+lUsmLFy84ODjg6CjI1772FRKJBLu7u6yvrxOLxbh8+TL9gwMCeLG3lx/84McMDfQxONDP/v4+h4eHRKNRtre32d/fZ3R0FIfDycWLl/h3/+7fYbVaMZlM6HQ6Lly4yL1795pCKjXV5rLbZrFiNVv47M6n6DRaXC4XsVgMn6+LUCTMw6aTQUgu2SkWl1hdXWv+2RaWl1ea0V2BrPvkyVOWlhYZnxxHoVTSaDR4/PljQqEQFouwcDYYDPj9fgEtLldSq1Y5PDxkeXmZoaEhHA6HoBzV60VUyqkV8RRSWSqVKBVLnJwEUalUtLe7RaeJ3W4nlZJTr9dobW0ll8vR09MjHo7JZFJ8KzqVLun1evHwqVQrIrNLq9Vit9vRaAT3tUqlwmAwoFar6e93itZQnU6HVCoVH7IWi0UkAZRKAvH3lHt2cnxCrVYXb0OnB6dSqaRcFv63bVYHao0KnU5Ho16jXCww/fw5vu5uvB2d1Kp1ioUS8XiSufkFNre2kfxXyH6JBCSSJtalUqHWTKCVSiXkMiVvv/UWlXKZeDwuxraj0Sj1ep1MOsPEZAtbW9vN20GW1nIrhUKe7e1t3nzzDWw2O5FIhHQ6TXdXF4HAIVqtlvnFRZLpFGaTkYGBPvRaDclYjPa2Nja2tlHI5fT193N4eIRcrmBgoJ/Z2Vm2N7dw2G3IZMJb86lyO5FI0GjUuX79Omazic3NbQYHBjk48PPixQseP37Mm299Ca1BzwcffML5i5c5CoXJJONotFrkCgWJZJJSuczjx4/RarXYmuyvXC7L4uIC2XyRi5cuCWnIRByPx8Xz58+5dOkS09PTJJNJ9HodfX19Yoqvt7e3GQKKcvfTzzgzHMJut7Ozs41CIWOgr1+gZkSjmC3C+DadTpNKCeGJbCYDtTonh0c8n3pKLp9FKZORiifI5vLki0V6uruRyeQEAodcvXKNgb4BVldX+dUHH6LVC3sKpVLJu+9+mfv3HjYpCg1u3HiZYDDIxsYmly5dZN9/QKNRZ219lVAoxMjICMVCgZZWT5PnVyafy/FXf/lXOBw28vk8DocDo1FPPBEhGotQLBW4ePEyK8vC2PLc+fM4XE729vYwmUxks1nKpTLbzUSjRqPlxs2b2Ow2VEoVR0dHrKysiCw+pUpJOBJh8uwktVqV5WWBYnD6fFCqBTnY2uoa6dQXw9d/4R1KZ2cnOp0Om82OVqvl8PCQ2dlZPv/8cx4/fkyxKOTNBwYGKRaL2O12JiYmcDmcOKw2RodHGB4YpFGtEQ2FkSLB5XDicgrYaoVCRmtrC3fv3sUfCBAOR5maesbh4bH48Mhm81QrAvRvdXWVb33r67S2tpLP51lYWOD58+eAcMW7e/cuxWKRd955RyjhWcwoFDLCoRO0ahX+/b1m3yLN0dEJ585NcHJygsfjYX5+HkUzHfXyyy+zsrzK+tomT6eeN6+EUe7cuYNWq2VjY5NPPrlNMpnk+vXrYtEsFAoJFrnLV5HJlXzwwYcsLC1y5fo1XC0eajRYXlkRH46NWh2nU1hGtra08fjzp/yn//TnzTGAUNhTq9Wo1WoG+gfIpNIo5QrOnz3L+Ng4brebmzdvisDFN996s5nDz6LVClReo9HI+Pg4HR0dTE1NiR2S7u5uks0Y8MnJCTqdjitXrgh4+Uodk9GCTmvg6dRztra2icfjqFQqFhcXyTf7IKdcsdMXCcGiGUat1hKNRqk2I4gul4CvD4VCHB0diUvz0yVzoVDk8PCQRqMhstNOibrhcJiOjg46OztpbW0V6LCViohj0Wg06PV6MpmMKBE7DQ/Y7XaqVSENmM/nAYHTZbVaxR2ez+drOlnimEwmWjwu5FIppUIBuUyC0+kkFo/x4MED5uZmyeUFhcDS0hIBv5CGK5aEUlssniSVEgCj+Xyeaq1GJpcTPTIdHa0sLQmWz7m5RYwmo6hEPqUI3L9/j2QyiU6nE5z2xSJ2qw2j3sDu9jZrq6s8efIEv9+PXKFgcnISpVKNUqXme9/9nliArNfrRKJhEsk4w4MDKFUK7t79FIvFSr1eY25ursmGE2brdrsdh8OBQiHgkQCWl5d5/OQJn9z5lJNgkEg8TuD4iHg8STgWIxSJotbo+O//2X9PIp1FKpcTTyYxWsxcvnpVpHV3dnbi9QpKh7NnhZ5UPp+nXq3ywS/eR1JvcPPmDYLBIK+88goulwuJRMLw8LDQIcrnCQQCwmg6kxFfQL/5zW9gNpt5/vwZEonwDFhZWaGzuwtfTw9mm43xyQkGBgfQ64UXBLfbxdbGBpViEUkDFDI5vg4f3jYvNquVG9dfoq+vj1ZPC6GTIPc++4xwOEwmk6FUEqLkgcNjzl+4wEnwBI1WTTB0wr/+1/+Gjz7+iFqtxle/+hVSqRTFQh6NRt0Ep9q4eukiDpsVGQ0e3X9AJBiks72N3/zet5iYmKBeFxh78WQcu8NO/2A/tXqVe/c/pdXbSp0GKo2WRDzB8tIyH334MZVSmb7ePnp6+sjm8hjNZibPnaWnrw+pXIbeoOfGjRv09vYyMTGB/8DfdLu0sL2zA9AsxEqFA0euIBGP8f77Pyfg3/9C58QXvqGkswXiyQy3XnkZu9NJMHhCLp9n59kzarUa169fx2azk0wm6e3tpVFvIJcKy7ajoyNefvkmSqWCh58/xGw1k8qkcVUreNvb2d7eweVpQSaT4XA5kcikpLNpYgnB72C2WjkJBYnHE4yNjfGzn/+cwcFBdDoNSpWCa9eu4Pf7hbhqSsunn37G5cuX8HhacToc/PgnP6alxcPk2bPNmexVHty7z2effUZ3t0+40r77LicnJ5jNRvL5HMVigYWFeaamnvDWu+9SqVaIxiJ4va3EI8Ky8d69e5RLJTxuF7FojHgsgRQpgaMjJBIJDQmsrq/S19vHrMPK3Pw8doed/f096rUqAwP9SJAwNzfH9tYWX33vPUKhkBA3LpcF6ObWJhMTEzx69AiHw8Hs7AzxWIx0Oo1arSIYCuJpaeH4+ITD4yPWNzcwGY3YbXY0ajUBv5+Dg31y2Tznz5+nWq2KN6ZTVahAVhY6HHq9Hp1Wz+bmtohPz+VydHV1kU6nQQIffXSbYqmG19uCyWyhWCyTTCZpbWvj+PiY/YN9SqWiKHgyGg34fD4RaHlaQj3lYJ1aFkOhEC/duM7q6iomk4lkQvBjW61WTk5OKBQKoizLYrGQz+fFkMX29haTk5Oo1f/FQHdalNvb26Ner6PVaoU+SaFILpdDpVKjUyiwms0YjAZC4RByuQKTyUJLi45sRhgNRqJRWlo82OxW9vZ3MZktHPoPkMvkyKQKLCYDlWoFqAvN5XIZqUyGVCajWqsjARqNCgLzvoFGraatrYVwJITZZOLipQkaDaBRJ5fLotGqSSTiFApFWpruoXJFgGharFY6fJ3cv3+PIZvw4LdZ7ezt7mEYNdDS4iYSi5BKpbh54waJeIzenh7WVldRKTXY7A72Dg4YHRsgmxUSija7nYuXL3EnnWZ3/4DWNi+FQpGZF7NUa1UGBgZwOJz84v1f8U/+6f+Te/fucfTsOf/sn/0znnq8xJqqaplcwUB/P4sLi7R63LR725mZnkGr09LV00OtVsPhcJKIJ8jlcwwMDrO2viKolKVStre22dkRxkzpZIKZ6Wk8nhai8Rh7e/toNVr8BwF0eq1wAwSePn2KVCLlwvnz6LVaEok46XSG7e0davU6fYPDRCIxurt76er0cXCwxy9/8T5dXT7e+NJbbG1todRqePPtt0gk4hhNRo6OjlFqtBib0exGA6LRCL4uH8lUgmg0Qnd3NxcuXqRSqrK8tIgUwaR54fwE2UyCerVEuVhgaWGBoZERnE4HP/3pT0lnMhj0OhaXV9AbjKhVKr785S/z4sULJBIJJpOJvb1d6o0K4UgIm9VGh7eDRq3G/vY++UyedCpNOpVGIZORywovT11dnczMzLC/f0ClUsFmszE7Pc3qyhIOp4NYTLCuToxPNu23gkb5YP+Azc1Nunw+JiYmxP2ap8VDtVYDjNjsQk/qi/zzhW8or77+OuOTE5gsVrzedl5//XUWF1cwGMzCaef3EwoFicdjhEMh7t37jNu3b7Ozu0sweEIoFMRkMuLxuNnZ3WVwaIhyRbAnWq1WMtks8wsLjDeX2739fbzxpTfoGxxga3sLfyCASq2i3qhjt9sYHBRUo0tLiyiUCiRSCVqdBpvNSmdnO3aHjVRSsJOFw3F+47d+i9HxcUrlMotLy7zy2mtN8Jsaq9XG5uYmKpWSnZ1dWltbmgIaHaVSiampJ1itFgYHB7DZbPT194vjm0Ihz4XzF/jud75Lb08vFouVocEhQeOaL9De0c6dT+8ilcl55ZVXuHz5Ml5vG/79A9bX1qnX69y9e4+h4REsFgt2u53t7W1USjlvvP4a+VyOvb09Jicn6erqYmNjg5PgCbl8DqfTQUtri4jh+Oijj2g0Grz8yito1BocdgctLS2k0yl+67d+C4PBIEYD29q8/Oxnv2y2xetIpTLeffdd3nrrLaKxGPVanXgszt/8zY9ZX19HKpPS0dFOLBrl8uWLfOUr73LhwkXUaqHQd+36dfr7+2nztjE8MkImmyGbE7oPuXxeNDSeOnRSqRSxWAyHw0Eul6NSqdDX10ejIUiCtra2UalU4qFwWojM5/Ps7e2RSCQ4ODjg2bNnzdSKi3Q6hVwup6dHQLQfHx+zv7/Pzs4Ofr+fWq2GwWDA6XJhtQo8s3pNeFOtVioi1kSv1wk3i0IecxMjXqlWSSYTOJ0O9DoBpREJB9nd3UQplzB2ph9JQ0qxkEcuk6KQy2hQo96oiWk7oDny7Uev11IqFqhUikQiYfz+A/b2d1CpFDidDorlIpWqwJJaX19ne3uLZCpJvpBv7jeGBWGZy0UuJyR41tbWWF9fR6vVEDjY5+ToGL8/wOysgFJXa7SEwmFeeeUVJBIJKysrBA4PUWtULC4sEAwKyudYLEatGVbQaXUALCzMo9dr2Nvb43d++3eQSqTc+eQOb739JewOB0aTGZ1Bz+rKCiqFgv/5f/r/cvf2JxTyefR6A2aLlTOjY1QqNWwOJ/0DQyyvrnJ8EmRgaJhYLEYkEiJ4csyzZ08ZHxujy+dja3MTT1NZ8MEHv2Z0dJR3330XX2cnz58/b4I8JTx6+JBIJExnZydut5tyuUIul+fp06ckkkn6evuJxuIUi2Va29qJJ5Jsbm/TkEhp7+wklc1gsTvQ6o20d3Zhs9s5OhZu0I8ePaRWryKVSpBIYGNznXQ6xcbqGi/feIn1lXUOA4dkMimikRA93T5KpSLZbIbnz5/x85//jL/4y7/h1quv0dfbR7lc5eDAj0KpoloVvh8dHR1Eo1EkUil9/b383u/9Qy5cuIDZaObZ02fc+/QB09OzqFUapp89b6q2wxSKBZwuJ4ODg3zjm98knU7R39/H0uICz589Y2lhgYf37lEpFtFptCwsLDA3N8fx8TFOp5NqpcLw0JBoB9VohU6LRqOlUCyi0em4cvkKOp3+C50TX/iGYrNZCAWPxWq/TqvF29aK2+0Uo5wqlYpAIEA8maBYKlFLJqjUqpibsVSD2cTA4CBDwyM8ffqUbDbL1957j2KxyF4zQz4yMkI8HqdUKpFKJrFaLHz3u9/lwYMHdHR0EIvFuHDhAmq1WtTWRqNRNjc3cblcaJQqwclRKNLZ1YrBYODFzAw7W1vNkZ2NUqnET37yE2LhGK2trbz99tssLS2wvLxCT08PUqmUzs4udDoDX/7yV9jc2cZoNGKz2alWaqjUco6Oj7h27RoGg4He3r4mImOFUCjEmTNnGPWNs761Q7FYbLbLe+jq6iKXy3Hu3Dn2d/dwOZ1NRPgZOjraqVarohDrpZdeEgyIEvB4PGxvbwvpt4FBNGoV7e1eQpFwM8VWoFQq4XQ6RepwNBojk0nToEYymWRnZ0cMOiwuLqLVaunr85FoFr/sdjtXLl9jZXVJiBVT4yR4xIWLY0gkEvb2BPZQLB6lpaUFuUyCUiFjb3eXTDaL37+PSqUiGo3S1taC1+tlZWWFsbExAgd+0dLYaDR4+PAhIyMjSCQSkQQQDAaF8mJAsE26XC4kSEWVaW9vL7lcjmg0KhTW4nHKTXpwT08PbW0tBINhtra20Wg0om1Qo9HQ0dEh0owrlQrJRILe3l6y2SxyuVxQMEiFNJtWq2VrawutVissWosFNDot8mb5U6fTCfufljbi8TharZpoLIJcLqe7q4ViuYpGaxD84qkkpVKFWrWBQi5Dq1XR2tKCTqdke3sLh82M1yt8p8vlCkaTmUoTSfPKK68SjyfQanWkUimsVitanY69vT0Ascx5esOzWC2k02l2dnZQqZViOdHpdPCrX33E9773bcbHx/nzP/9zPn/0SLjBeb04nU7yuTwv37zJzRs3CAXD/O1f/zV9Pb2ipEkikeB0uHjw6CEPHz6kWirT19uLSq3iBz/4AWaLhU8+vs3AQD/j42NsrK/xyq1bnBkaJJVKgQTW11dFp8jw8DA9PV0Eg8cEAn78/n0O/QHcHg9nz54VQgknQdLpjBBWKJVRyGUgqXJ4FKC3rweZTCbCM4UeU5RoIsmYzkB7u4bZ2RkUChn7e3s4XG5+/vOfMzw8TC6X4+bNl5iZmaFcrRBoRsbD4bCIApIguHiOj49Fs+yp4M1isaBWq7HZbSSTCWQyqTiur1QEeVmhUCIUDBEKRlCr1URiES5cvEwwGKRcLjd3ex529/aE8aregNfrRavVcu/ePd569x26e3rY29tHKpORzeVAKuV/+lf/ivv3P8PudBAKhVheXREZiP39/dTqNQaHhnA6nbz+xhucBIPo9Eb0Bi2RWJSunh6R/Xft2jUuXLjA7OwsBoOB6elpCoUCuUJe4PLFY1hMZna3tkkmkuIL4d/bgXJyckSjXuPgYA+bxczSwhxXr17GYrGwtLTEysoKyWQSX5ePk1CInt5eRoaHefbsGdlsloZEyvb2LpOT54hGo7z//vvUajUW5hc4ODigv7+fcDRCKBTC6/USDAZxOBx88sknXLhwgXfeeYdEIkm91mBvb494LElbWyu7O/vMz8/T29tLqVghlUhhNlswGIUf5P7BHjduXCMej/PkyRO6u7vp7e2jp7uP6elpRoaHASiXK8hkCp49m+bGjeuUyxXu3BHwK6+8/Cp6vY6VlVU2NjYYHBogHBYa6ZFYHKVK6Mc4nU7WNjb4fOoJr7/+OsMjg3zyySdYzRbMBj13b39CZ0cnY+Nj+Lp8BIMhHC4XHb5OItEo4fU1Bvr76e4VfmGSmTTpbJYOr5dsVlCjvvmlN1lbXaXWaJDN5yhXq4QjEbL5HG3tXvr6+oTltExGuVImk07T5esWx0OnzvW2tja+8pWvcP/+fer1OqFQiBcvXmAymTAZhT6M0ALP0d7eLpYeJybG2NnZ4a/+6i9xOh0kEklaW9qoVqvNyHMaiaQhPnxpNJrLRSPPnj3DYrHg8Xjo6OjA4XCwvr7O4eGh2MhWKlRkazni8QRmk1CiLRQKogL4NLVVqVTEgyKXy1EoCEv309n/6UGh1WpFvIdSqSQWi+F0OYWRXKPGSTCMw+mgXBKW46cYG4lEQmurMIZNpzPodDqy2SyhUAibzUYmnUQukyKTyZHJpBSLBXyd7aSzOXp7+zg4OOAkGMRisWOzWtjc3MBgNNDe2kKtXqWmUeJwOLBYrUSiUZBIsNkdqFVq9vb9qDU6arU6bU3W1JPHT7hxZoRCsUAkEhGdIqVSCa/Xy+7uLo5uBw6HHYVC3lTv+vnae19naHCY59PP6Wjv5N133uXjTz5Bp9PiPxDkXQqlip/+9Kco5HJcThdvv/MWjx5+jq85BgmFQpTLZTxuD5VaVbRmBgIBkpkMsXgUj0dgrGUzQkDAbDCKL5m7+3vsHxxgNltIpVLMzc3yla98hefPn7G9vYXJaGJkeITXXnudQiHf7KIkaWmxCRZIIBwMMXbmDA6bje3NLWQyGb1d3RhMFsLRMMFgmEQ8ycz8HNVymf7+fgx6PdMzs8hlQqqsXBGQ/zqdTgizrAphlnv37jExMYHH7RaJBae/L6cpxK6uLlZWVigUCnzta19jd2cHp83G0dEhqVTyv2B/snkaze98Pl/kypUryGQyzoxNUK/XedJ0Q+3s7HD16lXm5+fYWN+g1oAbL79COBxBKpHxq1/9irGxceqNBn0DAwwMDfPo8edY7Q4UcjmRcJgWjwckEgwmE4+ePGaof0BgncmkzC8u8Mabb7C4tESxVGRsdAy5XEHwJCiiitRqNVKplHA4jNFkZGZ2loHBAXGCsDg3T0szwRoNh7/QOfGFR17bm5vodFquXrlCIhFnf3+f27dvi2+AMpmM/f19orGYgK7v7yeVSnHr1i3OjI4y/eIFMplMXBLabDa8Xi+//vWvSSYSpJJJ0skUS4uLfP7556RSKQ4ODtDpdDx58oRoNCryojweT9NPvy66C+7duy9oaiVSQUm6sYHVauWll67z2muvEY/H6e3txWazcXJywtLSMlqtDoVCwfbODlKplEuXLvKd73ybQCDA6tomcrmSXD7P2toqOzu72O12crkc5XKZl1+5xdr6luBscbvw+XxotVqisTjj4+MYDAahqJjKopDLePDgPga9ntnZGV40Z8ORSJhgKEitXhd8EfE48USCUDhMLB5namqquZM4oK+vD6/XK6Q3tFrW1zcolcpMTp6lq7sbj8cjpmc8Hg8Go4FIOEypVOLSpcvYbDauXbsmJkJaW1tFyOI777zDm2++idPpJJ1OE08kkEpltLa2odVqicXjgMACS6czKBQKhoeHRCCkSq1q2hLb8Hq9YiDhwvkLlMtlVCoV4XCYRqOB2WzGZDKxs7MjLssFHbPgxT71xmczWfKFPMlkkra2NsrNNNRpUVMikYioiFKpRDabpVIRAJKnLoiuri6MRsFzo1AoCAQCQjw2lwMJyGQyWlpaBM98vYbDbhf4Yq1Cm99sNtHS0oJWqyUej4sol5YWAR2SSCQIBk+oVsqoVApaWz04HVay2STpdAKHzUqrx05rq4vBwV50WiXpdByb1URvU0AWCgZRyOVCzLpSRaVWo9FomuO3ghiAiMai4ny7paUFg8HAysoKe3t7rK6tMTg0RFd3F96OdvZ2d8jlsuSyOb7//e8TiUax2x1EojHUGi0qpRK320WLx0MqkSB4fEw2k6FRr5NIJBgbHeOtt95CqVSyvr5OOp1menpaCI/UG5w/f5633n4bX1cXDruN/r4+AgE/er0Wv/8AlVJJOp3i2bNnTExOMjk5SUtLKzKZgCsROipF+voEXMro2Ch2h5Of/PSnKFVq9EYjSCTMNym80WhU6IRYrMRjcSSNBlubG+zu7iKRSCiXyoyOjWFtBobkcjlyhYyFxQU8Hhc3b97k61//mpCgawgvpDt724yOjoix2I2NDf7sz/6M+fk5uru7cTqEBOvrr71GPBrj3mf3ePHiBScnJ0KtYGKiSakuIpXJiCeTKNUapDKhwqBQCvggr7eNM010TyqVEp9BV69eZXt7m+vXX+L/9c//OVarDaVSJeKTlpaWuH//Hptbmzx99pRCsUClWiGZTLC7t0tfXx99PX3Ua3VsVivnzp5FbzAgk8t4MTODQi7n4sWLpNMZvvvd72F3OJiZmWWn6cbxer0iWDQUCrG8vEJffx9vv/22GII6Pj4mkUwiVygwGAxf6Jz4wjeUF8+f498/4NVXX+XRw4ciq8sf8JPL5njjjTeYm59DqVLhaWkRXeehcJjDZgNWIpGwuroq9gHGx8cxm0zUKlWCwSCXL1/m4aNHRKNRenp6UCgULCwsiMa0SCRKJp3l6EggpxaLRaxWK11dXfzpn/6pwHZqNIRyUxOGqNPpmJubExHrkxNnOTo6Jp1OEwoFUSjk5HI5vvn199A2sSKNRoM/+P1/QCQaJZ1NM/X0Mb/5W/+AbDojdCZKFXZ39ph68pzh4d+mUqmyt7fXlPII2tpQMMju7i4Gg450OkW5LHxw7e3tnDlzhv3dXQEA2fQ6x+Nxtra2kMvleDweHj16RGtrK11dPUSjEYqFAicnAu7d7/djNBrRarX4/X7cbjdms5lgMMjh4WETepimpbUVRbMwuL6+TrVaRafT4fF4aG96Eer1uvifnT6ca9U6N2++woH/gKdPp2hvb0GpFHQCXV2+pjBLg0wqwx8IEIvFODk54cyZERYXFykU9KyvrwugxEIBn89Ho9EgEomInLHt7W2mp6fp6uqiv3+AfD6HVqtltokeb21twe6ws7e3RygUEsuVOp0Ot9uNz+djeXmZSqUi7rM8Hg/FYlHkF9mbyPNTzbBKpcLlcomOlEKhIDaZw+EwV69cw2wyUywVkSvMYsHztDNzusc57VBIpRJsNivZbBaX00Hw5BidTofdYUcmgUg4QqVcJJWI4evwopRJUakU6HVawejYbL3rdDoaDSiXylSbIxGAaDSGUqlCrVaj0+mQyWQiXuX4+BiTySSk7CoVMtkskWgUl9vN3l6A9vZWDAaBLNwAWtq8wguZUoFOr6dWqzN6ZgS7zcEHv/oVw8PDBAIBctkc5VJZ5IXlcjk+/PBDBgYGePfdd1hYWuLk5ETYR+n1XLtyld39PQYGBujt7WFleYXDowATE+MsL6/yH/7jf2RkZIS2Nq8wKm2OHXU6rfjC6HK5WFpaIRqP0ZBANpcjXyxw7/59Lpw/T2trKyMjI+zvC9MIo0GPQi5HoVDw9OlThkeGUapU5HI5zCYD0UiIw8MD0imhrNuo10VFg1wuJ1Uq0t7RgclsFiYjzf6Y1Wrh3Lmz6HR6Lp4/zy9+8T6VUpkWj4dypcLlK5e5ffs277//Pl5vGxNnJ1ColKyurzM0PMKtW7dIpVLIZDKOgyEmJ11CWz+VxGi2EwwGGRgYIJVKEY1G0ev1fPbZZ5RKJbFUGI1GeT79lGg0SjQS5uWXXyWWiLO5tcGrr7/KytISjXodjUZNulTE29aGSqkU3EmxGIFAgM8+/ZTenl6Wl4QKQLVaxefzCbeT3V18Ph9Op5NKpUI0GkWj0fDNb36TRFLQR5zK9/RGI8VyiYWlJd555+0vdE584RuKy+UkHA7xk5/8SMSWa7Rabt+9i8PtYmxyAplCQSwWY3ZmhkAgQKFQYG9vj67ubi5fuUKj0UCj0bCzs0O1WsXr9Qo2vUqFrq6u5khGOFw+/vhjPvroIyYmJhgdHaWjo4N8Ps+f/ul/QKfTcfbcOaq1Gtvb27x48YJGoyF6qkdHR+lo72iaBh3k83k6OjpIp9PMzM6SSCQolYoittzn8/Hxxx/zy1++zyeffESlUuIkdEwiFcdisaDTaQn493C3umlQIxgMIpVI+Pp776KQyigU8ty7d49oNEpXRwelfJ7nT6cY6O3hG19/T2yB9/QIvupoNEqtJvw5uVxOfBAODAyIH/4//If/UEBIp4XCWjQWx2g28+m9e3haWjgJhdjd26PD56NQLLK7u8v169dRKpU8fPhQQO2fO8/V69fFZnm5XMbtdtNoNMhmhea90Wjk+fPnZDIZ8vk8FouF73znu8ikcrytXrRaHVKpnEKxjFKlxn8QwGa1cXx8gtvlIRIW9gcDAwMsLCwRiyVIpVIolUpaWjwiOywWSzA8PMLY2JjQvbHZkMnkfP75ExGpks1mBeKuTIa1GQl2Op0kk0lhxNHbCyDexk6xI7u7u+zt7TE/P49KJZQ0vV4vnZ2dGI1G5M0bQCwWo1qtkkqlmj9XoZB52q5Xa4SH0vraOqlEkmg4gkatplaroNNpMBr1yOUCA2plZQWHwyGW9E7hmvF4nFAwiE6rRS6X0dnRjl6npVIuC8vywCEWswWXw0EqmaRRr1Mul4nFonR1d+Jtb8NsNqFWqenq7CCfy7K/u4vBYODRo0c8ePCAw8NDAGw2GxqtlqtXr4qATp1Ox2/9tvBGms5kkEpl7OzscHwsHHbZQp6e3l4KhQJPp6YAWFvbIZcTLIQmk5lQKMTu7i5TU0/p6uriD//wDykWi/z7f/8nBAIBHj56SCwWo62tjefPnzM3P8/S4iIL8wtMTk6SSWfY3Nyks7ODZCLZ3PGVUchV2G12YT+aSiORyLh69TqNhrDf6uoSRE+1Wk2wcKpVROLCzvSUY9bd3U1nZye1Wp1kMsnGxgYgtOtffvllPC0t+P1+CvkCrS1txOJxtnd2SCaTSCQS/uqv/4qdvT1cLhf1ep2ZmRnkcjlf+cpXGB+fIB5PUiyWiCUS2B12pmdnUOu0aHRakYh9Oj35P/6PP+LBgwf09/czMDDA1tYWoWCYP//zv6K3t5fd/X2W11ZJZ7Mkk0kuX76MTCZDrVaLTLZarUZnZycGg6GJdspRr1SxmkzcfOkGdoeVdm8rweMjvv+f/iMnR4fIpA3mZqaZfv4Ms9HIytIyT59M8clHH/P86VPsVgvXrlxif3+Pwf5+FucXuHv7DrlslrGxMYaHhzl37hx2u13cCUqaN/Y7d+6g0+kYHBzk/MULuD0ezoydoVgu/v0eKIVCAYvFTKMBr7x6C4vVSr4gSImWloRFbmtrK41Gg8OjIzLpNHdu38ZgMIhMrEKhwPr6ulg2SyQSaDQaDo+PaGlrQyqXIZHJBO+ywcAlseiU4NGjRwwNDdHe0Y7RaGR1ZYXFhQU6Ojowm828+eabDAwMiG+wFy9eJB6Ps7S0RGdnJ0dHR4RDEbKZDEajEbPZzNtvv83169c5d+4csVhU6LFIJISjEdElHY/HMJvNbG5u8MlHv6Zer3NyfMzZyUkuXDjPwMAAMy9mRP1wpVJhcWGRMyMjGA0GfvCDH1Cr1RgeHqa1tVVM11QqFc5OTnL50iWqlQrXrlzF29YmxGXjCW5//AmJeBytWsPlixcp5PK4HE46OzqxWG289tprQky2Kcmq1Wo0Gg20Wi1tbW2MjIxwfHzMr3/9EQajiatXr2E0mjAYjHR2dvLLX/6SVCrFtWvXuHz5MhMTEwwMDBAMBnn+/DkvXrxoFia94sgpn8/z619/hNFkRqvR4W3vwGQyi6gam83WJA50YjQYaWvz0tHRSaMB29vbIptJkDc5UKs1nJycUC6Xha5F06xos9lobWnBZrOxsrJCuVxmdnaWZDKJ0+kE4OTkhPb2dlHPq1LqyOcraLU6nj9/LpBsg0E0TRLr6Tz8NPW13AR06vV6gawAZDNZ0cx5eos57YFUKhWUSiU6nU5gZzWJAvV6XXB6WC1IJBCLxcSEmRDHLojK41OkvtFoolZvIJVI0esNmEwmnE4XICWZEAyS7qayQPD/ZNFqtchkMrxe4U0/nkhwEgpRr9fFN/9EKsWDhw/RG4y8++67OJwO1FotbW1eVldXWV9fJxwOEwgEkEgk5AtFtrd3GB8/w/j4JBcvX0GpVtPq9RJLxMnmsty+fZu1tTUA9Ho9MpmMy5cEGvDW1haZnACVNBgMHB0d8ezZM9QatcCsCwRIpdJoNFri8QTT09P4/YdIJTIWFpZQKJSUiiU8Hg+jo6O89dZbVCoVNjY2ODg4oKenR5hyRMKkM5nmXktgXh0fH3FwcMDNl29Qb9QIBk+Ix4RR0YULlwAJgcNDwuEogUCA5eVlPB6PiN7JZDIidHNjY0OMpSsUCoxGo4Brl0hoNBo8evSI4+NjjEYjPp8PpVIpxtCtVhsGg1F0B8nkMl66fpmtra3maFaKySywDBOJhDjG7urq4vp1YRwvkDkm+NGPfsrx8TGjo6P09HQjk0koNS2gQ4NCwMFkEsawMpmMw6ND7t+/x9rqCv19vbz+2i2GBgZw2O3cv3+fRDyGzWLG19mJukm2mJub4+7du3z00Ue8ePFCpLwHAgGMBiMT4+NoNRqKuTzpaJw3Xr7F4e4BM1PPv9A58YVHXkdHwg/UYDRxZnSUaDSG3eGgWCxSqVSQyWRcuXKFP/7jPxbSVhoNs7OzqJpokkKhQDqT4fDwEJPJxNWrV1ldXcVut/O93/gN/H4/er0er9fLwMAAO82ijUQqbS4s7egNBr7x9a8xOjpKtVplYmKCcDgsvsWq1Wpmlpbo7e3FZDIxNDTEv//3f4LL5cTt9iBTyzl79px4AEYiEXK5HItLC2g0WtxuwbV9dCKMxDKZjLDcMxjZ3d3FbDbxk5+8T09XF/v7exiMgp/ktdde4xe/+AWZTIZvfvMb3PvsHpsbmywsLNLV1cX4+HjT9igA1pLJJEajkdEzo5ycnBCPx/ng/V/S399PsVLGddbJ/Xv30OsNdF7p4GD/AAmwu7PD9Rsv8R/+f/8ZlVJGf18PmxsbaDRaKuUKL168IBIOMzw8zEkwKKJhNjY38ba20dfXz5/92Z/h8Xi4ceMGTqeT2dlZMVkmgBgzlMsV4vGE8FkMDqDTaZmenqa7u5tbt26xvLRMZ2cngcAhpXKZXC4rAEIPD/F4PHR1ddGo13n44CESiZRQKITZbKFcrrCyssLExDiZjBAy6O7uxmKxiDuPdDpNLpfj4MBPtVYRKcjlsoBxP222b21tMTg4iNfrZW1tjf7+VjKZLCfHwow7Ho+LPo+LFy8Ki8cmQua/HiGlUina29s5Pj6m3SvcYo1GIyaTiZOTE6zlMo6mr8TpdJJIJDEYDOK+pru7m729PUGX4PbQ3t6By+Vmc3OXarVGKpUSC6SnN6SFxUUBkW8wkMtm0er1NBp1Cvki6UwGkGCz2mjv6BAKouEwTpebgaYeIhaLkc/nMZnMdHR08OlnnzExMUEwHKZQLFIslwmFI5w7f55avUFLSyttbW0kUymUSjk//MEP0OuF24hGb+T6jZsk04J98uvf+CZzc8Lo+vLlK+SyWcqlEuVyGafbRSQSobe7R0ggAr6uLp49eyYUVrMCzLRRqwuHSDLJ0PAQVquV4aFhkEiIRiJC4hAIBYNIJXCl8zIGg5E/+ZM/wWKxMDk5ydjYGCsrKwLSKBIhHovhsNk5CQYZGhrE4XSCRML+3i5dki5mX7wgGAqi1WiZnJzg+ksv8ezpUzK5vLgnPH2ZO73xXrt2DavVKo5ZL168xL3795qKbpeI/AkGg6ysrBCPx5tj6C4UCgVWqxWbzUajIRQCZTIZw8PDzLzYJBwOcfHiRXydPoKhIHlNkRcvXuAPHONyWrE77Bj0Bj7+5GMcdjulYolUKo7X24ZUJqWcEr7jS8trnDt/Aa+3BaWi6UYqCBw/m91OtVZDKpHwYvo5IyPDlEtFHA5BPbG/t8svf/k+jYawarA7nSIHLZ5IoGoSugHWVtc4PhIIE8ViEUmjQSaV5sX0C7RqDSsrK3+/B8qbb36JcDSCy+1mZ2eHeh16e/r44IMPGB8fx+8XlKGnIMCZmRlsNhvJeAq1UsPsizmWl1eRy+W88cYbaLVadnZ2REbUaRHtlDEzNTVFOp2mq0ug9Qo+dAOPHj4in8+TacYFZTIZ3d3dTE1Niej2x48f09HRgdPjRKlUIZPJcdidvPbaayLH5tq1a1RrFYwmPVPPniCpCW+axUKpaVqUc/PmTeRyOdlsHrlcQTabx+12oNGpWN/awG63C2/UDjvVunBNj8dj2B02Hqwu84//8T8mHA6TSCQEDpfNhtst2PgqlYpQHNRqefDgAe3t7dy4cYNCocBf/MVfsbKyQlubl0QigVQqFQCIEgmLS0u8/fYb/Omf/AkdXi8KuZJ6tcbw0BDBYJBIOILuvI62llb0ej0ffvgxUqkcj0vAvLvdbqanZzAa9UITvll0XFxcpL29neHhEUqFPG6XiwYNqpUymUxVZGv5urt4/Pgxc3NzGAwG+vv7yWTS1Ot1QIhbRqNRqDfIZnN0dHQIFsdEmq6ubjKZDKlUhlpNWNADuFwuPv/8c7zeVurNEVC+kKdeF3ojXq+XjY0NlAoVCoXiv2m+n+5LXE43arUwsjr9/E53RktLS0ilUuRNk6LP52sWQwV9QjKRxKA3ijy3crlMIpEknc5hs9tFIRgIQrTTMqWgKEg135zbMBpNpFMZPr37GQaDjmpNSJspmkvNvb09Wlu9jAyPNP9OMpEOIJMrUKo1mOUKHC43XT297OzsYDSbkcmktLa2YrFYmJ+fx+fz0dHZCYBarUFnMJDJZvnOd75DIpFgfnaO5eVlTCYTb775JlsbG5hNJhaXBIT70PAwk5OT2Ox2JBIZkUiMQqHA/v5u80CDb3zjW/yn//SfGRrs5+0vvSlQaF+8QKVRc+/Bfbp9XYyOnhHMhjt7tHd28NaVt/jFz/+OpcVFfvcf/C6RWJS9vX2Ojg7RajUsLCzgcrmE3svSPt3d3dy8eZPHjz7H3doi0jhOScLCaEu4tcrkcg5PBOJwV08PUrmMx48/R60QwJ1Op4N4JEJJp+PeZ/d5+913uPHKLW7fvk0qleLTTz+lXC5js9l45513WF9fFzUMJycngnb4pRtcufYSP/3xj5u9CxmHgWNUagW1Wo2DgwMMBgM9PT0icWF7e0e88TQa8OjBQ0xGI6vhCAadHkWrnFKpRDKZ5tarr1KtVnj2bIr9/V3RUNrb7WM/HsNpt6JQyOnu6WmSoVcFu63Lze7uLuNjE1QrdVZW1tDpdLS0esllM+i0GiEOn0yIQZtarYbbLaCNDg+POXfhgjBW7OkWosaHMp5OPUWtUnHp0iUczcuBzWbDbrfzox/9iO7BfkrU+O7v/jb15vf/7+1AUWk0eNvbCQVD5HMFJs+epVAoMD45wSs3Xyafz7K5tcnx8TEWkxm1SsXlCxeJxBLs7OxQLpexWq3UqhWx2j86OopOryedTjP15An5fF4sVv3jf/yPOTo+FpZXzYRBJBIWy2qneA6TyUS9XketVvP06VN0Gg2Hh4d0dHYwMjLC1957jx/96MecnTzH7MwM+00ZVTqdprdPwEq88sorzL+YIZlMotVpMRpNjI6OkUqlmw8eDTqdQH/9zre/w/TMNNlcjs7OTmx2O5VqBb1BT7VeBakUrUHP5PlzrK+vk0qnKZZKyGRSRsfG0KjVmEympj5Yz+HhofhQmpmZ4darr+J2uyiXBWyMoDdOYrGYGRkZ4fDkmP/1f/3fKBYFAOXomVHOnBlBIVewtrZGb2+vGAvc2d4mn89Sr1cxGAxsbm4il8t4663XWVtbY3p6WhToCKDFJCaTCWNrC5vbG2xt75BMxfEHAoyOjhEKnRAOB8llM/T19XJw4Ofs5Fkq1Sp+/z6NRgOVSiVc6Tt9zVjkPKWiwBgLBUN4PB6Ojo4wmUyityQQCCCTScVdk1QqIZNJi4oBnU4omHZ0dAjR32iMcrlM+b8SAG1sbKLRaJDJJDhdHQCCviCfJ51Oi2nEQCAgGi/L5TKVsuAcMRiE7ojdbkehEFSsr776MsFQkEqlglarRa1Wc/HiRV68mCGdTqPT6UQ66/HxMapmssdoNGI0GigUBcz96e1PKOEJce5KrUo8kuDSpcsCy6kmIIW6u7rR6XUglRKLJxgZHYNGg0I+L1CBNRqkEilmkxmL1SqoCTRq/H4/09PTwrjzzCixuEBrDofDmMwmatUa1IWXgtHRMaQyOVNTz7hx4yblcln4c6Vydnb2uHHjJWLxOJlshtW1VQ4O9rhw/gJf+epX2A/42drYxGA0kmru3b7x9ffI5oQ9wdDQEKFgsDkqNqFSKZtx6yBWq5WFhQWBoutykUml2VzfYHR0lNX1NTo6OkSd84MHD7h16xYtLS0cHBwQCAQYHR0lEonw8OFDXC4n+XyeyzcvotVoePLkMTKZQJNWN/drEomMYDBGV6eXYl7oEzkcDg4OBEfKqSnUaDSi1en47LPPuHT5Kt/9jd8kn8sS8PsxmUxUyiXm5udEoKNCoaBebxAKRTAZLeTzOWFH2uVjY32D+flZVCole3t7WK1WzGYzi0vLDA4O0trailyuRiZTQANSiSSfffoZnZ0dmM0mdra3cbjc2J0u2rN5YtEYW1vbKBRKVCoNXV3dSKVy8sU8kXCEkdEzHB8dsb62xkcffSQSKCQSCU6Xk/aODjR6HTqtobl3Fgjfdrudzs5OfvF3v+Dk5ETcNx4cHLAwP4/JZKLT56NOg//45/+J9vZ2Ll55+e/vQEEio1DIUSyVGBwawWyxoNZoaGlp4Qc/+AFt3lYuX77E9vY2ly5cpFqrCkC8BqyurbC1udWMpb2F/+CASDjM+Pg4nR0d0GiwvLhIrVrllVdeYWFhgfX19Wb23U04HEYKqDVaWlpb2Nvfw+12Cea5Jp/J4bDz7Pk0ErmMOo0mrkFIXrlcTuLxGPP+A7761fcYGh7m+3/+58SiMSLhiLB/6R9g6vET9vb2UKs0WC1WpFIp69n15tw2JNjo5DK+9KUvsb0lRIYL+TyZdJqhwcGm4VDAirtcbnQaLXc/u8/Lr9zA5/MJOf1cjkAgwKVLlzg8OiIYCnPr1deo1arsbO+wtbmJTqfn3Nlz4of+x3/8f2OzWdna3iaby3LhwqRg8KtWqdSqhIIhkEgolwWO1+lDs729Hb1Bj1qtZmFxoYkAadDV1c3Y2Dj37t8jHI4QjcWQIEEilRI49NPu9XJ8EsHt8dDb00NPTy+NRgO73U6pWCSVTONwOFGrNCwsLuLxeOjs9FEoFAiHwwIOP5XCarNhNpv5/PFTbtx4CZtVWIyPj41z7/59Xn75JpVKhbW1VbH0qdFoROx2PBanu7sbCRIymSyxqHDA6PV6enp6yGQyqNVqzGYLcsUJhUIZt9uGTqcTIr0nQlmyVquhVqmRyeTk83lyuTxdPh8Wq4VQMNwMP2To7PQRCBxSrQqtaIvFTEdnJ9FoVHhQhkLs7e2hUimRy2VEImEMBj0+nxAhLpaKxGMJbHYr0WgEq9XCyMgwjx59jkSC0OA3mkEiwWQyYzAIh2o2m4NGA5fLxc7uDr5OHxIkuD1uuru7uX37NvlcjsGBAbxeLxazlVA4zPNnz/B1dQndmUaddCqFv15nfGycvt4+jg8PkTQgny8Io5dwBI+nBbfHw09/+jMKhQLnzp3DarXw6NHnvPbaq0LKq/mZeNxuXkw/5+bNG7yYnmZoeJgz42OolSoODg4IR8Lksll+4zd/k8dPnpBOCS3tSxcvsrq6SiqVwmaz8/Off0Cnr43XX38DjVaLTq9ndHSUWrVKMCTsuTwtrTx88IihoWHcbg+NeoNELM7R4SGxWJzgyQkjQ8P0dHeztLSETCLBYraIyUmL1crXvvZ1/uZv/5bevn5a27wsLi7z27/1PVRKJYtLi+iNBsxmYbyq0WhIxBO0e9vp6e3hxcyMIO16NoVGo2VgoJ+x8TFKxSKzL2aQSaVCP+74BKvFyurKCiPDwwKcM5MSIJbPn5FMJen0dWEwGCiWitQbDSLRCGPjYyhVSrQ6Lf/D//BPef78OZFwmGKxIHDOpFJsdhtvvf0227v7dHT68AcC6LRaBgcHKZXKzMy8oNPn45VXb7G7t8dCbRFvuw+ZTE5vXz9/+Rff58bLr2CxWHj48HPqEimlShWn08Xuzh7r62vE4wnOXzgvaLkNBvoHBkjE4zx89Air1crS4iJqjQaJBIrlknBAK1XIpF9s3f6FDxSr1UYqLePo+AR/wE+nr5NsJstRk3CazWSp1Wq0t7cjlcvY393B6XQyNDxItVZhdXUFaHB4GMDjcbO5vsaPf/RDXg7fQq1WI5fKWF/fYHFpqdk4NXL+/HlB+pRIkorF8bS2srMjzCrPn5vE43Gzvy9wowIBP1/96jv82//735OIx7l+4zrFUgm7086rr92iWBSKbIViHpVaSaNeQyGTMzoxRiKexH/kJ3B4yNe/+S3+5q//hl/+8ldcvnwJp9PJ3NwcZ5pJM79fkPs8f/6czs5OIidB1Go19+/f5/d+7/dYXl6mVq8hlysolEr09PYSi8Vpa2sjV8iTy+dRa7SYzBb8gUNKlQqe1lYK+TzHh8fUqhVeefllXszOiJ6Qc+fGaW9vF/TDe/uoVWomJibo6e1lf2+PuZlZ3C4Xv/kb3+Pu3TtMT0/zjW98gytXLvGjH/+Yer1GW0srjx494tVXX8VoNHF4fIRWp6dUPqJaq9LW1kZbWxu3b9/m7qef0dvbT6evg7X1Dc6fO8/c7CyVSkUIS1z8LwTY7t4eLFYrR8cnSJCQTgtoeLVGTbFURK3VYLEa6evvQYIUq8Um7lry+XxzlNYgm82ILWKtVtscbVnIZnLotHpMRhNPnz4V4r1Xr5LP5wkGQ+RyOUwmE0qlFL1ejVIljEE7OjpYX1snHBZuCGazBblMjkKuFG4mlSob65vU65BMplAolGxsbDa1wqBSqZHJZc3DRcazZ88oNCPQBoO+udiGra3N5md0nng8QSqdxOFwUKmUCYdDlEpFTCZDk4fWTa3aIJ/LkUwmMJmEePDS0iJ6vV6gZR8cEA2HhUV7kxQ9PT3PlUtnRbR9JBKhUi5jNBgx6g2k0ikatQYupwudXkchl8VuNfP44QNi0QjullYq1RqBw0P0RiMWq43e3l7+8i//hqtXr9Bo1AkEDkinUywtLrO1uU1/fx8qlYpXX30Vq9nE0skJGxsbHB4fUavVOHv2LKsrK+zt7HKwv08kHG56VdTNB6SEg30/O3u7/KP/x+8jkUi4/cldhoaG6O3tpVqtotEIYzClSoVGa6BYKhPwH7GwMI9SIaevtxeLxczR0RGT4+Ok02n0Wh1GvZ58LosUODo6Qq1WEwqF+fFPfkJfXz+HgSMkyGhva2NldRW90cjO7h7jExNEIjHcbhddXT6kSNja3KRWq9HX18fMzAzxaIRMOkMmnWRzc1M4+OpV5Ao5JpOJkeFh1jc2kMtl+AMCN2txcQGpVEJf/wBKlQBwdbvdFItFQWVdqWA0mVAo5cTiUQ4O9tjf3yeRSIgeG61ez7nOTgrFImfPnmVpeYVUKoVarWZwaFBIDuq0pDNpMSUqk8mJRKMYTYIqYmR0DKe7BYvFQntnJyaTScTpXLh0UbiZVat8dvdTzFYLHR0dWK029HoD7e1e8vkcUplAp9jd3aVer7O9uYVOryN88sWc8l845dXl66TD287I0DDJeILV5RXisRgymcCAOnv2HGqVFr3OyK8++DUry6uiEOnq1auiSCmZTDQtZzXsdgGU+KMf/wSjxUytLkR47XY7Z86cQSKRYDab6e3vY3llmU/v3KGYy6PXaFldXuH9n/8d00+f8fmDR4wMDfPgwQOikRD9/b1UKxUG+vuFaGajwdWrV9E1ne8vpqepVqssLi6xtrbGYSCA1Sz4VrKZLIVCiWg0hkQipVgURDj9fX3I5XJyuTz/+n/93zg8PCSfExDTDoeDkZERce47OzvLwsIc0ODcuQnS6ZQYh8xk0iSTcZbm57CZLfzmd7+Hw2pjoK8fu93G+vo6uqaGMxqNUi6X0ev17OzskEqlcLV4+Op7X0WpUnLn7h1OTk44e/YsDoeDv/jrv8BsNfP7v//7DA0NkS8UUak1bG3tsLq62pynHpFIJNjZ3magr5+vffU9lHIFTruDxfkFOrztjI2N8fbbX8LhcJLP5lhaXMTtdmOz2cQFukKh4MyZM7S1tZFOpcmmM+i0Wuw2GyMjI6yvb4kJp3q9zv379zk42OPAv0elWsJutwkJv8NDMYxx4cIFajXBiHh4eIjVahXhlcfHx2IZNp1OY7fbcbuF8cjm5qY4rvJ6vVitVhYXF8lkhZeccDgsliKVSiVGkwGDUUh+Wa1WZmZW8fm6mZycpK+vF5VKOHScTgFkKJEI4ziHwyFSkMtloashhDYMVKuCiySZTFOtVgXCtdksYokMBr2A9ZBI2N3do1ar0d3dTSQS4dKlS7z55pvs7u7SaDTo7e1Fo9HgcjoJh8OMj48QDAZF6Vg4HCZwdEhXTzf+wwArq6vs7u5ycHBAMpFgY32d3d0dLl68QLFYYnNjA7fbicGgo9jkvp0cH+N0WEECgcNDDgOH/OhHPyKTSWE06ZBIG/zhH/4BE5OTjE5McunqNSRNYrDb7SaRSGCxWOjr6yOTSuN2CgXCSqVKIBDg0aNHaDQarly+wv7ePlKplLGxMdxuN1euXOHixYvo9XrSqTR+f4D9vT2++c2vo1DIyGRSxOMxOjraRTGVSqViY2ODH/7whwLGyWDA4XAglcsJx+Io1BpcLa2otMJDd3Z2lg8//JBSuUy5XGJ4eJBIOIjFYsRms7C7tS165n/4wx8ilUjo7elBbzDg7Whnd2+P7u5uFEolCqWSy1eu0N7RwdLqCplcFpPZzMVLl7A2neyPHj0iGAxy4cIFEokECwsL1BsN/IEA3/3e97hx4wYqlQqjwYj/4JiF+WWkEjn9fYN0dnZycnLC8+fPmZ6eZnNzE4VcsJKGgsf80R/97wRDx7S0ujn0H/DjH/2QRDzOhXNn2Vhf5/AwwNFRQPh5NPUNJpOJfJOh19XVhclkwu0SbrwqlYpysUQ6mRKlcyMjI5w9e7bpfxEOQk9rKx3dPsbPTiJVfLG7xxc+UObm5tja2iIQCHD5shAbPBVnHR0dEYvF+Oijjzg4OGBwcBBfVxeVSpVyqUImkyUejzdZNhXMZjOVWlVoYEskvPraLR4/fozNZsPlcmEymZDL5fj9fv7oj/5PgsEg/+Sf/lN0Oj2lYlEAJu7usb21RTQcYX19ncXFBTxuN309vYROgjTqdQ4PD4lEIvj9fiKRCFarlfX1daafPyefz9PZ2Um1WmVvf4/BoUGuXLnC0dER7733VQrFMgcHfuIxoWEfjUYJnpzw4x//lEatQrfPh0Gvp9FoNCU7SSKRMNvbW7jdLrytbWjValZXVvjut78tlCJNZkZHRkgnU03ZmPD3np5+zrNnU2KX4S/+8i/Y2NwgHI2SLxbo6e0RCLpyOYODg83lcQcup5OOjnayuSx6g47vfe97FIpFlpaX2NndIRyJMDY2xsVLl0imUpjMZjLZDFtbW6SSKbLZLHt7u+zv7zM7O8vQ0FBzn4OYj4/GErz//q/E9rbwdl9hbW1NsFrmC8JNRK2mq6uL9vZ2MpkM6VQaCRLaWlux2+yEToKsrq41SQMl0ukkMpmUkZFhxsfHMTX1x3q9XkRfnFKFnU6nKDITZFIpNjY2iMeFkdgpbv0UtZ5uJpasFouoQy6Xy6JGuF5vcHR01HzQ6xgY8CGVSgQ3jEIuNvuPj05QazSk02kkEok4XtVoNM2UlUnEvAjstEyzgHmMXC7DaDQKv2RSGRKJFIlEKsaPTSazeEgJkFIVg4OD1Ot10YmyublJoVBALpeh1+kJnpwwNTXF5Lmz6PR6SqUSbW1tyOVyzCYT1BusLC1RLAo9j3qjjkarxmIx8XTqCTKphEQ8hkGnpbOzQ4CNrm8wNDDI9esvIZfJePnlm1y/fk3wc+RzFAoFbt++TSFfwG53kEgksNvtTI5PYDKaqNXqTE+/IBAIkEgkODo6orW1jf7+AUKhEJpmoi6ZTIs/29nZWebm5oRdituFxWrB0+JmeXmJWr3KjZsvkcmkiUYjSCQNDg/9fPTRh9y69Qq+7m4SqRSt3nY2trbRG4zQkGCzOaiUq3R19ZDN5SlVSvzO7/w2Fy+e5+KF89y6dQubTYDA/vSnP+XTTz8l3PQzxaIx4QUxX6DL181rr72O2Wwhly/Q3d1Da2sbuVwemUzO0fEJuVwBnU5PNBrlzJkzpDMZ3B6PeMjJ5HL0er2wh+jspF6vEw5HyOXybG5tMTIyRFtbK9evX0ehUKBWaejv6ycYDLK9vc0Pf/BjtBo1HR1enHYHMokE//4+mVQai8VEuVRkb3eH+fk59HotmYyQSHW5XExNPeHFC0Gx3dbagtvl5PYndynkC0IJUqUilUqJB9jDhw/IZNJsb28Ln1cTIdXZ2YnRZOTa9euYLRYuXb7893ugJJMJNBo1crmM2dlZIcfeXKKf+uCr1SpvvvkmEomUK5evMDJ8BqVSJTjTA8d8+ctf5hvf+CZt3nbOjI6ytrGO//AQhVLJt7/9bYaHh+nq6kKr1RIMBrlx4wbt7W0kk0kcTieZbJZwKMrO9g7yZkzZaDLhdrtYWlwim87Q5fNx9coVdreF8mStVuPWrVssLi6SzWZ57bXXOH/+QrNBKjwcLl+6xOzsHHNz8+SyWWZezNDV2cmlS5dwOh2AhCdPnrC3u8/Y6BnOTk4y0D+AoeneyOVyDA0Nkcmk0et19Pb0UK/VBP2v08XtT26ztblJNBKhxdNCf18fZrOZQiGPSqXE620TOhEGPbdeFb74Z0ZHcTgdxBMJ5ubmBa9HM8qaSqdIJBPodToePHiAQiFnamqK7e1tsaNQKBaFUp9CgUwu5+VXXmZichKZXE4DYZ6vVqvRaLRikW17e1scvaytrfH554/QatScPTvRbMKfEdNply9fplwuYzabGRwcpNoUdAECj63Ng//ggIP9Awx6PXq9ntEzZyiXy6RSSXw+H2azieHhIeRyOQaDgQcPngIwPj7OmTNnRLPm6U7I5/MxOjpKS0tLs5AoIMOHh4dRq9VMT09zfHzM4eEhKyurBALCwXT27FmUSiXz8/PNcZoctVpFqVRq3iq9ZDJpPvro18zMzLCxsYHJZBJuHpUqoZAw1nQ6nWL095SBtLe3J8ACbVaSySR2uxWVSvlfgI5aLZ2dPiQSgZicz+fxeFpQqQQW1ykdIBqN4vF4mJycpLe3V0h0zc2xMD/P5Pg4JqORYrFIPp/n9p07OJ1O7t27R7FU5Oy5s/T29KLX6YiGIygVCs6MjDTFZlnC4RDJRIJEPI7TIezBJicm+O53vkN3VzeRSJRvfvPr9PZ2o1IpOXNmhLNnJ/nwww/Z3t4mmUySy+V59dVX+Z3f+Qd8//t/wc9+9jOcDgc9Pb14ve0olSqBkq1Si9QCjUbD0dERB/sHJOIJDAajyAHL5fMkkkm2trebps0siUSM5eVlpqae0NPTRU9PNy+99BK1Wp0zo6MsLS9hd9iRymTUGw2uXrvOo4ePkcsV9PT00t7eQSad4bvf/S4ul4sGdWr1Ggf+A9LpNFevXhXRO8ViUdDgelowN5XjSqWSvb19dnZ2eeutt8nnCzx/Ps3+/gFGowm73YHb5aa1tZXR0TEikQgf/frXdHV1cf78eVEhPjE+ztj4uGhGrVarXL3+EpVKFZlMQbVaFfAuTicej4eNjU0SiSSvvPIKra2tmM16YrGo0D8ZGsLldIpYoHgijkwmY+rJExoNIVmZz+VIJhJEImHavV7efvttaNSZn5/jlVde5n/8l/+Ceq1GOp1GoVDw1ltvkU6n6evvp7W1hZ///Ge8//4v+Ou//mu+//3vs7S0RC6X4+6du/zZn/4ZDx88YH5+/gudE194h9Lb3SWIgspl9g78DAwMsLGxwfb2Nu3t7Vy4cIGTkxN2dnYYGxunVhOSRX/3d79gdW2F3/7t30Cn03Hv3j00Gg0jI6P883/+/yaXzVOvN6jXYGNzE7fHQwO4d/8Rff39vPvldzHo9SQSCZwuByadgWfPnmG2mGlpbcVssWDcFnoiWq2Wy5cvs7GxIeDCa3X6+vrEQtHpL2qtVm1Gd8skk3EiUT3FUoW/+/kv+Gf/9J9w6aJQTHo2NUUynSKdSRGNxPjyl7/M3Ow858+Oi7jny5cvEw4HcTrtpNNpDAYDs7OzlMtlQqEQ3/jGN1hbWyMcDmMwGPj000/R6XT09PSITW+Xy4XZbKZer3P23DmePHnCwcEBMrlc8Ian06ImtrOzE5lMRiad5oMPPuDs2bPCrPu11/jo17/m1Vdf5b333hM81Y0G5UqFYrFIX28vBr2eYDDE6uoqA339/P/be8/nuM9zTfPq3I3OOQGN1IgEiMSckyRayfI6yOHMWjWh6oxnz57dv2VO1fjU7NbMrmd8bMuWZFkyJSqQYhADAoncAAE0OiB1Qucc9sOv2bufdl21+ojnG1isItjh97zv89z3ddvtdg4ODlrBWGtrayiVSjo8nezt7bGyvMSpU6fo7u5mdXW1RRMeGBjAYDAwPT2Np6uTbC5Le/P0s7yyLCBkxAImJBQKkUql6OrqQiwWY7cL5IIXL17w/PlzOjs7WwcSg0HVzMyw8uTJE4AWA+wliVmj0VAoFNDpdCQOE0Keh1lYxEciEbxeL/l8noGBfkKhcGtsms1mW6M6l8vF/PwC/X39JBIJ6vU6weA2bW0qTCYTKpUKo9HY9FiVsNttApKmaR59aQar1Wp4vV7C4TDlcgmdTkO1Kuz/IpEIe3t7qFQqPJ4uDg+Tzc+6YER88vQpDx8+xG63twjQRqOxibgxsLi4SK1Wo1wqUWoihgBOnz6DRqcjGA4xdfIEdoeDp0+eoNdoOX36FDTqbG8HUKnayBcEsGc+n8PtFlJQi8UCw0ODHBxEyOeL9Hb3UK5W+M1vfkNbm5Ivv/yyFQEQi8VYWfFx9sw5RkZGSSaT1GoVTpyYolatk83mUSgUmEwmSuUS/f2DWCwW7t27h9vtYmpqqhkDnqa318v4+Dg+n6+FF9JqNBwbHiYeF253z58/Q6fTCT+bzC3kS73eoFAso9bqBKS+RsPcs+eMj09w8/U3BMWdRku9AfHDQ3q9vWh1WmbmZrhy5aqg3mxCQi9evCh8H/f2SaeEm6xBr+fDDz9EKpUKQNR8BqlUzNDQQOvGLJGIcDhsFAo5lEo5a2urdHR0kEomyedyrVGXWCxma2sLpVJJqVTCZDLx7Nkzpqef0d3dzezMLHarndde+x75fI7NzUV6enooV0oYDAauX7/O2toaDx48wOl0Yrtox9PdTaVWo93TQTwe59jICOHwLuVymRNTJ8jncsKzeH0di9VCo1EX/q3ZWf785z9jMBjI54tYLdYWSsjhcHDp4kUyuSxnzpzh1q3P2NjY5Ny5szidTsHzJZEgFYnRa7Qtif931lDm5+e5d+8ecoUCjU5HvVEnchDh+vXrOBwO0uk06+vrTE5OYrNZyGZzBAIBgsEgbrcLm83GgwcPEIlEJBIJMukM167fQKVU8fnnn5PL5RgYGESj0VKrwdjYcSoV4TSz3TSO/epXv2JtxUfi8BCL1UqpXMZss1JrNLh1+3MkMikGs4ndg308TRx0T5+XP/7xjwAtyZ9EKqVUKVMsFQkGg0188yxeb48QsfriBe52F3/84I8sLS/S09PFwKAwK3+Jme/o6EAsFvP+++8zOTlJLBYHGgwMDPDNN99QLBaRSCR8+umnSJsnDbFYjMViob29nXg8jk6nY3d3l/v37yOVSnnnnXcIh8NIZFK0Oh0Ws5l4NIbFakWr0dDW1iZA2sQilpaXsdtsjB47xt7eHlqtlgsXLrC9vY3BYMBksZBKp1lZEXZZB/v76JuAyXw+j9Fk4PHjb5FKpbjdbuGhUCoJ+I42devPXzqgc7lca78BUGmSBB7ef4BcLmdwcFAAN0plvPfee3xz9y7FYhGPR3i9pGIJWxsb9A0IWPSXRlSlUsn+/j59fX08ffq05U5/mZfyUprrdrtJJBKtU30oFCIcDlGplNnfF24QUqmUnZ0dKpUKIpEInU7XMgLW6/VWbLGwB7AjkUqQSMUEtgI0aGAymXC73S0UjEwmo6PDw9r6WqsZGY3GFjzv5Xv8somJxWLh0FWtYjKZiEajuN3tyGQywU1vNLcaTaXZ6F96alZWVloPoQcPHrQ8NGq1mo3NTeRSGT09vezshDnhPiWE0TVn5vt7+4RKQdLJlJALk8liMBr46KO/0Nffg1IpFyIJGg0ikW1KpTK1ag2xWMrxsXGmZ2aar6ECm81KKpXiN7/5HT//+Y958OAJuVyGarVCtSrM5yUSCU67A4fDTigUxGCwoNXr2G36OVQqFWtra7S3u+nr6+PZs+csLCwgEomwNscp9+/dY252lr4+L1KphKGhIT7//Euq1SRyuYKDgwjpVJqNjS36+vqQyRWYzBb29/doNEocP36cjY0N9vcjvP76GxTyAnRWpVKy5d/CaDQyPf0EnU6P37+N3+/H6/VitVoZHh5GrVSx7fejamvD7XbzYmuTcqlMo15rBcAVi0J66NDQEPVajVKxyOXLl1lb9ZFIJFhdXRUAi8Ui7//u98jkckDwFel0OiQyKWNjY1QqFTLZItFIlOGhIfabnD+HQzhIvoRc7uzsEQgEMBhM9Hr7yefzBENhZDIFLqcFmUJBm1pDJpvj5OmTVCpVpBIpjUaDjo4ONjZfEA6HmZ+f58c//jE2m43/8l/+T2w2M7lcHp3OxPDQQMuwHQgIooLLly9z56s7KGQy7HY7drudjY0NHDY7g4ODZLNZZp9Of7cNJZVJ8+9/9St8az4cTifd3T3c+ustdnbC1Oo1QsEgw8NDxBNx1tfXCYVC7O3tsX9wQFe3B5/P15o9my0Wzl+8iFgs5tatW01VTAWRSMze3j7Pny9QrVaoVITxSLFQ4Ny5c9RqNeo0EEnEJFMp1PEYewdCxrndbsfRjHx9uZytV+v8/ne/Z3NrC6VSRTKZwmK1kslkUCiVgqFMLGZicop0OkM0GqNQKDA8NcKdu3d4sbGOx9POL37xCxRyBdvbwdaVvVwu8/HHHyOXy7HZbS3H6ZdffsWLF1v89Kc/5osvvqBUKglu30iE9iZaJRqNolKpCAaDLaPclStXhDdEKiWdyZA4POTbb58gEwvsqrffepsXGy/Qm4wUCyWMBgPtDgcfffQRh4eHjI6OtnK6b926RUMk4syZMwwPD/Po0SPi8Th3796lXBaS/2w2G/l8TsDClwWfRaVSpa1NzZdffsHg4GCLObS3t0epVBIag1TKX/7yF1wuN2Nj4xQK+RbYUqPRIFfICIfDhMM7FMwFvL3Cl3huZpZAcJtCqYBarUahUCCRSJDL5QSDwdY4RyQSI5FI0OsNaJp7gkajgazJiVtbF0x6YrEIiUSK2Sw06OThIS6Xi7m5Z3R2djYD3QwYTUZB759KIpVJ0WjUzdGUhVgshtFopKOjnUgkgkqlbDWISqXC9PQMtXqNeEJwpnu93v97ZJMTYJZ+v5+urq7WCS6ZTFKtVslkMmi1OuGmkM9zsL9PR7uHarXG0tISdoejdTuJx+Osrq5jsVhQqQST2stcoMPDQ2w2G8HtAB2eDqKxWBPmWSNyEGFudo52t1uQ2SYSpDMpisUye7t73Lz5CqPHR7h16xbPnj3n+OgYNpudg/0D1tbW6Onppd5osLu7S3d3N9FopEWImJwcRalU8rOf/QiJREriMIEo2cBiMZPP50gdHhIKBRkYGODOnbt4OjsZ6O/niy++oNFooFYLsdNXrlxhb2+fZDLFxsYGs3NzBAOB5t5IGA1OTU3x2Wef09PTyc9+9jMy6TRrPh/5XJ7x8XGezy+wtr5ONPqEiYnjLQzN4OAgPd29AlW7LAg9RkaGuf355xxE9nE4nOzu7jHQP8jM7Ay3bn2Gx+Ph+vXrTROlhmKxgMVmxeF2oW5rY3lxicNUklw2S7Vabe0XHXYHvtVVLl26zL179ygVi/QPDTI/v4ynw8m1K1d58uQJUqmUNpWKwPY2KrWajz/+GJVKhcXiJHJwwNjYGIODg2QyGXy+VXK5LBKJBACdXofJZKJYqnDy5EnW1tZ49OgxQ4NDHCZTRGNRotEYCoWS3t4etFodoXAIl8vJ0+lpzp47y+LiIjq9vvXcGRrqp1gscunSJbq7e5ibe8aZM2dah1mPx9OUxQ9x7dpV/vrZZ3zyl0959bVXmH46Qyi0w+BQP7719e+2oezs7qHRaXnjzTep1YSo0l5vD8+ePUMiFRPeCSES08zBaGNhYZFcPs+lS+fw+4X89vFxQf5qNJrwra3T19fX4hBNTk6SzWX55t49JifH8PnW0Ol0WMymlhFtc2uLNo2aYDjUzFRWAhAMBjl37hwjIyM8ePCATCZLR4eH93/3B1RtbcikciwWC6dOnqZNrUKpUnKwv4/ZbCZ1mEShkDM//xyFQinMRT+/xdbWFteuXkWtaWuRalOpQyYnJ9kJB/jqq6+oVqu43W4CwSAKpZJarcbq8krTuClQcG02O3K5rIWRUKvVzUQ0Yazy9OlTvF5vy+wVCATw+/3NXZSENoUci8lMuVRCLpVRKZX55ptvMBr09J08yaeffsr169dbqYYv+VI2hwOn04nb7UatVjP/7BnlcpmzZ88KPKG9XUZGRwVzZTDErVufodG8ZF7VgUbrxB8Oh4Xo3GKxFVoVi0VRqdowGPScOHGCW7duoVKpcLmc3Ln7NVKZlNHRUaQSKeFwmGA4hFKlai6+ZS3z1Us0iVKpxOPxNE/uZaLRGAaDDqfTSSAQaM2ps9kMYokYnV5HfH6JiCGCVCIlk8mgVmswm8zksjnEIgmnTp1ie9tPeCeMXC5nZ2dHGCNobQSDQRqNBqlUCoPBgNlsQiyWkM1miEQiFApFQEStVqOzsxOpVIrP52NkZIRIJNLcP6kEOXq93uKEKRQK2tvbW5kqqVRK2POMjBAIBFAolBweJrFYBZzLS8e1Xq+jUChgMpmameJ1vF4vT588ZUuyyYULF0hnM+zs7tLT1UU6m8XnE4QJ3jNnW7LXYqnA3OycQNaenCQej1PIFynkS7jd7a0RpMPhoFqtMDExjrdfQBU9fvyYzk4PfX1eVKo2vn34kJWVZQwGI2fOnKFUKhGPx0kmk8w/n0cmlTWD7iw8m5tjaHiYyampprHWgNFoZGZmlrGx8daocmFhgQ8++IC///u/580332Bubo7PPruFXK5kZGSESqVC9CDC4oIw8rPb7YjEYux2B1NTJxgaGuLFxhqFfJ7RkeNks1mSqRQ6vZ54PCbEWGs1ILJj0Ot5+mQahVyFQq7kxImTiEQiXqxvYNTrOXPmDPOL82z6/YyPjyMRi7lw4QIHBwfo9Xq++uor3G434+PjvFhfJ5fJ8vmtW3g6hHA7tVrNP/7jfyDehNB2dHRgNpu5ffu2YHs4fZr9g30cdid+f4DFxWVcLhdXrlxmcXGJixcvsbCwgN+/hcfTQbVapVqrodGoWySH9fX1FupHGN/qaWsTElc1Gg1Wq4VAYJt6QyB99Pb2EgwG8fl8FAqCx+XVV19F3sSsuNxuVOo2ak2l3JMnTxCJoFIR9oLUweFwtsIO/+t//T94Mj3Nzde/9902FIvZyu9/9z5iiZiO9g4a1Onr8zYx3mJyuRzBYJCTJ08SjUVwtztYX1+nUqnw1ltvtcKddnf2iMWEvcH09Czb/i0GBwaEtLBsjuWlJd56+20uXLhArVohFovyySefMDIywsHBAQsLC/zyl7+kWCyiVCjZ348wPDRCrdrg/T/8iXq9jk6nI5PK0NXVxXYwyPj4OLrm3NnpdLC0vITRaBRCd6oVguEQg4ODFIolNra2GB0d5V//6/cQiUV8+OGHBALbjI6OkkylOH36LLVKCbFExPVXX2nF0b7EcK+trSFTyFjf3MRkMNDu8aBUqXjw6FtkTXpqMpMmlRBwLOfOncPn87UUQqurqwwNDaHT6fjZz94lEY0Rj8bY2NhgdXWVfKnIlatX0ekERYnNZiOXyzExMcGtW7c4f/48AwMDjIyMkE6l8KVSHD9+nO2mrNTv9zcfCglUKhU6nQ6xVIKrGeQUCoX4+S9+wbbfj81ma6Hj0+k02aYMN5vNMjw8jN8fQK/XEQwGWV1dbY6FhGu+cOOpYDTqyGaFU5jD4UAkooVPSafTzZO/IMkWgIo5Dg8PW3j+l81cIpGgUMpJZ4RRmPAgMwNgtVrRaDRUq1V6enoIBAItJdjLE6BOp2shKTKZDF6vF5/P1/So6IhEohQKRew2O+GdHUSIAFC3qVHKhVCv2dlZNG1q5HIhETGZOKS3u4ftLT9OpxNvby8bzbhhnU6HXC7Ijw8TKSKRCDKZDLlcQOin02kBpd7Mgenu7sTj8bC0tNIUbBTo8nSytbFJIBCgs1sQiczMzAgL5Xye5cUFjh07Rq1eZT96gM5owKVpp15roFaryeVyRCIx9HojN2++zokTp9DrDchkck6dOsmvf/1rHn77kJ5eL4FAEJFITDabQ6VSs7y8zM7ODlaTIBWP7O9x/sIFnk5Pc/+be5w+daqZj5Pm2bNnnDt3jlAwiLPdjdfr5fbt2/zoJz9BpVLz/Pnz1q3t6tWrtLe3UywW8fl8bG9vEwgESCQyXLx4jpnpaUwGPXq9lkajwddff8mr33udgYEBPvjgA4qlPNGDCNNPn1L/cYVyrUqhUMBmt1OpVPjwwz9htQq7goP9fex2O6l0imOjIy2gp0BCL/LJX2+RyWS4dOUy7nY3f3z/fS6cP4daqyGTz9He6cFqtaJWq9nd3cVit7UkvkaLGaPRTC5bwGp1UEfMxctXyeVyfO+Nt5ieniaTyfH8+RKqtk1evXEDo9HAl19+wfq6r7lXS7C1tSGwweRy+vr7eP78GYl4nMHBQU6dnCKbET4fGrUGk9FMtVqlq7sLv3+Tjo4OFhaeN0erbiLNECyz2SzsfaRSRo8fp7unB4lExsOHDwVsVSaD1Sx818M7wSbPTgir++EPf4BWq0Uql5E4jDN1apJ0Ko2z3fndNpQrV4UrXalcoqu7m5GRYbYD27z77rtsbW1hNptbM2S5XC5knRgMGI0G1Oo2lpeX8Xr7yBULhEJhUukM09MznD97poWZn5mZQavRUsgX0Go0BALCiW90dFSgdSYOGRwY5MG9By1J6c9+9nOWlpaYnpmhWq3y9ttvC7iLpnJod2dHUDhNTLC0vIxaraazs1PYZ5jNbG5sMDc3h0quwGpzsNQkASuUStbX16hUy9y+fU9AZpSFHcO33z5CrdEwNDzC++//iaGhAYaHh1t4+PZ2IaDJv7FJtVZjcGiIer1BPH5IuVxsyjV97O7ucvHiRSrVKk63i2QqxSuvvMIHH33I7MwMMokEhVxBsVQiFotx584d/sM//E+IRGC2mPnzn//cGgctLi4yMTGBUqkkHA5z8uTJFl3WYDBgs9mo1WrNjPk0EomYWCyG3W5v8bzsDgc2mw1Nk/wbCARafB+r1UpfXx/lcpnl5WXEYmHkMDg4yMzMNEqlkng8zrnzZ2k0hATI6elpBgYGkIiFB7rH00koFESt1nB4mGRvb6+Zzufj9ddfF+JrFQpUzZuM8PcSLc+DVudkcFCQoz5//hyr1Yq0KVxoNBpkmkTaaDSKQiFEQTca9ZYEulAokMlkUKlUAE3YY4JkMkl/fx8HBxFWfavI5TJq1TqFQkEIwqpUmoSBHsrlMrFYrDVjV6lUNBqCDLlULiGRSLDb7YJwonmzfjm6k0gk1OuQSIS5dPkSLpeL/f19YjEhPGt3d5e9vT1CoTBOpwOpVNqKbcjn86yurrakvo1GHaPBSIe7XcD2zMwikUq58coNysUibpcLg8HIJ5/8Fb3BSCQWB5GYXm8fjx4/RiKV8m/+3b+lVK7g860hkynY39tHr9czP7+IwaBjf2+Pn777Li821pmff04oHEKj1THa9Cz89re/5bXXXmu9/gJ7TWjcvb29PHr4kDNnzmB3ONjf20On07G4uChEYDcD+kDImRkdPU48HicejzNx/HjrFmsymVhcXCCfz3Hy5AlsNhsquZK2Jql6ZHSUxaVFpgN+4okEJqPgb3rn++8QDAQxmcx8++hbqtUqcrmcZDIpgBVNZozhEL61NVLpNP3aQX70k58QCgR4sbmFRCwhHk+QTKaZnJykq6sHvUEPIjHpdBadXofRZEKj0zI394zl5aVmnr2T7u5uho8NU63WuHbtKjq9jtRhsunlEsQ79+7dxWAwcuPGdaLRKLValVKpxKlTp3n07QO+uXsHj8dDe7tbaGYWC/0DgpH51q2/Uq1WuX/vGxxOJyMjo+TzeSqVMoODg+zt7VIqlSgWi7S1tbG0tEw+XyAYDBKLxYhGY2QzeTRqJWIJDAwMcP78eZ48fko0GsXpdFKr19g/2CMUCgk3/S3/d9tQRIDT4RCQKtUqX9y+TSQSwel0cuOVG4yNjXP79m1CoTBXrlwWHqh+Py6XG5vNwtbWVjP/Wcn8wgINGpw5fRaj0YDFImDK6/U6fX39KORyisUSuVyO7W0/jUaDdDqNw+5gdWWVYqFIJp2hv6+fTCaDVCLhMHFILp9jY2ODV199lfv371MqlXjzzTdZWFggnkjQqNcJhYL09HTT7na3QpgSiUMcTicmkxmpTMryyjJKlZxSuUQikeBHP/ox4VCYdnc7J05M0e/18vnt23zx5RdYrZaWyigcCrVGTFqNFlkTmR6LRanXGsIXxGghl83hcLrwdHbhblJg+/sHmJ2dRSwWUyiWiEaiTD+dRqFQcuniBULBYCsPWqFSks1kMRqNPPz2W1555RV2d3cJBoNYrVbq9TqrK6stU10ikWhdhxcWFppyb8H1nUql0et1NBoNAsEgPT09TTOnphnwJCyiVSoVs3OzjI+N88Mf/hCfb516Pc29e9/Q2elpjYDEYjFebx9KpZJnz55Rq9VYWVmh39tHoVCkUYdGQySM16Qx1BoNfd4+5ufn6e/rowGtUKxYLE6jUUcikbC0tMT+/h59/X0tZVE8lmhFAufzeeQKOXq9Dp1O+P9oNGpkciHE6qDpOSgWi63o3L29PRQK4WCSSqWJRgWQZ39fP9lsDqVSRSol+CFkMhnZXJaRYyM4nc5m3kcX6UwavV7P4aEA5jOZTU0IpQaDwYRCoSAYCGG32xGLxSQOU3g6Pfj9fkQiEeGwMI7r7e3l2bNnqNUqgsEAFovQxD+/fZtcPt+KA972+5mcmGxFOcficcY62tndfYBeb2B3Z4dypUwkGuXu3W9Qq9uABplMimfzz+js9JArFPn4k0/o7vKg1elpa1MxMDDAKzduCDuDZ89466036O8fwOdbI5USsu0PolGOj40jlUgRicVcuXqVnd1dOjwe5HI5hbwQZzE7M8Py8jJavR5vX59ABXe5+NOfPqBUKpLJZnnlxg0ePXmEWq2mo70dmUTIZW806uzv73PlyhWmp2cwms0USyW++OILrly+zOLz5zhdbuqNOhubG4yNHafP20u1Wqa/v5/HT4SHokajZWx0nJWVZeLxBGq1cOtyu9ys+XzodDpy+Tw9PT1Eo1GWl5bIZrIo5HLc7nY2NjZAJOYgEiEUDjPWdOq7XC4G+gdYXV1ldWWFsfFx+vv72N3dYWNzg3KlTOIwjkwm4+zZczx+9Ah5U8xhNpt5773/kZ3dXf780UfY7TZEIuGGfebMaRr1BvFEDE97B4VclkIzsbOnp4d6vcHi4iIiEWQyac6cOcPBwQGlUoVivkDqMIlGq0EsErO7s0sqLeBgCoUinZ0WXrxYp73dTTQa5eLFC3g6PNy9+7XgcdJomJubI5fPs3jna27evMnamo9CMztHLpPhtNu/24Yy3eQGzczMUPYUuXDhAv/wD/+zkPWeSJEr7LGx6Wd+fpFLl69Qb4gw6E1EI/HmQjzN5laA/+V//UdmZ2eZmZlGIm5Qb1TpcAtYkvv3H9LR2UWpUuW//ff/hl6vxWG3k8lk8G9ucvbsOaqNKha7hWtXr7O7u8eLjQ30zQ/u4tIiW1tbgmdk249cLkWj02I2C1dFi8lMOp0iHo0yOjzMrkxJf7+bxaUl9iMRMrksarWay5cv8vXXd6jX61QrNVzOdhaeL6BSKHny6FtsDhflahmLwczlq5fwb/m5c+cOne0deNo7SKVS+A8iDI8OUy1XmJ2Zpberi7Mnz7DblFYbzAY6Oz1C5rrJTK1cJRFP0KZpw+l0IRVLmxG+RWw2K94BL5fylzg2MoxvdY113xqpVIYbr7yKSq2h1gCZQsna2joTExMY9QZ29gRFTp+3j89ufcbc82foDXo6XG4K2TwLzxewu5z09vSQy+ZYWFjAYrZQyORZmF9Co9Fx4sQUMpmUw8MEtVqFldUl9vcO8Hr7CIVCqFQqkskkE5NjHB4esrS0yOPHj1pkgN3dXeGhr9OysryKy+HiIBJFo2nD6XK2RlP1Wg2DTk+1XqNBg1Kl3HS2K3nrrfOsrq4IWeoKVfNw4cRiFhRJMpmMfD5PLBbFarVQKOZRqVTNHPgcuVyORkNQ4AlhX3HEYnFr37S7u9+U5YpRKlRkMtnWCC0Wi5JOpxkbGyMQ3G7hNuKJGJ7ODjo7PeyEdwVIY/N2VS1XyTcKKGVtrPk2qDeqqDUCmNBsMbG7u9s6CU5MTPDixQtMJhNnz54lFouxvb1NJBJhcXERRPDazdeIxxIsLQrL/FxBeBDKFQrBZxEIcPXKFe7fv8/qygrZJnFZqVTy6vUbFEslPv/8M6LRfb6+cxuxSMTVyzf57LO/MjFxArFUSjKTQq3RoFDI0KrbSCaTDA4PEwwE8Hr7MZhN7B8cUG2AVK4gnc2Szefp6uoml8tx7949erq7OYzFGR8dZWtjg/Hxce5+8w0v1tfp6exi2x/g2o2rHBwcEIlGGRga5sTUFFaTmft373D7i9vIFQoGh4ZoIKJcqRI9PKSnt5funh4ePXyIXCZFqzfwxvff4ve/+xd++9v/LoTnZTPEEwlkUhl2uwONRsvy6iq1eh2lSkm1UkWpUDD95IlwowwLqa8d7nb2d/d4seIjmU4JcRt2By6Hk6WlJSbHJzh/8QIrKyu0qVR8+KcPGDt+HKlYgkQi4sW6j66uLpRKOVqNmkw6RaMukHk/+/SvbDRfh84uD4vLi0QiUSYmpnjvvfdYXl7i0eNv0bS1sfB8DolEcMeLJRJqCAfQQrHCxMQkpVKpFUGu1mjp7/PS3d3N9JNpns/Ncfz4ccK7u2TSGeRyOZ2d3VTKFfQ6Lbs7IWRSMaVSEY1Oh8vlYOT4MHUqrPnWMVst5HIFfGvrmE16FheeIwJikRguh5uNtQ3S6fTf1Cf+9kz5rS30ej2DA4I2e3//gHq9QSaTZn9vj40XL2hTqXjvvX/F+vo64VCIYrGIQqEgkUhw/PhxdDoN39y9y8jIMF1dnSwvLQlLWZMJq9XKwcE+bre7pU56Ge/q8XjweLp4/PgJ09PT2Gw29Hod9UaN9fV1Xrx4QUdHO1cuX+bmzZsA+Lf85PN5bFYbb7/9fTo7hRmhTC4Yi2amZyiVik0ZqppGHYxGIS+8r8/L1NQU5VKZH/3wx8zOzrG4sMjKygqhUIj29nZoQHt7OyaTEaPRiNViQavV0tvbK+Bi+vrYCe+QTqcxmUyUyxV++y//0vLhNOoNkslD8oU8IyMj5LI5XC4XxWIRu92O2WJGJBKh0WhQKBRYm0tcIQ1R1jRUZunq7KKjo6MFV6w36sikUvb397E00etffvUl6+tr2O32pqHQQG+P8CVtU6vx+/0kEnHkMhn+LT/t7e3s7u6TzxVwuVyUy2XW19cZOXac4aERTCZzi/ar0+kEyeJGgGg0TjqdZnBwEJVKhVQqRS6XY25CInub+w2pVIpMLsdkEuJzc02pbTwWo1KpQHNsVa1WW5n0EomkJbesNyNdk8kkBoMesUREZ2cnnV1dzMzMtJIe7Q4HIpGI3t7epks+0drL7O/v02g0cDgcaLValpaWaGtra4kmjEYjwaAwX9bpBP+DgN7JtejWh4eHLC4uUa1WMRqFECWBeCylWqmi1WkRi0UolYJ4JBKJ0NHR3jLVBYPBVuLk/Px8Sz7e29vLwYHAKatUKuzu7nH58uXWqEg4qQpBZBsbG+zs7GCxWOjp6SEcCiGVSrHZbPT29jI9M01HRzvRaIyDgwNsVjtmk5nFxQWcDiednZ10eDy43W6y2Sx/+MMfSDbd8AMDA9RqNcQiCdv+AMfHJpDKFFgsFo6NjNDR4eHRo0fCstnpJp3Osri8hEwhx2qzcu3qVbx9XjY3N9nf36fd5SCTyQiSe5EIvUbIE3r69Clbm1sU8gWu37jBtWvXWF1dRafTo9MZMJvNnDp1img0SjKZpFjI0ag3x5jFIsVSmYnJE4yNTXB8bIyTJ08hlUh47ZUbTEyM8+abb2K324nF48IotZn+eJg8JNaUposlElKpNOFwGL/fj9kshNglk0kePnhAe3s7TpcLl8vF9MwMbU1y8cs46MHBQRKJBMVikWw2KyCZ7BZ0ei2xWIxHjx9x75t7rPnWePTtIwqFIkNDQ/T09GC32UmlUoI/5uAAuVKByWji6tVrjIyMtpJeX3qTXE438ZggW9ZqtZjMZtrUavR6PVtbW0ibt/JCoSCQAOJxtGo1J6amuHjhPLMzM+zt7OBqmoLzOYGp98tf/isGBvqxWCzkC3mK5RKb/k1ihzHkSvnf1Cf+5hvKuz99F6VCTrVWRaPRsL29xS9+8VPu379PPJHAYNBz6crlFvfowoULhMNhns3NodPrsNsFfMb+3p7gK3C5aFRrpFMpZmamcThcVCo1/umf/ol33/0JJpOJjRfrTVORhC+//Iq+fi8XL14U4mOlEl6sr7OxscW1a9fQaDSYTCZEIhHT09OkUilOOU+gUCqaPg0dfd4+UslDlpaXeLG5wenTZxkaHmZgcIjV5SVWfStMTz/l7NnTeDwepFdkWK02tFot7R3tnD9/nsnJSdbX1tjc3GJs/DgSsRSlQkksFqPd5SYUCpHP5wW/RymPWtVGLptDq9Pyxltv8ddPP8XpdLCzv4vB0IlKqcDv9/O//ef/nbe//zZOp4u2tjYiB9Em4XafUChEd08XXq+X3d1dnE4nCoWSra0tDiIHyNflAqtLJELcvKav+9aYmJrkypUrzM/PE9IF6R8cZGJigj9/9BE7oTCTU5PoNDpkEgmz07P09vZQr9X44ovb/PCH73AQ2SedThGNRonH49Sabtu2trbm3qEfvV5wcEulDdRqfSvszGazIRKJUKvVrSTPfEGIGDaZTLSpVa33q6O9HU9HB4lYnIkTUyRTKaKRCBqNhkq5wubmJhKJhO7u7la2jCA/N5Mv5Jm/O89rr94km8lwcHDA4OAgBr0Bf7P5vGR2pTMZpFIJsqbevtFoCMwip5NSqUQ0GkMuEzIqCoUCHo+HYDCIy+UilUpBA9xuN+FwGJ1Oh0wmw2oRSApLS0vC72Q24/F0odHoKBaKOJ1OotEI5XIFh8PePIjVuXLlKnfvPsBqtXHz5k2BuOt0cufOHa5cucL58+f54x//2GxmRRYXFzE3FY9isZjlpWXMZjOvv/46T58+5fHjxwQCAZxOJ339/dy5c6fllUnEExgMFur1OhaLBY26jc2NFyjlSp48foJKo+HUmdPUqlVOnziJ2Wzho48+ajKgDDx+/BiVRs2x48c5MTnFk8ffcvvz29jtdlZXfbzz/R8wODRELpelXC7y4P49BoeHiScSnD17joMdIcfk5KmTyJVK5ubm6O8VSA2PHjykVqkipo7JZMJisRDe2aFWraHR6rh64wabWxuks2neePNNbn36CasrqwRCITwegbihNxjp6x9oBXgFAgFkEhn/9B//I2arlbPnz6HTCy79fKFAMBDgnR/8gDa1msOkEPVrs9uQyoSAue4mLqVYKJBMJlld86HT60EkYvT4cUQiET7fGtVaubXPeykbVygUOBwO6vU6lUoFp8tFIV9EioxOj4discxOOMzi4gIWi5lUKoUYEQMDA8hkMkqlMpVyBYWiwcLCIlartZkps0MgEMThcOB0ONj2HyIRS7BYrPR4+5ibm6WtTc2ly5e4eu0afr+f9XUfiUScu1/fIZfNoNUZmDpxknq9ztdffcUbb77Zsgfs7u4JmSiFHE8eP6JvYAB3RwFFk6PW1Kj8f9bffEOJRg8wmU0MDg+SSh0SDAaYnJzg1VdfQS4TpKbJ5CH5fJYTU1M8fvKEVd8K5UqJra1N/NvbaLVaTpw4QTgUplQoNhUnMnp7e3E4HFy+fJGpqakWa6nX24ter6darbJ/cMDb33+HCxcukMlkSCaTXLt+nR/96EdsbW21uElGo5G/+7u/w2q10t0juIALxSIGgxG5QoHH04lcJqdaqzH37Bmzs7Nkslm8Xi+NRgOlUsiWCAQCKORyHjx4QKFQIBwWzH2Hh4f8+j/9J5xOB7FYDIlEMADKFQoMBgPFYhGbzYZUKuXx48fcv3+/ZRYq5AvNGFUxI8eOYbGYiUajPHz4sMVFKxTywoO0UqG/v78JdAwL4L9kEo1GQzyewOPx0Gg0WF1dbbqxPSRigjrk5Un3pddlb28Pb18f9UYDuULBO++8g8vtZnpmhvDODuMTE0LuSJsaiVhCd3cXDer4fD7W19eABm63m42NDQGFPz9PoSD4SSxWC4lDISbZ4/GwsbGB0WjE7/e3VFz5fB6/308mk2k13L6+Pp4/f45cLhcyGObnyRfyArxzZob9gwOMJhNyuZxQKIzb3cHVq1dbvpS2tjZsNis9PT0tyGS6yTOSSCQkkykOD5P4/X42NjaQy+VCjkjTJPnSxSyTCdLXdnc7jXqjZYZ8KQF2u92srKxQr9cxmczYrDZsNhtms5k13xobTcTPy1uIyWTCaDSSywmJlAC1Wh2pVEa5XKbRaODxdFIslqhVay1u3UtM0EuPk0ajYXR0lHPnzgmfpSePiMaEqAWtVsuLFy/IZjKtTJn/Z8bL6MgI3d3dLDbJ3UqVin//9/8Oj6cThULBxMQkx46NNm8tEcwmE6ViieXFJbq7u/nq669YWV6mVCoxNjZGf38fPt8q3z58yD//+tctssKJEyf4H37wQ4LhEPFEnO6eHtrb29HqtGSzGT799FOCwQCXLl1mbW2NWq2O0+Xie6+/zldff4XD4UCj1RKNRimXyrz22mukUimWlpfQaDQC0aJapaurG61Gi8PpoKOjA71ej1qt5s0338TpcmOzOYhGY2h0OnR6Ayajmd3dXVaXl5h++oR0Jk2v14vRaKSvr4+f/+IXHBsdYWx8DIPBwKrPx9aWn7NnzuLt7eXevXsU8nnu3rlDLieExFWqVSrVCvVGHW+fl1g8xvT0NPPz860bqtPppFqtNgO1BHf+5UtCdMXo6CgSiYShoUH6+noJBALMzM6wubnJ1rafRnOXcuzYCFNTJ1Gp2qjVhMTPcDjM0tIyVquNjz/+mFDopYy/TLlS5eSpk5w6fZobr9xArdHw+PFjHA4HYrGYvd1dbr72GiMjgk9tYWGBWq1GIp7gP//zP/P5Z5+xtrbG/v4+Dx8+FPZ5Xi86nZah4WG+973vYTKbMZnNf1OfEDVeRvEd1VEd1VEd1VH9/6i/+YZyVEd1VEd1VEf1/1ZHDeWojuqojuqovpM6aihHdVRHdVRH9Z3UUUM5qqM6qqM6qu+kjhrKUR3VUR3VUX0nddRQjuqojuqojuo7qaOGclRHdVRHdVTfSR01lKM6qqM6qqP6TuqooRzVUR3VUR3Vd1L/F+pIpHn9e6VEAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "!curl -H 'Accept: application/vnd.github.v3.raw' -O -L https://api.github.com/repos/google-ai-edge/ai-edge-torch/contents/test/image_segmentation/test_data/astrid_l_shaped.jpg\n", + "\n", + "from matplotlib import pyplot as plt\n", + "from PIL import Image\n", + "\n", + "IMAGE_PATH = '/content/astrid_l_shaped.jpg'\n", + "image = Image.open(IMAGE_PATH)\n", + "INPUT_IMAGE_HW = image.size\n", + "plt.figure(figsize=(5, 5))\n", + "plt.axis('off')\n", + "plt.imshow(image)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IBFYQIm-yFz1" + }, + "source": [ + "# PyTorch model validation" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "BKfMAS7ggB0w" + }, + "source": [ + "Clone IS-Net DIS repo and download Pytorch model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ywS-73O6gB0x" + }, + "outputs": [], + "source": [ + "%cd /content\n", + "!rm -rf DIS sample_data\n", + "\n", + "!git clone https://github.com/xuebinqin/DIS.git\n", + "%cd DIS/IS-Net/\n", + "\n", + "!curl -o ./model.tar.gz -L https://www.kaggle.com/api/v1/models/paulruiz/dis/pyTorch/8-17-22/1/download\n", + "!tar -xvf 'model.tar.gz'" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "MW3TdIhyr-ds" + }, + "source": [ + "Build model" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "bvyEsyNQp7FT" + }, + "outputs": [], + "source": [ + "import torch\n", + "from models import ISNetDIS\n", + "\n", + "\n", + "pytorch_model_filename = 'isnet-general-use.pth'\n", + "pt_model = ISNetDIS()\n", + "pt_model.load_state_dict(\n", + " torch.load(pytorch_model_filename, map_location=torch.device('cpu'))\n", + ")\n", + "pt_model.eval();" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "B5d4s8SSr8wn" + }, + "source": [ + "Prepare inputs following the official Colab [demo](https://github.com/xuebinqin/DIS/blob/main/Colab_Demo.ipynb)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XefR4a2nGqmz" + }, + "outputs": [], + "source": [ + "from io import BytesIO\n", + "import numpy as np\n", + "from skimage import io\n", + "\n", + "import torch\n", + "import torch.nn as nn\n", + "import torch.nn.functional as F\n", + "from torchvision.transforms.functional import normalize\n", + "\n", + "\n", + "MODEL_INPUT_HW = (1024, 1024)\n", + "image = io.imread(IMAGE_PATH)\n", + "\n", + "# BHWC -> BCHW.\n", + "image_tensor = torch.tensor(image, dtype=torch.float32).permute(2, 0, 1)\n", + "\n", + "# Resize to meet model input size requirements.\n", + "image_tensor = F.upsample(torch.unsqueeze(image_tensor, 0),\n", + " MODEL_INPUT_HW, mode='bilinear').type(torch.uint8)\n", + "\n", + "# Scale [0, 255] -> [0, 1].\n", + "pt_image = torch.divide(image_tensor, 255.0)\n", + "\n", + "# Normalize.\n", + "pt_image = normalize(pt_image, mean=[0.5, 0.5, 0.5], std=[1.0, 1.0, 1.0])" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "vm3eor_fr_tp" + }, + "source": [ + "Get prediction and do post processing following the official Colab [demo](https://github.com/xuebinqin/DIS/blob/main/Colab_Demo.ipynb)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "1WXZv2N7v2a9" + }, + "outputs": [], + "source": [ + "# Get output with the most accurate prediction.\n", + "pt_result = pt_model(pt_image)[0][0]\n", + "\n", + "# Recover the prediction spatial size to the orignal image size.\n", + "pt_result = F.upsample(pt_result, image.shape[:2], mode='bilinear')\n", + "pt_result = torch.squeeze(pt_result, 0)\n", + "\n", + "# Min-max normalization.\n", + "ma = torch.max(pt_result)\n", + "mi = torch.min(pt_result)\n", + "pt_result = (pt_result - mi) / (ma - mi)\n", + "\n", + "# Scale [0, 1] -> [0, 255].\n", + "pt_result = pt_result * 255\n", + "\n", + "# BCHW -> BHWC.\n", + "pt_result = pt_result.permute(1, 2, 0)\n", + "\n", + "# Get numpy array.\n", + "pt_result = pt_result.cpu().data.numpy().astype(np.uint8)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "8Tk-RZl8HthN" + }, + "source": [ + "Show the result segmentation mask." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "Gto5TIbdtUQv" + }, + "outputs": [ + { + "data": { + "image/png": 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j9unzj+D69escPnyYz3/+87zrXe/6YU/nR4KvfvWrvOlNb+LZZ5/ltttu+2FPp0+fPn369PmRpV8j2+dlU6/Xv2/sM5/5DFKplDvuuOOHMKP/+/mfX7Nut8vv//7vYzQaOXLkyA9pVn369OnTp8+PB/3Sgj4vm9/5nd/hypUr3H333cjlcr75zW/yzW9+k5//+Z9ncHDwhz29/yv55V/+Zer1OqdOnaLZbPLoo49y7tw5Pv7xj/8fkz3r06dPnz59flzplxb0edk88cQT/OZv/iY3b96kUqng9/t5z3vew6//+q8jl/fviV6KL3zhC3zqU59ifX2dRqPByMgI/+Jf/At+6Zd+6Yc9tT59+vTp0+dHnn4g26dPnz59+vTp0+dHkn6NbJ8+ffr06dOnT58fSfqBbJ8+ffr06dOnT58fSfqBbJ8+ffr06dOnT58fSV52h87//998kFO33IJMKt23uHM4HCSTSbpCD61Oh8PmoJAvIJPJuHbtGh6PB41GzcCAj0ajQTwep9lsYjAY6CKg0+sIBoN898nv4nW5qVUr2B12Wt0uEiQo5Qqq1SqNdouJiQnW1taYnp6mXC6jVCq5eukyJpMJi8VCu91GpVLRbLVwOZ18/OO/zWtecx9Hjhwhm8lgsVioVKtU6jWMRiPpdJqhoSEEQSCRSKBTa4jFosSiMbw+H263m1a7DVIJzXqDfD6HXq/H5/Oi0+pIppKEw2FarRZ33HEHq6uraDQa1GoN4Z0w3W6XYDDIc889h06nZWx8DKfbw/r6OiqVikQiiVKhxGo2sbS0hM1hJzg0hM1mQ6fT0ev1qFarXLx4iQNTU/S6XSrVKlqDOPdms8ltt51ifX2dXreLVqtFr9Fy5epVPF4PPUGCyWymUqng9rhIJhL0ul38fj+5XA6Hw8HKygrdbhePx0M4EsZmsxMIBDEYjGQyKa5evYpOp+XQwUM0mg2UCiX1eh2r1Uo+n2d1ZRWzyYRSrcLnG6TX6xGLxXA4HHt/Zx0SqZRrV69gMpkxm800Gg0KpSJKpRKZTEa73SabzSKXyfC6PdjtdvKFAmq1mujuLslUCrvdjkqpwufzMXf9KhazhcFAgN3dXRqNBv5AgEIhTzqZJBDwEw6HcTpdxKIxnE4nJrMJ6LG0tESn18PhcGE0W6iUSwiCQKfdplwq4XQ6abea5HI5zGYLLrcbnU7HbiSCSqlCq9XR7XZJZTPs7u4yOzPDbnSXfC6HxWql0+lQqVQYHR0jGAxSKBRJJJJoNBoymRRanR6v10uz2aJYKqJUyCmXSlQqFTweD1arFYlEQrPZRKPR0u12WF1dw2q1EAgEicWihMNh1Go1drsds9WKVqMhnUoTi8U5ceIEnU6H+bk5pDIJvV6PbquNTqvlypXL3P/A/Wh1OtZW11heXmFsbJR2q8nz55/nxKlb8Q0MYDaZWFhcxO1ysRMOYzQaMRqMaDQazpw9w8lbbkGjUtNstlFrNJTKJeLxOJVKCbfDiUImw+F2I1cqaDVbbGxu4LDZsVgsdIUe0WgUtUpNKBRidXWdq1cv85M/8Q563S5LS0ss31zi4YcfIRqPIZHISGUyHD92jN3dXVqtFlvb2wwMDOD3+ykUCsSiUbRaLQqFDJlMhk6no9FsYLXZqNfreNw+er0ely5d4tCRw9RqNbLZLK1Gkxs3bnD82DHx71atkkwkGBgYYHJqCrlCzsL8Akajkfm5OTweDz6fj54gkEwm+fa3vsU999yDw+Egk83y/vf/witehF8tV7w+ffr0+XHj5bRxvexmrz/87O/hcjoxGozkcjmcDifxeIxYLMZ999+PTq+jVq2RTqYplUosLS0xOjpKs1nH5XKh1+tRqVTEYjGUShWT09Osra9RLBUYGxmlVqliNOj57lNPkUyneP3rH8RmsVIsl5DL5cgUcubm5jl4cJbNjU0mJiZYWVrmS3/917z97W8nk8kQDAZptVr7jkpve9vb8Hi9XL92jZ2dHcbHxzGaTTRbLSqVCuVymaNHj5JOpkjE49xYXEChVHLH6TuIxWLY7HaGR0bQ63Rks1lu3Fjk8pXL3H777TidTmQyGZcuXUKpVHL69GkuX76CQqmk2+mysrLMax94LYlEAo1Gg8lsYn5+nla7g8lsZnJyCgQBel2azSadXpdqrYZGo6Fer2MwGCiVSly/Psf01CQ6jZa1tTVmDx/C4XSys72DXC5+eUulUpLJJPS62Kx20tksrXaLQb+fldVVbDYrXreHVquFwWAgHo+TTqfR6XSsra7ywP0PgAQkMhmpZBqlUonJJJ7fYrHsB5z0BObn55mdnaVarWI2m1AqlLQ7HZZX17Db7TQaDQYGBuj1euh0WvK5LCq1GqlMitVqo1avUSqVKJVKNBoN0uk0DrsDpUqFzWal024jCKDT65BKpVy5coWJiQm2t7bIZnMo5DLisTjHT5wglUoRi8UYHx9Hq9Wi02lBEBAEAbNZDCy73R7lcgmVWsmX/vqvmZmdxeVyk87kaLWblEpFZmZmUMjlOJ1OFhcWkMtkeLxeMpkMvV6Pne0d3G432WwOq83K+Pg4iUQCm83GxsY67XabAwdmUKvVVCoV8vk8mUwGp9NJLpdDpRKD8F6vR6FYptlooNFqkUjAoNeRiMVwOJw02y2+/e1vk04lsdvt3HXXXayvrVOpira3CoUSpUpFNpvl0KFD6PQ64rE4sVgMnU6PyWRmbGwMQRBYWFzg+LHjtJoNvvro3zIzM8OB2Rmq1SqJRJLobpR6rUYul6FYKDA2PkYsHkcQBGYPHsTtchGJ7NJoNslmsrjcLqamD6BSq5ifmyceT+Dz+Wi125gtJrQaDYHBQRbm5rC73BjNJq5du4bT6cCoN1AslhAQUCqVVKtV/IEgTzz+HfyBAU4cO87GxgZ2u42bN2+iUqpYWFzEZLIwe3AWk9FIJBzm5s2bBIeCHDt+gnAkzOLCIhq1GoNOh0QmRaVSIZFICA0P0+12kEhklEpl5HI5Go2G6/Nz9Lpd2u0OnXab22+/HYfdzsbGxv7NRKfTQSqVEo1G2QmHcTocqFQqAoEAGxsb7OzsoFKpMBgM1OpVZDI5N27e4E//5HOveKHuB7J9+vTp89K8qoHs3PXL6HQ6KpUKcpmcbrvDX//1X6PVahifmCCVSeNxeyjmC4xPTHDxwgWOHz+O0Wjk0UcfZXBwkBMnTuDxeFhYWESuUGCxmgFQq9W0m03+/rHHUKqU3HXP3XQ7Xa5cvsLI2CipdBqvz0sqlcZiMXPl8hXsdjset5vIzg4SiZTp6Wl0Oh3NZpNoNEqj2UQmk+Eb8BHdjaJUKDhx4gTh6C4er5fFhQW2trYYGR6mWW+wtbVJMBDA7fZQKIhZ5UazyeOPP86DDz6IdS/IWllbpdvtcuedd5LNZmk2Gpx7/nkOHz5Mryeg1miw2+0s3byJUqFgeHiEyl4GeWlpiZHRUfL5Am6Pl1g8Bt0OLrcbpVqFUqlkfX2d3d1dBgYGUCgUWK1WLl24yKGDB8lms7R7XaRSKRaLhfX1dQ4fPoxarebC+fMEBgfY2NjC7XETGArSarf59Kc/zZvf/GY8bjcqlQqpVEalUiGVSuEf9NPrdimXSuxGo7g9HhYXb6LRqDl16hZqtSqNeoPIbgQAg04vZjhNYlDucrmwWCwYDAbWNjYBsFisbG1tYTIZUalUbKyt4fK6sTscqFRKcrk8Hq8HtVqNxWIhkUggk8qpVCsoFHIkEglyuZydnR2Gh4fZ3NzEarViMBhoNBroNFq2trYYGhpCrdGwtbWJ2WxBq9FQKpVQq1UUiiWUChUgQQJYrVZi8SgSCWImr1ginc5gs1spFgvk83kkEhgfH+fypcuk02mUCiXDw6G9YFbAaDRiMpkoV8q0Wi10Wh0Wi4VkIoHZbKLbE4hEIvs7A2q1mlQqxdjYGOVyGblchtVqw2KxotFokEqkxOMxms0GPo+HZrNJrlBgbm6Oc889y1ve8hYcDgerq6tcvXaNqakpPF4vVquNUqnE0NAQ4fAOFouV9fV17rvvNSwtr+B0OOgJAvVaDY1Wi9lkolGrsr6xxtz8PBMTE1QqVWxWGz6vl8uXLjI5OUGn3aJYLKLRatmNRrFYLMzPL3Dw0CGq1SpKhYIjR4+yvbNDPJ7AZrXi8XgwmEzI5TIuXbxEPpvB7XITCIV47vlzqNVq7jh9msWFBb7+ta9x/PhxfAMDqNQqcrk8Op0Bt9uJUqHk6pWrIAj4fD6efuZpQsPDHDt2HIfDweLCPGeeeYZgIIgglaDT64jF42TSGR583euIR2Ms3Fhke2eH6elpUqk09913LwJgszm4evUqfr8fj89LqVjEaDBisVjY2Nggk8nQ6XR47rnnuP2224hEIuRzOUbHxlBrNGi1WqQyKc1mk3KpzPDwMK1mk5WVZcwWC/VGHaVSyc+//1+8kjVaXIT7gWyfPn36vCSvaiB79coFWq2WGFhYrPgH/DQadcrlEt1uF0EC6VSagN+Pw+EgHo+zsbHB4cNH2NkJ02w2UalUhEIh1Go16+vrXLx0iYOHZum0WgyFQkR3d3F73DSbDTbWN7DZxAyfb3AAiURCNBpDqVJSLBYZGR7GaXeQTqVoNBpUazUGBwcxm81IJBIuXLrIzaUlhoeHOXL4MCtLy5RKJaYOTBPZjSCXy/F5vdRrNdRqNel0GrvNRq1WR6/TEYvFSWcyXL16lTe/+c1Ua1U63Q4Bv59ao8Hg4CCbm5v0egJf+tLfcP/99+NyOfe2fR3kclmKxSLT09NcvnARrVaL1+cjm8lSKpXR6rToDAaK+Rzrmxv4fD4CgQAKhYJwOMzk5CTRaBS9Xk8uk2Xp5k1MZjOtTptCocDs7Ayh0DCZTGZvi3UXu9VGqVwiFAohk8sRgFgsRj6fR6VSEQ6HGRgYwGK2oNXqyGUyuFwuyuUy5XIZkOD1elEqlYBALB5D6PVIJJMgwJEjR0in0/vBZrlc5saNG7TbbQ4dOsL4+DjVapVarcba2hrlclkMQk16ZDIZbo+HpaUlllaWOXHiBHa7nbXVVQLBIGqVGrlMRrPVJJlMkU6nOHBgBplcRq1aY2goSLfXI51K0+t2MZnNCAjodDrW19dptVp7mbsICoUC34CfdDKNTCajVC4xOOhDoZAzNz/HoUNHaLXbtNst5HIZpWIJp8tJvVbDZDaTz+ZoNhpkczkmJyYxmU0IgkC1WkWj0ZBOp8lmszTqdZRyBR6vG6RSzp17nlAotF/uotfrkcvlpNNp1tZWicfjqJQq9Ho9bpcLrUbL9vYWzVYDo9G0F/iOolZryGazLCws4PX50Gi1jI1PYDabyedyFEslQkNDNBp1cXfE6aTRaFEoFKlUKmh1OjqdDiaTCbVahU6nodFosLm5wdGjx6jX6kSjMSqVMgNeL4VCnk67RaPeQJDAjZtLFAoFTp44SSabxeFysr62hsfrpVatMj19gHNnn6VYLqE3GPZKbnysrSwjlUjR6HVYbTYsZjPNRoNUKsV3nniCN7zhDVhtNlZWVymXyhyYmaFSLgOQSafJ5/PYrDYEBK5ev85r7rsPhVJJNBJBJpVRr9exWCzYnQ7cPi/hnR0KuTxqpQqtTkM8mWJiYoKtrS30ej1+fwCtTs/29jZGoxG7w0G5UkGlUlIsFLh27To2mxW/P4DX4yGfz7O0tITDZmdpeRmHy8nIyAj5Qp56vc6hg4dAEMhmMshkcjxeL8VikVarxalTt77ihbofyPbp06fPS/OqBrLf+ubXUSgUZDJZivki42NjPP7449x552larRbtdpvBwUE2NjaYn5/nXe96F7VajUKhiFyuYHd3F5PJhMvlolarUalUiMV2GR8fJx6Po9VqmT14kO888TgDg4M47HbOP/88MrmcqalpjEYjpVIJs9nMysrK/gX6fD6SySQWi4ViscjY2Bi5XA61Wk2j1WRtfR2ZVIrQ7ZFOp5mZmSGVTpHNZjhy5AjtdhupVEq1WmVgYACtVkuhUKTdarMTDqPV61Cr1RiNBnq9HuVymWKxKJYpGI0kkymKxeJ+YKdUKhkdHaXRaKBUKpHL5Zw5c4Z2o4lEIsHvD9Bqt9Hp9Gj1WorFAmazGYB8Po9Op0Oj0RCPx9HpdNjtduLRGKVikW63i1qtZicSplwpc+jQIeLxOB63G6vNhkImIxKJYLfbWV1bo9vrEgoN43Q6mZubo9PpoFSqcDqcdNotCvkCRqORoaEhJBIJkUiEUqmE3++nVC6xsDBPIBDA6/USiURwOp1Uq1Uy6QxTk5OkUmnUGg0SiYRCoYDL5SaZTOH3i3WqExMTGI0GCoUccwvzVGs1fD4fzWaTQCDA6uoqPp9vP0is1epIpVJ63S5miwWJRAys6/U6Uolkf+tbppBjt9ux2+20221KxQoXL13AZrMil8nRqDUMDAyysblJIBCgVq2i0aip1So0m02QSinki4yOjFCrVZFKpftlL3K5HLfbjUQQKBaKLK8sMzI2htlsZnNzE41GI5o/CALbm2LAVK1U8A740O9lbfP5PNvb20ilUiQSCR6PhwsXzjM6Ogq9Hvl8nkqlQjabxeFwUCoXOXL4MAaDYW9rW0a90SSbyxEMDhGORNiN7jI5Oc1waJhEIkEkEkYhlVAqFdHpDYQjEUZHRzl0+CjZbHa/hMTjcRNPxLBYLJRKRYxGE8VCiXgsztDQEI1GjUIuSzgcZnp6GoPRiFKlZmtrC6/Xy+bmJv5AgHQmjQQoFArYrDZ0ag2ZXBa3xyN+TrQa1CoVNxYWcLo9TE5O0m61WFle4vr161QqFe644w4ajQYAao2GWDxBKpngyOHDXLhwgXK5jEql4v7776dWq2EwmHj23HMU8nkOzswyMDCARCpFoVKCRPz8P/PU0wwMDJIv5NFqtdRqNY4dO8bq6hoHDx4ikUhQr9fp9nooFEruue8+EokE29ubjIyMsLW1hVqtZnx8nHPnzhEaCpHL5AAIhkJIZFJW19aYmprim489hs/nw2F3oNVoqFQqSKVSOp0OjzzyyD9+hX5hEe4Hsn369OnzkryqgewXv/CXJGJxJEiQyxU4HA78fj/FYn6/iUelUhGNRun1etx++jTra2u02x1UKjXxeJyVlRW8Xi+BUIBmrY5KqdxvbrHabCRSSerVGkaDAbPZzLlzz+3XjHq9PgAazSaFfB5BgNHREVwuF+1Oh0ajQblcRiKRcOTIEZaXl1GqVbTabXrdLtW9TMzCwgKHDx8mn8+ztrZGr9fDYrFQq9UIBIMoVSpcTheR3Qi5XB4Ap9OBy+VCKpXi8/m4fPkyUqkUQRDo9QRuueUWvvjFLzI5Ocnk2DjJVAqb3Y5KrSKfz4sBTU+g1WohlcqQyeW0Oh0cDjvNZoOzZ89Sq9W4/fbb946RcvbsWer1OkePHqXb7uB2ucRMqUSgVBKz4JFIhKFQCIPBQD6Xw+PxkMlkaDbFzNXTTz+NIAjcd999tNvi8SMjI9TrdcrlMtevXyc0NLx/XdlsFqPRiEwmI5fPsbm5wfj4OOPj46RSKSqVCkajkfX1dcxmM4MDg6ytr2G3Odja2qLX6zE7e5BMJotcLkepVCCTSXG6HBSLRQqFAjs7O7TbbUZHR8lkMszMzBCLxTCZTFy6eJlgMChmjS0WHn30UYZCQ7TbHZqNBna7HZ1Bz+raGkOhIbEeudtld3cXhUJJtVLGaDSJ70WlEpvNgdlsplIpUyoVxTpag45ut4dEIiEWjeFxu9nc3KTdbuN2u0mn0xyYmiKfy/P888/zute9DqlCrLFcXV2lUqkgCIKYyS4Uke3dPGh1OhqtJq1WC7/fj91uJ5VKUS6XmZqaIhaLigE5oFKpGBwcJJsTs/HZbIaxsTHSiSSFQoFmq83I6Bhenxe7wyG+Zp0OOp2ewQE/1UqFUqlAu9GgXC4xPDJCvdGkWCxiNJpptVrkCwUMBgOtVpPLVy6hVCrQaDQEg0MY9EYEAYwGPdHoLqlUkvm9xiaVSoXX60UAfAM+FAoF3U5v72Y0gtvtYnRkhMXFRQqFAnqDAbvDzubmJgqZnFgsxtGjR5FJpaRTKeKxOF6fh3A4jEKhwGA04na6sDudXLl6ld3dXaanJqlWKoyMjBCPxxkbH6dQLPHkd59Er9cTDA5RyOUIDQ2RSKW4efMmGp2W4eFh2q0W7VYbvz9Ip9NBJpNhsZi5fn0OpVKJ2+1mfHycixcvkkimOHLs2N7ntodaraJUKhKNRlEoFNhsNgwGI3a7g6WlJYxGI/VGg3a7zfT0NOGdHbRa7d5NnYudrR1xN6ha5YMf/P+94oW6H8j26dOnz0vzqgay169cJBaNUqvV8Q8GSKdTjE9MsL29Sa/Xo1KpEAgGERCIxmKYjEYUCgWpdJYDBw6wdPMmFouVUrlEIDBILpNmZXmZoaC4Fbu+sYHZaiWXydButdjZ2WZ0fAyPx0M0GmVwcBCpRIrH4yWVSrG6uko4HCYUCnHixAl6PbEjemfvy0atVjM7O0s4HGZhcWGv5rNGNBplbGyMzc1NdnZ2GB0dJRQKsb6+zvmLF5mcnESj0eByOpEg3evqd7GyusrG+jqzBw/y9DPPcNddd1Gv19HpdDidLtqtFpvrG7TaTfR6PQN+P1qtjlJRzO7K95qylpeX0RuMjIyN0Wo16fW6VCoVcrkcuUyWfD6PTCFnenqaa9euMX1gGpVCycbaOoIgEAj6GR8fByAajVKpVBgeHkYikbC+vk65XEan0+DxiLW+y8vLzM7OotMZWFtbIxQa4sknn+Q1r7mflZUVarUawcAQ6XQar9dLoZjHYrWiVKlIp9N0Oh3S6TTDoRDlUol2u41mLwtrs9nE82l1rK2tE41GmZ2dZXh4mMXFRVQqNdFEDKvFgsfjERuDzCbUKjXbOzsUi0VsNisKuQKjwcjW5iZerxeLxUK1WiUej2OxWMSaUqmUcrlMtpBDKpXSaDQJhUL0hB6ZdIaJiQlyuRzlchm/349Go2F+fp5arcGzzz6LVCpBrpAxe/AgGo2GWDSOVqPBaDRQLBa54447aDabSKVSKpUK9ARWlpepVCtYbDbxZstqxWQyY7VaSSTiOJ1OSqUS6WQKuVyO1W4jnU6jUCiQSCQ0Go294N/AwMAAGo2Gna0tUpkMEsBmt9NoNFGplNjtDjKZNBKJlFw2i06rRaZQIJVJGR+fIJPNEIvFkMlkTE5MUimX2dnaJJvNcurW2yiVy7TbbdrtLqVSSVTdaLXodNt0uh30ejHT3+v12NzYQS6X4/V66PY66HRa7Fb7nsKGjsHBQQqFAkqlEo1GQzgc5vDhw7RabTLZLLVqDaVSKWZ8vR42NjfR6/XotFrGxydoNRtsbKzj9Xi5dv0aR44cQS6Tce36dQYHB0kmk8jlco4eO0YimRCz1xIJw6FhGs0GJrOZSCSC2WxGrzcS3Y1it9lYWFjgO995koceelAM3ut12m2x1KbXE3dntFoNgiAQj8e5sbjI61//eqrVKq1mEyRi3Xu328U3MMD169c5MD1FvVFnYUFsYtzZ3qHaaDIxPo5er6dULCGVSllcXEStUmFziDcoo6OjtFotECCZSPDe9773FS/U/UC2T58+fV6aVzWQ/fjHPoLNasXhcOGwO6jVami0Grq9DnK5mImZPnCATq/L+vo6BoNhL3slwWg07skONbl48QKHDx9EpVDw3/78L3jb295GKp2m1e5gtlqIRnZx2Gz4BnxkslmQQCaTodFocPLELej0Os5fuIDFYiGbzeLz+XC5XCwvLVMpl/F4PCwuLvLa176W1dVVFAqFmPEzGtBotXg8HhLJxH6GdWVlBafTidFkotVuUyqVSCQSJKIx3vLmtxAOh1lcXGBsfJzdSASbw0G728FsNiOVSmk2W3Q7HSQS2NnewW63odVqcbhc+4HsbjiCzWaj2+2yubmJyy3WVJrNFhQKmdhcJpUyOTHBU08/hUKhYPbgIXHLW6OGrsDC3BwjI8NUa1UuXbqE0+lkamqKSCSCz+dja2sLp8vF1atXUchljI+PEQ6HkUqlmIwmrBYb58+f5/Y7bieVStJstrBYrASCQZ78zncYHh6mWq3y3aef5t3vfrcoV7bXFLa0tESxWOQ1991HNBrFZrezdOMGr3nNa4jFojz//HmOHjnK5uYWoVAIi8XC8soKw6MjSKVSSqUyBoOBdDqNVqtlamqKTqdDPJ5ApVIS2d1lanKCleVlut3uXr0uGI0GvF4v6XSGaDTKxMQEvW4XuUJOPJEgl8tz6NAhYrEYnU6HVqtFr9sVgyqdHpvVxu7uLgajCavNikIhJ5lKotcbKJXKVKtlvF4vpXKJYrEIghhU7OxsEwoOEQwGuHr1KjK5gkG/H71eRzKZxmwy0+60SSRiyGRyxkZGqNZqRKO7uFxudnd36XQ6eL1eWq0WTqeT5ZVlFAoFrXoD78AA6XQal9tFtVZDKVcSHBoiEg4jCAKx3V1GR0cwmUysrq+RLxQ4cOCAWKqTz9PrCeQyGVqtJoIAPt8ASCT0hB4qlQalUkmtVkOn1VJv1AgEA2xtbrK9s4PD4cDpdONwOKnVa2xurjM6OoJOqyOTzrC+vobfH0AikSAIwn6Jgdvtxmg0IUikJOJxFHI5UpkMjUaDTC5DoVSCIBDeCaOQy9kOb9NutfAH/BgNRqq1KkJXoNFsodao6Qk9ul2xcbHT7uB0ObFabBRLBYrFIul0GpvNRiYjBvVz1+fQ63TMzs4ilckoFouUqxXGRseIx+LsxmLodDqK+TxWq5VUKonQ63HkyBGePXOWQj6P0+VGo9FSqVbR6XWMjIyweGOBdquFyWxGCrg9XvyhEJ12G7vNhkwqo1IuI/QErDYr6xsbqDRqdDodhXyBbDbD7MwsQ0NDr3ih7geyffr06fPSvKqB7N//90epVqssLCxitdpwOOy0Wm1uLt3g9a9/PVtbW6TTacwmE4cPH2Z+cRGrxYLFZmNrc4vR0VEikQgKpQKtVo0UCVevXOHg7EGuXb9GMBRi0O8nvBNGKZdTrlTweD3IpDIGBnw88cQTWK02xicm0Ov17Ozs0GiKTV7pdBqtRoPH7aFcLpHN5rDZrEglUkbHRjHtaUH2hN6+DuSRI0f29Do16HQ6zp07R3BoiGarRafdZv76HAMDop5sPp/n6NGjYmmEz4feaCIc3sGg1/P8888zMjyCz+dlfn6esbExOp0O1WqVZquFRCLl8KFDyGUyMpksSqUSm93OyuoqVpsdpVKOVqslnU7TaNQxmUxi1mxrC78/QDabQa/T02o22Y3sIvQ6BIMBYrE4Wp2WWCyO2WIRG7rUGvz+QbKZDCPDIaK7UTY21nE5XQwMDPL4449jtVqw2qwEh4bY3t5mYmKS3d1dyuUyY+PjLK+soFQo0Ov12O12xsbGxEC2VNpv4hsdHeXZs2f3NVGz2QzjY2NUK1Vae7XSlUqVTC7L7u4uJ46fwGKxsra2hslkJJfP0+l0CAaHUKnVqNVqkskkCrmE9fUNBEHgwIFput3u/g3AjRs3cLs9yKQSavU6EolY2qHT6YhHY7S7HYLBIPlcnps3b2A2WxgaGqKYL+wFTgLbOzvkC3mOHz+B3x+g22tz4cIF9Ho9ZrN5vyzmwPQ0sViMRq3G+Pg4u7sRNFotJpOJZrNFPJ5gfWMDhULBrbee4vz58xw5dBgQUCiUeL1esrksWo2WcqVMs9UiHA5js1rxebxsbG7idDqp12vkCwUkEhkymZzBwQGi0SiXLl7EqNcRCAQZn5jg6rVrOBx2Ou02Op2ObC6LXqdDt9eUuLy0xNve/nYkUikDA362d3YA6Ha7NBp1BHpotVrqtRrNZguTyUy5UhHl3yTw3LnnUCuVeL0+unuvo1yuIJFIYLfZ2Y2EkUil6PUGhkLDKORykskE0VgMp8uF3W5HKpWxsbHO7m6UbrfL8ePHMJtNJBJxOp0OOp2OVrONyWwmm8vhcrnI5XI0W03KpdL++63ZbAIS1BoN0Xiceq1Go1ZjcGAQrUaDxWIhFovR7fVYvHGDnZ0w73jH23G5xWatRr2O0Wii2WygVoslTZcvXWJkZITDBw8T3d1lJxJmfHyCer3G3/zNl/jA//P/UKvVOHv2DAqFklO3n6bb7dCsNygVCiwvLVGrVuj2uqRSaW47fRq/38/W1ha7u7totVp+6Zd++RUv1P1Atk+fPn1emle3tODSeeKJBO12e39LPpvNUq1WGR0dFRufEgmePXOW+++/n0tXLnPi5EmUCgUCUK/XiUajHD9+nEh4h2w2i2ZPqqpWrzM3P8cjD7+J7e1tontbqJVyFYfDgd1uRSaTsby8jMlkQqlSsriwyKlbb0Gt0ZLL5fANDFAul+n1ehiNBnYju+TzOcbHxmg1m5TLZZLJJLV6nVAoxODgIPl8Xvyiu3yZAwcOcPr0aa5eu4ZapeK5557jNa95DXq9nngsxsjoCN1uh2gswU44gtlk4rZbb2Vzc4N2u43f72dlZUXsGtdq97Y4e5w9+yzDwyNotVqi0RgnT5wUs6Qmk1h/122zu7uLRCqlJwiMj49jMBhIpVKkU2l8Xi/VWg2v18vO1hbdThuHzSo2/ER3UarU+ANBut0uhUIRk8lEsZCn3Wxy4MABlpdXSCYTzByYoVgsolAoSCQTjIyOkk6nSaVS3Hb77fs1rGazmXarRSIe5/r1OX7iJ38CQRDIFwp0ul2SiQR6vZ5QKES5UiGRSNJsNtneq6ctFApMT02DRMJuLIbL5aKUL2AymajVauTyOQ4ePkyn0+H69fk9TVE/crkctUpsyOr1erjd7n3lh9DwMLVqjUQiiWlP7ikej+P3+0kmk6iVSjQ63b7Zw+rqKmazGYVCQaVcplapYrPZMJnNSGRSZHIlyWSSXD6LyWTE4XCIyhUpUUPX6XIQj8YwGAxcv3aNrc01ZmdnuX59DrvdydFjx0QJt8VFer0eCoWCTruNXqejXq/TaDQIDQ+TSIqvjd1ux2QyodfrqVWrzF2/TiQSQSKRcPr0aXQ6/d7ug4RKpYrdZiOyE0anN6BSKZmanGJ1dZX1jTVmZ2eoVCs88fjjnDp1imxWvDkaGhrC5XIxd32eVrfHoUOHyOXy6I061tZWcblc+AcGSaVS3Lhxg263i06nw2w2Y7aYaTVbNJtNlErxtXE4HEilUor5Ap1Oi7GxMbLpLJlcdi/jrWMnHGZmdhaHw8ni4g12dyOcOHGS3WhUrM9tNqjXq1QqFYLBIBsbm+KNpclMqyWqRoR3dgiHdyiXy4yPT1AsFTl+4iTzC4uMjIwxPj5GMpFArVKxublJOpUSDS9cLo4fPyFmtFUq1lZXsdvtKBQKlEolBqOR+QWx7ndkZIRGo0G33SGTStETBMLhMFNTU+zs7BCLxTh48CDhcJjjJ04QjkTxDXio12qsrqzQrFWplkuEw2GK5TKjY6NMT8+gUCpFo5JSmZ/66Z95xQt1P5Dt06dPn5fmVQ1kP/07v41GoyEQCGAwGNDqtEiQoNPryWWzVCoVkkmxWeXmjRucOHGCRDLJ5OQkDofYDFSr1VCpVOj2xOu3trZotducOHmCZCKFw+FAq9WSSqXw+XysrKywurrKkSNHOHjoEKsry8TicVqtJk6nk0qlQrfT4+ixo3tf2gYkEuj1erRbLdbX1qhWq5hMJiKRCAcOHKBcLot6pDodJpOJTCbDuXPnOHHiBCaTievXr3P69Gmq1SrVahW5VEaxXGJnZ4c777wTtVoDUinPP/fcntarHL/fT61WIxKJEA6HufPOO4EekUiEcrnC6uoap06d4tq16wQCAbGzXiNKLNldDjqdDlarjbPPngWJhAPT0/gDAS6ev0AsFiM0HGJ2dpbN9XXarRZmowGFQkGhWGRze5s3vPFhsVYzk8HtFre2W40G1UqFo0ePUqvV6Ha7osmDzYYgiJqnBw8eZCcc5tAhsbt7cWGBYDCIRqNh+eYS6+vrHD16lLGJcW7evEkikWBoaIh2u73ndDTA5atXGRkZIbKzjSAIWK1Wdnd3GR4ZIbIbFctOdqO4XC4cdjvdXo/dmPj/dlsM4u+++26SyRQymZxer0O9XieRiFMoFBgdG6NaqzE5OcnZM88SGh5CrVJjMZsplcSSgBeUBDKZDBqNhlqthlqjZjg0TLfbJZ/NopAruLm0xMTUJEhkYmmMRoXeoKfb6bC8soLL4SQWiyGVSllbW2NqapJsNoPPI27FG40GKpUalWoVpUpFJCKWjDgcDjbW1xnYe8+eOXOGN73lLezshPdcwsxYLBZUKhUDAz4Ssdi+OYVsb5tcq9URSySYnp6mWChQq9YZHR9nZ0c0Y1heXmZicpzyXma8WCygVipJpzOkkkmWlpd44xvfyOLCDUIjI8gVCtKZLJNTE1QqZTqdDks3blIul7FZxYy8WqXCZDZTr9X2stwSYrEYm5ubaLVaBgcHWV9fx2a1kNtTWJDL5Tz22GPcd999SGUyDEYTWq2WnZ1txscnSKfT5Asllm7e5KGHHqTdbnH9+jXcbjcbG2ImWm8Q6+ctFhOpZIp6vYZUKsXr9XL22WfxDQxw8sQpqrU6rXYLqQRSSbHZ0Ga10mw2MVssosJIsUi90cRiMtJoNDhz5iy33HIKi8WCVCYlsrvL5OQk9VqdSqWMXCZHr9eLZTtqUZJuYX4Bj8eD1+fDZrcTj8Vpthp0Oh2ymTR333kX3VaLQrGIVCZlaWWFgUE/3U6XarVKwD/ArbedfsULdT+Q7dOnT5+X5uWEqC/bonZychKPxwPAxuYmhwYPs7mxyc5uRAz2CgUQBE7dcgt+v5+pqSlSqRRPP/20qP1oF20qX5CkKpfLHDx0mGvXrlGr1lEoFPuNG5lMhnw+x6lbT4FE4NnnzrK6tkIsFuPY0WOMhEKkUil6nS6FYoFUKsmXv/xlNBoNk5OTBAIB9Ho9KysrTE9NIfR6GI1G9Ho9hUKB1Au2pyoV4+Pj+zI6ly9fZnZ2lng8jt1m4+kLFzl16hSlQpFCvsC5c+c4evQoBw7MsOVy4/f7kUjgzJkzKBQKxsfHWV5eptPpUCwW6XR6om5nvcHm5iZHjoiZSOdeBkuukON2OsnkcrTbbQ7Oio1IOzs7DAWHmJ2dxev1IAgCrWYTnV6PVq0mm07RarXY2NhkfGKCxYUFxicmcbqcSGVShoaCSJCwuLjI2bNnOXLkCOFwmGQyyfDwMFevXiWVSuH1erHtWcK2Ox0GBgfFpjuTidnZWRYWFsjlcpx95gwWiwWn3YFSrhCd0GJx4vEEwaEQOp0OmVROIhknEomQTCax2mx4PG6azSbOI4f3pcvq9ToLCwsYDAYmJib2VQdesGc9f/48NpuVe++9l4uXLlEoFjh06DA6nY4TJ4/vy6w1mg2KxSLBYJCFhYV9Oav77ruPntCjWquxtbW1F0Cq2Vhf36/JNBoNVKtlJMDC3Dz5fJ6ZmRmcTicOhwONRsymFwoFgsEhuu02rVabra0dur0e5y9cQKvVEgqFWFtb28/CdzodNje3eP3rX086LTp7DQwMkC8UGB4VpZ6uXr2G0+lEqxWl1ZaWltDr9JRLZY7s1UX39AaUShVLS0vsRqPkCwVUKhXtToeby0vI19aolEqMj4ouXk6nC5fLTT5X4PCRIzx/4TyDg4M4HXZKxRIyuZS1lVXUajWDg4O0Gg0SsTgT4+OEt7ZZW1uj2W4xfeDA/o1qYCjI/Nw8fr+fdrtNDwmNZguVIDA6OsrWzg4nT54km81SKORxOBw8/vi3cbvdqNU6tFot5XIZhUKOzzeAwWCg3W5TrVYRBBgeHqHZqO+5abVRq9X0ej1OHD9ONpsjmUyytraGXKmgkBfXlqmpKfK5HJOTk5TKZcxmM3KFgkqlSqVUZGBggKFgAKVChkGvJZ5Iolaq6HW6xPeUMXo9UYbParVy9fo1AoEAd997z/76s7mxjslootdTcOLEMRbmF3jmzDPI99zt2u02Bw8fZiccJhgIipn8PbmuPn369Onzf56XX1pw+YIocl+p4A8GMBqNLC8vEwqFUMjltDsdVAolq8vLhIaHMVnMlMtl8vk87VabYCBAs9kU/d+7Ao1GA0EQ8PsHWV5ewufzUSqViEajABRLRQYGPFQqFdJpMePrdruRy2QMBYeIxWI8t5cV9Xg9bGxsMjY2itls4fKlS9x6663I5XKi0SiJRAKHy4lOJ7oxnT9/Hr1ej9VqJZvNMjU1xcDAACsrK8jlclqtFpcuXiTgD3DrrbfyzDPPEAwGWVpaolarcd9r7iebE+1LbTYbX/nKVzh16hRer5etra09y9IDLC8vYzQaSaVSZDIZHn74Ybq9HnqDgfPnz1Ov1xnweul2ewyFQmSyWUwmE9/+9re55ZaTSCQSXA4H4UiEaq1GJpNmbGQEtVrFzZvLuN1u3G63aCOay5NOp3A6nYRCoT0r0gT0egwPD5NOp6nX61itYplGJpPhypUr3HXPPWxubqLT6Qj4/WRzOVZWVrj/vvtEM4VcjmKhiE6nw2AwYDAYUCqVrK6ukkqnuf3OO8lkMricTra3ttBo1Fy7dg0QDRTqzSaJRBKpVMrRo0cJh8NEo1GCwaCo1wrshiNIZVJ6vR5yuWxPmsyBwWBgaXkJhUJBaEgMGicmJ6lUq8hlMiLhCJlMhpGREYxGI+l0mlq9zm40gkaj4cDU9J5yQBW1UoVMJkOt1ZBMJqlUKlSrFUqlMidPnqTRaNDr9chmsygUCux2G6lUCqvVil5v4PKlS4yNj2OxWGi3WxQKBXxeL7FoFI1Gs5/h1mg07O7uUm+KGVe9Xo9GqxV1TjVazj33HFNTU3TbbS5euIjb7SYUColC/A6HWJfqcGC2WiiXKzidLtR7agOtZgO9QUen3eHmzRuYDCYmJyYI7zWJ7e7uEg6HGZuYwGwx43S6qNdrlMtlotEoU1NTYmOhRILRIL4vpVIpN27c4PgtJ/ezmMViiUH/IEqlkkw6jcVqRSaVEd2NsLaywokTJ1jf3KRcLnPgwAEuX768V7Jwk5/6qZ9CqVTRarUolUqUyyU6nQ4qlYrh4WECgQDJZJJEIonBoN+3lb106RJnzjzD7befZnJykmqtQalUEmXJ0mmcTidPPfUU21tbvPWtb8XpclEqlcSGM7Wa63vuZyqVikwmQzabJbK7i9FowuGwo1KJgbJGq+Or//2rPPzwwy/KlFerVSQSCcVikWq5JN487u0YdDsdlEol6VSK4NAQVrsNmVROt9MlmUwiCALvfve7X/ki3M/I9unTp89L8qqWFjz9nW8jlUpRqlVsbm3tu2gVi0VisRhqtRqNSk25XEaj06JWqej2ejSbTTKZDHKpjLHRUarVOiaL2FhjNBjodbtiJ7zNilQqFYOAWg2DyYDFasbldFKviwFwtVollUrRajaRSWW0Wi1a7RZymZzJycn9zGqz2cRms9FoNAiHw5TKJWYPHtzv8N/e3qbT6aDVallfX+fEiRP7GppLS0totVoWFxeZGJ9gaGiInfAO7VYLn9fH4o0bDPoH8fv9LC8vY7VayWQy+8L3er0eiURCPB6nUqlw5MgRZDIZ4XCYbrdLt9cjNDxMo9Hg6pUrWM0WJien6Pa6xOIxLFYrV69eRSKRMDoyggTodLvcXFqikM9x66lT2Gw29Ho9y8sr4pbx0jJDQyEcDhsSiURUCtiTYzp86BC9TpeV1VW0Gg1Ot4tYLIYgCKyurhIcGkKr0eDz+cgXCszNzzM9Pb2vlSp0e+xGInR74jaq0WBEKpNiNBpptdvIFUo6nQ7tdpuVpZs4HI49+9SwaP0qlaBUqZHLFUxNThKPxSiVSgQCQYrFInabDbVazcbGBtevX8M34EOlUpFMpRgOhdjc2kIul3PnHXewurZGpV4TTQtcbgZ8A5TLJRYXb3Dy5ElSqRTZXI5iSXR+y6TThMNh5HIFw8PD5PbqUBUKBU6nE6kEIpEIbpdbDFz2AhaFQrFX4iLKRA0O+tne3mZ0dHQvs50QXb0UCqRSKXNzcxw4cAC/3088HsdkMqHRaMkVCjSbTVG9oN1GIoEBn49arcb66jp6nY5cLke328VsMVGt1nj++ec5dOgQPt8A9XqdwUCASqWCWqPGqDcQj0W5fv06KpUaj9uNw+HYvymp1WocmJlh9tBBtra2cDgcNBqN/XKSS5cuiU2BCiVOh4PZ2Vny+Ty1Wg23zyuWapSKWK3iZ7FYKqHVamm326IsnERKtVQiNDxMs90mkUjQ7XY5evQouVyWlZVVXnv/A1SqNeqNGuFwWAz8O22kMhlKhZKN9XUOHTpEOBymXC6L9tR7z1UqlTAajfu2x2qNDovFRCKR3CvtMBKPxbh27RrlPd1Zt9sNgM0q1o37/X4Wb9ygVquh1Wqx2Wz0ej3y+QK7u1Huuece1Bo1mWwWlUq1Xytcr9ep1+tcvXoVj9Mhyqe1WwQCAUxGE5WyuLboDQZq9TqdVpt0Ko3ZbMZmt3H8+PFXvFD3A9k+ffr0eWle1UD2/LPPkEgkRFvVUhGbTSwV6HY7opC+wUi1UsFsMpFIJWm124yMjBCLxQHodDp0Wm2OHD5CTwKlUomnv/sUkxMTyGRSWq3mfgNPoVBganqa1fUVfF4vvW5vr6bOwubmJhsbGwT8fsxmC5VqhfBOGLlczoDPh8Fg4Fvf+hYqlQq9wYDFYsFoNHDm7FlCe+YBgiDQ7Xbp9Xr0ej08Hs++q1CpVNoPgq1Wq+gzr1Si1WiJhMN7TTcbnDp1Co/Xw/r6Omq1mpGRkf0vY4/HTTye4MiRI2xsbODxePazdmNjY6QzGTweD2tra2xtbHHvvfeyubnBzMFZSuUyy8vLyGUyAnud0S63m3arRa1Wo9fr4XA49r/8x8fHEQSBleUVNBoNmUyGoaEhut0ulUoZr9dHr9fj0sWLNFstjh49glqjwWw2c/bsWaampkQbYJ8PrVbL9s4Oq6urhIaHMRgMLMzP43K5cLvd+4FJuVzGbrfv3Ui0MRqNeDwe8llRB9dms1GtVvnmN7/Ja197P8Mjo9y4sUSpVMTpcCIBRkZGqdfr+65PXo+HRCKOy+2m1+uRSqU4eHCWJ77zHeLxOG63m4HBQZqtFrffcZrLly5Rr9VxOBykUilcLjdOpwO5XEGxVKTX7ZLP57FYLHsasDbC4TCFQgG/3w8I+Dye/RufaqVGJCZaAlcqFQYHB6nXa9y4cZNOp7NvPbuxsYFMJmVkZASFTEa5XN6XKVtbWxPryP0BBgcHefrMMxw/fhz5nnxXuVRidXUFo9GEWqVCpVRy6dIldDodvj2FDIlEQrvdRugJ5HI5rly7xszMjHhDmE7T2guMjxw+AhIJN2/eJJlMcvKWW+h0xZuztbU1jEYjodAQzWaLarWGSq0imUwSj8dpNpocO3qU1dVVBgcGUCqVfPPxx7n33ntoNBp7gaSeeCJBvlBgKBikUCii1+q4duUqM7OzpDJp1Go1Ho+HSCSCIPRoNZsYdHrqjQYKpRIBAalMSmh4WJTy2txifW2NA9MHuH79GlvbOxw7dpTBwUEAvF4v3/3ud5FKpZjNYka53RV1i9utDtvbO/j2dj1KpRJKlQqz2czMzAwry8ucffZZjh8/zvj4BCqVal/6bHt7m3g8gdFoJBAIsLm5iUwuF993Xg/lsrjbU6lUaDbqZDNpnC4X2+Edms0WRw4fQafV8Td/8zc4XQ7e9OY3E97eYTcSYWgoxLVr1/ilX+6rFvTp06fPq82rWiPbarVEgfVigUF/gF5PoFyuYLGYMBqMVMplCvk8ly5e4q6776LRFC1ZjUbRp95sNpPL5fjGY4/hcDpwOp1YrRZarSYDAz4uXbrE8PAwDoeDVqtFOp3C7w9iNpsol0qkUikxQ6TTccstt4BEgkatxmQ2odPrefbsWbq9LkF/gBMnT6DT6lColFQqFba3d0CQMBQcQq5Q4Ha7xSxTLidq4Xa7xGNxyuUybo9HdPqq19Hr9Xzzm9/E6XRy/Phx2t0OB2ZmmJiYYH19nZ2dbV77utexvb29H8Btbm7icjkolYrkcjlaLXEbend3l2azydzcHL1ej8ae7Wqz2RQD86CfCxcuMDU9TblcolarEYtGGRgYILOnv2oymZjfqwcNBoM0Gg02NjY4cuQIhWIBrUaNz+dDr9ORLxTI5XJsbW5x8OBBXve613Hx4iVWVlYYGR3dyzQOsrO9TSAY5Otf/zoPPPAAep2OkdFR1HuGCEOhEOl0mm6vR6PZJJfPMz09TSaTwR8IUG/U2Y3sija9Uqno8LQn3+X1eul0OtRrdTRqJTcWw7DXELa4uIhWq6XVbnH8xAlWlpewO+xIJRLiiQQqtYpyuczdd9/N5uYmpVKJUqnExPQU7VYbvV5Prytqkfp8PtbW1qjXawQCAZ4/dw6pVIJUIqXRaHDrbbcTje6i1+sZGRlhZWWFeDxGu9WiUi4TiUTw+4NMT0/TarX2LYc1Gq3omrZnHRyJhNHpdPj9g0QiEba3tvAPDnLLqVMk4gmy2RzDwyFcLhcmk4nDhw5x4vhxHnvsMdbX1/B6vQyHQjz11He59dbbUCgVCIj6pM1mk5WVFdxuNxaLhWQySbFUJOAfZH1tFbfLg39wkFKpiMftRhB6bG1t861vfYsTJ06ITZRKUZYuMOgnn88T3hZd1BRKJcHgzN5NnZF2u83cwjx2m6izm85kCAbEciGNRsONG4sIgsDY6CjDQ0Osra7RaDZxOV10ej1iiTjpdBqj0YRCoaDX67G6soxcKuPYsWMsLi5SqpQZnxADyq2tLQx6PYV8nmq1KjrSBYcIjYxw+fJlQqEQSpWKixcvoVZrcLmcXLhwgWKxSLFUwuv1UCgU8fkG97PO0WgUrVZLo15ndXWVQrHEe97zHur1Bu22qFEsl8tZXV3bt5OWy2Vcu3qVkVGxFCUWjZFOiU2mzUaddquJwWBgce/mbXx0DKVazdLNJRw2B4cPHWZnZ4tv/f3f75Wc6PjG17/GzMzs/8463adPnz59/jd42YFsvV6n2+1itVrZXF/H6fbQabdJp5OMhIbxuFykUmksFhsetxeAK9euIZWJ9qcqlQqXy0XG5yXo96PVqMll0tjtNp566ilOnjxJJBJBKpWSz+e5eOkio3v2qEqlkkq1RqVSwefzcXNpCZfLBYDNZiOfze7XwxoMBqxWK5euXGZoaIhCocDp07ejkCuQyeSYjCaeP/c8Op0Oo8nEzk6Y4eFhDh48hEajBomE8+efx2K10mg2ufXWW6nVavuBfCFfYHxsjIGBAebn51lfW8Pj9aJWi2UVMzMzOBw28vkC29vbYg2xQoFarUalUvHss8/i8/moVkVJqOPHj7O+vk6r3cLhcLC8vERwKCDWS8YSnD9/nttuvY3z588zNTXFbjSK2WLBYDIxPjHB2TNnxCa3iQnKpSIyuYyu0KPRbDAUCnHz5k2yedG+tt1p0Wy29rOYiUQClUKJTCbj+PHj5HI5gsEglUqFYqGAVCLBZDIBkEgkmJ0Vv7BfkGkqVyoggWQyiUqlYnR4GKfTSa8nWsCOjIxQKlVYWJhDo9EwODiAz+dDo9GwsrJKTwJWu53w7i6dXo9oLMbU1BRWu431jQ2cLhdCvY5KrSZktyNTKLBabdRqVZKJJFNTU2SzWTqdzt7zD6LRaHjggfvJZzMYDCauz8/vK2QMDZnZ2trC5/NiMOiRS6XYbDa8Xh/Vep3Lly+LJQatFqFQSNza9w+ys7MjdqcHgghCD4BUKoXFasVstbK9s8P42Divf93rxebEZ59ldnaWZDLJ3PXrdLsdTEY9Oo2aeHyX2dkZZDIptWqVXkd04tLpdAiCwMDAANVaFYvFgt/vRyaTAbCxsYFOp8NqtfD8888zMT7B5PQUr339azEZxOBUIpPu27KmUik63TZXLl9hYGAQvU5PJBbF7XZjMBg4ePAglUqFTDbLYMC///+LFy4gV8i5cukSu+EwLpeTRCLJgZkZHE4H1VoVALVaRaNRw2DQYzDoQehRKZcx7TUKRqK7jI+Po1Kricai+zeGgwMDXDh/AY1Wy9jEOG9561uo1+u0WmKZysDAIBIpTExMiO/ZdputrS2ymSzBwBCXr1xhfHycqclJEokEBr2eWCyO3x9AqVTTaIif06997WscPHiQwcFBSoUi5WKJzc11Dh46yM0bi5RKJfHmOp+n0RDLCmZnZ1GrVBycmaFer9PpCcgUSqxWK4FggHw2x9zcVaRSKQemp7l69Sr+gB+NVv0qLcd9+vTp0+cfy8suLfidj/87hoaGuHnzJkazGYfTJVp73nYrxWKRRCJBJpOl0WgyNDTE8PAwhUIBl8dNLB4Xyw+MRrFJxu1GJpMSjYryTMVikVAohFQq3W8oyuZyRKIxAn4/rXaTXC63v9W/tLTErbfeSiqVRK/Xk8/nMZtMKBWK/e33TCZDKp3GHwigkMuxmq37DS8ra2ssryxz5x138OyZs/R6PWZmZhgYGODq1asMDA4glctYW1vj9OnTFPJ50qkULpeL+bl5orvil3SnI5ZVCMDE5MReE9YNgsEgVqudJ598koMHDyKXyzEYDDSbTSQS0GhEI4Nr165x5PARHA4HeqOBre0t1Go1ao1qrzSgwujwCHPX55DJxPmcuOUWnnvuOQ4ePIjJaESlVLCysky73UalUu1p6QoEh0L4/X4ikQhqlQqtVkssFiMej3Ps2DHkcjnz1+fodDpkMhmMJhNOl5NDhw5x5swZDh8+zNzcHKOjo/uyWq12m2aziVqj4bnnnmNiYpx2t43NYqVarUOvR71eF99YEgl2u53NzU3sVouo2zk9jUQqZW5unkK+wGseeC1anRadTkc0Kpo3vFBr/EJWtF6v4/f790s/EokEUqkUjUaD1yuaUOi1WswWC/WGKJk04POxuDDP0JD4nsoXCvh8A2xtbWG1ilnJYqlEda8sQKfXY7GKtbqf//znsdlseLxeJiYnadTrdNptDAZR8cJms1GpVPbKarooFAqy2RztZpNAIMDy8hKJRIJAIEC5WCAcDjM9PY3T6eTmzZvcWLrB6dN3EI/F2NrcRqPVcuddd9FoNMQMfrtNIBggmUqQy+YwGAx0u120aq0oGyWTkUwkmJubY3h4mNtPnyYei6NUKMVA1eVCp9FSq9UARF3hvR2NdrdDIBAgkUzg9nhYWFjgtttuQy6VkUgk6HQ6mIwG9Dodi4uLVCqlvex/aK9BbwjZ3o6GWM8eQavVisG2IJDP5bh69Sp3nL6D3d0oGp2Wufl5VBo1737Xu0klkyQTSQx6Pa12G59/AEEQSCUzZDIZjhw5QqVSZmNznWhkl9nZWXw+H4lEgkqlysDAIDK5nERCrFHOZDJUKhVe//oHicbiNJtNTCYT+VyORr2Bx+Oh2Wwik8k4c+YM8USM06dvRy6Xs7CwwIEDB/bruaPRKHa7nVKpRL1awzfoJ5vPo9FqMOgN2G02quUKFy+d5+TJkzgcDhYXF5HKZBw8eJDZ2UOvfBHulxb06dOnz0vyqtbIfvG//aXo2FSr4vF60el0ovC5Xs+l8xdQyOWMjI2i1YsuVSqVBklPEDvF1Wquz83hcNjRarVcuniB0dFRlGo1wyMjlIolMtksiUSMbCqN3+/HHwhQq9WQIMFgNKA36KlVa2jU6r2t7i7NRpNavUooFGJ7a5u11VUmJiYIDYcolcoo1SoQBKLRKJlkGqPJRCgUotlpo9ZosFqtFItFMpkMVpMZg8lINpcjkRBrddV74vAajYZms8nU1BRLS0tsbm4yPj5ONpvF6/GQTCYxmc2YzWYuXLiAyWJhcmKCbCbD2toqWrUGp8tJJBymVqszOztDb0/GSalUIwhgMps4deutpNJpsalEr2NzcxP/4CAKhYJ8Lkuz2UClUpHNZrFYrUiQotPpmJubY3l5mdc98Fq2t7dxu92iFqhOSyg0jN6gR6/Xg0RCMpkkGokwOzNLq9Xaz4AXCoX/IYJfLtHttnE4XHS7ouXwC9JmL3TGX71yldmDs9xz7z2srKwQi8YYGhrC5/OhUCjY3d3F5xWDJY9XrEXd3t5mYGCA88+fx2Qyc+DADO1uB6vFSjKVotFssru7y+joKF6vl+vXryGVSBgOhbh48SJOpwOkMhQKJR63m0q5JKoFzBygWq1Sa9RZXLxBq9XC7XIDElwuJ/Pz8yhVKhDETKJarcFqtwESZHIFrVYLm91Op9NFLhczoMHgENlsllqtRmh4iG98/euEQkPIZTKEXndfjmljYxOrzcbE+Dibm5sYjQZ0e45rCD2ee/Y5xsZH6Xa7RMIRRscnaDSaVCplBv0BhF6PXC6HUqmk2WwyPT1NJBIhl8vhdrvxer1kMhmCwSCFYpHVtbV9l7lKqYhWo8VoNLGzs83xEyfIZLN43G4y6QzFQgG90YhKq0Gt1lCtVBgYGGBtbY1wJIzTISpc5PJ5NGo1S0s3KZVKnDx5Eo/bTbVa5fnnz1EulQkGg0xOTRHZjXLhwgVsNhs+nw+lUkkgEMBsNrOxsU693kCpVNLbuy5B6NHudJBJJIAEj9eLQqUiEU/Q7bSp15ssLS1x8uTJ/YbNlZVlBgbEzP3GxjpOp4ulpSUEQeDuu+9FKpWSzWZZXFzk1KlbRGOWWoN6vYbJZKLd7nLw4EFxh0ZvYGl5hUa9DpIeY2OjWMzmfa1cn8/H08+c4erVa/zEO95BLpejJ/QYm5igWqnwnSe+wzve9nbC4TB/93d/xx133s6BmRl2dsLodHoa9TrdTpdH3vymV7xQ9wPZPn369HlpXtVA9it/8yVCoSGqtRrJZJKDhw5RKpXQ63T77jhen5dms45UKsPldFMrV6hUKigUCuRyOUqlErPZzNbWJmazBZVGjWOvGaPT6WCzWaiWK1y6eFE0XdjL9ngHfNTqdfHLMZvFbDbTrItNKTeXbjAwMMD09DQXL1zAbndQKBRxe1yisP36OkF/gN1wmEaziclswWg27UnzGBkfH4eeAIKAaq+b2WAw0KhV97Oi8r0s0Pj4OBqNhu3tbaxWK+VyGb/fT6fTYXtnh263y9j4BL1eDwSBdrtFJpVCpVLRE3rcuHEDm81Gu9VGoZQjCBImJ0S93VKphMliRqPVUiwWyWazeDxiLa9UIuHK5cuMj49Rq1UxGAyUy2UcDhfBYJDr16/jdDpJJ8Vzeb1eer0e8XhcNAQo5EEi4dDhw5w9e5bpqSkUcjkqlZpEQlRXWF1bY3R0lEa9gUarweVykEqlqVZr2Gw2ms0mfr8fl8uF0Whi7to1Fm/c4OSeTJjT6WR1dZVyuYxWqxWzdRo1ZpMZrd5AqVQkERcNFew2G41Gk3yxQHgnzG233UY0FsPudO7JW7URhB56vZ5qpUIykQDg8uVLPPKmtyCRSrl54wbNRn1PNklgaGiISCRCp9NBrdawE44wfeAAHrebaDSKRCLhwIEDSKVS0nuSUuLrXmZkZIRMJkMsHhe1kgUYHRslkxHd57qdNrF4DLVSKWaNEVAoFAiCQLVaIxAcIhrdRSaVoFSKFrWNRoNarYbQFfVzl5eXOHHiJBqdHp/PR7FY3P+Q/s3f/A1KpVI0jXA4yOfzuN1uJicnefrpp6nX6nR7XRRKJYFgEJfLhcFggF6PSqnM5uYmV69d421vfxsLCwu0Ox0OTE3T63bpAXaXi1qthsNq23eym5iYIJfLodVpsTscNJsNFhcXCYVC2O12rl27ht1uZ3RkZM+2WIlSpWJ3d5dUKs2hQwcpl8skEgmOHz/O2toaFouFdCYDAszOzlAo5NFqteJnXy7n81/4IkNDIU6eOkWz2aTZqON2e7FYLDzzzDP7jXlarRaH08bc9esgCIyOjlEslqhWqzhdbrKZDFKZjEajwf3338fly5eQIMVisZDL57ly5SqDA4McOnSQWr3O9WvXmZiYRCaXUi6XUSoURCIRarUaHq+XdDqDUqlEr9PjdDrpCgI2u41Oq81uJEKlWqXVbCEIPQR6qFQqpBIZcpkcu91OJBLh537+/a94oe4Hsn369Onz0ryqzV7TB6b35aM0Gg3ra2sYDAYy6fT+tnk2k8FqMe99UZf2dSDDkQi5Ql6U6yqVcDic1Ot1DAqxGUsQBLLZLIODg8ilMu688859RYFarcb8wgJarRaNRsP9D7yWSqVCp9UmGotSKpe5eu0aSqUKo9GEUqlCoVBw7rlzOJxOxicmaDYbaHRa2r2uOOdsVlQDcLnwer1sb4gNSjqDjgHfAJcvXSLoD6BSq2i329RqNaxWK8888wxWqxWFQkE6nWZiYoKbN29iMplIZzKoVGoikQihUIhKpYyABIlMjlypBGD24CFKpTKZTBqb000wEGRnc4tcLkc2m6VULuN2uzl4cJbnn3+eWDTKsWPHiEajjI2NoVKpmZic5NKlS7hdLvQ6HclEEqHXQy6Tk8vnuHTpMvfdey/Hjh2jWq3S6XZ5/sIFhoaCqNRqAsEgEqmUwUCAaDTKgZkZ2u02R44eFWsOjUbkcjnZTIrx8QmkUimxWAyz2Uyj0WR1ZRWbzYbFasVg0IvarbUajUYDo9HI8ePHCYfD2Gw25uauMTk5SWQ3RiYt/n0lSIhEdvH5BpBJZQgC5HJ5XE4XiVSSbqdNs9kilRZLOVrNJqsrKxw7dozjx09QLpcxmc0AmC0WbDYbRqOebDZLt9ujXm8yPT3D5k6YSrVKp9PB7XZz8+ZNcrkcjUZj/zkKxQLbW9sYjQYEAWrVCkKvh8lk5NrVq6yuruDxeikVighCD5PRQDaTYWgoiMPhEDPlxSK1Wo16vY59T0JuZWVlf2tfgoROt4PL7WFtfR2vb4BwOIzH48FkMvH4448zPj7Om9/yFiLhMJFIBL1eT6vVJJvN7jvjJRIJkqkUfr+fS5cu4R8cJJ1K0Wm1sVqtjI+NEY/HcTgc7MZiKFRKdBotjXqDRrVKNLJLKhYnGAwSCgYp5vOEd7Y5dOgQcqmUG+vrjI2NMTIywtWrV7l69SpvfetbUak1WK02stksw6MjDI8MI0HC5uYm29vb+7bAdrudTqeDw25nc2OD3UgEvUHPzZs3OXDgAOlMlvtf8xoUShWNuvg3kMmkqNVqUau1290P4gcHB9ne2WJgcJBcJkuv18NisRAMDvHfPv957rjjzv0yk+vX53E4nDx/7hz33Xcf1WqVW0+J9fZPPPE4brcbk8lAsZhDqVIxNzeHzWolmRRrrAGOHDmMTCbn0sVLe1rDavI50OsNjIyNsnjjBlKZlNHRMUqlIlqNhlwuT3hnh2efe47Jycl/7Nrcp88/O16QhnzhnyAI+9/zvV7vhz29Pj/CvOyM7LVrV0glkwwODIiBlNvN6OgoPUFAo9HQareh1yOTTBCNxdja2uLAgRmQSDGZzVy5eoXQXgf87PQBdqO7tNptcYtcIiGfz4snEnoEBgcRBIGdnR3RYerGIh6vl2azSTyeYHR0jEgkglarIRgMcP36NcLhCK+9/362t7cJh8O0Wm16Qo8777oLjUZDPpsV69+aTSYmJigWi6Kkl9nMlUuXiUajmExGXG43GrWGpaUlJiYmkMllhMM7YuPP4CCFPZelRqNBKpUSnZVcLkxmM4LAXlmAGFglk0nGx8dF2bI9Q4FOp4vX6yVfyNPtdnE5HHTaber1Bs+fO4fP52NgwEe70+bKlStIJBK8Xu9eN7eLWq1KoyGWGPS6PfQ6HcW9YEqt1bC4uEi5VKaQL/DImx7BYDTsG0f4BkSHpTN7slury8t4vV4cDodoL1ws4vF4yOVy1KoVQqFhNBrNfod6OBwmkUhy6tQpzCYjz517DrvdjkajoVwuI5fL2dzcZGRkhHq9RrPZYGZmhvBOBJVShUajQa1Ws7i4iMFkYmR4mFbrBbcnga3tTU6cOEGtVqNYKlEoFESpL5uNVquF0BNw7ElUeb1ezj9/DqlUyujIMNvb2ySTKWx2OzMzM/R6otyTXq9DIZezubXJ0NAQly9dxmwxk8tmkchl3HHHHVQqVQrFIi6nk0xGNLrI5nJ4vV5kUhmlYgmlQoE/MACCQLVa5emnn2J0dJR2RwxSDTodUqmETqcjZvQbjT17WQ/5fA6TyUyn02F5eYV8Ps9dd90lNoPNzXHnnXfu13ZfuXKFQMC/vxtw4MAM29vbTExMUC6XyeXzWK1WzGYznXab6K6ox+z2eIgn4qL+aauFw2ajWCiQTKY4evQozz73HFOTU2LDpsWCWq0mFouSSqUwW8wEh4a4ePkyRoNBbD7T66nXG/vlAyBK6C2vrtBsNLn3nnt48sknMRlNTE9PEdndZWhoiI2NDZQyOelshsWbN/i597+fzfV1Nje3sJktlKs1Bv1+XG439XqdXDZLTxAz3EajkVwuh8kkqiFUqxW8Hjc7OzuEwxHGxyfY2t7G6x1geHiIGzdu0Gg0kMtkVKuibvLBgwcBiMfj9Ho9lpeXUavVBINBvN4BJFIprb1mxRdkuIaHh2m22hTyBbrtDolUHL1ej2WvETBfLKJSKknE42xvbyN0ewSDQQb9fiqVMqlkive85z2vfBHuZ2T7/BgjlUqRy+WoVCqMRqOoEa1W0+l0qFQqe+Y01X3DpD59vpdXtbTgmWe+S7fdIZlI4rDbKZdLGAxGlColvsFBmq0mVy9fYmdrC4NB9D1vtVqERkaYmT2IRCKh1+vidrt4+rtPI5HJCAQCtNtt7A4HCrmcSCRCLBZjcmKc8+fOkc/n8fv9GMwmKpUKJ0+eYmtri8XFRWw2G263m8HBAb773e/idruoVqs4HA6mpqfptLvE4zG2d7ZRKZV0223UWu3+i6LRaIiEw8gkUux2O71eD71Bty+jNDs7i8fjIZFI0GqLBgu7u7u4XC4UCgUajYbr168zNDSE2WIhm8uTSCQYHR0ln8+TTqfx+Xysrq5iMpn2rESddDqiSUS318NsNjE/dx29Xs9wKES1UsVkNJLNZbHbxeCtUqlQLok6lzs7O8gVohGEXq8nmUgysec2lUwm0ei05HN5FhYXaLc73HLLyf3AutVqYTSbKRWLlEsldvdKK8xmM0tLSwSDQew2O4P+Qba3thCA9fV1sU5zzyzBvudD32618Lg9yBVySqUi7Xaber1OaHiYRDzOxsYGw8Mh6nVRlF6vFTO3rVZ73+M+kUwyPT2NyWginc6gVqv45t//PW6vh5GREbrdLisrKzQaDbrdLgaDEZfThSCVUKmUufXWW/ctdH0eD4JEDCLj8Th6vYHZmVm2t7cIBoKoVEq+++STWG1Wet0e+YIoAzU+MSEK3NfqxOJxlColNqudQDCIXC5DJpPR7fZoNtvUazXyuSyZTAqn3cbjj38Lo9HI6MgIOr0ek8lEoVCgVCrtL8h6vWFPhsxHoVDA7XazsbGB0+mk3W6Ty+X2G/QuXrzIxsYmwWCABx54DYlEgs3NTSwWGwMDA9RqNbxeL7VajW63Szgcxu/3i9lKsxm1Ss21uevcdtttKNVq1lZWUKtFgw+Px0sikUAuU4jva7ebufk5diMRZDIZrXab4FAQm9WGTqdjJ7yDw+kkGo0hk8vxerwsLi6yurbKbadvx+v1Uq/WeP7cOQL+AIFAgGg8RigUotPpIHS7fOVvH2V4dJhIJMLE+ISoDuFyU2+2SKbTTE1NUatU2djcwGg0olSpUKtV7O5GGR4eZnFxQXQ2c9jJZjMEAgF0OgMerxeZTEE2myZfyKM3GKhWK1y9dImjR49iNBq5cuUKrVaL++67j0gkwtWr17BYzPQECUqFAofDwc7ODgcPHqRerxNPJQn4g1hMZlLJFCaTnnAkgk6vJzA0RDYnmkaMDA9z7tnnCIVCGE1G2p0OpVKJhfkFPvTBD77ihbofyPb5UUYikey/h7/3ZwCZTIbRaMTr9TI2Nsbw8DB2ux2ZTEalUqFUKpFMJkV99vV1SqXSXmnZywpL+vwz4FUNZJ/8zrcIBYJ7WZ4k58+f59ChQ5TKZTweD8lUik67RTqVwulyMzg4yPr6OsVyBZvdzokTx/cyU+L2v1ar48aNG+KXYDRKb89KNRqNEo/HGB4awqDXUywWcbhdnD17lnQ6w6FDh/cdu7RaLf5AAIfdTjqdRqlU7jk5yen1evgGBvYcjuy4nA663S4ymYznn38eh8PB+toaPo+XgwcPiu5kGhWZdIYnnvgOAwMD3H777VSrVTLZDCajESSwuLjIwMAADodDNBDY2sZsseIbHGB5eZnh4WEsFgv5bJZer0sqlSKZTGK12Dh48CAyhXy/PrfZalIsFMXt90iEXk900cpnxdpFl8uJ3W5nbn6e8fEJNjc2GR0ZYW1tTVQq6LQ5eeIEUokou6RQqv7H9o1Myo0bi6hUKgKBAE6nk1q9jlqlopDPo1SqcHvcXLt2jfn5ecZGx3A6HTgdTqRSKbl8nmwui9/vx2q1UqvXCUciOB0OhF6PTCaLQiFndHSUcrnMysqKqGzQaiHZc89qt5tIpVIa9Toet4czZ85w8NChPdmj3J4lqKgcMDI8wtNPP41cId/PqjldLoRej0KhwBe/8Nc8/MgjOFxOotEoZrMJo9FIpVJhd09FQq1WYzKZiMViSKTia9LpdFEqFTSbTQRBoNlsMDIyQjyeoNvrMTc3j9ADq9XKww8/gkqjYW5uDolEgtVqwWZ3UKrUkQgC3W6T9dUVUsk4tWqJyM42CrnoKpfN5RkaClEqlZDL5ajVWqJ7OsAvWAPncjkA0axDr6der1OpVGg0GqImaqMh1ik36lgsZiKRCB6P6ARmt9sJh8PkcjnC4TBut5t8Ps/w8DBKuYJ4IsH8wjwPP/wwK2trKJVKDHrdnm2wFpfLhUajBQEymcz+zYfJbMTlcrGytCyqI2i1DPoHmV9Y4MD0DKVSifX1dUKhEN98/NvcefddTE9NoVFrWLg+RywWIzQcQhAE0nvKJL1Oh5HRMTK5DFvb2xw/ekx0wTOZcXu9XLwkypxZTWasNhvBoSCAWOqxp9yRyWTY2tphYmIcQeixsxNmaCjEbbffjkwmY3t7G5vNRiabodvtMXf9Oh6PB6vVSq/Xw2g0UK3WMBgMyOViBdXf/u3f0uv1eOjBB3E4HDz11FP86Z/9Gffddx+Dg4PMzsyyurzK3LUr3HvffUgVcrR6PbW6aF+cTCY5efwEG+vr1Bp1vD4fHo+Hzc1NHnzd61/BEr23CPcD2T4/Qnxv0Pq9pQIvjMnlcqRSKTKZDKvVyszMDA888AAzM6KW9QvHy2QyBEGgVCqxsbHBo48+uvc9nxZ34PrBbB9e5UB2/uolMUNkNpPP55mfn6fb7eLxeJicnESv1+N2u+j1BGJ7jTu5bJ5CqYjeYODmzZsMDQ2RTMaxW+24XW4i0V1i8TjDw8NIpVKxMSmbYXBgALVazcWLFwkEAgwGA7RaLS7sNXMdPnyIWq1GPl+gJ4iOQIsLCwA4HA62t7dxOBwEgkFarRYymRQJwr7YfSKRwOPxIPR6CN3ennGDkWKpQK1Wx2qxEg6HsVqtWK1WtFot2VwWqVSCAKTTGQrFAmq1Zv/1cbvdlMtlksnkfiB74MA0oVCIcDjM9evXqe5JCI1PTlDfq9XM5/Oo1WrcbjeFQoF8Po9iz/pUEAQkEigWS3g8HrQaDTaLaCZQrVao1eq02y2SqSQPPfgQGq0OmUKORBC4du0aWq0G3V7pgV6vpysIzF27htlowmq1UigU0Oi04txLZeQyGel0GoVCQSKZpN1p75UJ1EUN4EwGuVxOJpNhenqaa9euMTDgw+Gw8+QT38Xv93PixHFUKiWLi4uk0inGxsZRK+ViM1yvS08QGBkZY3d3l4mJCc6dO0cwGCQeT5BIJBkaGsLpdIoNNu22GIT0euTzeUaGR3F7PTSaDc6fP4/T6cTr9XLlypX97arR0VFWVlaI7oqC+XaHnWQyiVKp5ODBg/uBdaVaxelysbBwgzvuvAujyYxEIkGj0TA/P4/X68VsNiNIJHQFKVKJBCldapUS4fAWMomEXCZNJLxNNp1BqlDicnkwGo1otVrq9To6nY5YLEar1WJkZIR2u00ymUQikbC6usqb3/xm5ufnKRaL2Gw2gsEg4XAYu91GNpthe3sbp1N0Out2u/tazJVKhW63u99siCAQ3gnj9fnEwG7PuU6jVtHt9rA7HEj3JLZazSbRaJTbT5/G5/WSSaf4yle+wnvf81NEIhGuX79Oq9Xi0OFD+1n4jY0N1GoNaq0Gj0/MLg94fTjsNtZWV+l0uxSKJRrNJqOjI6wtraBQKVGqVVRrNTQaDS6Hk0GvTzTC0Osolys8+cST3HLLCcxmM6VymVw2y8TUJPq9v2W73aZUKqFWq0kkErTbbaxWO5VqFZlMhkajQaPRIJXJkEokPPPMM4yMjHDkyBFu3rwpfg7zebH2tljgz//r53jta18ruuH1ejz22GNMTU+j0WgYGBhgdXUVj9uNDAlDQ0MUK2UKxRL5fIGrV69y2223oVaqaHfabG5tccutp1hfX6fX6/G+n3rvK1ul6Qeyff7vRyKRIJOJu1QvZF1lMtneTbuabre7H8QqlUqUSiVGo5FbbrmFu+++m9nZWaxW636Q+0K5EkC3K9qf37x5k7/6q7/iySefJBaL0Wg0+sFsn1c3kD135imq1Sq9Xo9QKEQ+nxddnORy5ubmGB8bw+3xUK1VMZstaDQaSpUqXp+PXrfH3z/2GDardd8K1W63s7G5se+GNDAwSE/oEY2EMZvNVCoV4vE4SCREorucOHFi3x5Vr9MRi8ZotdvYnS5kMhmRcJhnn32WBx54gOHhYarVKlqtlnKlilwu49mzZzEYdBw6dAhB6O0HNw6Hg2KhyOLiDUZGQlitNgqFIlKZlEQ8gcUi1r663C7yuSwKhYJoLI7JZBKtM9sder0eX//a1zgwPY1SoWBgcIBypUyhUOTI0SNUK1XyuRzNRhONVovFaqXZEruzm80mlUoFtVqNwWAEJMTjcaxWCwaDkWq1wqXLF/n/2PuvIEnz87wX/H2ZX3rvXWVWlveuvR2HAcaAA0cROgSJXRqJqwuFzEoRutwI6cTRSqsIiTrnSEdLEgAFehKOHGAsxvW0767qquryviorvfc+9+LLTlLSDYgFKADsJ6JjLmamq6s685/v9/6f5/eMDI/g8XhIJhIMDQ2Ty+coFovo9XoePniAXq/H7nCQTCax2+0E+vxsbKxjMhlRKBTE4nEePHzIJ154AVOX53vr1i2ef/55NBoNd+9KSDSFqODo+AhRFGm1WjQaDZRKJaurK5w/f55MJoMAKBQKKpUKHTpcvXKVd995l729PV566VO9ClFBJl0tXTh7HoVSQSqd5uatW4gKBefPn0er1bK3t49KpQJBoNXuMD01RalUwtz9u67Vati7B+CdO3eoNRrMzs6SzWZ55513OLuwQCqdxuV29ypTy8USJ0dH3Lx5k8mpKdQaNf39/dRqtV6xR6fToX9ggHgyxcWLFwGhW+hhIZfN0my10Ot0iEolaq0OUS7HoNeiEGVEw2HWVleQCwK1mmR9kMkVOFwuopEIKpWKSqVCuVwmmUzidEqYq/X1dTpdP6jBYEClUuH3+1GpVDSbTaLRKPF4nGKxgEwmw2qzoVKpUWs0FApFpqeniEaiyGUyOu0O/kAfS0tLaNRqVEoVyVSSSDRKcHBQ+kBRKNBqtSgVCpLJFMHBQYrFErFYDL+vj3g8ytraY46Ojrh+7To2u4379+5x8eIlTkJSOUmj0eDDDz/kV37lVzCazSwtL5OIxXHYbZw/d46dnR1u3rqF2+OhLxCQ7AW1Bp0O6I0GqXGtWkaGgEIuolIqOTo5ZmhomHAoRCgUkggNU5McHh4CkEqnpSKSaoXNjU0cdjvxeJypqSnpNdfp8ODBImfPnaPTblOrVRkYGOhuvKUtkVqjYWtrq1eaoVAoCJ2eolFrkMtl3Lp5ixdf/AT5QkFiwq6u4na7ScYTlCplZmdnkctEMtksKrUaS9dXXK1WkctkbG5tkc1msdqsnD9/npnpmR/6oH46yD7VT7KeDKhPAteiKPY8r2q1Go1GQ6fT6flen/jdA4EAzz//POfOncNutyOKYm+L+9+/5nvB7pUV/uAP/oC33nqLcDjcu0l7qr+9+pFSC95++21e/OQn2T84wGq3USgV6R8IInSgv7+fjfV1bty4gdVmQ6tNMDM3Syqdplav0+fzMTM9Ta1Wo9loShibTpuAP0CpWGJrcwuL2UI6nZS2pvkcXo+3Wx0aIBqNkk6nsZjNFPN5Vh49kq4mRBGH09VjWQ4NDVEuS4UJxWIRpUrF/PwCsWgMu92O2+0kEomgUIgYjUbsdjtKpZJcLk82l8VstUohlcdrvPiJT/TetLdu3aLeqAFgNBiYn59Hp9N3h48YrVaTX/v1X6NVb5BOp7BYzOiNBvoCAdodMBiN2Kx2Nrc2OTw+pi8QQF4VqdfrHB8fo1arsVqtnJycoFAocbnd5HI56vUGiu61+O7uDgaDnv2uf7VUKnXDQNM88+yzPH78GLlcjs1mk4Z0hQKVUkm+G5pyuFyMjY3x1ltvce7sWfqDQV565RVOu77fgaEhwpEI8ViMarXK9evPAB1pa6vRcO7cWaxWC3u729htDqKRCAaDgXa7zXvf/z5nz54hEj4lGolQKha5cvkS9WadpaUlwpEwJqOJWrWG0WDCZLHQ6UCxKHmazWYLOr2e3b09Nre20Ov1OJxOjEYjzWZTwkR1D1GD0UgqlUImCIyPjWE2mwkEApjMZqq1Go8fr6HX6XA4nVy9epXp2Rl0Oj2ptESqkB5EwlKbVKvB/fv3EeUSt7fTBrkAggDRcAiX20WxVMRoNKHX6ZG1TZiMBjxuJzr1OfZ29+ggsLW1hVZvQBBknIROcbtd6LTaHk5KEARu376N39+H3e5gZ2cHkEIQT7yzUqDOSH9/P/V6tbvRNRAKhwHQ6/UolSpKpRKpRJKZmRnpvdXXx8ryCqMjIwQC/dAtFXG73aytrdHpdAhnsvj9AQ729ul0QJSLPHjwAKfDxoXzF5ibm2Nra4s2HRwuFyaLGa1ehyCTEYmcMr8wz1vvvIVWZ6BcqfDyp15Cp1Gzvr7OgwcPUCgUnDlzhnqzSS6XY2tji04bBocGGRkZQaVScRo6YX31MRqNhs0NqcDjwoWLGExG3G43okJkfHKCP/qjP+L8+fPI5DKsVivB/n4ikQjLy8u9wKTD4cBms1AsFGi1WvT19bG2uoper2dtfZ1atcYLL7zA1SuXWVlZxWA0cnx0xNjkJK1mE7lMxiuvvkKta+X48MMPKRQKDASDzC/Mc/vuXVKpFFtbO7RaLa5dv04ikWBqaopavU46m8VkNBILR3COOihk83/90/mpnuonXE82r08qxx0OByaTqXe+/NWhVqPR9DCNhUIBnU6H2+1mfHwcq9WKUqn8H7y0f1VyuRydTseZM2fQ6XQolUr+4i/+glAoRL1e/5/x7T/VT5F+4I3s17/6W9TqDSLRCK+99hqiqGB9bQ1Tt3kom8kwMjrK2vo6/f39KNVqWq02Or2eYqFAfyDA7u4e+VyO09MQgUAAlUqFz9fH49VVrFYLrbYU0NLr9dI288yZniew0Wig1qjp6+tDr9dRLpc5jUQ5Pg7hcDj4whc+371C1xEOR0inUt3QWQ2P10ujUZOuMIpFvv3tb5JIJJibm8PtdqPT6QGo1KSedr1e2vgajUYEJE9jX5+PdrvN/t4eWr0et8tDJpOlXq8TCp3wmc+8xvLSIza3t/B6PQQHBkEQODg4YHBgAJfbw/LSI8rlMn5/Hy6Xk3gsjtEk+TxTqSR6vQGnU2pCq9aqTE5OIspFOrSJhE9RiArq9QZ2u41oLAqCwOHhERfOnyedStFstXG5nNTrdWLRKHarlXan3aMrmExm4vEoK6urjI2OoTMYmJqaIpVK4XA6uH37Nl6Ph0g4jMMmeYptNit2h51KpcL9e3d7qCqVUkWxVKTT7rC7u8vQ0BABv59Q6JRmq4nRZMRkNlMqlkgmkqTTaSYmJ9nc3OS5555neflR19erJDgw0Bvu2u02TqcdtVrDyckJA8EBcrkcoVAItVpFpVqlr6+Pdqst2T40GpqtJolkko3NLcYnpiiVipj0OprVOtl8nmg6hU6vZ2x0jPHJCcKnp6w/fgztBkfHh1gtUh2x2WzGZDLTHwiQSqdoNOoIgmTxUKtU2CwWNGol+VwGq9mMQqHgo4/vsPp4k8GhETq0UWvUmC1GNCoVnQ4U8kW+/957TE1N4vX50On0HB0eYTQaJVpEPMbS0pIUoMznsdvtyGQC9UadoaFh9EYT4XCEiYkJBEHGvbt3MRqkpqnH648RRTnVcoVarU6pVGZwaJC+gB+TyUSr1SKXTXO4v4/f308wGEQUpSayQqFIrSZtF7O5LFqdjoGBIJlMhnKlgs1m4+j4GKvVjE4nlXNo1FqCAwPkczlu3LiBzWbj8uXLbG5vY7FYsNnthE/DRMMRSsUSn/zUJ0lnsmSzGarVKlsbGzicDgx6PQ6Xk93dPS5cuIBer+uxkwulIkajkVQyjdvtotmQ8Gnf+94bXLx4gUwmw+rqKoODg1y4cLFnK9FrNNy+c5vJySneeust7E4HExOThMMRIpEIn/vsZ5mYnGJvb4/jkyMKxSIGvR6FQkm5XO7agdLcunWbL//Kl6lWa6RTaU5OTrh+/Xr351UjEosyPjbGvTv3mJ6eZmNjA4B/+v/8pz/8Ifx0I/tUP2F6MnSKoojNZmNkZITBwUFcLhdDQ0OYTKbeQ7rD4cDn82E0Gns0n2aziclkwu/3Y+wiHX+Q13mn0+nVUv/mb/4m3/nOd0gkEjSbzb+B7/qpfhL1I7UWPF5+SKPeYG9vD4vFglKpJBQKsbu7Q8AfwO1yYbFa6QBGo5F6vYk/2M/hwQHHJydMTk6STqcl7mihKF3dyeU8fPiABw/uUy6VmJ2dwWIxUyjk0Wp1BPoHMBgM3L5zi3KpxNDwMENDw8gEmbQNTSRotdpsbW3xyisvkcvl0Om0PHq0TKfZwm63c3h0hNfrQ1QqcTodqBQKbt++xd7eLolEAr/fj93u4MqVqzRbLY6OpSGjUi4T6A9wcnSEXq+nVqtxcnJCX18fAAqFEoWowOPxsL6+LnlxRRGfv6/X1PQkdKZWq9Hr9RRz0uYml8tSKhaxWK2UykX0eskTGIvFsNsdUvK90WBifBy5KPllU8kEpUKRcPiU6ZlpFCoV+UKBVquNRqVGLgjkSyUMBj1CB/b399Bo1KjVKiKRCCajRH4wW8x0BEilMsjlcqampigUCjRbLZwuJwa9nkIhx40PbqBRqQkODvReTOlkglAohNVuw2yx4HA4+J3f+goT46OMjo6h0+uJRmOIoojZasbukNL5uVwO2m12d3fx+/1o1Rru3bvH4PAQR8fHzM3PIxME3C4XDx/ex2azcHBwQH//AKVSiXA4zNDQEKlUinQ6RbPRxGKxMjc7RzKZIBaP0Wy18AeHGBgcRqfVEj094nvf+gte+vSnUZulP4teZ6AtRyJk7O6y/OghkWiYfC5Lq9lAr5M8l+6uTUEiWUiDe7vVRimK+NwuMqkIJqMOg8FEMlMgkynTRk6hVCSTTZPOpNB3NxLFQplYLM7Fy5eoVKtEY3FmZqYxGk2cnoY4PDzE5/NhNZvZ3d5Gp9XwwYfvozcaqNWajI2NYbbasNsdPLj/AIvVQrlYwmQ0kM6ke6SOWDSG0WTG7fWQy2ZRqVUYjQZWlh4Si0awWqxo9XqsFht9gQAyQY7DIZWR1Op1DHod2UyGZrPJ+uYGDoeDR48ecf78eQYHBxEEAa1WC0CtVuPu/ftcuHCBVDpNs9XCarXi9XpZfvQIUZCsD0qlklKpRL5QQKOTij6GhobQaDVUq1X0Oj1bW1vodDpsNhv9/f1kMpleXezBwQGCIDA+Pi4xqLvDbq1Wo1qtMjQ0RCgUIhqJMj46SouO5FsXwGgyoVSoOD46olarEQ6dEhwYwNfn4969uxjNRqnyV5BjsViJRmIE+4M0mg2yuQx3797D43HjdrsZHBzi9de/y9raGv/wH/5D6vU65UqFsfExmo0mhWKB82fP/TBntHQIPx1kn+onTE8sAAaDgYWFBV5++WUmJyfx+Xy9kJZWq0WlUvVsdjKZrGcReGIB0miknIZCofhrff1Go8GDBw/4j//xP/LBBx+QTqclIspTm8HfOv1IB9nf/Z3/L3q9nsHBQSqVCscnx2QyGSYmxtFqtZwcH2O12qh0G7eKxTJOpxOTxUy5UqFarZLvYp/KhSImkwlRIZKIJ4AOGo0ak9lIv1/a1K6urqJQqqSnwdFhstks6XSabCaLVqtja2uLM+fPYbVaOdjfZ2t7C7lczvDwsNR4VCxKXkB/gHarQ7aQZ3x8jEIhT8DvZ3Njg3a33MFqdwD0PKEKhQKVSsXx4UGvmexJk9Pw8DDxeJxsNsvR4TGDg4NYrVYGBwdJJpO06FCr1Ugmk5TLZfr6+iiVSqjVavKZrPQGffiAvj4f165dY21tjf39febm5jCZTASDQZYWlwgGB8gXC8jkciqVMslEgkw6jdvpYmtnm5GxMdxeD8VCEYNOT+gkRLJLGbCYTex0sV8y2V/6WbPZLHK5iFqtYW5hgYODA1ZXV3n11Vd5/Pgx/f39NBsNqaEpKg2HjaaEQnnnnbe5fOkS1WoVg9GAxWbFYrFSzBfZ2dlBp9Oh1+vxeDwcHBxgs9up1evs7+8zNTWFACgVCpRKJevr66yvr/Piiy+i0+vJ5nJk0mk67TYbG48xm02o1WpAoK8vQLPZwmCQBsPFxYeoVGqKhRLf++73mJufQy7KmJicZGBomEBggEazQfjkiN/9L7/D8MQ4F65dxdcXQKFQotRq6AigRi75N2tlquUi/+7f/BtGhwKolHLJ7mAyIipE5KISnd6IWqOlXCzhcTtx2E2USjm0GjWNRodarcXG5g5Gs5VypUahVEImipSKRaYnJ6hWqyhEBZtbW8jlIgNDQ9TqdaLRKIODgzjsdhr1OuuPV9nb2eXSlYuo1GpKxTIyUU6jIQW9ZDIZZpOZaqXMzs4ONpuU0G80GiAI6A2GbtNcg9dffx2/vw8B+Pjjj+l0OsxMz5JMJqlUawwODSETZAwNDbO9vc3w8BD3792j3elgMBool8tMT0vVv9lsFq/Xy+7uLg67A7fHTblaZWdnB6fTRaC/n+WVZTqdDvOzc6gUSg7293G5XNgddh4uLTE+Pi7VJEOvBW5/f590Oo1Go+H4+JiZmZkuK7lMsVjshe5MJhMWi4VyuYxcLpdCeB3J9qLT6ei026QSSQLBILF4nEKxxMzMDBsbG7icTu7fv8/czCw3Pr7B2Pg4gf4A5UoZm9VOKBSS6qcnJqnXGrTaLXb3dvjggw946aWXCAaDVKuSZaXVatFqtdjc3ORLv/QlTGazVB6SSvHSJz/1Qx7TTwfZp/rJlFKpJBAI8Au/8Au8/PLLBAIBlEolrVarx8t+MqT+Vd9rp9Oh2Wz2sghPljlyufyv9fUrlQoff/wxX/3qV3s0g6dorr99+pEOsq9/+xt4vV7y+Tz7BwcUSkWUCpF0KoVWq6FcLjE+NonHI3XDezw+CoUC8WQSj9eD0+lEEATS6TQOh6OXvI5FoszPzZFOp4hEwjgcdh4tPyKVSpFJS6UBHq+nB+p/0gKiUqrR6nSkUgkEQeh21B8zMDhAKpnEaDSi0+kwmczU6g2pZUsAEKhUJCyP1Wpld3eX4+NjyuVKD+ju8/moVip4Pe5ecnJzc5P5+XmMRiP3799nbW2NM2fOolZJdodkMinxWltNhoaGiEQieDxuHjx4iEKh4MqVK7zzzjuUy2VGR0e7265zhMNhtjY20Gg0PP/88zx69Ai1Wo3X60Wn0/Hnf/7neDxuBrvX72aTiZm5WcqVGvsHB+j1etQqNQadHlElMTJ3dnYw6PXsbG/2MGFqtdQ6Nj09Qzabk5rVDAaOjo7weDzkcjk0Wi2Vchm3243QAaPJSLpbSpCIx5mZmWF9bY3gwACiUiSRSGA2S4SHZr3OwIAEqTcYDEQiETKZDJ/85CfpdDpUKhX29vcZHBqiv7+fcDjc81etrqxw/tw5RFEkEvnLbVwsFqevz0+1WkWpVGK3WzGbTWxsbOFyedjd3aUDqNQqPF4X1WqVwcEhDAYjgtBh6fZ96q0WOrMJvcFIpw0WpxODyYRJo0epUtOmQ61c5Ku//V/40z/6Ay6em8Fus2A06NBqtXQAuVKD3eFGpzdQKpXweV0oRTDo1TRqNRRykVyhyObOAXZnH7l8hXQ+R71RJ3p6gtvlJJ1Mk0mlGRgaotluUalUGBkZpdls9WwAzXodi8WKqJBxeLiPTCanPxDk3r17RKLSlbZKpeLoYJ9Op8PY5DgWi7S91ul0XQ+wklgsiiiK9PX1EejvR63WkEqmet5rg8HI8fEJxWKRK1eukEgk0Ol0tFqtLinB2fs7k8vltNttwuEwqVSK8dEx+geC7O3uk0inWFhYQKfX06FDtVrF4XCQjCeQCQLJVAqr1Uo0GqWvrw+5XN7D16lUKjweH5ub6xSLRYLBIFtbW73iEYfDIW3Fm00EmZylR0uIosjo6KgU5uo2gj148ACfrw+DwYhcLsdisRCPx9F3399vvfkmBoOh996yWq297/Pa9eukUiksZjO7u3u4nG5WVlYoV0tcv36dXLcgZHd3l0ajwcLCWf7rf/2vnDlzBqvNSugkhNPlZPHhIv/yX/7LH/qgfjrIPtVPmuRyOSaTicuXL/P5z3+eixcvdm1Pf4nOUqvV/8MQ+9+r05FoQc1mE61W+9d+rVcqFZaXl/md3/kd3n33XYm88hTN9bdKP9pB9jt/hscjtWupVCqqtSqtZpO9vT3c3ZYeuVzE3+dncXGRTqeD0WhmamoKpVpFNpdjY2Ojh+tQq9X4fD40Gg21apVKpcrS0iJyAYLBIG6Ph3KlRDqV4lvf+jY/93OfljZSZjMajaaXCj86OuqC4ktUKuXedf4T7+fa2jputxdRIZLLSQNcPpdjamoKg9HIxzdv8uKLL1Isljg+Pkan0/He97/P4ECQiYkJgsEgALdv38bj8TA+Po5Op6NQKEgpy+UVRFHRqyz1B/yETkJk8llGRkYxGAxdlq2jh9ryeDx84xvf6B0WI0ND5PN5LBYzt2/fxufzcnRwiMVi5tnnnqPT6RCJRlh5tIxKpWJ6ZoZsMY9Bb+T27Tsk4nGee/Y5TBYL5XKJw8NDLGYzOp0WnVbD6ekp5XIFt9uNXC55lZ48WcfjcaxWK3t7e5iMRuRykVKpSLvVZnhkhHA0gkwuZ3pqqttAVuGdd99lYHAAp8uFz9dHtVZDFGTU6jVOT07wer2USiUqlQpmk4lCvoDL7SIcjVJvNJiZnUWj1XD/7j3p71OtJpVMYjKZcLmc5HLZ7sZNCrxtrG+SSMZZWFjAajVTKlfIF4qYTGYQBDRqFR3a5LNpFAoFcrkcg8lIvVAmEosxPD5GMpmiWqmhNhgYHh1Dq9Cg0ujRGfToNWry2RR/9Ptf5y++8y1mJodw2ExoNWoUChGV3oDeYEatMaDR6ujQxmLUYzJqaFZLCJ0m7VaLcq1Jvlin3BAwWhw0mi0KhTzpRJxkLE5/wE+5UuXo+Bij0YhMlGOz2bvBCA8KUcHJ8TGZTBqNVk06lWZ0dLS3oczncxwdHeK026XaZb2eRqNBNptFEAR8Ph+Hh4dUq1XUahWTU5NMTc3SaHbIZDPEojHKpSITE5Nd64mG3d1dnE4nBpNZ+qdOx+/93u8xMDDAiy++SLW7ec3lcgwPDeN0ukgmE5TLFQZHpJuSGzdu4Ha7mZmdIZfP4/V4yWWzkvfXIVllnvCGc7kclXK5xzUeGhrqDZebm5sS2qvL3t3Y2CCfzTA3P4/b7WZ3b59isUg8Hker1TIyMiIxjssV2u0O9+/fx263c+78edrtNsvLywT7+6lWq+zvHTA2Psrh4SF2ux2bzcaHH32E1WLBYDAwODhEMplkefkRL7zwAru7u4TDYcbHx0kmk5w9e5Z4PIFCoUQQZFIRjM/XG45feeWVH/qgfjrIPtVPmkRRxG63c+HCBZ555hmeffZZ+vr6epY5mUzWuyX670sQ/ns92dA+Ibb8dV/vtVqNzc1Nfv/3f58333yT/f19qtXq0xawvyX6kVIL9Dotp6FjWq02oVCISkUKIzkdTpqNJsWCBHYPnYRIp9MEg0GCwSAKhYKtzU2pBUxUYDAZsVqtuFwuOp0Oq6urjI2NoepWvXrcLhSiSC6fA0Fq4Pp7f+/XextPyUdq7238Dg4OcDqdHB4e0WjUMZvNHB+fUKlUEUUFk5NTJBMJ5EoF927fxuF0cO7cBTweD3/yJ39CfzDI1uZmFy4/zODQEJcuXSQWibC2tib5Pc1mLly40GOvZrNZRFHE4/GQzeZ47/vvcXJywksvvcThwSGZTIZqvUo4fMrw0BC1apW7d+7g7/Oj1Wgol8uMjY2BIGC1WDg5Psbv70Oj1fLii5/g+PgIn8/L2++8hcGgw2gy8+jRIzRqCSnk7fPRaDVZXFzC3xfAbrdjtVpYXl6RbASlMv6+Ps4sLJBKJSUSgsvNjY9ukEwlJZ+qVsv+/j7NZhO9TsfI8DAHBwe4nC729/ZoddoYTEYSiQQGo5F2p9Mrorh8+TK1eh2Xy02r3ebk+ASZIDA0NIhCqeTWrVvMz80TjUTJZSTqQTabxWAwkCsUODk5RqlS9ZivqWSSgWCQUChELpcFOrTbHSxmKwa9yMDAABarWar2zWRotyUvZCQSwe31YLXZUIoyMsk48UgYlVpJLCogb4NMFIlHQtRqdcnb1ahysLOF1WzFYDBRLurA4UKjNfLlX/37+INBvv/294jFM1iMGrQ6DTKlglw2hSgqEEUj7bZAIplGIbOikEGzVkPotFDSxqACmdAilzilf2gCl9PF3XgSt8eDXCGiFw0Eg0GUSiVyUU6lWsViMVOtVjlJnPDxjRvMzc9z7vwFlhaXaDRbiEol7Xab/v4gBoMeq8VCNpfFZnewsrLK5ctX8Pv9fOc735FsPaUSCoVIKHSK2+NHkCnwen3U6w0KhQIHBwfs7++j02mxWMy43S4SqQy5XA4B+MIXvoBOp+Pw8JD9/X0ODw+ZnJzs3YbUalLphVyQbjdGRkZYW1vDbrfhDwQ42N9HqVRis9kQBIFAIMDR4QHBYBCT0cj9e/ewWi3k83kpKJrNUqvVurW5YVqtFmNjYzz//PPcu3uHne1tBEFgfn6OTCaLzWZje3sbl8vF48ePyWSyPPPMsz2Lz/raGmazmWgkglqlQqfTETo9xeGwMzg4yOHhIUajkc+89hqLi4vodDo0GjVutwuP52XUGg2Tk5M9/3ihUODrX/86er2eX/zFL5FJZ1hcXKRUKvHuu+/yqU/98LaCp3qqn0Q9uZE5PDzsMWGfYDMVCkUvvPWDDKVPyAftdrvLRv/rDbIqlYqpqSl+4zd+A5/Px5/92Z+xvr7eOz+e6ql+4I3sV3/rP7K7s0c2m2NsbByXy83u7j7nzp3l448/xmw2MzY+zhtvvsH01DSDg4NYLFbqdWmLt7S0xDPPPoPL7eLo8IhqrcoHH3zIzMwMQ4NDKJVKXG4Xa2uPyefzdDptrBYLvu7wkk6nMRgNPH78mHa7jcvlQqVSEYvFOH/+AvV6jVAoRLvd5syZMxIKzGrlQbc/XiZAKBTC4XASDA6g1qiJRKOMjY0hIHB6GmJkfByDwcCNDz9ELpfzzDPPsLW1RSQSob+/v/eB22q1cDikVP/C/AL1ep2TkxAymQyPx8Pq6iorj1d54YXnOTk+5vT0lLGxMbxeH6lMmoGBQVRqCaVUKUve1XK5xOnpKYMDQWxWK9FImLffeguVWsVrr32GTDaLRqXmwYOHtOkwf2aBvr4Ar7/+Oh6Ph+HBAVLJDEajEb1eR6lUQpAJ6HQ6Njc3GR8bx+32cHx8xF+8/hfYbDYuXLiAWq0mEo70Hi42NzZIpVO43R58fT7KlQqRqHRVrew+pTe6m3idwYDD6SSVTDE0OEi9XiObybCzvc3szCyRcBiLxdK9ou+gUCrR6fU8Wl5GoVTg80r2k7W1Na5fu8atmzfRarU0mnVEuYL+/iBej5d0Ok3o9ITBwQHUGg2tVpu9/X2Oj0+wO+yolUqOjw6wWkzQaZHNpGm126gVCsxWM4VCsTusaKg3W6jUWtptMBuN6A1GHK4+bC4PKo0eURSInBzy7pt/zvHeJiqlHINJj0ajRas14HB5UKg0UqIXMGoUyDsNVGKHdrNKsVxCrdVTqIDa4ODR4230BhPePg+xaJhAX4BKtUI4HGFmZhpRoeD27TtkM7luycQiFy9dolAooFAoiEQiTE5OolapeLy6glyUk0olmZ6eZvXxOlvbu7icNlwuF06nE6PR0MOwbWxuYLM5aDVh/0Cqv02n0xj0epLJBHq9rsfXzeYLOBxOGvU6G+vrPfi5x+1Gp9fz8OFDtre3uXTpCtVqpVszKcPpcvWqgUXFkwY1UKtVuJwudnYlO4xcJpM2pMEgIyMjRGMx/uRP/gyPx43d7iAQ8JPJZAgGg9y5c4fDoyPOnz9HMBCQbm3qdeqNJl6vFwSBZqOBIAiUSiX+83/+v3jxxU8yNzfH6ekpTqcTjUbD/v4+fr+fUqlEs9HE6XKSTqdwOJy89dZbvQ/IWq2GQqGQzh2kD/GpyUmKpRKrq6sMDw3x3nvv8fzzz3cDpTocDic3b0kNgXNzc0xMTPzwh/DTjexT/QRKoVBgNptxOBxMT09LSLurV/F6vWi12v9mu/o38RputVqkUik++OAD/vAP/5Bbt26RTqefDrM/4/qRWgu+8l/+d7a3t9Hr9Xzpl77Mxvo6jUaT09NTTGYTQ0ND5HI5jk+OSacyjIyMMDk5STabo9FoEovFUChE2m2JJgBwcHDI8PAIp6chdDo9xWIBAIvFTCwW613X53I51Go1qVSKZquJr8/H6MgIuVyOvb19lAol9UadVksqJ7h46aJUDRuN8c4772Axm/nEC8+zsbGB3e7kJBTi2rVrbGxuoNfpUYgiLreLlcePEQQBj9st1XZubaFWq3sp6U6nw/HxMblcrtdAVS6X0ev06HT6XoPTd77zHQLBfvQ6PZVymVarSb1eRyaXYTKbMRiNqNUadvZ2od1hdHSEdrtNLpdD2wW5B/x9KEQpDOcPBnB7PNy9fYdGvcns7CyVWpVsLofRaOTR0hKVcpHx8Sm8Hg+1eg2bTdoe7+7uIQgCer1BQnAZjdgddglnplZTKBRIp9O9ytKLFy+SSCS5eeMGdqeDWr3OyOgoyUQCg15KmY+OjhI6PSWRSHD27FlOw2G8Hk/PY5vLZqVigUwWtVqN0G3TkslltNpt6o0GuXyeQCAghXU6HcxmM3fu3OHChfOoNSoWHyzSarZ58RMvsrK6wvHxEf5AH4mktBlVKBS4XE5u375NMV9g+dESV69eoljIIdBBEDrIENAZdL1ErVqtQZBJxItms4VWrcJgNOP0BHB6AxhMNpQqNRqVSLNWYvHBHVaW7pPLJhFlMoxGI26PF4PZhlZrQKVQ0KgUUQhttEqoFtMU8ykEAdR6M2qDi/XdUwJD4wQGh0inU3z4wftkMhmmJqcIBPysr2+Qz+cZGhhC7JaLOF1Onnn2GWKxOB999BE6rZbJyUli8RiPH69KJRF2OwODw2i0WmLRCKJc+vPl83lcTicarZZytUI0EuP48ITpmWnm5+fI5XIolUqSqRR6vY6jw0MSyQQujxuX0025VGLx4UPSqQzPPfss/f39FLtFKIdHhwSCQVLJJGazmRsffdS9lpcCj2+8+SZ9/j6pzMFqpVquEIvFcLtdGAxGvvrVr/ZYuS+//DKpVJpUMimVkuRzbG1t0Ww2efXVV7l16xbxeJxCocCVK1cwmkzUGxKnVqlSodVoKZdLnDt7lsdra6jVUsXvwsI8t2/f4eTkhF/4hV/oNXx1Oh02tzao1xto1BpUKhXRaJTz58/j9XqJRCJ88OGHnD17FrNZsvic72LtDg4OUKlUdDodOp0OgUAAn89PLp+nVqthMpl45plnfuiD+ukg+1Q/qXrihbXZbIyNjfHKK69w/fp1BgcH0ev1vfrnv6nXcKfTodR9wPzt3/5t3nnnHeLx+FPW7M+wfrSD7G//XwAM9AdZWlpifn6eUqnIG2++wec///muJ1aC1X//+9+nVq0zNjaGUqlEp9NJ14omE/V6nZ3tLTqdDn6/n+2dXVRKJRqtlk6ng0wmQ6fT9Qa7J0GU0fEx1N0tS6NRx2w0SoSBv1LbGTo+RqNR02w2qFbrjI6Ocv/+ffR6HRMT48jlcvb2DohGY3zhCz/PdndQTaWT3Lp1C1EUGR8fZ3p6mkwmw+HhYRfPZUej0bCzvYMoKvAH+ojH4/T19ZFKpTg8PMJoMBLqlgvI5XJqNanFy9f9kJTLBEqVMsvLy7zy6qsku21DuVyOk5MTMpkMNpuNZ555hkQigdNuJ5lMAuB0uegPBrl39x7lYkn6+dBBq9OSz+XIZbMUC3k2Nrd49dVXOTjY7yb/Vdy9ew+TycTFi5dYW1vHZrNTLpfR6bScPXuWTqfD9va2hEcRBGRyEY1azd72NlPTU9QaDYqlEjIkJMra2hqzs7PUGw3q9TqRcLiHXxkfH2dpaQlBENBptWQzUuWu0+2iXq3RaDS6LVqwvbOD0SRZFvr8fk5PT3ubvXPnzxAOR9ne2pGGR7eb7e0t+oN+PB4f62sbuF12IuFT7HYHZqOJBw8eoNdrUakUbG2skc2k0Rn0PT+2RqNBpZJoFI16nXqjgVKpQKXWYrG58PYFsdk96PVGBLkMvU6DXAbhk2OWF+8RCR+TTcaxORx4+gI4nF4UCiWiALVyAZNWpFXOUEhFqBSzIJNjdvZh6xsmnq2xcxjm4OiEw6NDZmZmGBkaQq3RcHggXbmnkwmGhoao1WqUKmWKxQLxeIJmt8ksfBrmm9/6FiazCZ1Ox6deegmNTsvm+gaRcBiD3oDL6SQQ8BOLxXm4+JCLly4Rj8Xp8/mpNeq43W6Oj4//EhXXJ72OW60W0ViYarmCWqXiuWef443vvdm7PrTbHTz73HNkc1n2jw7x9/XR6XS4f+8ex0dHDA4OMDAQpNlsUiwWiUajlEol4vE4Fy9KD5VjYxOIosjh4SHxWByb3UalUmF+fp5wOIzf70epVLK2toZKqaTVbmO32SgUi4TCYcxmC5VKlfGJSXZ2dtDrdAiCtFUvFgvYHA6USiXNZputrU0sFmtvGwtgtVpJpZMcHh7x+PEaM9PTvfdvMpnk6tWryEU50ViUaqWGy+VCFEWcTicrKysYjUaymQz/+l//v5mamuS1z3yW09Mwq6urfOITn+AXf/EXf4gjunsIPx1kn+onWDKZrEfyCQQCXL9+nS996UtMTU2h1+t7tbV/k6rX62xtbfH1r3+db33rW5ycnDwdZn9G9SMdZN968w3yhTxej4elpUVkMgGPy8ni4kMMZiNKpRK9Tk+nJQ20J8chRFGk0WgwPj7O4eEhnU6Hq1evcvvWTaxWazfFvIbX68Xr9WK320mn0+zu7qJWq/nMZz5DOBIhn89TLJewdBPQ4dNTVEoFc3NzpDKZboqxjUqtRCaT8fYbb+JwOFAqVTz33HMkEgnC0QidjsD5c+eIJ5I8fPiQs2fOMDQ8zOnJMel0knQ6i9PpZHRUCoVkulxNlUpFMBhkf/8ApVJJvS5tYURRZGhoiEQ8wfr6Bqru0F6r1Tg5PWVmZgajwcDS0hJ6nRan08nB4QELZ86wtr6O1SZdCQOcnp4SCARYXV3F4/FIw7NKxfb2NofHx8zMztHn9fJ4RdrIqbUaTGYz9VqNVqOOyWhAoVAQjUbZ2NzAbDEjCFCt1tDp9L3k/+XLV0mlUuzu7jIyMiJB8/N5wpEIPp8Pp9PJxsYGc1NTnJyecHR0zPT0DOl0mmg0Cu0ODpeTwaEhjEYD+WyWw4MD5AqRSqWKXC5KQTqDgcMDyYvYoUMmnebk+ASzyYTH7eFPv/ENnG4n/cEgaq0Gs8VCu9lkcekhZ8+exaA3kUgkKBQkQL7VaiGdSaFUqHC6nKSSMXa3tmi1WqjVGkr5AulMimg8SixySj6bpd5qMDY+jsPhQKVSodGoUYoijXqVWr2ORqNDoVKjUmlwOD143H14fX4EuQK5KGKyWKDdplYusL2+zPLiPUKhY2YXzuD2BTCaLOh1WsrFHO1qgXouSSUTo1HKIhcFUKix+4cIjp9hef2IvcNTBoelAfbo6JBqpcLoyAj5bI6Dg31sNhsmk4FWu0WxWCAcDvdSwqGTU65cudpDXf0lycFOPp+j1WggkwkYDUaSyTTHJyeMjo7icDhRKlWcnp52H/ykkJ/b7SaTy9HpdHC5nJQrJb7/9jsMDgxit9kpFIqIosjm5hYTkxN4vT7SmTSnkTBjY2MYjUbarRaNepXw6SmlUhmvTwqDPqFk3Lp1C5/PR6vV4tatW7jdbs4unGN2dpbv/Pl3eOvtd/jH//gf9YIbKqXEfQ2HQySSSc6fv4Cvz8fW9i4WqxWHw4HX55fa/7JZhE6HR0uLOF0ulGoVHo+HSqVCOp3uDrBSxa5cLpdeQzYLGxubzM7MksvliMVixGIxZmZmkMkEavUa7XYbg8FEs9mUzrGTE8bHx9nY2KBeqxEIBLpWGYHl1VWsFitT01OcXTjzQx/UTwfZp/pJ1xOu7JOWrzNnzvAP/sE/4MqVK5i7GDqZTPY3+meqd/GOX//61/nmN7/JwcHB02H2Z1A/0kH2aH+X733vu7TbbcZGR9FoNayvrbO5uYFaIyXxJyYnKZXKeDweCoUCRr2Bd999t9tQJWd7exudTodOp2NoeBhBJrC8ssKZ+QUEQSAej1EulSiXSsjkIsNjY5gtZoq5PIuLi8jkctLpNP2BAOfOn6PZbnFyfIxcLidfyCPIZJRLZd5//z2euX5d4nM2WrTbLdqtFg8fPiQYDOJwOjk4OMBkMuHr62N5eZnPff5zPF5ZoVAoIJPJOTw8ZHx8HK/Xy87ODp1Oh7m5ObK5HHt7ewBS25PNRiadod6oc+HCBbY2t7Hb7ZTLJQpdq4QoEymXSxiMRkKnIVxd68JpOExfXx+tdoNGrc7a2lr3wzXOZz/3eYL9/SwvL3NycoJep8Pr8fLd17/LlatXuXLtOrF4nHKpRD6bQZTL8Hq9tDttXv/ud7l67SrvvPsuE+MTfOqllzgNHZNJpSmVymh1OkwmI+HwKfl8nkqlgsPp5OTkhJnZeSkN2m6zubnB8fExC/NnCPb3IwgCHUGqxw2FQmSyGc6dO8vh/gFKlZrh4WGpGapclgJeuTxKpRKTUQd00Ov0vPnGmxwcHHDu3Hkmp6VihyeYp3K1Il0zZzLUqzV8Ph+FYpEPb9zAZDYhinL6A/3kcxlSiTiRcAgAlUKkWq5weHQg1dfKBFqtJslkCpVKomN4fV5UahUqpQqdToNMJgekfnCtRodGo8NsteFy+3B5/XQEGRqNHqVSSbvdpF0tcrCzxrvvvolap2Pu7HnsTg8GrZ52vU4xEyMdPaRdziK2qzQaVZDLUGoMuPwj6Cw+QvEC5QYEh4ZYXHoInSalfAGaMDkxTbVWodYs8Xu///u88vKnmZ6eZnllGb3ewKNHj5ianETsBi3azRZ2p1N68HG7cbqc3LlzG6PByPFxCI/Xy9jYGHu7OwwNDnYxOJLHdPXxCvlcHp1BRzaTptMBl8eFv89PtVrr/XfVapVsOoPb7WZpaZFWu4VWp+2xgXV6PZFIlFQqxcTYOMGBfm7cuEGz1WZkZJRKtUKpVGB2bo5KpcL+7gHJRAJBkOHz+ShXquzu7WIymdDr9Tx48IBf/9Vfo0MbUaEgnc6g0+koFkvI5XJaLQkDZjKZePx4BavFytjYKKHjE8lyolBw+cpl2u0OW1tb5PN5zp07R61W49GjR/j9fnZ2dpiZne2VN8hFEZkAfT4fd+/eIRw+RaPVMTAwgNloYmNzCwSBy1eucHJyjMloZHtzE4vDxdjEBBarFavFRn+f74c7pXk6yD7VT5ee4O9GR0f5/Oc/z0svvUR/fz8mkwmVSvU3+nqu1WpsbW3xu7/7u3zzm98kEok8Zc3+jOlHOsgeH+7z3nvvEQwGe0DyxcWHnDt3nlarRaVcJp/P4fF5CYVCEtmgVEar0VAqlXjuued4+PAhVosFj9cLCAhyOTq9tMFsNhrs7ewgkwnEIlEMRgNqrRa/P0AykWBvb59nn32mO/DGyXSDV81mnYWFBUxmMx/duIFSqUSt0WAxmajX6kCHRr3B0NAQNz/+mHq9js/nk5iv9TrpbAa704nT6USUy3j44GGvVq/VahEKhYhEIjSbze71tIoO4PV6MRoMtNttSqUS9+/dJ5FMcvnSZWZnZ9k/2EMhKthYX2dwcJD+/n5C4VMJ/+NwML+wQDabRSYIGAx64rEYm5ubTE9PcfPmbYZHRqjX65w9c5a9vV2sFgvhSIR2q43ZbKFabzA8MsLO9jaR0xAry49YWFjA7fXgdnvoAG+/8zbz8/MMDQyQTMYJHZ8gk4sYzWbW1x4TCp3wiU+8wPe+90Z3I+7AbLEyMTGBRqMhFo1KV8WRKHabjaOjIz792s9RKpU4OjoCAYqlArFIFLPZgtVq63ltHQ4HtVqNcqVCOpXg0qWLlIpl7t65w+zsLLFYHKPZjM1mI5lKMb+wwMnJCUfHRwT7gyTj8d6wX6lVmZ6a5sbHN3C7nQidjmRPaTdJJOLMzcyw/GiJWq1CtVohlUpRr9epVmqk0xkqlQparQ6ny4nVZu2GooxAG223eUYul2wGZqsNr8+P0WzDYDSjVGmo1+sIrRrNSoH19RVu3LzB/LnzDAyNoFfrEQWBSilDPnlKKRVBJWtBp0m9XqHRaKLWmbB7B9BavByF0yi1RrQGA2+99QYD/QFGBkZQylU0O03y5Rwryys06k0mJibw+Lw9SsaT0OHbb72NXCbj3IWLqNVqdDotqVSSRCKBKIqk01k8Hg+NZpPxsTH29/bIF/LQgVQqxeDQEOHTEJlMmqHhISwWC5VKBYVCiU6nZ2BgkOPuA6JWo+Xx4xUMemmr7/f3sbq21ute1+sNbGxs0mq1UCikK0aVRsuZM2dpNhu8//77WLutXbVKlUa9jtvlZnNrC7VOKlJptVoMDQ3jdDpZXl5GJpMxNT3F0dExcmQEAv0UCgW2d3fweNwkEgl8Xi+FfB6n0wF0yOcKaA3SYJ3P57h+/RlWVlZptVo4nU4KhQKCAFqtVmLGut20WhLD9+yZeU5PQty7d5e5uTnWNjZwORz4+/zkCnm+8rWvMTs3x8svvcIf/uEfEI/F+NRLL2O12ykWi1TKVb78y7/8Qx/UTwfZp/pplEwmw2QyMTc3xzPPPMOVK1eYm5vDZrP1vLN/E3rCmv2t3/qtp57Zn0H9SAfZ9bXHHB4eks/l6dDB5XajUCg43D9gYWGBdCqFTC4wMjrCxx9/TCaT5jQUQiEqmJ6a6gW8TCYT0WiU1dU1zl04T6VaRavV4vf72VxbI3x6it1uw2KxkEqleLy2Rn9/Pw6nE6PJKNkPUmmKhQKLi4sMDQ+Sz+fpDwZ5tLzMzMwM4+Pjve3qhQsXuH//PuVKheHBQfb29jCbzaRSKVqtNkfHR5y/eFH6wHM4+NpXv4pOJ21krl+/zvb29l9exWYyHB0dMTs7i8lkIh6PYzab+fjjjzl39jyiKPIXf/7nTE5Osn+wT39/gNmZWVKpFHfv3uUTn3yRTqfD7t4eJpMJk9nMW2+8wSuvvMK3vvktnn32GZxOJzs7O/T1+VlbWyMQ6Gdnd4cXPvECBr2BdrtFJp2ljYDD6aTZqJOMx0nEY7TbHa5cvUK1WiWRTKEz6Cjk8yQTCXZ3t2nUG5TKZYaGJabn+NgIDoeDo6Mj4vE4jUYDu92Bw+mi1WyiVCrJ5XKET8O4nE7S6TSiUoHFYqHdbiOXy8jkMogyKSVvNlv4yle+yj/9J/8EEMjlcpjNZr77vdcpFosMDw8TjUQI9gdJpdKotRqGh4e5e/cuao0GhUIkGAzS39/P5uYmRoOB3b09HA4HBoMBURTR6rWEQ6fEY1FsVguNRpVoOMzq8jK+Pg+1Wo1YLEo2m6XVkn5W5XKFfD5Po9FBoZQzODRAf38/xq6HVqlUoFarUKrUqDQ67A6XFAJzunG4POj0BtqNBtVykVQiyne/9zrNVovLV67gcnlpt1qolJA4PSAfD6OStdFrVOSzSZr1CrV6A63Rijc4ikxrIZWtEUnkMJhN0Gli0On43vfewO8PotZoqNWqHB8d8YkXX6RQKFCpVvjooxtMTIxTKZeZnJikVqtx4+YthoeH0WrVaDVaZmdn2dvfx2AwUKvVMZvMbGxuSk1sFiuPV1Y4ODzs8ngtKBQier2epaUl/H6/xK/VaAkEJJKBzWbj5OSEYiHPyvIySqWSsfExdnZ3MZvNTExMYjabyWZzfOMbf4YggM/nI5FModfrOXv2HMViEYfTydbWFutraxh0Oi5fvoTD6cJqt1PtNs7F43EUCiVHx0csPnzI0NAwzz//HI1aE7VaTTaXkzBybhexaIS7d+8wMjyC3+8nGosQCp0yPTtDX5+fcDjMu+++y7Vr12k0GpItIp3mxo0PeeEF6cHts5/9HIVikUePHjE6OoLDbqOYL3Dr1i2uXr+OWqViY32dyclJypUyh8fHdIBkPEmz2cRisTA6Noper0en1XPl6rUf+qB+Osg+1U+zngTCgsEgX/jCF/jyl7/c87z/Tby2O50O5XKZO3fu8LWvfY333nuPRCJBs9n8sX/tp/rx60c6yH71K18h4Pcjk8tpNpuSH65ao91qYbXayKTTPFx6iNfrQSaTYbNZpHR4vcEf//Efc/HCBc6ePcvm1iZzswvcvHmTsYlxWu029+7d48qVK9gtVjbXN7A7bKyurhAMBglHIqhUKvoCATxeD/fv38fj8TA6NMzJyQlOl5NbN2/SAVqdNhaLBb/fTyqZZPnRI3w+H+lMhvc/+Ih+vw+z2czs7CwajQalUkksHsfv9/MXr7/OyPAwZpMJl8vF/fv3CQQCTE5O8vjxY5rNJoFAAJvNxh//yZ/0MEI3PvqIhYUzOOwO3nzjDZxOJ8lkEplM4Pr16ywvL9Nut5mZmQEBypWKRH8wGHB7PKSTSRRykZWVVebm5/B6PMRiMbRaHSq1mv39fRxOJ/7+AHs7O+h0WorFMotLjzh/4Txjo2M8Xlkmm0ljtztododuh9PB5vYWwf5+To6PSSbjPF5dxeZwcu78RUxGA/F4lGKhwNTUFO12m3Q6TTgcZn19A7PZgl6v59y5czQbDe7cviN9/w47N2/eJJvNMjMzg81mIZPJIJPJOD4+pt1qE+wfoF6vU6vV2NnZYWxivMcQnBifINP9On0BP9FolO3tbSYmxjk42Mfl7Ppm1Wo6nQ6np6cYDUacTgd7e/uEIqd43B6qlTKddhOVSsmNDz8klYhjsZgxW8wkk3FEUaRcLhOPx6lUqui0egRB4PT0FJlcjslsYXhYSttLLV4atHotSoUKhVKiGZgtdjzePjQaAza7A4UoUirmWVy8z9tvvcmlSxeZnVtAVCjRahWEj3bIRkO4rEZUcoFWrUw+E6eUz9Gig9nhwe4bxGQLcBovcBJNcP/hPeRygdHRUXRayd+qVCqZGB8jl8ty//59pqanSafTmM1mEvF4rwLZbLXh8bjpdNq0WxKurtFskclmkcvlZDM5qrUaE5MTKBQKMuk0fr+fSrlMs9VkYGCABw8ecHBwQCDQx/z8PA8fLpJOZ7BYLBiNRnZ2dpiamsRht7O/v0ckGu0O/0psticPGHLi8RhWq5V6vc7BwQG7u3t84Qs/3ws0tlttlColpycnvPPOO0xOTTIzN49KqeTw8JBCoYAoiiwsLPD+++/T6XQYGhqiVCpTq9a6Q3GJg4N97A47sWiUg4MDBEFgcGiQvYN9kskkMzOzXL58mb29XTweL/F4nPX1DRQKJVqthpmZafR6Pdvbu3g8Hu7evYvJZCKdTkGnI30/ChWjoyMc7UsPo5FIhP6BIGablUK+hNls5mB/jw/efx+9Xs/4+AS/+ut//4c+qJ8Osk/1s6AnzXqf/vSn+ZVf+RVmZ2cxGo1/7WraH0adTod8Ps/HH3/Mf/pP/4mbN29SLBaflib8DOhHWogwNTVOpwPJZJJ2u03o5BiDwcD6+jrDw8PUyhXy2QyDgwP4fD6Ojo4oFPLY7TbOX7zA3sEBuWIBj8dDq9VCq9WiUqkoV6ROd7PZRCweI5VJU2vU0Or0mEwmDAYDqXSaSqWMIJNhdzgIhUKk4glarRYajQav10cH8Pn7KJfL1GpVqrUakWiUZrPJhQsXuHzlCqurq7S6yWpBELoA/hxqlYrx0VFEUcTtdmMymVAqldy9ew+9Xs+HH96g1Wpx7doVlCqVFDxxOmk0GgwMDHJ0eITT6WR2bg5fn49333mXqanJXpPY8PAwhWKBcCSC2+3G5/MxMTEhbbuKZfZ29/jUpz5JsVikWC4zOTUtVYN2OhwdH7P46BGFUgm73Ubo6JhwNMK582cplYp8fPMG9VoNrUaNx+vl7t27dDodorEo5XKJo470RlapVDhdLqq1OplMhrW1x4iiSC4jDTcAN27cwOv1cubMAo2GxMrd29vrWSoKhQLIBAlLlE7T6f7ezWZT2qhvbqLXSn7YeDxOMBjk+vXrqDRqDAYD+/v75HJZ7HY7hUIBnUbLyckJCwsLeD0eTk9OUKlULC4uMjY2hqc71OeyWTrtNn6/H7VWIxU6aNTsbG+SzWaoVhsYjSb6+/t7nM9Op029LkelUnWbxsokEym0Wi3NZpNEIkEul2VgYIBAwI+51UKpVCB0oNVuIpfJKJdKKEQ5SlWBQrGEy+1BpdQQ6B+kr89PKpkCAVQaDXqDHofLi1LWwahR0KyWod1EqVRRkQkIHYF2rUIhFUWUK9GptJQLWWxWK4H+AF6vl6OjE9rdtP7KyiPW1taZn5/n8eoqExMTqLolA+VymVKphMViwu12EQqFONg/4FSpAkFAbzAwPj6G2WRGqVRhNBpJJpPI5TLK5RJms4nDwyPu3btHX18fzWYTpVLBysoKpu7/0+l0WFtb49KlS+S7YUCL1cZJKITFYkGj0VIoFLFarTSbDSYmJtnZ2e4xWa0WK5lMBoVCQfg0Qq1axeGwMzY2ikIh5/f/4A/Y3dtnIBikPxjsWQDS6TTXrl0jkUjgdrnZ2tpmcHCQTCbN1tYWg4OD2JwOZN3374UL5zGYjLg8br7yla+Qy2V58803OH/+PNvb24yNjUlb4kSCfD5PMpmk0+ng83nodODs2bMAxOPGXoBzZHScjfXHvPDCC3zta19l7fFjPH0+BoaHePa5Fzg4PGJvb5+52VnodLh989b/X4PsUz3Vz4KecF7/5E/+hLW1Nb74xS/y2c9+lv7+fpRK5Y/1awuCgMFg4Ny5c7z66qscHR2xv7/f5Vo/9cv+rOsHjhnqNRoeLz9ia2MdjVKBTq1ia2Odu7duEjkNEQwG+OIXf0Hyy1Yq3Lp1i4ODQ05PwwwODrKzs4PL5eLSpUs8eHifRCKGIHSoVivIZAImkxGr3YpCKcfpdDA6OsLp6SkGg4H5+XnW1tZ44803ehza7b1darUaqVQKtVZLNp/j4OAAmUzGnTt3KBaLjAwPSz327TZHxycMDQ2j1elQq9XkcrkeHiwcDuP1ehkaGsJsNvHhhx9Sr9f5+Z//Amtra/zSL/0iV65cYmNjk1KphEar5YMPPiAciXDtmWdQqFT86Te+gc3pIBKNcuXaNWRyOcViscewNBiNvPPOO9y5c6fHo200m8yfWeDvful/QaPXMTQyQqvT4fDkmEQ6Rb5YIpXJMDg0zPT0DAaDgZGREcxGEz6fD4/Hw8DAAK12m4sXL7K9vYPb7WZvb4+R4WEmJiaw2ewcHBwgiiL9/f187nOfw+fzcubMGex2Ox1BRqlUJp1Oo9fryeVylMtlXC4XRqORWq3G6soqXq+XaDTKm2++iV6vJxQKkc1myefzqFQqdnZ22Nvbw2qzolar6e/vZ2lpiaWlJTptMBiM7O3t8Wh5mVZbaoc7OTnh1VdeQalUolAqcLlcHB4e0mzWkcsFDAYder2W4+OjXiJWo9Gys73Dhx98iNVqQ6vRYLOZGBkZYnh4GIVCwfDwCHa7HZ1O3yvOKJdLGAxS0NBms2ExGalUquzs7LK0tEo2myOTyVEoFKlVqhTyOfLZNOlknHIpTzIRI56IU6xI+LOJiUkajRbVao12q4NMrkQU1bhcbgS5QLVWplAskMlkyeUKlEtVOi3IJePEQvvIOxWuXlrgU598EbvNic/nZ25ugU984gVsdiuiQk65UiSRjPU83Y8fP0aplKpRnS4Xu7v71OsS5m54eJirV68Q8PdhNhqIRqKUyiUMRj1qjQqjyYAgCCwvLxOJRNBp1TjtNtLJBKJMwOv10t/fj81mxWQyMTo6itvtxmq1cnx8zPvvf0A4HGZqaoqAP0AsFgVgdVX62aXTadLptFQ97fEyMjxM5DRMvVrDbrMRi0WJx+N885vfIplM8qUvfYnB4ACNegOZTNYdtOWIoigFxuoNvvvd11EoFKi1GtQ6LelcjnAsyu7uLv5gP7/29/8e5VqNdruD3qDj5ZdfZmxsDKvVitlsIRAIcO/ePVZWVpDLZPT19WE0Gfnwow95+PAhggDRaJh6vcbIyAilUolCocCDBw9wu90kU2lCJyHm5ueZmp7BbLKi1eo5PT1ldGwMu9OJ0WLl3MULP57T+ame6qdMTxrBlpaW+Hf/7t/xb//tv2V9ff1vZKB8wq9+4YUXeP7557HZbH/jJIWn+p+jH3gjexo6QaEUOXfuDBazhUKxyNmzCzx4cI9EPMajpUXGxiXPXDQaJZ1Os7CwgMfjolAo8NrP/Rw2i5WVpUcE+/uRDQ3ynT//TnezZEGtljqczVYrI2OjxGIxbHaphz6ZTHY/hEwMDQ5hNBoRBIH9/X2y2SwDNhsOh4NUKkU4HGZiYlIynMtk5LI59AYDZgvdJqAySlFkdnaW3d1d7HY7iUSCZDJJuVzEZrMCsNf1Zp4/d4FUMt1LY8rlcq4/8wyVahWZXKTVbuP19XHv/gPS6TQ+n0/yGmo1xGJRQuFT1tbXuHb9OgsLC0xMTKDVaimVSuTzBXx9fsrlcnfotaLR6Hjw4AG5XI5Pf/rT+P19jIyMEomE0WrU3eYuPYcHB1y8fJnDQ4m+IMjkqNUa1tcfMzc3x0kohFarodlsYjab6esyQ7VaLclU+r8ZhHe2t3E6nZw/f5FCoYDVaqFWq/P973+fqakpbFYbHrcbURQJnZ5SqVRQqVTMzy8Qi8Wk0NDQCKVShUazhVano1qp4vf7ef3111FrNbS7tg+tVsvR8REanZZ8IY/JbObjmzcR5XIsNiu5fJ75hXm0Wg13795lcXGRiYkp9g8PiEajHB6H0Gm1/MLf+Ty5XJZMNks6ncbtdFEslvD5fJyenpLNpcnn8xgMBpqNBka9gXKlAkK721olYjQYSaczHOSO6HRaLMzNYjIZqVXraLQaFAoFyUQCUaFCVKnJZZM0GzXMRiMul5vjoxPK5QpWm0Cn3YEO5LM5Wo0iHTq02y0a9QbpVAZRoUSp0qBUiVRKGWKRA5yikkS8zOFpnEyuQKNeo1opEwwGUCoUmI1GHFYbwWCAZrPd8w4rlUqKxSJf+MLnAIjH46RSKU5DIYkeMjFBpVKlWCpy69ZNMpksbreLerWKTqulVqmQKZe7Pmc5iUQKUakgHk+gUEhIr1wux/nz50kkpJuPhYUF+vp8yATIZbNETsNoNDquX7/O2voa1UoVlUpDqVTm/uN1Ll++TDQa4+bNmygUCj7/+c+zvb1FMhlHJpfT5+ujz9dHpwPpbJYXXniB+/fvs7j4iHPnzhBPJnA6XayurVKpVxkeHuFXfvVXeOPNN9ja3kZn0FMoFGg0GhiMBjLpNM899xz37t3DbDZTLBbRaDRMTU2Rz2bJZXOUK1Va7Q6zs/NYLWYMBgN2u51MJkOn0yGdTtPn97O/f0D49IQ+j5eFM2e5fOUy5aqEbFt88JBnnnmW5aVFMpk0gwODyM2KH8vh/FRP9dOqVqtFIpHgj//4j0kkEvzzf/7POXv2rFSQ82O00sjlctxuN1evXuX+/fvdLMzT5q+fdf3AHtlf/fL/wquf/jSXLl0inU5TLEq1n9/61rcwd6/kEOSMTUyi0+nY2dmRak+dUu1lOBymUa9jtVpRqJS43E7efFOCrnc6HQ4PD/m5n/u5bsAkRKlUIhaNMjU1TbVSwWI20+502N/fZ3BoEI1Wy+HhIS6nk2wu16ubrDcavP3WW5w5c4ZsOkOlXKY/GCQUPsXtdlOr1YjHYiwtLvLcc89KQGdBRqFYIBaPMjAwgCDIOT4+5oMPPuDK5avMzMxQrVZoNptUqlVGx8c5DUt8W7NJqvD7+MYNBoL9NFsNvF4P4XAYjVpDIpFgc3MTj89HrVql1WwSj8cZHR1FFBXY7Q4UKiWJRAKDwYgoKkgmk3i9XpxOB+vra/T3B8llc2xtrDM7M0MylUQQRfyBft5+520unD+PKJfzeGUVs8nEyMgIi0uLuN0u7HY7GxsbDA0N8ejREjqdnpmZGRqNBo1Wi1arxcbGBqOjo8gFAZVK1St7SKfT1Go1Muk0nXaHwcFB3n73HbRaLW63GwCbzca7777Lb/zGb3B8fIzRaOTx6mOuXbvW8xAaTUay2RyjoyMcHBywt7/P5OQkxWKR/v5+7t69i91ux+6wIwgCt2/dZHxsjFw2i1wUGRkbo1gsk8lkSCQSXLlyiUw6RSGf5eTkGL1Wg1JUUK2WSSaTxGIxQqfHKBQKTCYTlXIFpUJBMpXqFVUUCyUy2SwymYxqpdb1cQnMzc3gcNjR6bUYDDpkcjkWix2X20Ot0USQybFabKiUGnZ2dnF73AwOD+Ow28glwqSjB1SLCZRyAWpVcok4ocMD5N2HNLPFTK1VR2W0gNqG2uSj1hLR6U0cHx+g12pQq5Tk83nqtRobGxtSuMhqIxDoJxKNMjk1iUwmJ51JUygUpKt+tZrT0AkarWTXeEI6GB+fpFZvcHJyzNjYOE6HA1EUKRQKFIoFqT1PVPJw8QG1Wh2bzcbCwgL5fB6FQoFSqUSlUhEKhVh8+IBgfwCjyUi9Vmd3e4+R0VFU3da9w8NDzl04z+lJqBv0oGdR0Ov1mM0mpqdniMZi5PM5bFar1JYFaLQ6FEolKrWaWzdvMT093WsFu33rNgqlkp//hb8DCBweHlAoFBkZGeY0dIrFYiEWi9Jud7oFGCrS6QzhcJjJyUkOdvex2mxMz87yaHmZeDxONBLG7XYxMT6OTqdn6dES9XqDyalpstksB/v7uF1u6vUGjWaT6elpxicmOD0NUamUWXu8RrvdYmxsjHy+wBd+/u/88IfwU4/sU/0MS61WMzs7y7/4F/+CT37yk+h0uh/ba77T6VCr1VhZWeE//If/wNtvv00ul3s6zP4U60fqke0PDqA3GHj3+98nEolw+/Ydrl27yqXLV1AqFOSyOXb39hBFOcFgP3a7jceP16DTwWqx8uYbbwLg7+tjZmGWo6NjfL4+AoEAVquVt99+G73egFyuIJfLMzM7w8TEBH/6p3/KxOgY9VpNYtFubQEQCPZjtdkolCRg/ltvvQXA4OAg6+vrGAwGzswvcBoKcf/+PdxdLqYAHO4fMDgwwOHhIU6HE1EuZ2NjA1EpZ3Jykr29fQ4PD7Fape2syWSiVqtRqVR58OAhqVSGM2fOkk1nyKTTmE0m9DoddpuNt95+k2w6hbbLfTUYDMzNz5NIJtne3mZzfR2AQqFALBbDZAzjdLmQiyKxWIydnV3OnjmDyWjkYH+P0ZERstk8jXodnVZLPB6jUCqiVKm5f/8+ZpOZu3fv8Oorr2LoIpHi8Tj5XA6FKMdkNKLVasnn84yPT3B4eMje3h61Wo1wNCpdFQcC6PV6aeDQ6VCrVD1/kVarpVqrEQ1HmJ+f59lnn5VIBuEw586dQ63W0OfrY39/n76+Po6OjhgdG2Vnd4dqrYaoUODWaOi026RTKfx9fowmE3t7ez3LST6f58rVq3x88yaXL1/mhRde4D/9n/+ZK5cvMRoc4GB/n5GxCTpAfzDYvRrXkMlkGRoc5OT4CFEmR6ORQPx6gx6rzYZep+tuus3UqlVMRiOlUklCrtkctFpNSuUyer2Oer1BOp3nwcMlLl48h0KpoFavIhNkFIsFFEk5lWqVSr2OUqFAZdOgNxoRZHIUopx2s4FcLqDXqhEaKoRmk1YbVHIFBq0G5CAILSmgplQglwk0Ww2q5TLVppxmq4Xf56PVaFAs5jHo9TS71ZCCIODz+Xm8vo5GqwVBQFSIUlVrN6QnlwkoVUoCAT9HR4dsbm7wmc98Bq1Wh94g4nJ7GB8fIxaLUa1WkYkKZHIF7Y6AXCEiCLKeX/bBgwdsbm5Kdc8XL+LxeDg5OSGRTJBJJzGbTJhMFqanponF42SyGRrNFmNj44hykXQ6g1qtotGos7q6wuioRMmoVMqEI1HGxsYBgcXFRYxGI2MT4zxaXibQ34/X6+PCxYtoNBrUGg20W/T3BwiHI9z6+BYmoxGdQc/G+jqbGxuMjY1RrVY5ODjs1mYaqFaraLU6ZmZmiUVj3Lt3H5PZhMFsYWh4GI1GQ7vVopDLs7WxiUKlQhRFXC43f/iHf8Av//IvY7NaScRTzM4t8Nbbb/NoZRVRqeTDD95DLhPQ63RYbTZMJhPZbPYHP5Wf6qn+lqlarbK4uMi/+lf/CplMxosvvohWq/2xDLOCIPT8sh6PB00X/ykIQi9wDD/YcPRUPz36gQfZ8YkJjk9CpDNpTGYLr7z6Kn19fYxPTNBsNHhv9z3GxselateDA9RqNQG/n6997XeZnZlmYnKC2ZkZCVx/ckSz1aTP5yMRjxONRHoD19raGkqVilKpTCqVwOfz0aGDw+nEZDQSjcVo1OukUykSyQRTU5PUKlUuX7zA+toa9VqNX/vVX0On0xGLRslkszgcTnw+H81mi9OTE4ZHRvD1+VAqFHzwwfsMDQ5yfHJMu9Pu1uTKeebZZ8nncpRKFQ6PjshkMrhcLlLpFENDg6wsP0Kn07G5sQntNrFoFJVS2mA9WnqEyWJBq9Uhk8moVKssLS4xf2aBmelpPnj/fTqCgCiKVKplXE4nZrOFP/zjP2JmZobBwSBLDx+g0Wh4e20dlVrNwsIZTKYxIpEIiUQSo8nE8PAISpWKVkvqoJd1k/r3H9zn0sWLHJ+ccHoaxtfnQ1QoiEYiZLNZHE4no2OjNNstOu02Gq0GuVzOmYUFMtksoZMTbFYrg4ODlMtlrBYr7737fa5evYrX5yWTyUjNTbdvo9PqUShVNJstVlZWekE6pUpFvdFAp9fz+uuvc+7sWfyBACaTiZPQCYV8nlarxcjIcHfb3cDr8SATBAL9/fy9v/fr/If/8JtkC3mmp6fJ5tK02k3CpydYzWb++A//kKmpSZJCR+LvTk6hVIpUKhXqtTpmsxm9Tvr5t5oNSqUiOp2eZrPZTffXUShF7Fo7olzkNBxGb9RQKpZYXlnlzJk55AoHMrkcZb1BtVqhXC5QrTbRqKTrsVarhUwAuSBAu0GzXkYuF1ApFFQrJWS0EeUCapUSQdZGoEmtVkbWVqFSdxAUcg4OdjHbPERiYUqlEqJcgcNmR61RUSgUkYsiWp2ObD7HmTNnWN9Y58MPP0AhijgcTqrVCgajEZ/PTyQc5s6dOzhdLn7pl34Jo9FEIpHCZLF1/c95Dg8OKZaKaDRarDYbkahEBRmfGOfk+JixsVFarTaRSBi/P0C1Wu2VEHzyk59CIcop5gukUkk2NjcYHBzC4/OyublFsVigXq/zqU99ilg8Rjafo1QpS3W9Fsm3mkqlKBQLnD1zBrlcai1TKlXY7Q52d3aJRWMkk0l0ej0vPP88KpVS2qJrtGysb3Dp0iXcThfPP/ss6UyWer3G4MAgiUSKYrFIuVymz+fDaDTy+7/3e3zmM5/lueefp1AoEIlEiMVjKBUK+vv7USsVtNttTiNharU6m9tbfPnLv0wum0On05PJZsjlc0xNT3Pz1k2KpTE+/4Uv8MF735cCm5OT/B//+//J5cuXfpxn9FM91U+9ms0ma2tr/Ot//a9Rq9U8++yzqNXqH8vXejLMNpvN3q1Ss9mk3W7TarWkW6C/MtA+HWp/+vUDD7I6g4HAQBCVQimhf7qlCI8ePaLZbDI2McnBwQEGvZ7NjS3kMpkUeCoVuXj5EpVKmWq1wkcff0ShUGBhYQGFXESjUnNwcIDT6SSbyTA9M8Xi0iM2tzaZnZ1mcGiIdlPy2yTSKSxWC7PTM+zv7/P40QoqUc7t27c4c+Ys9UqFTrNNuVgik8qwd7DPufPnEAQZDx8+5OLFi4yMScNgNBZjZHiYmZkZyuUyf+eLX+Tb3/oW2WyemdlZzBYLao2Wra0t7E4HglyGyWLmpVdexmm3kcvliESiaHVqBgaDKJUKEsk4Z8+eZWlxkc2tbWRyOdNTUxTyBWKRCPGIG1GlYnxyEoVKSdbhIJWIkUonSKVTfO6zn2Fra4tGvcre/g7hcIRnnnkWlVpNuSoFsnQ6KRQmXfkqiUYjDA4OkkgkmZqeJplMMDs/j0avw+3xotGoUam1IIDN4UAmimg1GkInIfRaDbVqmUdLDxkZGUMmk2E2mylXKlg7HUKhEOVSmXqtxquvvsryygoKlZLx8XG2dnZotjuMjo1TqVRo1evYrHZWlldpNtsEB4JcuXYNUSYjHArR5/MTOQ2TiMdQKkQ8bheiKCOfl4JCwUCAxQcP+eD99/nsZz/L8PAwn/385/H5vRweHnYfFETCoRDnzp0jnU6gVatJxhJMjI5jNkuVvCDQarWxma2UygUJpySTIRME0uk0BqMePTry+QKNZptKuYrDrsXlshGLJSjLIJfLs7i4yuUrF7DYrLQ6IJPLUYgK1EYdokxOOpmk3aqj0ahQKhRUClkq+STtWhGhWafTrNFpNmg0arQ6HcQOyBGQ06HVhnq9TYsGuXyGnf0DzFY7V65eZ3t7h9W1VYqFEs+/8DyT09NkMhlu3rqFw+FEoRBRKkREQUYiEuHo+AirzU4um2doeAi5qCAQCPDwwUParSN8Ph+0Ghzt7yPIZCTiCbw+H0NDg2SyGXR6Da1Wk1q1xMrKI8xmI7u7uzx7/ToymYz33/8QvV5PJpPBHwig0WoYGRrCbDbz6NEj1rfW0ekNeP19GPVaquUKe/t7+PsD2N1uHC435XKFZCKB2WBgfmGBxcWH7B/s0e50iEaimC02bBYrVrMFpVKJ2ST57PO5HIlUErVazdnz5yiVimxtbvLRhx8yMjJCuVKR6Bj9QT7xief54IMPyGbSpBIxqtUaeq2WeDRCX3+QUCiETBQxGo243S6SiST5XI6vfe1rXLt2jUuXLyMIAmaLmUK+yM7ODsVSBX8gwM1bN/H3+VCIInv7e4yOjSMIArdu3cZgNDI/P/9jO6Cf6ql+VtRoNFheXuY3f/M3cblczMzM/NjQXK1Wi3a7LRUkqdU0m01arVav9UsQBDqdzv8w3D4dan869QMPsiqlkr0dKRwVjUYplSSeYrVaZXd3l4mJSUrlEi6ni2KhQCIWx2g28cyz13mw+ACzyczB3h6NWp2RkRGGhoZIJZNsdj2AosdDq9nire+9SXBwgFqtxt7evoSr8njxeDy89dZbeNxu1BoNM7OzFIoFzCYjr732GkuPlhkfn0Bv0COXyzg5PWbhzDxKpWRVEAShiwOS6mJLhSKb6+tUqlI3ezAY5PNf+AKLDx/icjqJhMNEIjG+/Z3voNfrmZubY3l5GYDTcJhSuYzd6UBUKmh3OhweHSKTSU+B/kCARrPJ2to6SoWC+3fvIcgErA47U9MzJBIJPB43oyOj7HTaPH68hoAMnU5inUYiUa5evca7775LwB8gEpN+3s1mk+PjY65cudLzsrZaLYrFIna7jXg8Qb1eZXR0hGq1higquHPnDoODg4yOjpLP5yRiQz6P2Whkenqajz/+mOHhUQBq1Rof37jJxPQUNz++zdTUJMFgkPX1dc6cOUMoFIKOQDZf4MyZs6ytraHTaskkk1SrVSYnJ/jEiy+QTmewWqxo9To2NjYoVyoUyyVsDjuybkL+T7/xZ+gMegCUSiV7+3u43E7ee//7RKNhhoeHuHTpEvFEApfTzff+4rtcvHieV1/9OWZmpmk1W7QaTVweDzqtlv39PUxGI/F4WgoYFrMoFAqp/CKRIBqNolQqKRWLiN3NuUrRoKNW9Dbx1WoFlUKJIBOJhOPs7x1yxmRGLrSRCTJ0OhNanY5iuUSpUkcuV2AymWk269RKGerFDDRrCK06jWqFZq1GPp+n3e7QFECUK1AoNcjlakrVJp12nanxSSYEGVabk9BpmGQ0wsUL59Hr9HTokM9lqNcrjAwPUq2VmRgb4/HqKuHQKQ6Xk7NnzyJXiCiUKpxOJ3t7ewwMDOD1eWk1JYLIkyChz9eHz+ul3W6zt7fL7Tu3mZ6eQm8ychg6Znx8gu3tHQYHBlheXkYul+P3+7lw4QLxeJyVlVUSiQSdZot8LsPExATZfIHdvX1SqRSZdIpivsDA4BBbWzsIMgGLxYJBpyMRaVIqFohFBcbGxiiXSly9fI1oNEoqk6avz8dbb72FxWKhr8+P3qgnlohTrVb56KOPUCmVDAwM8PGNm2RzObw+H+12m2AwSL1e4+TkhFKphMPhgHaHdOqQubk5Dk+OOTwJ4XS5mJqeolKt8nBxkUCfn8nJSX7xF3+RZDLJhx9+yOTkJHabDZ/Hy/e+9z1+9dd+nY9v3OD8+fOUy2Uy2QyxSJTx8XFEUcTj8dBut9na2mJqevbHcDw/1VP9bKlWq3H79m2+9a1v9VpCf5R6MozK5XKcTif93Wr1crkMSJvhv1qU0Gg0esPtX/31ZBB+yqH96dAPPMhGQqfdwNAjRkZGiEQjjI6OolQqux3LSvx9fbTbUutXOpMBocOFC+fJFwq0mi2sFguxaJTx0XFUKg0ajZZkMolCoeDk5ITnX3iBmelpfD4fx6ETXG43Wq22B1mv1WoUi0Xu3r2Lx+MhGBxgeeURXo+HC+cvMjAwyEn4FFGlxNf1bSqVCuQyEZUocvOjj3jhhedZmJ0jHA6TSqUwGAy4XC4AyqUS4+PjmEwmtja3yWQzVKs1/H4/R4cHFLqAeqPZzPnz53E4HOzu7vLGm2/wwvPPs7Ep+e0MJhMXL14gFo0SDUf44t/9u9TqNcQuS08QBFRKFavLK8hFGRazlWvXrqHRaonFYty6dYvnnnuO8xcvki0UkMmlK/PCXykvaDab3L9/H1EUyWQyiKLI/fsPGRgIIpNJdAVBkNAj2W6dr8ViQZTL0Wt0nJycYDKaGR8bJxKJdrFLZjQaLQBf/r9/mUazSblcRmc00BEEZAoRk9Ui8XhbLQaCQU5PQmxtbbFwZh5RIXJ0dMT01LTE/ZULHBwcoNPpUKpVGIxGstks65tbNJst2m2Jb2swGIjH49hsVr74xV+QrsSTKRLJJIl4ktnpaf7X//V/Q6lUkMmkCEdiWG0O3C43Op2WvZ1tECSP7PTUBFqdmmxWy0c3PsThcCDQwdnl/tbrdfR6vVTnqpDhtjgpFPKAFBTqtOXIZSJym4LdXemq3eN2oNXo0ekNNFtt2oCoENGqddjMJuSdOtV6mU61SL1aglaDSqlAs1ZHFCUva63eQK7QIMg1tNoCGq0BmVpPo9VCrVGxvblBo17HbjGjlAukknFS6TQ2uw2r1Uo0HEKn05NOxPF5Pfi8UvhMLoogQKlU4tHSQ+w2K7FIVCJ0lEsk4nF8Xh+CAA8e3KPdbnP27BksFjPj4+OYzVayuSwCAlOTk4ROQpyenuLxeGm1WgQHBnm4tIhGrUGn17G7t8vx4SELczMU8jnq9QavvPoKHQQJTadSUqvWObh3D1+fl0Cfj1sf30SGgEmvp1wucXIawuvxsLy8zNLSEl6vl+3tbbRaLUPDw+Tz0oNnvV7n6pUrzM/OUq5UUCgUfOEX/g67u7voTUZymQzf/va3EbuIrrNnzyJ0oNGq4/X5CA4N0RZkGI1GDg4PCUcixONxKWToDxCLxSSqRbPJs889x6NHj9jZ2eVwb49Pv/IqMgGODw8pl0qcOXsWuUzGN/7sz/hH/+gfMTAwQDKZxG63s/b48Y/2VH6qp/oZVrFY5K233uK1116T3rM/Bq+sRqNhbm4OmUzG1tYWmUyGdrtNvV6nUCj0Btp6vd4bVhUKRc+SUK1We7zuRqPRG2x/Eja2T7bJT/WX+oEHWZvNRrFY7F7rpqEDH33wAQMDAzhdLvb29nC7PShEBcl4gmI+j0atpFgoUqvWSKVTtBpNtBotolKJQqVCrdHyy1/+v3H37h0K+Tz37t3D6XRycHBALp/n8doaZ86c6W0jL126hF6vp1Iu06jVUWtUjAyPUK/XsVisJBIJYpEofV4flqCJvb0dclmpd97t8lCpViiXy3zzm99kbHyMWr1KvV5HoVD04P/VahW3y01/fz/3799nYW6WrY0NIpEw8Xicz33ucxweH9Oo1ynm8zi6NZu1ahWnw4HRYCCbTlMptZmZmaZcKuN2uegIsLy6SqPRJNjfj1atYSAYpFQp4XF72N7eYXJqimKpjEwucnR8zMzsHGq1FPD66KOPuHDhIgqFkkgkhkajQaFQ8vHHN/ln/+yfUatWMRtMCDKBR4tLXL5yGYCFuXkUCiWtRpN8IdfzVu7sbnP79m08Hg9Go5GtrW1cbidKpYJmqyURCEwmTkOnOGx2SoUCrUYDuVxOX18fGxsbaNRq/H199PVJBRj1ep1Wq8W3v/NtPvWpT1GrVpmdmaHTadNoNNja2uLo6IhAwM+1a9eIxxO8/vr3eOWVl1GplOh0eubnvRRL1W6yPU+jUefgQCJVHB0dUiqXmZgYR1QoKRRLbG1tAS3q9TodAfLFAulsmmqtwuDAEI1mHbVSRT6fQ6/X9w4BmUyG2WAmm83SbDbRqjXYrVbK5TrlcpVWs06lVCEeS7IwN4vBaEZvNJMvFqHTQUaH8eEB9Go51UKFRjmP0GrQqlWpVyo0qjWUCiWiUolMrkCDQKVWoy3IMFmsyNR6UGooVusolQo0KiUOmw2zxUqpUsVul6wRnU6LVCoJdNBpNRiNRprNFgqlkpE+P9VqleXlZbQaDelUmmQ8gVKlQW80YLFZmZiYQIZAtVrle2+8Tq1WRaGUAQKzcwskk2li0RgOu51yqYLZbMZkNnN8dITRbOr9vbpcboLBIC6nk3qlhFGn5TR8SrFcYWdzg8npGU6SCcrlMp12h1q1wsb6Os1aDYUMlh89wmy2YHXYsTgc5PIFPC4XlWqV03CY5194HqVKJWHtBAGjwcjJ0QnlYhGlUkkmk0Gr17O7t8vh8RGCTMBkNHHl6lVOT0+JxmN4PB5CR1JRi1Ktkmw2c3Ps7O5y5txZ8vk88/PzJOJxtra2GB2VKmYtFgvJRIJLFy+ys71NLpejWCpSKpUYGBzgz77xDQ4ODzh79gzz8/PSFenKilREotWyu7v74zmdn+qpfgbVarXY3d3l1q1bzM7O/kjLEp4gMi0WC3Nzc/h8Pubn56lUJOrQE/Z8qVSiXC73PrOeeGkbjQb5fL7XFHbUzcdkMpneUPtkoH0yAP84hsonPt+/ysF9Yol48u+fbI9/Ugbs/5n6gfFb/9u//H8xMjICSNzKdDpNMpmUuKYGAzKZDL8/gFar5eT4mN3dHYaHhmi2Wlx/5hkSiTh37tzhS7/4JVbXN5DJ5bSbTTqdNqehEAG/H5PJ1K2P3Mbj9VBvNBAVCnZ2drDb7Xg8Hvb29mg0GsQjUZwuB7VqnYWFBZLJZO+a4OjoiPHxUfz+AKury1QqFWZm5tnY2KBerzMwEJQ2Ma0m7733HpcvX6ZarUrXpp0OHo8XAYH19XVEUeTM2QW++93v8tprr1Gr1ZDJ5YRPT7l39x4LCwsMDAR7CKt2p0M+XyAaCeNyOnC73SiVakLhU2wOB7lcnomxcVaWlynk85y7cJ5EPEGnIyAT5URjMYxGPX19PkKhU+x2B9VKFZlMoNVuk0wm8fv9pNNp5ubmeOedd5DJZMzMTFMrV9BoNPzb/8+/we/380/+8T/h3r37eDw+6vUapXKRe/fv8tyzz0qBMYORZqvF8vIyBwf7TExM8IlPvMDDhw8JhcJcvHSRYqGIKIpo1Go0Wi3pjFQvWygUpeHd6UCtVvPBBx/w2c9+FplMRiQSYXJykna7TblaJRaNkstmJZtIXx8+n49KpUI0EmFtbQ2TSSp4yOdzNJstRKUKQGKYNpvIZQLQoVqtIhcVWCwWjg4P0WhUKESRQiGP2+kgn89RLBY4ONjH6XQgAJVyiWq1SqlUxGwy0mhIKKpKpYLb40Eml3F8dIxMENBoNKRSGeqNJqVShXy+RKC/n//HP/gHeH196I0mItEoCrmcYJ+bfp+TYiZBJhGmkIpAo0y9WqGYz9NuNFGr1Wi0emQKJR1BRr3ZQlQoMVisFKpN1AYzcqUGUalCpzfS7oBOZySVSSOK8h6aKpPNYe76R5uNJqVSmWg8hsFoxOFw0qg3UIoKwqenHJ+ccHh8zIULFxFVKh6vrEC7jUIhotaoqdUqtNttMpksMzNzpFIZzp2/wOrKKu1Wk2azgUajQRAE7A47A4NDNBpN0uk0uVyOXCaD3Wwkl06RTiapt5rMnTlDR5ChEBWUK1VCoVNmZmY42N/lW9/8Js9cu4LJaMZitWK0WNHoDUSiMWSCQL6Q5zQcJpVOc+7cOaxmCwf7B8SiUfz+AE6nnUq1QrVe5/D4GIfTKdkIiiUGgkFsViu0OxyfnrC9vYPL7mB8fByZXM6de/f5uddew+50sLi4SLVaZWxsDKPRiAypGUwhivzWb/0Wly9fZmJignwuz8rKCrV6jVarxcWLFykUi+zvHzAwECTY3082l+P+/ftYzGY+9alPIZPJOHP2/A9/CD/Fbz3V3zKpVCq++MUv8u///b/v0YF+VHoy3D351Ww2e3aBVqtFrVajVqtRr9ep1+u94bdWq5HJZEilUr3/Lx6PE4/HOTw85OTkpGerrFQq1Gq13u/9oxwoZTKZVATTrQL/q7/vfz/cCoLQ+14ajcZ/Y5v4WdGPFL/V6XSo1+sEAgGGhobI5/NEIpHuNtRCsVhEq1HTabVwOx0MDUj+l82tLb76ld/h5ZdfYXhomO2tbSYnJ9na2iSTzXD58iVcbhfRcIR6F24ej8fJZDLMzMwgE+WMDA8jF0WcTicCEI/F0ShVDA0PcvPjW0SjMYLBfo6OjjCZTGg1GoqFIocHBwwEB4jF4rzzztt43B4UCpFHy48IBoM0Gg36+/tpt9u9QbRWq5HNZjEZTXz605+mUCywsbHB+fPne09mY2NjXL50GYvZzOPVx5RLJVqtFslEkkq1gk6vZ3B4CKUocnoaZn1jgzNnz2KxWKlWaxweHTI4OMSHH3xAIp6QfH3IyGSzpJJxJsZH0Wo0bG9vo9Pp2d7c5OLFi2RzWbweD7s7O2h1WsLhU3w+L4lEgmw2i16jlby4VhupVIpmq4nH6+Xg4JCxsREyuQyRSIT19TVeeull9v5/7P1nk2TpeaYJXkf5ca1VCA8tMyJS66oskahCFVAEQDbJBsGe3jF2T9v0zOzYms18WJv9FW22a7PWtmrWdozNnm4QAAEChVIolVmVmZUiREZmaC3cI8K1Ono/nMgg2LKaA7CJQt5m8SXM09Pd4/h7nvd57+e6V1bxKiqq6uHcuXNksxmazQYrK0s4NhSPDkmn0wSDQWZnZ3nppZd4/HiWlaVlzpw9y7mzZylXytRqdWq1GrOzswwdJ4rlCwUajQadXV2EQ0HarSY+v5+5x49ZWV1lYGCAarVKd3c3uzs7LDdbx9OlFuOTE2xvb2OaJulUinv37jA6Msy7777LhYsX6e7uoru7k5WVFfr6+mg06wiSSFd3Fx988L67W0Wg3W4xODRCvV7j7p37eDw6tm26xZ9pUCwVCQaCeBQFj0fF61XxqDUkWcQwNFLpGMVKDY8/hD8UBlFAliW6MxnSsRAH2ys0q0c0K2VMrY2hazimg2MLSJKMZdk0Wk3S4QiNlobPH8Dj8yJ5PIS8ARSvH1H2IMgqiGDbAppl4g8EEQQIBIOuzzeexHEcZFlmb28fzdDx+Xz4/X5s26Rer+Hz+kAQ6M5109ndRSKZ5vGT+b8aaNDaKB6ZUChEOBwmFoujqh6GBgdZXFzEtu2TMISDgwLnz59ndXWV+1/cI5XOHCdwCcTjMQ4L+wQ8MoKjo4pQ3N9GMwzCYXcANB0PI2OQjke4cuEM8XAQv19heWGetmERjsUIRaLU6nVOnzlLf38/P3/3Xf7sX/wZ8VicN994k1xXN61Gi3bbZekGw2F6e3oYHBri6tWrVCoVHs/OIYoSsUSU3oF+Eokktz75FEEQGB0bY2hoiPX1ddbX1zl7/hxaW6NYKrK4sIBpmCiywksv3eCf/JN/QqlUYnp6mng8zjd/5y3U4y7RxuYmr7z6CqNjozx6+IhEMomm65yemmJubo779+/T1dXF+Qt/w1X6uZ7rt1CWZbG/v0+lUiEWi/1KN3PPCtNng2Sqqv61YujfRHA9K0R1XafZbNJqtU6K4Hrdvbft7u6yv7/P1tbWSVF7dHREu92m3W6jadpJI+1/D7NWFEVUVSWRSNDZ2emGHR1/Ns+SD2X5r8o227apVqtUKu7Q9NHR0Un3+bdJX7oj+3//v/6zk+k/0zTp6Oigq6uLWq3mekg3Nsjn8yQTCQJeN1HKMHQ2tjYRJdcn2Gq22Nre4e9/9+9j47CzvUUqlULXdcqVinsh1d0ghK2tLb79rW/RaDYJh8M0Wk2Ojo4YHBwiGf+r9C3DMCkU8rz66qsUj45oaxrNZpON9TUsy2JjY4NUOo0gCmSzWVotd7grnU4TiUSOU8W8bG1tcfv2bXp6emg2m6iqSn/fABevXObp/DymaRCPx9nb2+PpwgKdGTe+03EcTNOkXq+TL+S5dPkyyVQK1evl8dzcCVrMME1kxUMylXKHUpJJjg6P2N3Zob+/n7GxcX7xi19weFigr7+Per1OJttBdy7HZ7duo2sa2WyWUCjEF198QSga4drVawiiwHvvvcfk5CSZZIrH848BmJmd4Y+++0d8/PEndHbnSCbjaJrG/OM5rl65dPy3dHed+XyeVqvJ2NgohqGzs7PNvbsP0DWNM2fPcPnKFaanH5HJZPj+v/pzpqYmuXLlMh6Ph0qtSrFY5osvvmBqaorhoWHu3r3LxtYmo2NjaJpGJBykVq1yamKSn/70bZaWl3nppRuMDA25Q1celWajwVGxxPrGOr39/QwPD6OqHtbX13EcG2yLu/fu0NnRRalU4tSpUxiGwccff0w4HOTSxQvIssT0o0eEQkECwTD3791DliUSsRimadJoNGi3m6TSSYrFIpub64RDYcqlMu12m3Q6ydbWJqIsUa3WaLV0gpEU/6f/8f/MyMgwXlVCq9dIh0Po9UMqB1sItoap6bTaTbR2GywHrdXE1HUkWUDxeIgmUoiyiuT14Q+HcSQZjy+IaQsoqg9HlJAVFW8ghGmBKMl4VfUET9M8TuFqNJqIokixWMRxHGLR6ImP2badY4+zj/18nmazjShJbgyxabG49JRarUY06oZTVKtVjo5KXL58ha3tXZLxBIqiIIoQjUZptZr89Kc/xTRNurq6uHz5Cnv7e5w6Nc7i3AyF7Q38HolwKICDQyQapd3WqVQqZDo6UX0+mo0GvuNNZTqVYnVtHdOGUCTK0+UlDoslLly6TCyeQlG91OtN3n//A9LJNKlkCss0sB2TV26+SrlcptlqUSpVqNaq2JZFIBDg01u3+PrXv45lmWQyGRzT5vPPP0cQJc6cPYsoSVRrNWSPgs/rQ2+3aWsa/+yf/TO+dvNrdHV1uuzlfB7HAUmWaLfbnDt/nvv379Pb20O94QZH5PcP6O/vZ35+Hr/Px+joKHfu3OHtt3/OD374o7/5Ivy8I/tcv2USRZGrV6/yz//5P3ftT38HomR/uYv77L7+rDjVdZ1Wq8XR0RGbm5ssLi6ytbV1EtJzeHhIrVajXC7TOG5s/U26s4qiEI/HOXPmDJcuXSKXy+HxeBBF1+vv8/lOQqSeFdDPorUPDw+Znp5mbm6OnZ0d2u32V8Jy8CvtyLbaTSRJIh6P093dzccff0yj0UAURWZnZwkEAgQDAYLBIJubm0jAweEhnV2dnL1wgbXVNfb29piensEwNK5cucLm1ibvvfsO586dY2d7B8M0kCSZm6/e5NGjR+zs7CCKIjs7O8iyTGdnJ5Zp8tOf/pSbN29SKBS4cuUKqVQSTdNotluIgojf7ycSjSHLEv2DAyiKgqqqHBWL+Hw+xsbG2NjYYHBwkFAodOzb7CGbzXJwcEA8HqdSqVCqVHj69CmGZfHxJ5/w3e9+l6eLi8iKQleuGwcwNI1gKEgqkyYSi2LaNnv7eSzbIhqPEwgEaFRrhBWFnt4+VtfXyGazRKNRGs0mR8VDKpUKtm2TSMQRJdds3t3dxfLyCoIDT5884Vu/8zt4VJXd3V26u7u5ePEigiRh2RbDw8PMzMwQ8PkZGRnGskxef/11KrUay6srvPq114hGw+TzeQKBALVqncXFZXRd58n8U86cPUOuuxtZVrBti1q1xsuvvEIoFGJ1dZVKpUqlUmNjY4uevl52dvd49GiGzu5O8gd5enN9nD9/nnQ6TT6fxzQtspkOLly4SLPZ4P/7//5/MTY2Rr1W5aWXXkTTdTweD+12m42NDYYGB9nbd60iPU4OQ2sz/egRZ8+dOwb4t3jp5Ze4e/8++3v7XLx4kXLF9bYmk0nGxsZwHKhWa9iOQyQaA0R6+wfwq14sy8DQDfp6+9jP77O1tYkkCfh8XgLBAJZlUatV3U2aZaK32ziIBIMRIpHI8ZG+QSwVxxMOcLS9itksYestBNvAMnUcy8A23f/HMgyajRqK6kFSXM+xP+DB6w8iqX5Uvx/TcvD7/Ji2jSzLJ9GNPq8HSVYQRQlFcaNPFUVB0zQ8HoVQKEQwGKDZaCA4AoFAwC14BWi122xtH6EoCp2dHRiGSbVS4fDwEH8g4PJ4y2UEQcJx4OLFSxQKBwwM9DE/94RMJuXGD3tVavUqL7x4nekHD+nrybG1sUaj3WZxcQG/z0uleIjhEZCsENFImMLWGrqukU6lCCo2equCo7dwZIuuTAy93SIVCaFbJoJk8sLFc2zt7WNrLUqHBUTFSzyZ4q3f+R33+2CZeFWV2dkZZmdnUVWVcDiM3+vl8ewsAOFohD/5kz9hcXHB5U077lR0Z2cXtVqdaqVKsVyiWqtRLBbp7+tjZGSEne0dTk9N4fEoPHjwgDfffBNJdDdB33zrLTxeFa3dJptJEQz42Vhfo1wsEQ6HWVpcdHnW+/vs7e2Ry+UYGOj/m6zPz/Vcv7V6dlL068Jv/U0kiuJfK6g9Hs9fswyYpkk6naanp4ehoSFWVlbY3t4+CQja3Nxkb2+Pvb09KpXKCQ3hy0oQBBRFIZPJcPnyZW7evElPTw8+n8t593q9SJKEKIon2LBnP8+aaS+++CIffPAB77zzDktLSydF9VddX7qQHRwexuv10ajVj28WnSwsLNDT08PVq1d57733KKsqK6urvHTjBm//7KdkMhnqzQazszO0NZ3egX4uXb5EOOTHsS08skzA57InOzqy7Gzv4JEVbt26herxsLW9RbutcWp8nGgsxs9//nNs2yYUCvHBBx9w+fJl/KEgC8tLPJqZJhAIUDg44IXr12npGh3xLLIio2k6kVgMpV4nnUxiWRaqqpLP59nY2GB3d5dELE6zWccXCBAOh7Ftm6WVFRKJBIZhkslkqdcbDA25ncJ4IkFb01DjcRRZRhRFao06jWaToeFhlpeXmZiY4On8/DEiq4Gi7LK3t0cqk6HRauL3+ymVyvT3u8EDg4ODJJMJmq0msiwSDgd58nSeqeO4Tl3XyeVyNHw+dnd3WV1d5fyFC1iWRbVSYXxklIODA3Z3d7hw8SKFQp5Lly5RPDrCMI5TulptTMN0i/hgmEsXr6AoCo1GnY2NDTStjWFYhCMR1tbXSaRSCJJE/uCA4eFhXrh+nUI+z/379ylXKhwcHpFMulG4XtWHN+Xj0cwMr7zyCuDiTi5fvszW5iZf3LvPmXNnGB8fY3t7B5+q8sILLzD9aJqHDx9w/YWrrK+vsrW1zfkLF2m323g8Kn19/VQrNXxePx3pNMWjIrVaHUESGB8/RSDg54t796jVKtTrdVTVR2dXF8lUilazidZqkkwksC2T7e0dBEEklU6DYOPzealUKvT29rG9s43q8eL1StTrLRAk9nYPUSTJ/REFWuUSjdohaA20VgMRsB2TdruJZZo4pgGOyyt07QI2hmniALLqQfH6kBUVRMclDlgWsiwiCg6WaSAJEqbtIMnKif/KNs3j74oXRVFwbBNFlpBlBUQRn99H+9i7HUskUBUFxwEBAV3TcByLTLqTw4MjZFkhncqSTmdYXFwgEAyyt7dLV1cnmUyGw8MDPvzFh/T2dONRFNLpDJZl0dPTwy8+/ohGo8r5iVP09ffgsXUkLBxTIx0LY5o6lt5Eq5Xw+LzEQz4QwNKaGK02lt7Gp6oYloZjNsHUqDWayN4goWgSj6LQbGuoXhXdEAjHwnz9ja+zuuqersTjcXZbe5w/d47Ori6+uH+f73//+5w+PcX9+/cBgZGhIRKJBD6fH1GSmJqacm8mgsD7771H0O9HAP74j/+YtbU1jo6OeO+dd5manKRWr3Pv3j0sx6bRaDA+PsbmxiaSKFIpluju7OLTW7eZOn2ajmyWjz78iGAoyMTExK9jbX6u5/pKyz7exP9d1b85cCXLMqqq4vP5CAaDBAIBkskkrVaL7e1tEgmXMOP1ellZWaFWq/0nFbOiKBIMBhkZGeHatWucOnWKaDR6UuyLovjXTm/+TWtEPB4nk8mQzWbp6OjgZz/7GdPT0yfzQ1+F7uy/T1/6Kuro6ETXdXxe98Y/NDLMxOkpIuEIrWaDl19+mXv37pEvFHjnvXdJZ7PHgQgNAsEQhm6wtLDAKy/foNGok8/vMzI2Srazg4A/wPT0DIlkilAwSDQW4+OPP2by9CS9vb289+57jI6N8b1/8MfIskwsGmP+8RNKpTK1ZoNMJoNlmQiCQEc2S7NR5/zZMwiCyMrqqot9KpZQPR72dvcIBHxUK2WezD+mWqniDwYJBoPIigev6uXjjz9mfGKcoeEB4okYpWKJGy+9yN7uDrlcNztbO/j9AVKZDLNzcywvLtLZ2eVe8Mfoq4NCnvfffZfhoSEs08SjqqxvrtNuNXky/5jd3V1efPFF/ot/8F9w587nRKNhZEnANHXW11Z58OAhsiJz/txFcj05NzL3uMscjYRZXFxyJ9BlCZ+q8o1vvMn87BzhaIRUOs3s3ByvvvwykiRhmRaiIrOyusqpyUlS8ThtrU2z1aSzo4Od3R12dnbIF/ZptVt0dnVh2RbJZJJKxWXP3rhxA7/fz8bmJoIg8OKNG2xtbXEtl8MwTHZ23AJxeGiIXHc3M9MzBAIBYrEo585fwHHg7r17hCNhvD4/nZ0dtHWdh9PTTJwax7RMOru6yeV6+Vf/6n8jmYhz+9bH9PT0IQKloyNikchJOlUymcDr86JrGuFQAFVVaLVk3nzzTXTDYG93H6/Xy9jYODPT03TmcmxvbuLxqHg8Crs7+0iySKul4/f5CYUjNDWN0lERy9CQsLFwSHdksBAIBrzotSPymwvozRK23kbT2mCZ2JaJrmmYhokkiliO22mQRAkccHBoGzpBETihJoBjmSc7flEUsS1wbBNRkrGMFqYk4DgCgiggAIZhIkkyoii79gOfF8O0MAwTj+JBkiRU1YuhG8gelXq9RTyRQPEoeFQV07Jd2oUk02g0KOQP8FZqiKLEqTHXqqF4PHTlcoxPTNKRzXL/i/ssLi1gOTAxOYllmrTaLdLZNF7BQm81MNpNDEMjHg1Tr1bRmzU8koNjG4iSgmUZeBQJyxIQBRNBdmhUDujtSqKZNqVKk93dLfb2C7Qth97eXvw+L/VKhQd37hKNRNB0k6PDIh6Pm3jm8/vxqiq5Ltdjvbi4yNdu3sSjeCiVyiwsLCAqCqVKmQsXLlCr1Xj99dd5cP8Bvb29KIpCOBymq6uLnlwvpmmRTGe4fOUalmUiK5IbhpJKU66UqbfbLK+ukUpnMQyL3r5Ozl90N1u/bX6053qu/716ViBqmvaf+6V8af1yYStJEl1dXYRCIZrNJolEgmg0SjQaRRRFKpUKlmXRbDZPUsX+Y3p24n3x4kXGxsZcXKYs/3utR79MMHj27xVFYXh4mEgkQm9vL3/5l3/JBx98wM7ODpqmfWW5uF+6kNU1jWg0SrVao1qrMTs3RygU4tyZs5RLJQDC4TC/89ZbpDMpHj9+7E74i6KbG2+Y9Pb0MDMzg6xITExMUKlUjhm0Xi5cuMDOzg6tdhtPs8nY+BihcBgEgdGxUZaXFmk2G+S6c9QqVXK5LlotjcdP3KJwYGCAublZDE1jaGiItfUNbNvm9u3bXLp0iUg4jG1YzM/Pkc1mCfj9HBQKfPLpbf7rf/pf09XVxczMDOVymYlTp3CA5cVlUokk3d2d2JbN9tYWhXwevzfAzMw08USCeq1GtVrFNAzOn79AvpDH1A2mJibRNXfyOZVKUSwW6e3tpdls0nN8I22329iBEA4OR0eHbG9tsru7SyaTIZNO09PXx9TUJAgC/f0DRMIh1tfW0HWdQMDP+fPn2NzYwB8I8Off/3O+8cYbJFJJ3nn3XXp6eqhWKty9cxfDMLh89SqO45BMJTksHBCJhDk8yDP/eI621iaf30cQRU6fPUMymabZbBEOh920o2iUg4MDlybR0UGxWOT06dP0DwxwdHiIbdtEIhEXm1Yp09nZRblcZnBwik8+/ZRGo86ly5c5NTHB/t4+iAJDw8M0Gg3effddKqUSg4OD7O7uEwoG6e8foFQq8rWbN/n+97+PrhuEwxFyuRwjw6NcuHiR4tER4UiY+cezrK0tMzU1xV/+5V8yPz9PLB7HtmwODw+o1SqcOnWKzU2XTJDOZBEE8Pn8+AMBJEng0cMv6OgKEwg2wHYwWg1U2UPLguGREYKBAIoI+1sr2FqNZrWEY1uYhgG2hWnq6LqBKLhYK9XrxTJNFI/iHkkZJgFJxDR0FMukbbr8V1GUQJKxLBNdayNKHgxDQ+av0mYQ3AlWXTfxqB5E0QFsRFnE61WhrYHjIIgSCAKSLCFJIppugQPhSJRYLIau66iq63G3HYdiqUQwFGZsdBSPx8PThXlWVtYYGhomlUzRarUplSsYpoUoyhweHhJPxCnk9zkzNkws6KVddwNGJNGH3xfD0tuk0gkqpRKNWhmvz4/iUZE9HgRBIBL2Y1r2cXdAQhJMFMHG5xGIBlVyg6d4srzGQX4f0zDZ392m2ajT1dnFp7c+58ZLLzEyMkqhUDjhT+dy3bzzzs8ZHhrEcRwSiTipdIr5J/NEQnF3rZp1BxRHx8eQZIntnW2ePH2Cqqpcu3aNtdU15p885cUbL7G7v08sGkH1qpyamGB2dhav18fNm19ja2uL7u4earUa+/k8HlXF5w8cD2s+13M915eVKIrEYrETdutvmkTRtTA+mxuKx+PEYjGSySSyLFOpVAA4OnKjszVN+492RCVJIpPJMDY2dvI8/6mfjSAIeDwestksL730EvF4HL/fz49//OOTYvar2Jn90oVspVSmUavTPu48Nep1PIrCnc8/JxqNkk6nGR8fZ21tjVQqSTKZJJPJ8PHHH5NKpk5gxJlMBlX1UCyWyOf3OX/+AolEgtWVVURRZGhoCEEQaG+1mX88j6a1+Xu/93s4tu3yHWs14rE4tVqNjo5ORuwR4vE4hmEwNXWazY11/P4AM3NzSJLE1157jX/9r7/Pt7/1FrOzMxwU8pTLZc6fO8crr77ChUsXAZF6s0ksGiOVTLK5uUWj2eDo8IgHXzwgkUyws7194pWxohaFgwKGaXLu3Dn2d3e58eKLxKMRZEng048/IpfLuYinbJajoyO8Xi+tVouenh40TcOrqjyee0y7f4Dh4WFmZ2Y4c+Y0ExMTrK6ucunSRWxAEAW2t7YpHBRIJBKoqkokEmF7e4vNzQ0M0yQUDnHt2lUsy8Q0DARRoKu7C9M0OX36NJ988jHVaplMNsvMo0eEAkFGR4bZ2thE13TOnT3L1vYWumEQDoXp6c6xvLqCYehEwmFwHBLxOK1Wi08/+YSbN28Si0bZ3tlBkiXSmTRaq8X09CNGR8dQVQ+dnR0kEnFeeukGH7z/Pnc+/5z/8v/wX9Lb20PpmN26urqKJIo0Gg3q9TqfffYZXV1dlMtFzp8/f+KPjscTfP3rX8cwTUqVCoflIlqrRVeum0AwyKeffoJhGLz00ktuh93rJRFLoHhk9vf3efDgAcGgmyJWODigq7OTRDKIKMtsbW3gUX1sbm6heFRUn496tYogKdiGSSqeYKgvRzW/Qb1yhGJpYNrgWNiWjm3Z2IaJLEoIooisuEZ8QRJxcLBs032coWO0mkiyimk5qF4vgighezw4CGi2jcfjoOkGPr/XtSM4No4goCgiut7A65Npt+pYtoMocNwJbuFRfQji8aInugufT5WRRZl2W0PyqPiOp10NXadcLhOLx7h2/RqHhQN3gECSkEQBERgdGWZtbYODwgHBYIBsNkM4EqLVbDIyOEStWsFqWQQ94PHI2BaYlkkwHEJvt/AH/QgtgVa7ieXYqKJDwKuim8ZxUW7h86o4loGMQNCroCgq+e01zHadU6em8Hi9HPZ0kevpRRQlHj9xhyvC4TCGoeNRPQwNDbknAaLA4uIC9XqDtbU14rEEXV1dTJ4+w/rGBstLS5TLJddTf/UqWrvN3t4elmUiiiIjoyNksllq9TrDI0N4PCp7u7tEoxHGx09RrVaYn58nEnE90+5GQUcQRdLp9MlN67me67m+nBRFoa+v71dOLPjb1C/TERRFwe/3E41GT/CFiqKwuLh4Eo37H8JzPXt8Npsll8udzEz8TSXLLqHm7NmzqKqKbdv85Cc/OSlmv2r60oVsLpejWq2yvLxEd3eO3/32d4gn4mxvbbsQdMc5Qfvs7+cxTJ25uTk6Ojqo1mpcv3b9pKCzLItyuYwsKYDA4vIyQ/0DLC4uAhAIBKhWqkTDEdY3ity9e5dcLocsy2zvbDM7N0soGCYUChKNx4nH49i2zc7ODh7VS73ZpKOjg/X1dQzD4B//4z9B01p4PAr9/f0Ui0XWN90c+mcpUq1Wi8LBAcViEdXjwdANvv3tb/Pw/gPm5+a5dOnScSxvhEajTn9/Hz97+2dsbqxz9cplBByKRy5+S1EkHjy4z+LiEpNTkwwPDWOaJk+ePOHcuXNui9+y6chkXTBzq0F3Lsfdu3cxdJ14PE40HuPD99+np6eXVCqNaZoUj45IJhLMzk67vtZmk66ubhYWFkilUkiiQKlc5O/93u/y4MEDRECWZDKZNAG/j0qlRCadYmtjk7/88U8YHx+n0ahhaAZjo+Nux71W4/4XX3BYPMTr8WAYJoODQ+zt7REIBJiamMAjy3xx7x7Dw0PMzM1gmiad2Q7S6RTg4FVVtra2+Pzzz8l2djA2NsL7723y2We3uXTpMq1Wi0ePHpHL5bhw7hwry8ssLS7x9/7e3yOfzzMzU3atDvk8r732GuFwmKdP5+ntH8DjUYhEOwmHwhi6O7EZCkfo7x/AMExarRaiILC/n0eSXTZgb28vDx48IBqNgSBweHjEwMCAW7h6fFy4cIn7D75AVVXKpSLxZAqP4mVn/4hYNIJXcig0imjNKu12A8ewEEQbHBtRBI6LSEmRQRARBAeP14ttGkiSiGNbaM06tu3gIGI7Ao6lI0gyXscHoozo2BiOjWmYaIJ7VK0ZGqKsgFfBNFrYpkqz0ULxehBECcPU0DQdr88lB8iyjGnbKIqCbTnIsoKsKDiC20GwLIu21iYQCCCKohvkoWns5/fR221ikQizszPs7Ozg8wVotdtkMiksy2Jvb4+eXA5VktCqOjYWlgCyIB9/p01sQPH6MGwLxSMje0IAOI6NabpMaEWRUL0edF0nEolQrzXxHHeZE2Eflm0zN/2A1c0trl59gUazRa1e57XXX2N2Zgbbtrhw/iyr6+uUqxX6+vr5w7//XaYfPWDh6SLNZpNwuEBvfz+zc7M0Gk0uXLjAQb5A30A/d+7coVAo8OIL17l161O8XpX9/TzxeByfz8/K8hKZbAe6oWPbDrbtHg9OTkzwdGGBhw/vMzIyjM/rZWdvj3q9RrVa4+UbL/1KF+bneq6vsgKBAKdOnSIcDv/nfim/EomiiMfjIRaLMTo6ejKg+ywd7Bn14D/UDX3WSU0kEr+SIbhnXePx8XH++I//mHa7zV/+5V+yt7f3lbMYfOlC9ot792i324TDYSzb5NG0Gy050D/I7OwshmHQaDTY2tqiq6uL/f09EvE4k5OTLC0tsbm1gWXaBINBbNsmm82e7DgS8cQxMzXA4uIiqqpy4cIF4okEhq7jYFMqlXj8+DHpdBpZlhkdHUUURWbmHhOLx0kmk3R3d/Ppp5+6QHRR5OLFizx9+pSjoyMEEeLJBBPjp1haXKTZbKGqPrxeH1evXafVamEZJnt7uzTbLRDg9u3bDA0Nkclk8Pl8eH1e1tfWOTws8MrNV/n2t7/NUbHI4cEBkiDy+eefo6oqA0ODvPnNN5k8M8X09DSDI4PMzz0hmUySz+cZ6B9AkT1upKfPx5Mn84TCIb751lt8/vlnNBoNFEVhaGiIWCxGX18/WruTjz/6kI5shlQqRX9/P+sbm/j8Pn76s5+STKdIJuLMTE9z+bKLxlpZXmZqcgrLslxkWGcnW5ubzM/Okcvl2NsN0dfTw9OFBbw+NzIYUWJnZ5fTpycoFAoYRhVBcHAci4lT48w/fsz62ir9/f2Yhg6Wg6WbTE9P05ntIB6NYugab//0p1y9dhVJhK7ubl577XW2Njd58PA+Z8+dp1qvMz8/T6VcRm9rnD13jlKpRLVaJRAIcHh4iM/nY3x8nHK5TKlUQtOfkuvuoXhwSH53l+6uTlRV5fd///fxqiqrK6uMjIzxF3/xI0xdwxcMUK1WOTg4oLOzk+HhEfL7BXZ3d3m6uIQoSqgexR0oPDVJqVLm8PCIlm6i+lRGxk5x4dx59EYNvVnFsQxwAAQEUcIfDNJqtvD4PGCDIzhuOoxl4lVk6jUTERvHNmlUq/hskBQVSfGAJeJYJqYElu0gK15MSUYQRSzdxrFtkCQEwcE2NDwS1Csld4gMHyBimQ6Korg2BUnGPLYjyLKMYVtIkowNSLKMbduu1UeWCQZcUoPq8dButanVq3QfT/2nUil2dnaJhIMMDQ9Sq9Wo1SssLS3SbrUIelXiIZVnzd+AzyUmuCEWIq1mA9XjBlXUmw04DppwAAl3wMPj8bheYl1DkUVMy0HEQrBtujIJQOCT27f5/M4dMlvb9PX34w34mTw95WLNJJGDgwKNlovSyvXk6BsYYHl5Bdu2OTVxilg8gWnbpNMZDg8POXXqFKIsEQgE6O3poVwuEQwGmZmZIRaLYdsWe3s7OMDuzjZer5eNjTU8Hg/xWIyjwwLLSwusrKxQLl3H5w/Q19dPOp1GS3z1OhzP9Vy/LsmyzMDAAGfOnDkhs3wVJAgCsiwTiUQYGRmh0WicMN61Y5vhL0fi/ptSVZVkMonf7/+VdakFQcDv93Pq1Cl+//d/n52dnRP+7VdJX7qQvX37Nt3d3QSDATbW17Fsm2g0ytr6KpZlsbu7SzKZZGBggFwuRzDgZ3Z2lp6eHlSP55i9GCAUCtHd3X2SsPHDH/yACxcu4Pf7uXjxIqZpsre3R6vZZHpzk8eP5xkdHyWbzfDNb36TR48e0dvbSyKRoFwuMz4+Ti6XAyAUCvHqq6/S2dlJq9VC13VKpRLFYpG+vl4ADMPi3LkL1Gt1ms0Wh4eHCNIefn+A/sFBBofd7mmz2TxOiEpTLBZZWFrk6tWrODgIEszMzFCq1EjEYvj9QQzDIJXO0J3LEQqFsCybrq4uZEnmhz/4C9566y0++egjkskkqtdLoXBAKBQik8nQ2dnJ+voaBwcHXL12nZ+//TMePHiAIAgMDw+7YQtHhyRSSQRBIJ1Os7O7w9j4GLVanX/6T/8ptXoNXWvjURQkSSIajXL6zBkCgQCb21todY1sOkM4FCISj5BMJ9jf32Uvv0cmk6FUKrO9s8Pg0BADA33IsszExAQffvghR0dHiILIRx9+yNDQEEtLS+zs7DA4OMjI8DCGYfD48WOePnmCCMddbQXTMNjb3WN7e4t4PEEikWBldQXd0MlmO1laWmJ1eZnJiUmWl5aIxmOEQiF8PpWjoyNCIq65CQABAABJREFUoRC3b9+mv78f27YZHhriqHBAW9NYXFggEgziWDaryyuEQiG6ursplUuMjIyQ6+pkc2uLnb1dQqEQ6VSaVDLNyvIqrVaLUCjEqVMTqKqHpwtPWF9fZWLiFK1WC0XxEQxFGegfIJ1MUDrcoVGrYOgaHkFC9iggWAiSgCOKeFSfO9iFhezxIJkGjmOhGgaG1sa2HUxTR9baOKaO7FGwdA3TtjAt3R0As00ESUFVvW7ClmUiKyq2KKC16m5KWrOJgIAiCbR1E39IRvYp2JaBg4Om6cdHVPLx8KOIoRtIsnyCbQkEAmiGgShLYDvHqLoQWr1OpVpFkWV2dnZYW1uns7sb0zSJRkJcOHeOer2B6vVgmQYoIpbt0NI0fF4vjgW6oeHz+mg1agR8XoIhl8frOAK6oR8vOAK6pqN6VdrtFrKsIApg6TqODbWKAY7NzVdewRuMclSu8Pnnn3Ph3HmOjg6xDANBgHK5zNVr13GAjbV1EokY42PjLqpPUXAAVfUgijAz84iD/D6qz0et3uDq1atoeotcbw+zM7PcunWLP/qjP8Lr9bK5uUnrGIru9Xrp7OzE0Nt4ZIU3Xn+NH2tt1ldXSGc73fhtTSMWi3Hjxsu/4qX5uZ7rqydBEIjFYrzyyisMDw//neDH/qr1rBM6MjLC1atX2dvbo16vnwyG/rsK2WdpXn6//1fuGxYEAa/Xy8jICJcuXeKLL774DxbUv4n60oXsf/Pf/rc4jkOxeMTQyPBxt87A4/EwOTnpHmua5skUX6vVotls8tlnn5FOp5FEkbbWIteT487nn6N63QGvZrNBMORiLI6Kh7RbbXStzdMn85w7d579/T38Xi+72zssLy/T1dWFrutsbGxweHhIoXBApVQkEo0SCUeYf/qUpaUlMpkMtm2RSCTw+3z0dvcwNzdHsCPAwcEh8VgcRfFQr9eJhcNIiofCQZ5oPIYkiUQiEbq7c7R1naNSGct2WFha5oXr16hWK6ysrgECg8PDWKaFqRsE/EEUj4xuGNRqdRcF5fUyNTXFrVu38AcCLCwsonq8hMNh6nU3zz2bzYIAu7t7OA5861vfYXZ21i30VteIx11vbCyWQFG9eDwyMcll3sXjcebn50kkEoTDUYaHR9E1jXg8hiM47BcKXLx8iWa9werKKsFAgG996zuUy0VKpRK6rpNIJsgX8kQiIQxDx7LcQn5paYXh4WFWV1c5ODhgbGT05Av6k5/8xKUzHMf6XrtyhUatxurqKp2dnbz80kt4PAr+YIBoLEqhUKDdanHz1Ztsbm4SCPj5xhtvUKmUWVpcJJVKUy6XGRsbo1Jxu2XVapVsNovjOPT19DL98BEBr49SsUg0HGZ9dZW5uTnOXbhAT28v2zvb5PN54okER8UioUgY49hCYpoWP//5z2k0Gvj9fnw+H3OPZ4nH44iSREdHJ+1Wi4GBYRptg3z+kFOTE4iiTaVYANtCkRVkUcIjezBtHcs2UDwqjigRCIWwLANRlsGQaLcayIqMrgvHBaboRiK2Nbw+FV0zcQTQtBY+fwCj3UTxeHFEwBGwTRPLsfEoEnqzAYBtaDgO2IqMpemYatsdGmzWUDxeDE3H6/PRbNSxLQdda6OoPiRJwDTdPPFnR1uKomBqBsFgkP38LlurqwiiSLVao1Ipc+nSZfr6+tnZ2XGjDw0L1aMQCgY42Nsk4Anh88iUKzU8qhvcYBomiighSQqNVhvV48Hn9x9j1DwYxzGKgiBgWxK6rp8gZSTJwbBtJAQkwSIRjxCIJsn19jIxMUHA7ycRj/Hw/gN8Pj9Xr1zj4YMHTExOUq1WaTTqxKMxatUa5VKFw6Mi8UScaDRKqVRiaWGRf/AP/yF9/UGOjg6p1aukUim+9Tu/w49//GPm5uaQZZlCocCFs+dIHid4ra6uEvD7XWxeKslB4YDh4SEiwRCSLHNYOEAR/+6wMJ/ruf4uS5Zlent7ef3114nFYv+5X86vTc8IBFNTU6ysrLC/v0+hUDhZ737ZYvCMhhA4Rn/+Oti6kiQRiUQYHh4mkUic3Pu/KvrShWw4GnEn9Gs10pk02Wz2JJvY0Le5du0aB4eH7sBOZyfNdotUOk2pWASgt7eXYqnEj370F0yMj3FwUGBjfY2BgQEQYHFhEdu2yO/nyeVy9PT04Dg2V65cOeGg7e3uUi6VQYDTp0+jKAoXL1xgc3ODdCrN0eEhjmkxNjnC2voa7XabWCzG/v4+tWqFYDDI6uoKk1NT3L17h2Aw6OYpH+S5dOkyiqK4FgJV5Z2fv8P4+DjhcISLF7M8feomIzVbLbS2xuXLl+js7CYcDvPJx59w+vRpHs/OukNeWotqtU422+EmRqXSjIyMYNsOL92QuP/FfQCy2Sz7+/usr68zOjpKNBrj//Y//8/8k//qvyIWixEOh+np6aVcKpNOp+nu7ub9999nZGQEn8/Lp59+iihK9PT0EAgEmH/yhGgkgt/r4+DgkGgsSjAYwjBtAqEwk5NTiKJIoXBAIhnH6w3wxf179PT2oRsmo2MD9Pb2ks/nqdUax0gxgWAw5FokBgaYezxHu63xJ//4H7G6vMLu7i7lcpm9/X3CkQhXr12j0WiwsbGOZZv4g37m5+cRBIGFhUUKBwVOT52hWDyiuzuHqnrIptNsbGxSrlZZWlpCFCGTyfDRRx/S29tDq9nC0A2azRa5rk4s28KvBqjWagiiiKYZfHH/CzRNo1IuY8TjbG2uMzExwdWrV/ni3n0sy0ZV1ZNOs6qqrK2tUC6XUFUv9VqdvZ1dOrpyHFXqTExOuQVmtUCjWsI2NAyjjeNxn0MQRRwLAoEwmm4iKhK24PJKBUF0QwcQECUJ07TwKDKIIi2tiVR3NyGCJGAZJvZxcoth2yiSgG3ZWKbtemtFAVGWsCwbU9fw+nxYRhvRsbH1JpYs0mpYqL4gsseD3m64yC9HQBQkVCXodlAdB0kSkWW3mG23WoiSiOO4XdrO7i729vbIF/K8eOMGPr+PldVVxsfGAKhWqywuPiHgU/FIMqVSmWiwg0DQw2GxRDaTQdQNdMPF4OmGiaIorles3aLdbrposOPQk3a7iWNbgIPtOAgCyCIYpo5jmPQPjpIvNXj6ZB5ZVujp6T0+ZTEoV6r4/D5eeOEF1tfXGRwYwOf3EwwEmTg1SaPV5NPbt+k8Tu167bWvsbG+QTweJ55I8tHHH2FZxvGwoYTX52V1dRVVVfHIrvdcKBbZ3dtD0zRmZudIp1IUy2VeefVVWq0WQ4PDlMplhOOkted6ruf6jysUCnHlyhXGxsa+UraCf5fcYJpOzp8/z8rKCuvr6zSbTSzL+rcGv2RZPqEe/DoKWUEQUFWVzs5O12K4tfWlsWC/CfrSheyTp08Jh4I4js3S0hKSJCIILk/NZYgKDI+M0NffR+moyNWrV9lYW+ezzz4jn89TLBaJxmJcvXqFjbUNopEIT5484e7du1y8dJHW8R84HA6xv7fL0dERsuyh3Wpx+eoVQqEQI8MjDA4OMv/0CXNzc1iWxfraGpFQmHg0ytqamy60t7vL0uIi169f5/DggGg4TDyRQBRF7t+/z1Hx6LgTJxL0BeiKdJHP79HTN8D9B/cJh8NuJ9C2mZ2ZYXh4hMnJSR4+fIgITE5O8MEHv2BrY5NkKk13VyeLCwsMDw9zVDoif1BgYmIS23aL1bW1dVZX10gmk6STKc6fP8+jR4+oVqt0d3cTCARYWlpieGSE/+l/+r+gtVtk02kEBDexyAbbdvCqXr75zW9SKBRYX1+nUDg4QSttbm6ytb3N5OQkyXiC27du0TYMzl+8QKlU4ujwiEqpxN7eHgICI2Pj1Gs1hgZHaLd1wuEooVAYn89Po9FEURRqtdoxL6+br3/9DQqFvJuMNt5Po9FgZHQExaMQPArhCNCdy/Hg4UNUVcU0LXI9XTjA2NgoOzu7TJwaR9cMnj59yplzZ3nw4D6WZeFRFEaGR6k1GpimiT/gY2lpiUqlgkdRyI10IwgChweHpDMZTMNgcWmFr33ta+R6ewmHoywtL7rd9ViMjmwHG+trFIslgoaJZdkMDQ0RDAZZWVlBkiSOjg7Z3dkiFIm4KCdZZmx0jOW1TeKZTnI9vUiSRLlRw9Cb2Ibuvi/DQAoGEAQR27FQFA+OIGKYhsvrlSRsx0GUZGxHAEQ8qhfHAV03MG0Hy7Lx+304OIiSgKG1XdoBIm1RwDbdAk+wFEzbxOvz4+CAbSHi0KhXkCQZQRRomjqmDSIOOD4M08bn858wZy2jjW4fL2Re/4lHVVU8WIZJvVZDEAQsy8Lv9/PqzZuIokSlViWT6WR7c5PHjx+TSiXJpNIYzRa6poFkUanVScRjqN4AtUYLn9eLobUwDBNFcQe6FEXC41HQNAuwUWTpGOBtY1smODaGYWKaFoIgYuoahqbx6ME9TMHLwOAwa+ubfPrpJy6lZGyMSqVMqVTGMAwGBwepVCp88cUXfOc7v8vj2VkEUSSXy3F0dIRh6CRicUZHh/nTP/1Tzpw9x+DAAPVG7cQm05HJcnhwyM1XbhKPxdja3eFHP/oR3/qd75BMJWm2NIaHhxkYGGBmdoZKtU44FkU3TXI9PVSr1V/T8vxcz/XVkSS5TZdXXnmFZDL5G0sr+LJ65k8dHBx0w5GePqVer/9b4QTC8RzBs0CDX1dIhKIoJJNJhoaGmJ+fp9Vq/fYVsjgOgWDwuKAokM/nmZo6jWEYlEsVbt36lK6uLoKBIKFA0C0YD48YHx/n/v0HfOMbb3L37j06Ojo4e+40OC5jbX19nSfzTzh79izr6+sIIkxNTbK7s4vW1gkGg+i6Tiwe47PbnxEIBjl9+jSSJDE7O0u72WB2ehYH6MhmmZ6Zpt6IMjw8zK1bt+jtybG1tcUr3TcRBIHf+73fo1AocHR0hN/vQxQFDg7yaJrG/fsPmJicIugPkEqkaNbrVMsV8nt7NOo1bNtyeaQ4iILA7Nwso6NjDA8P82T+Cbs7O5i2gQNshTbx+QIsLy66HkVBpFmrUxREDg4OCAaDRKIRVK+LWuof6KdWr7Gzu4tj2xT29/F4PDy4f590JkMwEKBWr7G5ucH+fp6enh6+9tpr7GxvU280iEaj9Pf382R+Hq3VJpPNEI5GeTz3+Bi7ZFAqlrh+/QWqtSq7u7tEQmH6+wep1Wt0dFgsLi6xurLK0PAQ9XqDfD7PxYsXOTw8pK+vn2TS9SULokgiHufB/QeMjY0yNDyCz+dnbnYGXdfdOOGuLgRBYnr6EVOTE4RCIWzLRtdNIhGXTxsKhch155BEkenpWbIdHThAu+0yi19++RVMQycWSxAMBtjb26dYKmGaFplsBt3Q8fq8FA4KOI5DrjtHf18/Pp+XRDLJ1uYmhcIBPT29nDt3/gRk/XRxgXQqRbPdRpBkBgeHUD0q7VaTWDxBdy5H/8AAhtmmVi0higKW42DqBooi0WzWkWQJEDAMA1mRjqH4Ag5u0oqAu3DIooiuGximO9XvWCa6biMILlpNFN1jJQEVQZTQW00c2wRERMUCy8DrUdA1DUEQaTfqtJtNVJ8PURBoGXUUjw9TO/bFijKGKGJaNjgOrVYTJDfyVm+38ag+bEFAPg7K0C0Dr8+L7FHwB/zU6zWKpQqSJDK9OkM0GqWvr49gIMDs9CPMdoPzZyfweQRkCZdUoHpxsJFVl4Pr9fmwTAPbdrAsCwG342rbFrIkgwDmcce51WohexRkScIwLbxelc5QDEfxs75TQMShVq0SCoaYmjyNI4AkSzyZn2dxcYFCoeBeS0GXsWyZFrOPp5mYnCSbyXD7s9vcePEGe3v73LjxIqtr6ySTLmtWa2tcv3qNYrHE+fMXaLbbFJaW0DSN3/mdb7G/v8/i4hIXL15icWmRYChMIpni8pUreFWVZqPJ7u7uc/zWcz3Xl5AbUDPGxMTEV74b+0zP7H9TU1M8fvyYvb09lx9/HDELfxVkEIvF/lqS169akiSRTCY5ffo0n376KcVi8a945b/h+tKFrKFpLDx5Qi6XQ1W9ODZEIhFarRbpVJJ0KsmjRw/Z3d2jVCrxB3/wBwwM2CwuLnDp8mVC4TDf/va3efLkCZsbe/T395PLuYlV9XodQRA4Kh4RjkQoV2scFktMTkxweHjIrc9uc/bsWZLpNOsb627SkSCg6zqNZhNfwMe7777D4PAwh0dHRKJRent76ejIEI6EyRgZHjx4QDabRVEUNjc3uXLlCo8ePSSf36evrw9JkqiUyzRqNYqHh/T39bO/v8+NGzfY2991I0gNjYePHnD9+otMTJ2ms9tN89rcXKezuwND0zk8POSoWOSDd99jcmqSUDBItVQlGouRSafY29vDNHUazTr5Qp7h0dFjjmqNWCxGrrsLWRSZfvSISDiEbRosLy6wHwqSTqep1aoEg35GRkdZXVtjaHSUfKFANBIFQSASDrOztUkiHqNUqVA8OsKyTEbHRvEoIkeHBSzLYm1tnXQ6zdTkaWLxODs7O1y6dInlpSW2tzY5NTnJ+Kkxt5NbqaCqKoVCgUg8Rq1Rxx8M0j8wxEHhiI5OFVkyGB4ZJRgMk+vudos4WaLZaGNbAALZjq7jo2WJ9bV1GvUmpWKZZCLBxMQkumECDplMGkVR2NreYnd3l6NiGd0wGRoepd5s4FVVfF4v9+/fJ5vN4vcHyOV68Hp93H/4CFEUSKVSDAwNE48n2dra4rPPPicSCeMN+Jg4PcXiwgKTU2epVCoIokQyncbn82MtLRNPJPH5vJQPjjA0zS1WZRnbNBBFGRBot3WXFetAQPQjSy6CyzJNJMHBERy8HreD22q2wHEQRQFwUVRuN0Jwd8SOg21aqF4viAKG6e7YFdu1MWiNGqZhIUgSettdAE0BNx7XtBFkCb3VwOMD3dIxTQvZo+I4Eo5jo2sasiQjqi4pAVFCNywsx8WE1SotQuEwjmXRarRo1lvs5/dRjhnBhm5gGQYjoyNYhkYoHME2mng8EpKsEIy4vngLAdnrxWi2kUUZSQBdawEWkiThOIDjFtFIYMhuRKVju54xQZQRsDFMA0UyScUixMIBRoaHWdvY4ZNPbiHLAqfPTPH6a1+jUq5SqpTdjPOdXUzdOL5Juhib6elprl27jmGapDIZHj54QMDvZ/rhQ86eOYuu69z77C7ReJzJqUk8XpWZmRni0Rhaq41h6ly5eolSqcSlSxf5i7/4C25+7SblUonbt26xsrLC5OQk3/jGN371K/NzPddXSM+GvE6fPk02m/1KDnn9u/Ss29rT03Pil200Gidc2WekA4/H46Yu/hoLfEEQiEQiTE5O0tfXx9bWFrqu/3YVsqrqJZPJsLi4RCKR4NKlyxwdFt0JfdtB9XhQZIXzF87RbDZJZdNEo1E6ujq4fesWs3Oz9Pf1I8suQHh9fZ3h4WGuXr16QiB4+aWXqdZrHB0dkclmmJ2dpbOzk0uXLmGaJpcvX+Lx48f4/X50XUfTNAYHBmi32nR2dVGpVBgdHeXgwD1y7+3tZ2HhKZlMhkDAoquri6Xjjouu68e+SS+JhDtRr7XdCN7NjQ0adRedgeOQy3WzubXBfn6f/b09ZqYf8uKLL2IYGsVikWazydbmFqrHQzgcJpFIcHR4SG9PzzF/1Y8kSlQqFba2thBEgdGxMSzbplIpU6lUqNVqVCsVvvmNb/Deu++SzxcIhYKMjo7w5OnTEwTYzs4O3d3dGKbGwWEBr9eLR5YpV1z2ajoZp6Ojg7m5OY6KRSZPnyEai5FKJ/B6PNy9cwdZlnnzza/Tbut89vltent7icWirK+tIUkixWKNtbVVZFlB13Sq1Rq9vT1IksTq8gqZbJZUKkUkpGPoGk+fPqGnp4eenhyhkSG+uHePzc1Nrl27hm2bxBKpk2MNl0maZ/zUBHNzc0RiURrtFkdHReq1OmfPnnUHmhybgYEBOjo6+Pjjj1lfX+fatWt4PCrFUpFIOMqLL75Es9lkenqa7u4utLaOYzs4CGQzHTx9+pTJyUl8Pj+zszN0dXezvrFBIp7E5wsQCASxTJu1tXX8vgAbG1sk01lSqTSapmMZ5vHuWHCP8nGwbQdZFrEtxz0at8DntTFN97GWZSEKbidSkWUsnONOpYHoOFiWg+MIx0f/EoLAX0tbCQT9CALH8YZ1AoEArbqJpChIgoNlGFi2jWZbxxs6yU0Z09uuxcF28ODi0rAtLMvGQkTy+jFNEdsBGxFZ9mA7znEYgkC9UqZZr1MoFFBkie6ubmRF5p133qGjo4NoJEo6lWR3ZwufP0DAG8E0WmiGTjoYQjctbMchFI5QtwWa9SqC4yK+tHbTjeR1HGwcNNNwI3lxQBRwLJfXKskKFiKyIKFpbbY2d7g/PcvVG69x9coVNja3+eSTD/GoCi9ef5F6o0Gr1eKF69dptzU0TaO/v59KzV1DqtUqqUSStbU1fvqzn3HlymWmTk1wUDhg/vE8Xq8Pj8fDyMgIXq+XSCTC1KTbObl69SqhYJB2u002m2VxcZFzZ8/SatTZ2drkxo0XmJg4xfT0I37wg+8zMXn617NCP9dzfQUkyzJ9fX1MTU0RCAT+c7+cvzU9C00IhUL09vYyOjpKsVg8wXE9e4wsywSDQTzHKYi/Lj0Lojhz5gzT09M0Go2vhL3gSxey5XKZjo4Ozp8/z49+9CPi8ThHR0dsbW2dJFrkenK02i06Ojp47733GB8fd1vriQS6puHz+0gkExwcHdLV1cXOzg7RaJTVVRdz5fV6aTWa1Ko1RP5qsi8UClEsFpmbm2NmZoatrS2++c1vIMsS5WKZ119/HcM0WV5ZYWJignw+z4cff8yrr7yCPxDEtB3mnz5lv1Dg6uXLFIvuxH4ymaSjo4OurhyPHj4gHovT3dlFPBpjL58nGo1Sq1V555138HpVzp0/S093jla7TbVSJRaNcpAvsLuzQzaTwbZtyuUykUiEzq4uZh/PUa83OHP6NKXiEYIkMzQyzMzMjPveHIdqpUJvTw+1apVwOMyPf/xjZmZmSKVSBINh7t1/SEc2Q7PVJBKN4vG4/NlGvUEmmWRudobDoyJDw8MIAqyurbG8tMjQwCDpdJp7d++g6wavf/01mo0Guzu7XLx4gXazxc9+/nM6OjowTZOjo0P29/a4cvkyrWaTxYVFXnnlFarVGmura7z37nt885tvHh+DOywuuHG1HR1Z7t79HFGEQmGfvt4e1jfWkCWJeqPK9s4WmY4sPn+QO3e/wOvzUq1UGR0b4/KVKzx58oRcTw+xeALnOL7UtEyCUoAPP/yQjo4OLl26dNJRV1UvH374IQtPFwj4/XR2dpJNZ9BaOv6AwksvvYTjOAQCAfL5PJ9/9hmTk5Pkcj3MTM/i9fnAgb7eflZWlikVS3hUH5VKDUcAr9dHJpNBBAxDR5ZkvN4gsmihSCr1WgVwTwSwHDRTo16XAHeYTBRFnONr103nck5SWnRdP5lQtSzreIJVxLYd1zd17CGVJRH9eMfebrfdriU2hqGdTLxaloXeFvF4fTQbNURZwbYsHFFCMw1kxYMla9iCjOoPo2vuoJTidQMYDNMgEHAXTlkA2+eleFBAEmFrc5OBwUFqjQadnZ2srqyQiCdoNut0dWRptloEA3F8qoqoa9h4iMSSNOsVNMMilkrhCGBpLQyjhaTIGJoGgsvabbWbhMNhRN3tSFu2jWXZSLKMZRkIkogiKYQDPnQLCvt7VKpNgoEAU1NTrK4t86+//33S6Qz9AwOIioyoGySTSSqVCrZt0Wq3efnll9na2iKTyRCLRunIZFFV9dhbO0ClUiOXy5FJpfjo008ol8uMjo1x5dpVavU6Gxsb7O7uosgytmURDgb4sz/9F4wMD5OIx9nZ3eXGjRs8ePDg17M6P9dzfUWkqirj4+OMjIz82jygf1clSRKqqhI/5t2n02l2d3fde4XjnAxiPQuq+XVKFEWi0Sjnz5/n/fff5+Dg4NgW95utL31FRcJhdnd36enpYWJignv37lGtVjFNN+YxFApRrVZYWHD9rtlMhlu3btHZ2UkkHMbn8/HgwQNarRY3btxAlmVkSWJxcRGf10e9Xmdra4tIJMLQ4CDxeBzV6+Xhw4eUKmX8fj+xWIyXX34Zx3F4+PARrVYDbNdQjSAcs9g8jI6MUTg85MHDh1y8eBGPx8Mbb7zB6uoqpUqF7lwOx3E4ffo0d+/e5X/7l/+S06dPs7CwwOrKynHB6E741esBotEonZ0d1Os1Ojs7efjwIU+fPKG3t5ednR0ikQi1Wg2PqqJ4PIyNjxGOukNEm5vbrK6tkkmnyRcO6e3t5fr16zx5+pRYLEYoGESR5ePoTbd4uXHjBpqmEQqHSGcz9A0M8MUX97AdB13XMU2T27duEY1GMXQdr+rBMnQy2TRf3LlDOpUknogBIolEHElS2N7aYnxsjNHRYVSPh6WlJXLd3YiCC7HneABHEAQ6OrOEIiHW19cZGhomlUxxcHDAJx9/QlfOTRKbmJikVqnQaNQZHBykXq+zuLhIIhEjm82gKAr7+/t4jgMHimtrBAIBfH4/V65cxbIsNjY2XDtEJMr21hbLS0tEwmF6+3q5desWHR0ddHd3Ay6of21tjc2NTcKhEI16/ZhCscra2hqNRoNLly7jODa1Wo25uVmKpSLBkNtV6+rqJBgM0my1WFx0ObgjoyOcPXeeR4+mabebNFstXrzxCn6fj1aziiCAR/Vg+3w0qiXkgBdJlmm32wiCi7RSVc/xFKqJeJxzbQGOwzElwP2KiaKIqqpomubaBTTN9dFKrr/WtA0EHBzbRrcs2m0NURQxzSaBQADbtrEdN3BBOC5kTaeNJIoYlnWM39JAlPB4fbT1NrYD3kAEXZQQsLGRMB0bUVLwBwIIjo2IgyRKVCsVmvUa6XQCw9CRZJHPb9/CRqCrs4tkMkEiHiMUCiAKoBkm3kAEyetH9YdQZAFd17ANDUlR8QVDVLUWquql1awiigKGZSLZFqqqHqO3BCzLRNcNRFHCMA1EBGRZRBQlkvEo2Vw/luDFdGRsAVSvyvXrL7Kxvkk67ZJKqrUK7VaLTDpDsVgi05Hl8fy8G/WoqqytrPK73/4OsiKzubVFIBTixz/6Md/85jeRZJn3Pnifru5uOjs7OSoW+fSTT+jvH8Dv95NKJolGo5iGQaVU5Ht/9EfMzc2ysrLCmbNn2dra4uzZs7/6lfm5nusrpFAoxMTEBIlE4is/5PVvSji+L2SzWbceikROGhqiKOLz+UgkEkSjUYCT4vbX9VqebSqehVX98ongb6q+dPm/vr7G48dzbO9sc/78Oc6fP8/k5ASTkxPE4zEODw/QtDZHBwd8/1//az756CMODw7YPe66mobB0uIyly9dBhw++OADqrUaoXD4BAI8MDDAwsICP/7xX/D/+V/+F7Z3tjFMg42NDfc5fgkXMTMzzezsY7LZDEtLS4RCIcZGxwn43XSwqanTTE2dJp1O09HRgaqqWJZF8egIr6qyv79/MiAkCiIBf4A3v/EmoUgY0zLZ3tlid2+Hz+98TqlcRpZlwpEwe/v7JJNJFyyvafT19aGqKv39/QSCAUzLZHbuMffvP6Ber3Pz5is0m028Ph8dHR0YhsHtzz7j8ePHrK25iLC7d+/y6NEjVFU9+aIrikI4EkFVVeafPCGTzWAYBvF4nBdeeIHccfDC1NQkX3/9NRLxGJlMho6OLADvvPMOtm0yNDTEK6+8Qjbbwe7OLqpHpVQ6IplM0KjXePToIQeFAteuXmFyYoKlpUVWVpZ58uQJiqK4yVUeD729vfT19aHICl2dnezs7JDJZPF6fSiKh8HBQQD2dve4fPkKPT29buZ9ZzeVcoWtjQ2CgQDBQABd05ibnQXHoaOjA6/qwvH7+no5NXGKzc0NTp0ax7JMGo06MzMzeI4RVYosY9sW0UiYu3fvYJoGr7/+GufPn6Onp5uDQp5Hjx4yPz+H6vHg2Babm+scHBQoltwpdkFw4wAzmTS2bdLZ2UE4HObc+XPs7e9SKZfcGGHTxDQNd7BKko7DEjxuUWlbiCLIsnu07xwnZ/3VAuV2Tp9FF8qyfAK9FgUB1eNBRMA0TPe6tiwEBCzLdlPmLHeaXxQEbMtC1zQc08IxrWM8l4ljO1imgam1sY02ltHCMTVatTKW1sBqN9DqFQRLR2810NoNLL2FY+mYegvH1jG09jEaSyGTSWFbBgP9PRQPD/j2d77NN958k87OThLxOE+fPmVra4tqrYYjiijeAKo/hKB4kdUAwXAc0wJHkJFkFY/qQ1FVfP4Atu3gUdyiX5IkjGOGoeM8w9A4aFobSRJQJAnbMpBEB48iYpk62Uya7q4uhoaG2M/nXf7tfp7u7m5i0Rg7OzsEAkFkxc0Y93q97nfAccik0+A4FIslSuUy+/k8f/+PvsvA8JDb/T22BI2MjNDb20upWER0HHp7e+jt7aXZbLK7t8vQ8DD+YIBTU5NUazV2dnYQRZF8Pv+rXZWf67m+QpJlmXg8fnIf/m3Ts+IxGo0yODhI+Ljm8Xg8x7MkMrIs4/P5fm2DXr+sZ0Nfk5OTJBKJr0SH/Mu/AwFi8RjhcJAnT+fp6OggHAlh2xbLK8uIRyIba2t87ebX8AfdY13V53fZnZLE0uIiXtXDrU8/oSvXhd/vI5/Pc/XKVba3tgiHw+i6zosvvsgHH7zP2Pg4lUqFl195hbXVVTweD4cHhximQW9vD//oH/0Jn3z8McsrK/T29FLIF8jnCzQaDS5cuECpUqbRcGNQOzs7XQi7bbO7s0NvTw8ffPABgiDQrDfI5XKIosje3j5nz58nFAyyvb1Nq9VyO4bRCIgClVKVSqXM2OgYCwsLOI5DKpXiyZMnrG9sEI1FMQyTw8NtxsfH8Hg8tFotIpEI+/v7DA+PYuMydcdPnSKdSjE/P8/BwQGpVApd11lZWcGyrONixk0/S6eTyLJMMpmkWCwSDoeJxWJMT0+f7NwajSbLa6vs7+2RiMWwLIvbtz/jhRdv8N5773Hu3Bk6slnu37vr+mE31lA87hHz8soyExPjVKpl9vZ3uX79OtLmJr29vTyZf4Km6VTKFQYH+13PZrPF8OAQu7u7HB4c4fGoVKtVxsdPoSoKhcIhd+/ccTcX4+PcuXOX0ZFRGvUGmxsbrK+tkc1m2drYBAHajYaLAhsaAhy6u7tZX1/DsiyWFhfp7u5hfn6eVCpJW2uTy3Xxwx/+0E0kKxeZmZl2ecH5PeZm5xgdHSWbSWPbNnNzc/T05EimEjyafsidu1/Q0dHJ66+/7rJbdYNsNkPx8JD5+XnOnDtPrV5FVSRsx6TZbKA4GpZjI1gmbdNCEBwsy0SUJAxTR5EkvF7f8RGNcxIT63Zt3SLVTWsBcLCOh7tESUQ7nmCVFekkwvDZcNkvyzYtRFlw6QWiiGGaKJJCu9nEskwc00TyKAiODY7g+mgNAxWBRrWE5PGiBsPYlo7oSFiahSaAx+PHNm0USaZuGUiy2xFNppIU8nkaDc3FlRWPWFpaRBShs7MDw7BQVBUbAX8wTLNRx+ML4AtGQFQQZRVRVlE9Anrb3QCAjWHaiB4BAY6JBiDgRtdKkojHI2OYOppugiOzt7NN0xBp6za7B0Vkj4dwJEJntgPbcqjVqliWycSpCYKhIB1iJ/bxaYtpmty7d4+zp89QrpRJpFOMnRrn3Xffw7IdEEXqjYa7yezsZP7JE9LpFNcvX2ZldZX9/X0ODg+5cPEiI/E4Xzx4wPDoMP3ZDJquk81kCQQC3L9//1exFj/Xc30l9WwD/6wZ8dsoURTxer10dHTQ09NzMtSlKAqBQABBEE6ibH/d3dFnA2j9/f1ks1m2t7cxj21wv6n60ldVrV6lUinx9ts/4+c/fxvHsTFNnaOjQyYnT5FIxOjr7eXzu/cQRZmr114A3CMFy7TweX289dY3GB4e4qBwQLPRYG1lhdWVFTY2Nlw8k22zu7tNf38f0UiYrq4ONtbXEUWB3d1dMpk0B/kC/49//v9kf3ePXHeOcqnExsYGtm2RTiUZGxvj9u1bbKyvMTQ4SKFQoNVsYWoGF8+fZ2hoCK/Xy+nTp2m321x/8QV3CMW2yRfy3PviCzRdp91u8/jxY0ZGRhgaHqRarfKDH/yAdls7pgzUefLkCYlEAlGSCIaCZDIZvv2d32VgYAC/z3+SplEul3ny5Anbu7tUq1X29vbo6e4mkUhw9tw53nrrLcbGxvD5fNy8eZOLFy8yMNDPyMgIfX29rK2tubD/SoVms8nHH3/M4aFrUxBFiYWFRdbXNxgcHOSVV14lEAjS19tPT66Xra0t6vX6cUa822l8//33sW2b7u5uOjuzjIwMMf9knmg0SjgcptVqMTo6ysbGBu+8+x6yonD+wnmazSalUglBENjY2GB7c8v1U/b18+rLN+nN9VI4PGJldY2JqSlyvT00mg1q1RrBYJB0KkV/fz87O9skk0ki4TDhYIhgIEjp6IinT+d5++2foWltVldXWV9fJxqNkkom8aoquqaT6+6iWq1y/fp1Llw4j2UZ+Pwqba3Jp59+yubmJrOzs8fBDwUmJ08RCPr5/PPPsCyT/+6/+2+4cuUyuVw3tmXxox/+kJ///OfMPZ6jXqtSq1WoVstUq2VwHLw+L81WG1lRMCyLeqPuHocbGoLgDlW5TGW3O2vbFoahn/ifZElyi15sLF3DMnRs20QQHSRJAMHBwca23YGxZ9Gyz3y4z/y0LnvVPXIydAOPrNButdBaTWzT5bEKtoXRbmFbBrrWwjINLEPDNjV3AE1rg6HhmG0alRLNapl6tYwsg6oqeL0qiiyTz++ztbXFz372Nj/96c/Y3d2l0Wjwh3/4B6RS7qbK41WxbYdAMITtCHi9fmxHwh+M4POHQJBQVC+WA6IkYzoOouLBwaHVbCIKAo5lYehuWMOzkxZBFE8WVV03EAXo6sxw7+4dtra2TjyuM9Oz/OxnbzMzPcPszAxen5cf/ODPWVxaZGZmho2NDYaHh91UsFCQWCzG9tY2juPwve99jytXrrCzs0NnRwder5dqtUJXVydHhwfuBsQwcCyLt775TQxdp1qrceHiJRYWFtne2aFUKvPJJ5+czAs813M9179bkiSddB1/W/WsKxuLxRgcHCQYDBIIuImmXV1d9Pf3Ew6HTwbAft2vRVEU4vE4iUTib6UL/OvWl76ybt58jQ8//JCpqTOMjIzg8Xj48z//c/b39/j619/g1PgkR6lDln78E7Z3dljbWCcQCPDxxx8Tj8fo7uqiUChQKBS4euUKuq6zu7tHo9E4KdS+9rWvke3M8HhujvXNDfbufM7+/j7/w//wP/Lo0TR9ff309PQQDAZZXFykq6uLQCDIp59+SrlcBuDs2bP4/D5arZZ7hKso5Pf3WXi6wNTUFH39vWxsbDAwMMA777zD4uIip8+e4bPPPjthu21vbQEwNDSE4zhsb21z+9ZtBvsHOHfuLE8XFpAUmcHhIQzL5MUbL7K6ukqxWKbVcoMRfvjnf45HVZBkmTNnzrCwsMDy4lP8/iD9/f08evSIixcvks1mefjwIYV8njt37vDmm28wMTHO+voqn376MZePh9M2Nzf57ne/i8/ndv6ePHlCf/8APp+foaFhPKqKrChUykUmJqaoVausb2zQ3dlDqVRheXkZQ9dRFIVz586STCapVqu8+uqrvPf++xiGQTQWo6e3l/X1dd57/30ymSz//X//f2RtbZ3pmUfHfh4Vj6JSPCoxPDxMMBjk4cOHKIrC48dzSKJAMpmgoyPL5uYmhmHQ2ZnFMDQ2tw4olUsMDQ1y69YnpFIp/D4/+/u7xOJRFI+H69evA+7it/D0KafGxllZWWZychJBEKhWqzx8OM34+BggkM100tvbe3xdXUUQBMLhMJFIjFqtTj5/wPr6Ouvr67z5jTfx+/2YpskPf/hDatUasWiUrq5u+vp6SaWS6LaDrls4toXscZAkBUXx0Kw3joeSLLSWhiSLGIaBIsl/zdP0LHBAPC7IBGxMQ8dwHCzTAsfGcewT8oYkSSdme8dx0DQNn8+HYRgnf2u3WymdLHK2bZ10fxVFQRQFRMGh3WwiyvIxHUDE5/OjeBS8HgXHMnEEN02selR3bSOWiRpw8Nt+TFNHwO00y7KExyPj8wX42tfeIB6Psb29weLiIqOjw5iWgSKHMAwDcBPEBEWm1W7i84eQJRF/KIxlthEsB9nrRbUMtHbzGGNmYpkWkihimhamabkBErZDs9lC010eruzxEAv6EESB8xfOodkigqSQLxR48fqLrK9tsLy0yNOFJQYHB3nhhRf4xUcfMzAwSK6nF13X6e3rxdAN9vf3uHTpEgcHB9SrVWZm5k4iGi9dvIBlud+pZrPJvmFw8cplLMvh7r17VCoVBgYHefr0KZIo09WVQ29rHB0eEolEvhLDEs/1XL8OPZva93q9J7/7dXpA/67q2ecQCATo7u5mYmKCWCx2kn6oKAqqqv6tdUWfDX0lEgm8Xi+NRuM3uiP7n7RFmpqaIp/Ps7q6SmenW0CkUikUSeaz27e5cuUql65eoVgus7mxQTAU5N7dL7h+/QpDw4MYukEmk+GTTz6hp6eHzs5O9vb2mZycZHV1lY2tTXp7e6hUq27ylujGZy4uLhEMBrnz2WekUkmy2Qw/+MGfI0kSL7zwAuPj4xweHnL37l13CMYwSadSvPfee2xtb3Pu7DkmJiYoFApsbW0xMNCPrutcuHCBer2OrutkMhnq9YabB6/p+P1+DioFqrUKpWKRb37jTdbW1tja3KK/v5+ZmZkT/ltnZyeGYfD06SKFQoHr16/z8isvU6tW+dN/8aeEw+GTScFqtUaxWOInP/kpm5ubDA4Pk8lkGBgYcL2DhsFPfvITlpeXGRwcPBnuunz5MuVy+YS2oKoqbU2nWCoRDocZyGTw+rxYpsnTp0+oVSokEkkikQgXL16kVnNTskKBAMvLS9y6dYtEIkEsHufateusrCyjaRq1Wo1oLMb6+ibf+94/QFEUSqUSm5ubXLx4kWQyzuryGiMjI+zv750cB8/OTnN0dEiuJ+daANptEokEtVoV1edFUT1IssT4+DgHBwfkcjlWV5fxeb3s7u6SSqVwgP39XV588QaTExMYms7R0RHhcJhisUg2m8W0bK5ff4FKpcz09AyWZdHd3X2841dwHHg8/5TYMVhakmQikQgTExMcHRUp3/uCWCxOMpkiGonS3dXNfj7Pysoqj+ceM3X+AsFwGHBoaxp6vUG73UbTDLAsZNmD3m7hET0IiHi9Phf0L0vHw0v2cTdRR29rSJLLlhVwbQaKIuNYDoLjhmqIx7tj13frBiU4juM+zrGQ5eNsbtvBdtzoWsuyEUV3kOzZc+jHpwgejxdRcpCPLT22ZWHoGkg2WBaG1nI7vbJIq9EiEIqgay3X/+txi+JnoRZ/+Ie/z8FhCdtxu6XvvvcLIpEw0ViYVDp9vPEzQXRjeV1Xg4ggyQiChOr1Idhg2228QgDD1EBw37vWbp8snIIgYlomgiOBaGFaFtgCsXiQpmbSqNcRRS/9vf1YjoDq9bK3t0c2myHX3cXkxCne+8V7DI+M8I033ySeSFE+RtqFIyGWV1fQ222WFxdxbIfbn3xKKp3mzNQZgj4v87Oz6LpOsVhkbWOdw2KR/YMC42OnmJyaIhh0A14cR+DSpcsU8gVCwRBvvfUWxWLxuUf2uZ7r36Nng07P5mC+Cqinv6mefRYdHR3upvsXv+Dw8JBms0m73WZkZORvzXrxLJAoHo/j8/l+4zcWX7qQ/cUvfuFOnft8fPbZZ5w7d84dPLp+nc2NDcrlIoLgsLu9xZVr11C9KlcuX+b3fvd3qZbLmIbBx7c/QhAEFhaXCIbCZDs6CYVDHB4d0dPbg23ZTD+aZnJiiuWVZVKpDGfPniefzzM0OMTOzjZ9ff0Ui4d873vfY2VlhWAwiM/no1yt8Cf/+B9hmCYP7t+no7uLM+fO4Q+HGBodwat4kGWJt99+m77+3hMYcSwWo1wuoygKV69e4bPPPmNhcYF0OkMilSQSC7O9tcX09DTDw8Ps7O4QS8RxHAfTNFlcXKTZbNJoNEmlkliWyeHhAaFgkEazwauv3qS3r5dYLEaxWGRjY4MLFy/yx9Eot2/f5v333uMP/uAP2CnkyeVyAOi6zqlTp+jo6sK03RQrjjt662sbHB0VmZyaAgF293Yo5PeoVkrUqjWGh4fJZjJ4PR7q1Sq3PvmYF2/cQPWoZDMZtjY3qFQqSILE66+/Qb3RIJ8vsL+X58zp04yPneKjDz/k9OQkiwsL2LZDq9Wgv7+fUqlENBrBMExKpRJXrlxhb3+PzY0NYrEYo6OjlEolFhcW8KgqjUYDn89LOp2mUqnQ09PDysoKmqaxtraGIICqwiuv3mRxYZHFxUVCoRBbG1tksxnS6SSa3mZhYQ/HgfPnz7Gyus7rX38dj6ogiiL1ahWf6mOruo2ieAiFwwRDQXb39rhy5TKCIJAuZ2i2WtRrdarVKsvLy0xNnUbXNVRVdYMmqlWGhoZdK4BhoKiyGzUrK5i2y14VEfEHggjYWKZxYiewLLfDYDtgme7gF8e2A8cREUTR/Z2b+4WsSC6KSxSRFQXLtk8WMFGSMS2bQMBPu9VC9XiQRQnTNlyrwHH3TxRcPJjP53VDGhwHwbZxTA1Na2GZOiIgebxYpoFHVdEN15fr8XhptFuIHh+2ZVCvlhEkEVFSEEWZQCBEOJIgnz/k3Xd/RigUxu/z8cIL15AkCX8gRKPVIhiNIYgiAiBLEpLoHlEZloUtisiqF8FycOouYsy2HURHQPaomKaNZmgoioxtmDiGhSC6z6FpTUIhP5Iko7Xr7O8XCSWyTD98gIlAZ2c3d+/eob9vgKGhYTq6uzl37hxLy8uUShXq9QZvfOMbdHV2sbO7RbF4RGdnB6Zl0pPrwR/wY1sOiVSSpaVFCoeH3P/iPt/9+3+fnZ1dFFnh8qVLmIbJX/zoR4yOjRLw+0mnUyw+mScUCmPZJisrKySTSYaHh3+Va/JzPddXRqIoEgwGSSQSfyt4qb/LetZ8CAaD7mmk34/X6z35icVieDyev5XX8qyoDgaDX4m/yZcuZN944w2CoRBzs7MYhsHBwQF+v5+trW0++ugjRFHgwYP7TE1OMjc7S2d3N7c+/ZSOdIb93T36+/u4dvUa+4U8vX391OsNfvSjv+Ctt75Jq9Wi0agT8AfIpDPMzsyyuLTIxUuX2NjYoNVqUToqHnfVDkkmkywuLlIsFnn48CH5QoHuXDeCKBKLxch2dJCIx6lWq7z5xpvcu3eP8tERnZ2dXH/hOuFwmLfffpvOzk7OnDmD4zioqsrR0REej4dSuUxffz/NZpNq1eXUFotFNrc2SaVStNttXnvtNZ48ecKnn35KR0cHExMT1Go1Ojs7APD5ffgDAeqNBisrK+RyOR4/fkwwGESSJNKpFC/duMHC06fk9/cRRYGFhad0dnRg6AZ9fX0sLC3iVb1MTU1xkC9Qr9X43e/8Lrc//wzbAV1r02w22FhfZ2drg+svvEitUkEURTKZDKrHw+HREXu7u2xubrKxvs7w0CDhUJj+/gHee/ddzp6/wJMnT+jr7UXxePj0k08wDJ1rV68xOzdHV3c3U1NTNBoNms0m9XrDLSDrNVZWV0ilkpw9d47NjQ3Cx5i19z94n7NnzyIIAvF4gnA4jKZplEoluru7efrkKW++8SZer8pHH3/M5uYWY+Pj+Lw+gsEgOzs7WJbJ7u4e1194AWlUotlsIooil69cZmFhAZ/qJZNO05XtoNVuE41ECYXD3L13j0g0Ql9/H4ZpIggCI6Nj7O7toaplzp8/z+rqKnfu3MXrVWm3WtiWzdDQCIeHR4SjESLRCI4t4Pf6aRk6vmAEVZHQGhUkRcbr81Mtl/ConuMusIPtOBiGidZuIYsikiT+VfysIODgdi1FUTzGrDmoXhUsB0kUMEwbRZFP6Bq2bSMg4Fg2NmBbFq16A0WRMXQNyzSQFA+27UHXdNeyYFu0Gy10Q0f2eLEtC4/XjyDL6C3B3VzUdCx/EAQFv6KitRroNqiBIJg26XQnmxubrC6vYOPw5puvYVsOh4dFJFGi1dKQZAlRkhEkGfHYGuFTve57FgSXPKDIIKo0ylUkScawHUREfH4XEyZKEpKjuN3eY8yZI7gFvm3abmRwu41lWoSCAeKxKJ/cfhckhUw6y7VrVzk6LPKzt3+GZZmcv3CGdDpFKBRhaGiYUqlMR1cnj+ce88rNVwgEA7z/7nssPH3KCy++SKPR5JNPP8VxHCKRKK+9/joe1ctLL7+Cbuq0mm16ensZGBxgdmaG69euceezzykcFFhZWuHGyzd47bXXqNZqLC0tce36S7+uNfq5nus3Ws+KN1mWf6s7ssAJnSCbzTI0NITP58O2XQb5s4G4vy1JkvSVGcD70oXs6urqsR9P5OLFiywvLxMMBtnc3EQQBDKZDIlEisODQxr1OhMTE8zPzSHYDuXj9KpgOERHRyfJZIpKucLI8DD1Wp1YNMrS0hJnTp858Y6OjIwQjkYoFApsb20TCAT46KOPKBaPGBwc5Pr1a+zs7DI3+5i52VlarZZ7E7Rcj+K7b/+ci5cv0W40adbrxONxbNtFG7VabmiDz+c7Sfl6/Hiel19+idHR0RNm7ezMDMWjQ1KJBN25bqanH3HhwnlW19ZZWlpC13W8Xi83b95E13XK5TKHh4fkcjmOjo7o6uri/IUL3L1zh0KhQCaTcWN9m02ezD+h2Wpx7tw5tre3yeW62dvdZWlxiXNnz7K3u4ttWlRaZVrNFkdHR2ysb6CqXkZHR1laXqY710U4HGZqcpLPP7/N3OwcN2/epNVsUS6XEUSRF2/cIJ/PE4/HqVQqLC4uYjsWP/npTzhz5gyyLNHRkUWWJbezGo/S2TnB8tIKoVAIx3FO0sSedaAi0QjbW9t0dHZw9949YrEY4WDo5Ev4ysuvYNk2493dFA4KCIJAMBhkfn4eXdMp5PNUymUqgM/rxevznaSi2bbrH7Usm2AwhIB71G3bbgLX6UCQgM/PMzrA/JMndOW6QRDY3d8jnUkzPj7OnTt3+Oijj7h06RL7+TyhcJjH8/M8uH+fXC7H7/3e77K/v49pGCwuLFJv1AmGQseDCRLhcBjTaOMPhhEdi2q7gc8fwrE1LNvBo3rxeFQMw0QQJEzTOjHNP7MaABiG4bJjJQlwaLe1k8Ety7QQHBAFEZ/X9YgKuIWtbf7yc+hUqxVEAQTc7q8kCFiGgdZqISDgUWQkSQRbAs1BazYxdINA0MawbLcLaRho7TamYaD6QzSqZRwBRI8POZIgne5EsCGVSCLYFohQq9c5PCohCgJLS8tEo2FkWcHn82MaFg4iiurFsExsHFSfF9vUcCwDW9dwU3ltdF1HVV0MWavRxPqlG1ogEDhJmGk228dkjCamDY16k96BEWRfhJdv3GB9ew9N08imM1iWxfkLZ8nv7+PYMD5+is3NTXZ3tvEHg6ytrdJsNmk2WwRD7tpz97M7xGJxOrtzTExMuKcTkkQsFuPo6AhJkvD5/NQbTd57730kSSKVzrCyukLfwAAXL18mv7fH0eEhP/nxTwgeR0c/13M917+tZyeXboqhcPK73/Sj7L+pnvHEs9ksIyMjlMtlisXiiUf2b+tz+WXv8rNmy2+yvnQhm0wmefTo0XE0q5sFn06nT25Cuzu7mJbJ4PAQsUSch/fvM9Dfz8yjad584w0OCgfkcj2sb26wsbaO1+tlf38fr9fLCy+8cDJlPjAw4KIoKhUMy0TXda4cDzyFQiF+8YsPUVUvPl8ASZKJRSN874++R7Yjy//vf/1f2d3e5vKly3g9HirFEu+9+x4dnR2ox0VWOp2m2WzS19d3ksI1PT3N7u4uhUKB7u5uMukMh4cHdHV2kEzEAYe1tRVq9epJvJzX62V4eJiVlRXeeecdVFWlr6+PZrPJ4eEhT58+5dy5c+i6ztDQEIcHh1SqFR7PPSYa2WV72+Xrer1e8vl91lZXOH/unJvGde8eIyMjjI+N82f/8l+yvLxMf38/XbluqrUq4xMT7OztoSgK2WyWvlwPjmOxt5vnX/zpv0BR3NzmV199hc3NTfx+P7lcjkAgQEdHlp3dbc6ePesmF+3t8dZbb5HP59nZKdJqtY4LLWi12sSTCR49esT6+jojIyMkk0larRZdTieSJNLX18dB4QBfykej0UDXdRYXFxkfH6d43OG+f/8+tm1z9swZCvkCszMzLCwskMvlGOgfoFwuU6/VT5BmL7/8Mrquc/36darVKrIsY5oW09PTlEpFrl69ytHRESsrKyiKB9M0WV5eJnE8ATo/P8/6+jo9PT0EAgGK5TL5QoGR4WHKx9SFmZkZyuUyoWCQbDaLfRwIoXrV466piSxJtFpNJMWD1x/CbFVRPCrtZgNJ8SB7vLTabpFqOyaqqiJJEo5lnnheHcfBNAywj4tXy3SZqh7ll4a3XPSUADiW5aZ+PaMWODatdgvbMvH5/YiiiGWaWIaBKHmQROlkItY4LhoVSQbbQFVkLL2NaZgIXg+VSgnZ48E2LRzLRrEsRFlEsSwE28Q2dLAsVBlk0QQBTK1OwOdhc2MbXddIpdOIooyiqEiSgkf24PV4jrmvAjgWtqFhtVtoWh2j3aTdaiKJAn5vkHqtgmVbyIqMYAlIknj8ObgeYsd2wAFNa2PZoHoUWs06lUIFfyDG8NAQ5UqNubnHhMJBJFlib2+XVrNJqVgkGA5hOxY///nbGKbJH/7hH3JwdIQoiui6zksvvURProdKvU65XMZ2HKrVKqVSiVAoxO7uLl6fj8dzc1y5epVcLsfKyoq76TEtpqdnCAQCrK2vUymVECV3Cf3u9/7hr3Rhfq7n+irIcZyToJ9fXhN/W/XsSD8cDpNOp0kkEjSbzZMwBMuy/laLymdUnN90felCdmtzm55cDwcHBziOQzKZpF6vn0SvbW9vs7K6iihJxOMJ0qkMoVCIo4Mj8oUCmqaxubnJ+uoa8Xicvb09HMeh1Wqxd1yU5fN5JiYmaLVarK6sUG823G6H47Im3fSmixwcHDA9PU0ulyMSjlAql1B9KleuXMa5eAnLMMjlciwuLeL3+QgFXVPz4OAgW1tbdHZ2sri4SDwep1wu09/fTyKRYH9vH2yH/f191tbW+M53vsXy8jJ3797l1ZuvcuHCBRYWnuIgUiqV3Cz3VApJkhgZGWFz000bsm2bvr4+AP7ln/0Zly8fD4iEQ4yOjND1/2fvv38kze/8TvD12PA+Ir33tiors6q9qe6mFzUcw9GMNDpJWO2uFgss9s844HC4xQF3OuCA25X2NNJohjskh57sZrO7uru8z6zMrPQ+MyIyvHn8cz88kTEze7gDNSJnl836/NLoZrIqKjPqG5/n831/Xq/ePgRBJJ/P893vfpfOzgx9fd50NZPJUK/XefLkMeFwmHgsxvDwMLNzs6ytrWEaBsfHh2QySTq7PPVmoVBkbvYSr7wc5sMPP2w/9W1vb1MulwGIxWIsLS1hmAbRaIyurm5S6TR3795jZ2cHURRJZzJEwmFsyyaZ6GB9fZ3pqWm6u7v5sz/7M3p6etr4rUwmw2qrWTdNk3qzQTqdpl6roygK6+vrDA0NsbOzQyqd4ujwCK3pLYBdeKZPTk5oNBqcn5+zsLDAW2+9xQcffIBt22iaxuHhIdVqlY6ODmKxGFNTU4iiQD6fp6uri9u3b7OwsECz2cS0TE7PTunt66Wnt5crV64QjUbZ2dkhm8u1l8KuLCx4k2HD8IQFgtBaHPKYoLIgtNmmtm1jOw6O7eAg4CLiuC6KT6VerRBw/Bim1aIPCLg4WLqOT/XA/1Yr2uBpaJ3WcpTTtuFJooPf78d1vMytpmlt2kEwGEQSJTxCl4NPVREQwPFeiSTLKKqK3+fHH/BjmgaWY+O4DpIiIoo+fIrqLZ+JArauYWpedtZFgmaThCKj18ooskijlEVyTERcsmfHKLJIrVYjFvFRbdjU61X6BwcIRaI0mwZp2UfQHyAU8CPiYJkarq3hGDaO0aBZL+E6JoLtLbhJgo9Gs9HmJDqOA6KIKCs0qxq27SC4oMiK1/i7IAkSrgBnJ6cc5yoEE51MTM6i6SaVSpmd3RyJZJyJqUmerz7n8ePHfO3rX8U0DRKJGIPDQ5imF9MpFkrMz86Ry2ZZXl7BHwxwdHTM1PQ06UyG7e1thoaHSWcyxGMxJsbHOT72GmRZkvC1ljQEwXv/XVm6yic3bvD6G2/QaDZ/9Sfzi3pRn4O6mMheDL9+m5vYi5IkiXA4zMDAAGdnZ5imSTQaJRQK/b1Pqy9iBb/pP5dfOhwxNjaGoqg8ePCQ//F//B9ZWVmhWCxy586dNnc0FotRLBbJ53Osr62RzWaZmJigWCqRTKV4/vw5s7OzFItFpqenSaVSZDIZbNvG7/ejKAoffPABhUKBxaVFVFUlmUzy9OlTzs/PyefzbVdxd08P+fM8yUwaBIHnGxv4AgF6+nvZ2N5ic3vLwzm9/jqHhwfkcjk2Nzfb0oF8Po8oilSrVQByuRylYpFGo0EikaC3t5etrS1q9Tqy6iMQDJJMJoknkqiqit/vJxwOE4vFUFWVTCZDLBZjbW2NZDLJyMgIfr+fkeERRkdGSafTDA8N47ou5XK5bfmQZZFUKkUs6mlu79+/h2FodPd4XvilpSVef/01D8yvKDx9+pR63cupbm9vc/PWTc4L5/z4xz9G13WuXbtGT083s3PT2I6Fi6cE9bc2vX0+P/sHR+wfHDIwMMSrr76GrpskkykWF69SLlXZ3t5FkmWuv/sOLqBpGtevXycSieDz+Xjrrbe8DK7Px6effsqzZ8949uwZpmkSi3nNuKIo5PN5z9g2PIIoiuzv75NMJnnzzTfB8VSyuVwOURR59OgRmqbR3d3Nd77zHQ4PD+nt7SWTyZDNZgHIZNKeZSqVYmtriz/8wz9sN83xRIJ0Og1APpfj008/5eTkhNXV1fZ76/DwkJs3b/Lhhx/y+PHj1vRfJBqNomkNyuUShqGjNZvUalWajQaK4jFTRUlCM3Qc18G0bVxcNEOjqTexbAvN0KnW6him93R70cTqut5u3i5oBpblNb/ekpeA36+iiBKC42K1WLOWrmMaTQxTx+dTURUFQXBxbAtLNzzjl+MiigKSLGO7DpZj4w8GEVu5Xdu2MXQNHIt6rYLgOgi2jSKCaxmUz3M0KwWalSLV/BG5w01KuUNCKsRCKpl4hGgohKlpDAwMMTg4RDKZIOBXiUVCRENBBFvHqBYo5Q4xq0XMepFaKYetN7H0JobuRRls20ZrargAgveaAc+gBkiKCqKEg3e4egITjyerqiqjo2Poms7BwQEC8OGHH9HX20uhUECSZUbHRvlX/81/Qzye4ODggK7OTjLJNJFIBMu02NnZ4+bNW3z44YfopsHVq1fJ5/NYpsn9+/fZ3Nzkxz/+EWenx2yur3Pn5mccHx5g6Rr9Pd30dnfxsx//iGQsiqk1efzkEX/0T/6IiakJuns6f0XH8Yt6UZ+vujjzqtUqWkv+8tve0F7YHlOpFLOzs1y7do2ZmZm/JUr4ddfn7WfwS09kDcPg5OSEubk5uru72k3oD37wA87Pz+nr66Ojo4Oenh729vb46KNfeBvF3Z7+s9FskMqk+fjjj9tb7JOTk9i2zZ07d3Bdt00QKJfLvPraa1i2zeHBIWPjY4SDIaanp1lbX6ejs4Ozs1NC4TCRWJTzUpHNx9tMz84yNDTEP/vn/5yPP/6IYDhM/jxPV8vstbq6ysDAAJOTky3WaIxardaeqh4eHlJr1BkZHiYUCTM9NcXO7ja2Y5PLnaNpGoIg4Pf7KZVKmKbJlStX2Nzc5OHDhySTSRKJBBsbG/T19lEqFhkaGmpPFRuNBjs7O6iqj7ffvo4oiiRScX7+81/wu9/4HZ6vr5FIxnn06BHz8/MsLz9BECX29j2U2ZXLCxTy5wiCQLVSYeXZKrquY+oGvb29fOtb32JpaQl/0M/xyQmLS4sIgsD25g6JRIKzszPSmQ6CwRCXLl3i7OyUgYFBPvjgfRzHoV7zWHK1WgNJljg42KdYLBLw++noyJDOZHj48CE7OztEIhGuv30d0zI5Pz9vT1lNy6Jaq7FwZYHsWZa1tTXu3LnjXYnbNmdnZxi6Tqazk2KxSG9vLw8ePEDTNK5cudK+egkEAlQqFXI5D1BfLpcxTZNarcb5+TmNRoODgwMsy2J+fpZ6U6NcLrOyskIi4el6NzY8bFtffz+Zjg7qtRqVcpm3336bRqPB/fv3iUYiJJMJjo4O8fsD5PI5Ojs7keXW4pIsg23i9/txQkGwmh7SyrJwHctT1eK0GrMLIYKNbdlYtgnQBuyLotRe5BJFAVkOIIoSltmaDkveUpjjgO14bFVJkjB0wyMDyBK6rrevyWWfCKKAZVu4Lp6iVfJwXI7qR9e9ZlmRpfaUGdfFMS2a9QbhmISlN6lXitiGjhiNYLsBgtEoRqOOKKpUigUc06YjlUL2++jq8CbqQUUAy0OTVUp5LL2OZRooTpDyeQ5ZlnFdb9KsyBK2K7QiIk4bOVZvNLAsu5U1tnFaNy8XE1tJlLAcl1q9TrOs09c/iG550+i33n6D80KB4eFRjo9PeOXay5yenbGx8RzLsunq6ub09IxAMMTR8Qnz83Ocnhxxfp6n2WyytbXF9evXMU2TTDpNKBQkHAqytbWF4Ljcu3ePN954gwcPHlCplBkcHOTlV16mVq8xf2meRVVlb2+PTDpDLBL9NRzNL+pFfT7Ksqw2Q/4Fc9mri1vTTCbTtkCGQqF2ZvXXXReDjgvZzm9VRvbJkyeEgkE6O2d4/vw5iqKwuLjI7du3WV5e4dq1q5ycnCBLMpMTEySSKV5+5WV293Y5OztrmSssHNfh8ZMnnBfOqVVrqKrK5OQkmZb56enTp9y+fRuf38fB4QGvv/66JziQRGKxGM+fP2d0dBTbcXjw4AHHp6d885vfJBqN8ulnn4HjoPp8HB0d8aUvf5liqcTNTz9t+9SXl5fbzdJnn33GwsIC4XCYsfFxyuUyq+vrTE9NUalWKZcrjIyMksvlCAQC5HLnJBJxEomEt4G/tsZ5K4MXjUbJ5XIeOF3wttMbjQaFQoGhoSEikQjpdJpoNEahUKCjs4NoNMoXv/Aehq6RP88T0oKkUilu3brFlcVFDN3gyZPHbevS9PQ0J8fHnJ8XSCRibG1uMTc93f4+GqZJbj9LtVbFtm18Pj8zszMUzguYpsnm5iavvv46jx89olgskMmkGRsbY3d3l8Uri+C6HnoslSSfz/LjH/+IP/zmN4nH4pRLZer1OrOzs0iSzPn5OQJwfHSE6vOxuLjI5uYmmY4MsqK08SJvvvUW+3t7bG1t0Wg0CASD7O3toSgKOzs7TE5OIkkS9+/fJ5vNkkqlUBQVTdMYH59gZ2cbgIGBgfZW//HxMZ988gl/8k//hLGxcfb294nFogSDAS+3m/PMZ8+fP2drexvHddnY2KAzk6HRaKCqKoODg+CCIkskk0mOjg7p7OqiXC5hmn5CoQC2ZaDKImZrqqprGqbpaWQln4KAQK1aJxKL4fP5aNZrVGt1BNcFwW2xZT20lPg3QvWK4nm2XdehVquhtJbBnNZilKHrHq5GEDENoxXOD3jMVfNCi+ttujq21xwKrgCOi0/1UTNq6KaBKMtYtoXZEisIgkC9ViESjeJYJrbhTT91x0HCRYoINPAaeAEbnyQS8smIPplwLIhgVOmIx9AqORq1Cq6j47ompt7EsWyKzSqu5eAK4POp6I6Nz6dSqWhesy+42JZFs6nRaDTx+wOoqg/HMQBPsGCaZnuRzrQFgqEIASXI6dkZyUwXQ8NDpDIpLMui3mwwl/JiLsNDQ+zu7vMPvvZV4okE3V091Go1+np7cSyTqckpHMfh449vcPfuPWZn55AkicnJSRRZwtB17t27jyxLvPbaa9y+fZvFxUUmJiY5L5zz9OlTXFxGR0cpnhc5Oz3lLHxMPB7nrbff+9Wfzi/qRX0OyrZtCoUC5XLZu4FpCV5+m+ti2SoYDLZ45xKKovwtccSvsy4m5ZqmtWN2v8n1SzeyiqLQ29vL9s4Oe3u7rWxiA0EQeeONN2g2NPb3D5AVmaP9A/q6e1B9KtnsGY1mk47OTpqNBmNjoxSKJebm57Atm9HRMapVb/J2dnbG6Ogouq5z9+49vvmHf0AymWxvw5+cnmKYBqqq0tvby/rGBi6w1MI/BYJBHNvGp6qEQiGi0Sg//OEP2uo3WZbZ3t7GcRxyuRyZTIZEIkG9XkeWZVLpNIZpMjg0RL3RwO/3E4lEaTQa+P0BZmfnuHz5Mru7O/T19RGJRtna2qJer3uNtW3T399PMpkkl8166J/r17Esq50Rfvz4KX/8j/8Yn99PoVjk3r07xKMx/AEfJyfHLCwsMDExwczsLKqqEolEmJqeYvnpUx49esjVpWtEwhECgQCKqtLxSgYBgc2NTa5evcrzzQ3i8RhD6RSCICCKApVqmVqthurz8Xxjg5m5OSRZwrJMcrks0WgEw9BbTNos4XCYWq1Kd3c3//Jf/ksq5TKfffYZ09PTWJbFBx/8nNdee41yuUI0EiYcCtPV083q6mp7Ee7+vXtMTU0Ri8WoVCpMz8xgWRayLDM5OUlnZyfZbJaHDx+iqiqVSqWdvfWm/j08fbqMKIq8+eabfPrpp6yurqKoqqcVDfh56+23yOZyNDWNZrPZmqofcPfOHa6/8643bctkSNg2hmGwvbXF2ckJpmny9ttvc7B/QG9vL5IocPfuHRzHIRKL4m/6cV0bUYRIKAh4h46FgK4buC4Eg0G0RgPb8ha5ms2m97/ZFo5toYhiSy5g4VNb5hZVxXK86EEg4PeyY4aOIHrNrYA3qdSbGiCgazqO7bSpD4IgYFkmouhhvCzbxnVcZFki4Pd7m/6mTrVeB8HDbcmiiGUYOK6LY5pomo6qqh6aS1FwHRtT11rSBhAlCdd18ft92KZNuVwhluog2Zkgm8/hU6OYtXMMy0bXmwSDKmDR1GrYpksgEEQSQVUVcEEUBBqNhrfA1sKRua7rSQ9af1639X21LAu/L4A/INJoNNF0nWrdINWdINXVw48//HO6+waIxGJomsbu3j7BUIjh4WEmp6e4c+s271y/TjQaY3trG7/fz/r6Oo1Gg2AwSDgaZXxinGvXrqIoCtPTs+TzeSRRRNc0Np4/Z2J8jM6uLp4/f85XvvpVZEmm0ajj8/kZGxtndW2NZCqNJMoMDAxQKBT46KOP+K/+2//uV3owv6gX9Xkpy7Lat2sXjeznYQr4n1sX1ABVVVuf1eLfGwrLcRzvNvdzkl3+pRvZO3fuEIvF6O7u5tGjhzx69Ihr15bo7OymXC4zPjbOT3/2Ph2dHURCYYJ+P8FQiEAgyIP77zM2PsbkxAT9fb3U6nX8/gCG4TWlkiwxMjKCZVrs7u6i6zpf+cqX23w1VVXZ3t6mo6MDn8/H6ekZ/+HP/pyvfe2rhANBTNMgGAhgmSbnuRyjo2Ps7OzgOA4jIyMEggGi0RgdmQymYWKaJsVikUa9zvj4OI7rEmmhxILBIIMDAywvL2PoOgMDA+3mbGtri97eHp48edKeto6PT1Aul9jfP0DTdnj99deo1WpEwhG++tWvcXZ2Sm9vH59++gmvvfE6Q8NDnJ6dsrW9jWmavPnm6+zu7pFJp7h8eYFyuewRBlSV3d1dFEUhGolSKpXo6emhXC5h2w7nxQKRSJSOTIZkIslLL72M49rMzc5h2yZ7e3tti5ahG/hUP6FQmMHBQWzHptFseBPERoNKtUp/fz/1eg1FlQmGgjx69Iix0VFS6TSObdPT4/2cj4+OeOvt65yfn3N2ekqjFubo+Jjnz5+jGZ5mWJFldE1jb2+Pzs5O1tfXUH0eM/TO7dtMTE7i8/nIZrN85ctf5uT0tL1Is7m5iaZprK2tEYlECIVCbeuSaZoIkoiiKqQzGfL5PPV6rbXUViIRSxAOetIOXWuS1XUqlQoAgVCIsfFxJEGgv78fURRpahrn5+fcv3cHw9CZmZmlVCl78RGfH0mUcGwHSVVQVR+GICCKErrlIEsgijINvY4sesD/Rr3WwmeB2/pa17VRQiH8fh+u4+I6LoLg4gEGHLSmhiQJmI7tMVYtC5/fh2l4y18X9jhPByujKCqOZYHrojebWEEDRQpgmyayKGJYNq4LruNgWjaiX8G0LGzXwXbBcVxk0TOF6ZqGpMg4roDiA1EUcB0bHJNGRaNSKaOqPvyyQ/Fsl1g4gmDWKZUqBIMh/KqMhIVlG9SqFaLhOJZp4ogCsixhGDrgtppYEQEXQzcwDB3X9SQQjuOi6xq6aaKofkzbpl6p0Gw0aWo61aaNIZyRq2iILV2wLMv4A372Dw4IBAKk0xnOzs549fXX+OyTT1heWWHh8mV2d3fpacWKREkkl/dy9rFYjFw2R63mRX4++fhjVEXh5s2b/NEf/REHR8dMTE1TLpdZfvKEeCJBMp1h+dkq8XiM3b1dunt6ODw8olIu80//2T/79ZzOL+pFfQ7Ktm1qtRoHBwdUKhW6u7vbzdNvczN7MZX9m9Ppv89YQa1W8/YELOu3p5E1DYOOjg4M07vyBNjY2CKR8ID3W1tbRCJhujo7CYVC+Hw+7t69S7hW5V/8i3/O2dkZDx48oFqtsrS0RKVSaeNuenp6ACiXy5ydnbG4uIhlW23GWiaTIZfL0d3dTTabZXp6iu7uLkLBAK5ts7V5gtDK3YVDYQJ+P4l4gsOjQ4qFIrF4Asspc3x8ytjIMLmzLK+89DL1Rh1BECgUChyfnKA1GhiazqYkUSqXePmla5SLBU6OjkgmU8TjcZ6vP6erq4dAIER3dy/Pn69zdnbG/Pwlcrkc6+sbiK0t9UAg6DU7jSbvvPMemtZAEiVGhob42c9+RkdnJ6FwlK6ePro6O7Adh2Qq5V2hJhJ0dnSwvvac3e09Tk9zXFlcolqtEI1GKVfLbG9vEotFicZjBEJBFEnmyZMnKIpCMpHir777Pd588016e3sJhkJ8dvMzbNvmcH8PU9MZGxnlL//yL5memebqtWvk83kePHxIo5W53Xi+QSwWpV6rkozHWXn2jHg8SioRZ+/ggFQqRaoloChVysRiMZ48eUI6leLll1/hzt07rD1f5dL8PLdufkY0GvNiA7KMa9uEg0FURSEcDLK7u0MgFCCV8QgYxWKRwcEhcrkspVKReDLBzNws+dwZHZ0ZTEMj4Fc5Pj5GlkV03eDK0qJnT1FkPv7FzxkdG8PnD3CWzZNKpRgfG2uRA2zq9TqFQp5oNMSlhUu4jo2he0zYQqGE3+f3xAZ+P4IgYhpme5IgyQq2ZeEAiCK6aRAI+BAFD+ElCCKW6yDa4FcVJFHCdhy0ZgOtWce2bExdRxJFL2ojiciqCqKMKAlIkgwKBAKB9m2El611cVxoaDqKaSIqHj3BsUwEUUSSJQTJs8c0m00EoFauYlsm/kAAVXIQbKf9/sT1FvkESUYNBL0JqutgNZvksmdIskw8EqaUzxKKRBCMBueFAj5/ECwdV3KpV02azSZ+1Y/tuoiyp+11HRAFGdPWcG0H13GoVCsoiqcS1poNZFFA0zRqNQ1J8axizUYdXBFBkAgGw8g+CTWSoHt4guHpBe7cvsP+7h7hWIh/+DtfxXUEnj5ept5sMDo6ynmxiN/vJ1c4Z2B4CIChoSEePnxIT3c3AnC4t4/P7+fx40eth6UgPlVlYWGB/f19ookkjx8/pNlscnx6TLlaZnh4mDfeeA3XdfnWt/6CTDpNvVojHo3x4x/+kHfe+9Kv8Fh+US/q81Ou66LrOkdHRxwdHTEyMvL3Cv7/33P9b9HIXyDR8vk8e3t7v13RAlHyrDuGYbC0tMT8/Hwb7bSxsUGj0eDatWsEQiGer6+zvb1NKBikVqt5E9vxcQRBYGlpiUAgwPr6OrZtEw6H+clPfsKlS5eoVarMzMzw9OlTJiYnPZ7jygqiKLab30KhQLVaRVVVtra2ODvxPOeqqhAKhdou40QqSaHoNahNXefKlUXu3LxFNByio7MD0zQZHhlhv9WQmaZJRyrNkxbWS9d1Tk7O2N7eZnx8jMHBQVbX1ujq6UZWFA7391FVlXg8ztOnTygU8u1Jn67rrK+vk0gmqNVrzLSQYt29XRweHrL2fJ1/+s/+D5RKZQrFIrFYlFK5TLFUobMjhWHo3Lp1i3A4zJtvvMWDBw/p7u5GxFsaOjg4IBwKEfD7WV15RrVcJRgM0mw22zixeDzOV77yFQ4PDzk+Pmbp2lVeeeUVHj9+TD6fp7u7m46ODq5evcoHH3zgERjicfp6e+nr70cSRb79l9+hWCzQ39+LbZpMz87w8MEjvv2d7yLLEq+++iqlYpF8ocCrr7+GaZqEw2E2NjZIJVMMDAyQz2f55NNP8akq8VgcN4oHp+/qIpfPU6vXOTo+RvGpdHR00Nvbyy9+/hHVapWjo0MajQZf/sqXWV1b48mTJ9iWSSwWo15voCo+BvqHyHR2cO/evTY7tlAoYFkWDx895Mtf/irRWIzt7Z32AtjF9VZfXx+6ptNo1CmXiyiyD0Tvar1er5OIx3Bc0DQd29CoNxq4eK9fEgQatTKWoVPXNSqVCrZp0mzWEQUBv8+HT/UTDgYAPBGBZWEZ3nKcoijIspdzDQaDyBfNJZ7I1ufzEQqFsG27LfsA75pOlCRMx8GoVj1ubesQ8vv92I739YqitG1ojiDgOg6GYSGKkqc7vuDVShKBYABcF9e2adbrNGo1T8ggStRrNWSfH0PXadTrOI6N36dgWBoNvdle3giHw2iGRSgaxbKcNkKt0agjySKWoSPLkse7bS23WZaFZtiYlo2i+rEtG0Xx8FuCIGCYFvWmhi+WodFoEooHSSWTFPJ5srkT1tbXsC2Xd66/g4PAs2fP+N3f/V2Oj4/5/vd/wB//8R/x6NEjLMsinU7z9PETopEI0zMzbO/u0Gg0vIz/zVskW4plx3GwcTk+PsQwDC5dukS5XCaZTHL37l26urp49913cRyXeDJBT3c3G9tbv5LD+EW9qM9r2bZNqVQil8t5exKBwOfCKPWbWBfY06OjI46Pj9ufLb/J9Z9k9urp7WFlZZlXXnmFZrOJ2uJl7u7uMjIywtb2Nt09vTgujI+Pk06lOD09bcPvp6enefToEd3d3fT09JDL5QiHw6ysPMN1XcZGRnFdl+HhIZ6tLHN0fMw/+Sf/hEKhwK1btwgEAly5coW1tbXW0lSU7a0dwGVkdB6f6i0I3bl7B03XmZiYZHhkBNu2yWVz9PT00Gg0GBkdoVKtUq3X0Q2Dw6MjmvU65RYnNZfL0d/fTzweb13Fu2ztbGPZFjc+/piOri5effVVtjc3KBYLXLlyBb/fjyxLpFJJNjY2aGpN9g8O6OjspFyt0tXZSbVWobO7i2w+x/PNDSRJJhQI8eTxY/r6+qhUysSiYXRdZ2FhgYGBAfb3DtuIMp/PTzqdZigc5vT0lM7OTgzdIBgME4vH2N/fp1avc3J2CoJALB5D9ftIplKkkynWn6/T19vLg4cPOc/nOWrlC69du8bZ6ZmXAzUtFFnm7OyMt6+/haFraLpOs6mR7uygr6+fjq4ubt++w7/5N/8z/+2/+q+o1uv84Ac/YH5+HkVRvNwNLru72zx+/BjXdbl+/R2Gh4cxTYuV5WXyhXNmZ2e5d++ed73dYqxWShW6e7o4fXDM8PAg+fNcewr97rvvcf/eXT744EPee/c9FMXLniqywuKVRW7eusns7CyXLl1CdB2ahs762hpd3T309vSwv7+L69o8euQ9GPT19ZJMJFheXiafzxMJx0hnMgSCASRJolgs4vOrhAN+FFHC7w+gO17OVMDFxds+9asq1XIRyzIxDANRcBEFEBFayBkbQQBcr0nSTQPdNAkEvHyU67pejKBFHzB1A1eW2k1qo9Fobfz/9cavbduosoze1HAdB7n1fRcEwRMmWBaGpiPgLV3ZtneV5/f52o28IAjguqiSjOM66M0mht7Ebil0JUmg2RQIy7LX3OKhsBqNBk1dR/H5CAYDWJaNYZg4LtQbDXyqH93QqNUqKLICraZVUZRWjtdEb2pYpo1pO4CEaeie3MI0sSyLarWO5biogRhr689JVZrEkhVqtaqXZY6GOTg4YHtrD1VRGRwabl/RWZZFIODn4cOHvPTSy/ybf/Nv6enp4fr1t+jIdHByekJPTw/1ep1ardY+30rFIi+9/DK6ZfLaa69RKpWwLKt9VuVyOUbHx+jr7eP+g/tMjE9wcnrC7Nzsr+5EflEv6nNYF41soeBJdy642heovRf191eO41CpVNje3m4PfX7T65duZHv7ejFNT8m6srLC+Pg4pVKJ8/NzXnvtNQDu3L1HoVRmeHgIWZJRfT4GBgao1Woe3qleB7zpTSKRIBQKsbW1xT/9p3/iGZxEiRs3bjAw0E9nZyeTk1Ps7uwiiiKXLl2iWCxycHDQzpVsbm7S2dnJ3PwcxUKBaCyKaXnLWgcHhxQKRRLJMqVSidPjY+KxGGfZM2zHYXNrC8u2ubK4SEcmQ61SZW11ld7eXjRNo6uri3KljCRLdHV3UavVME2Tr3z1KximQSjoJ5NJ09GRwXVdisUiz56tsLuzSzweJ9PRQTKVplwu44RC5PNZFFWhUm5y+fJlPvjgA+8DeGCQ3p4eJFEknUpj2w6O4zVJm5ubmJaDbdmk0ykKxQLTM1Pcu3uXzc3NFq4jQKVcZXZ2lv6BAa4sLnJ0dNTGmV2IBR4+NIhEIgiCwOTkJIeHhzx48IC+nl6GhobY2NjAp/poNBqUit4H+Pj4OD5VpVIpc+PGx5wXCgwODmOYBtevv83BwT4PHj0g09HJwcEBExMTxGNxL8Po8xOLxvnSl75EIpGkXK6QzeY8JagsMzY2xtraGo7jMD45iQCsrq6xa+/S1d3BwpXLDA8Pc/feHW7evMnLr7xGLBanVCwxMjyCZXkmrYODAz777DMmJicIBUM8W1khEAgQjkZYmnqJ737nr4hGY4DLp598SiwWZXxsDJ/Px/P156RSSaqVCqqi0NGRRpIVdF1DwEVVvb8eTU3Hklxc220xWh2wTSzL9nBWjoNpmpTLRQI+H6rfh09VkGXZw3AJYBg6tu2xZSPRaGt67V1rO7ZNs1lru7Yt26apaV7GVnDbebJms9leCgAQBNGTKZgWpmG2M2eCILQaaqElWLDb7ELDMLBtT6eraRqAlyOWPei/6ziYhuG9dttGQcA0DBTVh2WYgONJIhxQFZVmo4Gq+mg0m4TDnr7Wtixq1YrHxsWlWa8jyRLNWh3Lsmg06giAZds06k0cRFwaiIIXKWhqGppugCCBA4bl8OTJU/oGPe6vbZp0dKf5vd/7fTaeb7HybJWNjQ16+/q4efMmw8PD/KN/9EdUq1UikSiDg0OkUklU1ceTp09wHIdYLNb+PkXCYQSgWCrx4MEDLi9c5rNPPqWzq5Ou7m7u3r2LrutcXrjCo0ePWVl+xuLiFTa3Nmk2m0xNTf2KjuMX9aI+n3Vxy3V+fk6tVmsv/r6ov9+6oBVks1kODg6oVqu/XWaviYlxent7qVarNBoNtre3uXz5MrVajWw2SyaT4e3rb5Pu6MCn+jg6PCQU9BrVdDqN3++n0WigaVpbJrC3t9dGNrmuS29fL7u7u7iuSzgcxnEdbt66xbvvvEMqnUbTNEzTJBAIoGkamqYxOjrG6ckpmtYkkUwwNOxJB6rVOq4ADx89IhGPE4lECIZCqD6V5ZUVJEni4aNHHB0f8carr9HRkcEyTVKpFD/56U8wTIP+gQEc120JGpZYW12lXCqxub1JpTTA+Pg45+fn1Ov19p8vEY8zOTlJNpejUasxNjpKtVLB0HUeP3zE3Nwc//Hf/wfm5uaJRqMkU0nOz4uUy14Oz3tyLbK+vo7P56Ojo4ulq0vk8nk++PDnlMpFhgYHOTk54eq1awgInJycsbm5iSB5zcpJazN/b2+PK1eu4PP5ODk69qZ1jk0gEGB+fp5CoYCh6e2nYk8MoPFsZYXJ6SkODg7IZDKk02m+/vXfIZvNsbG5wcDAAMlkko6ODJ/c+BjTMllc9AQWqUSSV195FU3TSMTjBEMBdnf3SCSS1Go1ent60HWDWrXK2NgYJ8fH1FpihHQqRU9PDw8f3qe3r4eNjeeoqupNSyNhCoVzXnnlFXp7e1ldXW0TI0ZGRsieZTFNk7PTUwYHB0hnOrh18zaXLl1qTzWbjQajIyNt2cXClQU0TWN/dxet6b2fdL1KLB5H0zXCTsjj2vp9+GQRVxJo1i2QbCzToNFsoms6tUrV84mLIpIoIEsyruOiNRpUSiUv6+pT2jGCZDJJLpdDVmQkRWnTCi585I7jKYJNy0YQwXYcJLzGT5ak9s9LdL2JcL1e/1sZJ0mS2nxARVFwHKeNeZH9AWpWrT0VkWUZXG8BzPwbaBxVVb3Xg5ePN0wTx7FRlBDYNqZpUWkZyErVOoqqUquWkTUNozUZtgRviUB0oVaqtAQNOrrepKlpGKaNbpgoqg+fL4AoCOiGgW5Y2Agoqh9R9TMyNsn14VHuPXhEo6kxMT7GyfERd+78z4yOjDE2Pk7/4CAABwcHdHZ2UigU2NjY4NmzVa5eXWJmZoaVlRUeP37CG2++Di4kk0n+9E//lH/0zT9kKh5ndXWVTDrNd77zXQ4ODli6dpVYPE4qlaKrq5vunl5mZ+eoVCrU61U2nj/nmy0px4t6US/q/3ddbMlXq1WazWb7fLo4t15MZf9+ynE83OP29jY7Ozv/X58dv6n1SzeyW1teDqyvrw+/38/x8TGWZdHR0cHOzg6aphFPJHn+/DmpVIpcLsfJ4REuLtFohFwuRyjkSQ2yWa/pKBQKaJqGqqqUSiVKxRIzMzMcHR1ycHjA5YUr/ME3/4Bq1btO3N7eprOzk1QqRblcaelsvenpBb7r3t17yLKCGvDT2dnJ4OAgXZ1drK0+48FHH9Hb18Pm1hb9AwPMzc0hyzKPHj0inUwhiAIHR4fMX7oEeNlfx3FYXFzksPUBubu7TSQU5qOPPvIYlX19SJJEKBQiEg7jhlxSqRSO43J4eMje7i4+n8r09DRjo6NsbW7S39dPR4tnWq/XOT09IRr1JkTxeAxdb5DNnhIKhahWq3x04wZXr11lcHgYxe/j9p07LWi/t0iGAKkOz6b1+PHjNlj5Ip/s9/uJxWIkk0l0w6BSrWCaJul0msPDQ2RZ5p133mFvb4+9vT0syyKRSHjq2dZT9Pj4OOFImFAoRH9/P+fn51QrZVRVpaenF8dxGRgYYOXpMtFolEePHuHz+ejt60VVZP79v/v39Pb20Nvby+XLl9ne3qZSLrOy8oxXX32Zl166RqPe9Di862ucnB7zyiuv8Nprr1MoFPnpT39KV1c3iXicJ0+eeGSHUMh7Ha2m+OjoyGv+O7solUreg0IyieM4ZLNZxsfHsW0bXdcZHBxEVVR0XaOzqwOt2eA8l8NyPAVtb28P/oAffyBAIhFDEcBoSkiiC7ZGHQdT96HVa61repFAIIgqe0gVwYWmbVCtVhAlAUEEuRWhkGW5zcM1DRPbNFEUuY2mumiMHMehXvWMbggCwaDHXLVMT7TQrDfQW2SDiynrhTtblmVsx25f313IPCzDiz8IgoDP50NRvWiGZvx13OBC2hAKhRB0AxtvOUASRQTHwXYFJEXF5/NTKhTx+XzUNA1JUVFVi6bW9KQGttOWG1imh/fSdZ1m04smNJo6ouRJEizDxgF0w0YzbZB9+GQf2fMSY5M91Gp1rl29xtNnK5QrFVTVhyTKpFJpevr7ODs7a2e/L8gnjmOTyWTQdZ3T05P2n0n1+bBMiydPnvCFL3yB/f19Pv3kE8bHxwkEg0xMjNHRkSafy7KwsMDt27cZHx9ncnKSJ0+XqdfrbG1ukIjF+f5ffY90JsPilZd+tSfzi3pRn7MyDINSqYRheBzui7PpRf391MWS1/HxMXfv3mVnZ4fm50Sv/Us3so1Gg/39fWzbJhqNcnBwwNbWFnNzc1y9epUbNz5ic2uLywtXEFwwTZN4LMbGxnOOj4+YmZnBMi1OTk5QVZVms0kgEKBUKtHV1UU06qlNBQGazTqyIrdkAkX29naJxWLMzMwgIGAaFt1d3RwcHlIplzENs62vHRz0xAPVRp1qtU40GqWzuwtNb/Lg/n0uXbrEK6+8wunpKX0DA2xubFBvLc2IksDt27f4r//rf9VelNnd3WVra4tyuczm5iZg89Zbb+K6Lt/5znf44he/SCQSwXVdDzLvOCw/W2F0ZATD0EmlkhQKBdbW1lhff45lWXzhC++xs7PjNcIDfViWSblc8l6DKDI01O9NpB2H7u5eCsUioijS2dFB0KeSunwZURQpFAr09w8QTyRZWX3G8fExExMTXoOiKBwfH5PNZtF1naGBQU5PT8mfnyMrMuFwmM3NTYaGhognE5ycnWLZNlNTUyiKgm3Z5HI5LMuir6+P27dvk0wmmZ6ebuU+oaenj3Q6TTgSbePIorEYpWKR8fFxEokEKysrfHLjBul0gpeuLrG+/pw//7M/Z2lpgXKxwNjIEFsbGxweHCBKCh0dHWQyGYrFEs9W1llaWsJNCDSaGs+fr3NlYQHDMFheXsZ1PTi9YRh873s/4Bvf+IccH5+wurqOoir09fVgmAZ+n9+D2BeLxGIxTk+ziKJIPBkne3ZCNpslFotRrpQ5Oj5EUhSi0Qiy7P08ZFkk5PcjyQqiJKNpNobpLV0pqkIgGMI2ZY8fKwnt7Klj2yit6zPDNPC7/vYGr2fnMqnX6mjNRotQoEArh+rz+YC/dmHLkoI/4PPiCZK3GGa7Dr5gABEBu9lE13VkWSYYDOII4Lp/m9d4sSQZDAU9bS6AIGBYZrvhtG1v4UqUFGzbRbcamKbX/IaCHlMXQUJBpNkoehPdFuorIMpUSmUKhTz+gL/951QUxSMYmCbl1geZphsIkoRpOa1MtYAoydiuiG7jCRhEH/2DvQiizMcffcTC4hJXry7hAkHVx/DwCPV6g+cbmwwMDBCPxYjGYtTrdZ49e8bQ0BCDg/2cnJxw//4Denp6WFxcQpE9bnEq5bGWp2dnuHT5Eh/87H3ef/99JibHGR0dRRAEfvyjH/E7v/M7dHd389FHv6Cnp4+drS1wHDafb/AP/uHX+dGPf/SrO5Ff1Iv6nNZFlOdiKuv3+9sP3y/q11+O41Aul3n48CG3bt3i7OzscxErgP+ERra7uxvDMAiHw1SrVYaHhjk6OmLt2Spd3Z2kEklSmQ4UWWZ/bx9D09grFMlkOujt7aFQKDAwMMjQ8BBPnjxBFEXGx8exLKv94alrXo7QuwoNkUgkERB444232NndQRAlDNPEp6pE4jE6bYuBwUH29vcYHB7iPJenu6ebRCqFWgswPd3ZNjolknEmpr0m7fjoiFK5jG3bPF9f5/r165TLZe7evcPVq1e5d+8uS0tX6e3tJZFItELR57z55useT3bzOQG/ynvvvIsiy5wcn9DZ1cXIyFhLXWuzvLxCR4dn7kokEhwdHREKBZmZmaGvr4/e3l4eP36MonjAdUGQEQSRgYF+r8n3+ykUCjy4f5/hkRE+/fgGkUiY0aE5PvroI7LZLNFolEgkSiKRJBGNcXZ6xsb6cyYmJijkzynkz1ugfg+ZtnewTyqZol6vE4lE2iaRC/FCPp+np6eHs7MzdENn6coiJ6cn6LrO7Owsu7u7+P1+dnd3kWUFny/jxSbMAqFQiHK5wtHRMacnpywtLWGaNlevXqNQyBOJRtg92COeiFGrVfH5VG7fvss3vvF1crkzPvjgfb7whS+yvVkiHkvgOiIzM3OIooxheJP/UCjI/p73GlbXnhGJRJmdnSWZTPLVr34ZXTcwDBPbtunr6qe7u5enT5+iyg26ujrZ399HUTwu8f7+PoXiOZLs2eLCwQC2bTI/P48/EGw3YOFwmGAoiCorqLIItolt6QSdMDo2TUkiEAjgj8ewLINmrYqqytQq1fbyVdDvJxwNI0hC+zrNdfHys5aFLxhAQMDv97WbP6+BlqnVamia5lEBmh7A2u/3I8ku8Xjcu65vZV2DwWD7Q+FCGazI3nTXNE1kWfZiCaKIYZqIkoSNJyxwLAtZklFUBUGSkVUFQZKQHG9C6/f78bVQZI7rUqlWESUJx3WpVqsEgiGajQbZfM5rWCvldi7XW4S0qdVraLqGaVrUalUsx8W2XAzbwnZcBFHCQsIWFOKZEIo/iCh79rdmo8FHH/6cZDrBZ599Rl9PL5FQhKcrK0TjMWKRCL09vWj1BsuPn2AbJuura8QjUWLhCH7Vx/jkBO+//wE9PT1MTkzx6WefUM/WmJ6eZn9/H0GWkFWFlZUVkskkq6trnJycMDYywmD/AGfHJ9TKFRr1Goos83u//7soisKXvvCFX8PR/KJe1OenBEEgEAi09zT+5nX2i0b2118XC8U7Ozt88skn7O/vfy5oBRf1SzeyZ2cnKIrKxPgE+/v7xONx0qkUgUCAmzc/xbZtOru6WX7ylFA4xJe//GU+/eRTisUiIyMjxGJxHjx4wPj4GKqqcnZ21rYVpVIp7t+/T7PeYH5+jlgsRjyeZO/wkEQySTQWQ5JljBbeqbu7G1mW2+rXrq4uuru7icfj5HI5kuk04XCY27dv09HZiWWZVKpl0uk0pVKJs7Msy0+f0tPbS19fXzvnqigKggBdXV3cuXOHl156iUAgwNTUFH19vViW6TVUAR/78QS4Aj09PcTjSSRZZnd3l/7+fgA2NzeYn58nFo+xsbHB1WvXSHdkOD8/Z3N7i2gkQiqTZmxshEgkxtOnK55lSpLY392jp7eb3t5ePvv0JpZhMj87x/n5OcdHR4T8AfytDW/TMDg6OKRwXqBULLYzjpZlUavVmJiY4PTsjIODA1566SVwYXt7i/Pzc+bn59nY3OTo5Bi/P8DwyAhas+llV4+O2draapMFdN1gdHQUyzDxq36SyRS7Ozv09fXybG2VcDjMpUsLhIIhfIqPcCiEixdJWVxcoqMzw927d7EtizfeegPHdZmcnsAfDJBMpzEtk/39Pb785a9wepYnmewgmUxxdnZKIBDg8OiAhYVL3Ll5E1kS6e3uIZlMUqmW25NjSVa4tHAZn8/Hs9U1GprGzMwMn9y4QTQapbe3v/2zTqVSlColisUyogA7W5soikKxUmFmdr59uF40lIFAAMc0EUUZuDiIBVTVjyirWKaOgIiLgGV5mlnHtj1blijigsdTFVsgcATvNUsSquJDlT1CgSgKyKqMaVoYLVrBXwsRvI18y7IwTROf6kUVEAR8AT9yCx12EQUwTRO59V7w5ANO+8HGBVRRwtR1QEAQZHz+IKIkoigqoiCBK6BrBo7j4vOr1OsNbMdFN00EwXOF67ru/fqyzHmxQLlSwXW9D6eL121ZlofiajZpNjV0XadWawACtuW9XttxcRFB8eMLJXAFkez5OfntHUzDRMSlUiqyv7vDSy9d5ZNf3MC2HGRVoVIukc/nONjfRxBFuru7+frXv86dO3c4Pj7m0qVLKJrGxvpzXn/9NQRBZHV1lU8++YRrV69x7/59OjJprl5doru7i6ePH/Pyyy/z5ptvcuvWLe7cvsPh0SEDA4OMj42zsrLC3PwcKysr/OIXH/J7v/d7v8Ij+UW9qM9nedG5OIFA4EXz+vdcpmlydnbG7du3efjwYTuu+Xkpwf0lk74/+O6fc35e5Pz8nIH+ARTFuwYOBoN88sknFAp5RElkcGiYfD7P9PQ0RstOpOs6iUSSg8NDkskEAb+PZCLJyckp+VyOUDjkgeZFiYmJcfb393m6skJv34C32T84wKPHj7hy5QqZdJqt7W10XUdrNuns7CQSjfD40WMG+vspl8tMTEx4UHrHYWtnh9nZGY4ODzF0jUYr3Ly9vcPU9BT9/f10dXby05/+lFg8hiiKBIMhKpUKxVKJvp4eOjo6ePbsGbMzM5RKJba2N+nu6mZrewtREIkn4oBAR0cHqqoSDoepVCpsbW0SDocJh8OUy2Wi0SgDAwOcHJ8QCgUpFoskk0mKxSKf3bzJ7OwcA/39KIrM0dERfb19nJ8X0LQmhUKBeDyOi8ubr7/Bhx/+nEePHyHJEpfn59nbO+DaSy9zenrazgVubm6ytLREd3c3d+/dQ5YlKuUKMzMzKK2p5JMnjwkEg/T19ZFMJECA5+vrTE9OopsmPp+ParXK2VkWWVHo7OjENE36evv4j//xz1i6uogLlIolEomkpy5uNHn65AlT09MUCgUazTqBgB9N071Ygm0Ti8U4Pj5ub+GPjIxQr9VaS04OvX19qD613YAtLz+lWCwQj0WJx+P4VW9i3dHZSTKZbDPxBocG8fuDVGt1jo+OGB4e4vj4uCWnEFhbW8eyLS7NXyIUDLC2/oyD/T2ODvYBCITCdPf0kUgkCAaDdHV3EYtFkUQBCRdZcnEMjUa9hNGogqnhUyRcyyJ/dkKpeI6Ei2uZFAsFTMskGovh8/sJBgKIkoQkipimJ/zw+VQi0Qhia0ohCgKSLLbznJrmTWFFQUQUaGsFFVVGkbznUMsy8ak+JEn0YgCt/NnFZnDA50UaDNO77TB0HdXvx+fzI0tyy+ziWb8EUWg175L3763PG9MwaGoaDmDZjqdIVpQWospGEEVsx0YUZWzbQlFkbMtBaP38tKZGrVHHcRwajWb799QME0GQMR0wbBfJH0b2R5mcu4Qr+VhZXeNrX/kamxvPWX++TlPXeee99xAQqVarvPbG6ziuy/bWNj/84Q8ZGBwklUyRSCTo6OgknfYWCH/y45/w9MkTujs7Wbx2lZu3bnFp4TKX5i9x8+ZNNjc3yXR08Morr3jxjECAcqlIMpni3/7b/zcDAwN86Ytf5Oj4mPXVZzguTE9Ps/JshVu3bvOtv/zO3/0QfvGh/qI+5yVJEr29vfzJn/wJX/rSl+jt7SWZTBIOh1sDpBd/B35dZdteTPD999/n3/27f8edO3eoVCq/MY3sL9Oi/tIT2aOjEzLpDH6/n7W1Na5evcr9+/eJxWL09/eTzZ5hag3OTo+xHYdPP7nBe+99AVyXg4MDj2sai3roDV3HtR02nj+nWCwSiUS4fPky+Xye99//gEwmQyIWZ2R4mI50hlKpyOLCAuViie3NTTo7u0inUsRbuUbHtDjc36deqRIKBbl39y6SJDM1Pc3m+hoBVWFoaJCtrS2GhocJBAL09PVxdHTEzs4Oiizz+uuvUyqVyHR0eP/MZHj48CF7e3vkcjlmpmeo1zyH/UsveyKAZDJJs9kk3qIiNJtN1tfXALh27RozMzNUKhVOT08ZGRlB13W2t7fZ3dlhemqaUDDE8tNlXn3tVW+BrVKh3qizv7/vkRB8QTRNI5fLedELw0OLNXSD2fnLjE1M8NOf/JhsNsvC5UucnJwQj8cxDA+TFolEWFlZIZvNEgwEWF5ebtMJgsEg+3t7dHf3UCoWCQdDrCwvI0oiuu7RIZ6tPKPRbJBIJPC3/v/amEYkFObeyV0Wlxa5fPkS9VqDo6NjdF1n+elT/H4/nV2dVKsVdnd3mJ2b49nqM4aHhgn4A3zwwQeMjo6iaRrpdIbZ2TkMQ2d//5CVlRWuX7/O8ckRkiSRSqXY3NzEth1mZubo7u6i2fQeSChVeLq8QiaTIR6LMjMzzfe+9z16enrp6uqhUa+zsuyh4g6ODkkk4sTi3sOEZVmcnJ5wsL9PT3c3hbxnjnu+scn4eIhCoYDP56dQKOI6Dh3pJEG/D1UWkCNBYrEQllbD1psUcic4rksynUbApVzIY1keJ9aqWxRLJZKJJIqsIDkuhuO0H/AU1TvENV338FiWhdHwFrgkWcEwLRqNJrIoEm4JEgKBAKalU6lU2zkz0zIxLVBVFb1Way9uAQiSiKHrOK6LIIr4/gaM3DBMcFwMy/IytoqC6lMwLa8ZjkSi6JqGYVo0NR3bdXEctx3h0DQNy7Y9dayiYJlNBNETLhiGhYCAYZjouvd1zWYTrfVaLNvCtB0sW0AzXQQ1gN8nEonG2D88JdXZRU9vPyfZLG9cfwfJ56Ovt5cbn37GzMwM/mCQpyvPePvttxkYGOTqtWvYts3x8TGHh0fU6jX29vcIhcO8+vprhIMBbt+6xf17d73lvnyeer3OjRufeIzqxSXSmQ4UWeHJ48fkcmdk0hm+/JWv0N3dS7XR5MYnnzI3O83t23eIJ1MsXFnEHwj9Xc7nF/WifmvqIi6lKAr5fL792emJYeQXjeyvqRzHoVqtcuvWLf7yL/+Shw8ftnGon6f6pRtZ23FwcBkcHKJcKnPv/n0Cfj9bW1tMT08yNzfLwIDX0BYKJXY2t3n08BHn+QJj42N0dXbi8/lYX1/HH4kiSTIDAwN0dHQwPj7eNnaNjY/jOg65XI7TkyMCPhXD0Dk5OcHn89HV2YmsyNTrNTTN23Jv1BssLCxwcnJCuVKhr6+PO3fu8JOf/oTf+73fx3VcVldXOT095f7DhwwPD9PT09NeONvd2yMRj5PP59nf36OzoxPVpzI2OsqtW7eIJ+Ksb6yjaRpXrlwhFA4jSxJra6vMzEzT3d1NPp9HVVUmJiZoNpusLC8zOjKKz+djZGSEaDTK8+fPWbi8QCKe4O6dO57zPZ/n+cYGs7OzrDx7RigUYmlpiWfPVkEUkBUZwzCZv3SZ/YN9Njc3vc13RWFt9RnhaIzZuVlcy6bRaLR5o36/n76+vpY62KNGxGKx9vVyIpFgdnaWbDbL+toaqVQKn8/P3Nwcogi3bt2hUCh6P7vubmq1Gl/84hdZW1tD1zRmZ+eIx6JoTY18/rxNnzg+Psa2beLxOGtra3R1daEbOqFAkIP9fZaWlrzpa73O0tISiuItNd27dx9RhJmZaYJBP6XTEq7rIAoCsix5C3zVKqFQiGAwiGGaKKpCtVbDsm1M0+Dp02Wy2RyBYIj+/kFOz84IhYLs7e2RSifxqQq9vT0cHOxzcHCA3mgSi4Y5Oz3F5/O1uMMpFMXH5GQf/kCAQMBPOORHlgQc20CQZGzTxDSauK28bMCn0rAMVFVClgRkSURUPCZrKBTGbEUITNNsywhM0/RwWJLcfuK8mKKCh+BqNJpttmyz3vAYr6aB4zioPoVwJILVmsDKkoSqym0igSh6V/9+v79NNAAXTdexW25tWVYQBY8ze5HNRRBoas32RrFtu0iSSFPTvabTctqvs9ls0mw2CAZDgOA1roJHaNCaOo2G1pIlGFiWgWVZ6KbpxSZMC1cQcBAwHRFbUAgoAXTLpVproBlVGoZFNJEgFImwvbuLJMs0mxr/4Ktf4/GTxzQ1DdXn49HDR+i6xuXLl8nlckQiEcbGRqlVazx+9Jid7W06u7ro7e1jaGiIK1eX2D88ZH5+nuXlZeZmZ+jr7ycei/Lzn7/P8NAIvT1dpBIxGk2NtbU1zgsFKpUK0WgE1edjYnKCra1Nnj9f5x/+w6//Go7mF/WiPh91kZVPJpMoimfgvIhsXdy4XfCvX9Svri4+69fX1/nOd77DrVu3KBaLnwsBwv+6fulG9vz8nMHBQQRRIHd+jiRLxGIx0uk0uq5z6dIldnd26OrspFFrMDU5iWPauLZNvVZDkWTWV9eQZZlIJAJ4eb/e3l7W19fZ2dlhbm6OwcFB8rkcjmNzcnxEo15jdXWVZDLJ3Nwc1WoFBIHllro2HA7z8ksvc7C/z9WrV4lEImy3ogeLi4ucnB4zMzNDuVLyBAGGQTqdbuVliywsLGBZFrvb2ziWxQ9/8H0WFxe9RiDgJxgM8PDRQ5Ip7/ff3NrEsbyJWk9PN9mzLPfv36dWrREIBggEAoyPj5PL5TF0g3g8TjQe47TVLK2trZKIJxgfH6fRaNDZ1UU4EqZYLLK0tMTx8TG6rtHf30etViMQ9HP12lUePnxEPBH37GSaxvazZ0xOjOPYFtFoDEmSqdYb7aWeer2OruuMjIygaRp9fX3MzMxQKBQ4PDzk1q1bzM/PI4oic3NzpNNpRFGkXC5Tq9W87+vLL5NMpbh3/x79/f24rssrr7zi5Wssmxs3PkHTNF5++eW26u69996jWCxydHSEYRhMTk5imiZj4+P0dHdTr9eZnZ1FlmXW1tawba+JS6USdHV3Egj4+cEPfsDQ0DCNeoNysUyj0eDKlSuEw2FM2+bo6IjNzU0WFxfby1Pn5+csXr3KwNAgXV1dPHu2yhe/9EV8ioJte7QMXdOJxWJ0d3YRCgT56Y9/yNZmhWAwSCqVxnEEL94xMIjq8xEKh+jsTCG6NjgWkmAjCzaO6aIjYtoOuqGBbRL0yTQbdfyqjJxMojcbHJ/VEUSBUDCIaZp/zXZVFTC997/t2Fim3UZm1et1QqFQO+t8sVVq2ha6ruE63r9HIhE0TaNcqRAIBJBEkUajidNCbl2gVi7EB5ZlYRhmC3dltUUOIGDoXubVti3qjQayoiCI3p9PMi0c3fG4sdUaum62NcymaXomN8vGbeWGLziFF834xd9z07TQ9CaGaaHrJq4ggixjumC5AqKiIvvDKIEQ1XqTYChCOBKmo7OTeDIBjotpeOze09NT5ubm6erq4oOff8DDB/fRdJ1Go4Hf72duZoZC/hxVUUnG42w+30BVVTKpFNOzMxwcHjI+PkG5XGFyfIJqZxcNrUm5XCZ/liUWifLRBx+wcGWBYCjEpcvzuK7AwMCAh42rVkhnMqiqj3//7/+Ul166+is8kl/Ui/r81MWSV1dXF+Pj42QyGZLJJPF4nFAohM/ne0Eu+DXUxbDk4OCAv/qrv+IXv/gF5+fnn8smFv4TMrL/r//n/53h4WG6u7s5PDwkFot5tivdIJ/PUamUqddqdGQy7OzsIMsy3V09vPba6+zt7VEoFvjRT37Cu+++i8/no7u7m6OjI4otVNMvfvHztoP5m9/8JvV6nUKhwNnZGbVajddff53T01MOj46IxT0v+o9+9CMWFhZ48OABWlNjYnycdDrdvrYYGBzkxic3qNdrHtO0t5dKtUK1UmXp6hK27bD+fIOBvj5OT0/BdXBsm9HRUe7evcvu/h7Xrl0jFArx6aef8sYbb1Aqldnc3OJ3fud3yOez5LJZdrZ3ODw85OTkhD/+J/+YkZERfKqP+/futZiXXrY02GpoTk9POT4+Zm5ujnA0hm17m+jT01OUyyUqlQqVSgVN08lms0yMT/K/fOsveffdd7j/8CH9/f0MDg4SCoV48OA+nZ0duK6LT1G5desWX//611leXkZRlDbGKR6Pt+0qjUaDgYEBTk9PEQSBwcFBqtUq2WyW8/NzGg2NN954A1mWWV1bRZS8zKSqqnR1dSHLMuvr63RkOtCaGgMD/R5CyXXZ3d317GClEiMjI20EmD/gJxFPtCMP09PTPH36lAcPHiFKIpcuzROLRXjw4D4AZ6dZ5ubmCQQCpNNpL1qh68STKeLxOLVajVDQ0/nuHewzMTnByckJhUKB8fExysUC9+7dw+/3Ew1HODk5IZ/Pc+XKFQ4PD1F9KpVS0cu0SjKxeBJRUhAEiWQqRV9fL4pPJhBQ6UglCKgyEhZ6owy2jmNqWHqDRq2Ca5k4tkmzVuM8l6dRr9Gs1ymUSsiSQiAQaFMEXNchHIngOi6hcAjdMNqNq217C3q+v4HfKpVKqKpKvV7Htkxc16G7s4tgMEi1Wm1PXi9wcY7jtL/uAsNmGAaiKCLJqpct1zQuPjYcx8E0bATBoxm4uN4UtWUDE0QRUZTQdQPTNLBtpzWJbbZ/7wtsnGma6IaOZdnYjoOAAC7t5bR6s4Fp2iBKuKKEgYjpCliORDCSwBeKkUh3EI7E2t+TWDLVOku6GBgYYHl5Gcs0uf7OO5imye07d0AQeOutt1hdXeXs7IxSoYAoSoyOjDI3N9ey7j3z3vNnp2xsbbF07Sp9Pb2UCkV0TePk5IRr164Ri8UolkpsbKyzvLxMqVTiX/wX/wXpjg5qtQYnJ0eerjabY+mKhxr82fs/5f/8P/zf/u6H8IsP8Rf1OSxJ8pjaQ0NDTExMMDc3x+LiIpOTk3R1eWfYxVT2Rf3qynG8ZeO9vT3+4i/+gj/90z9la2vrN7aJ/ZVmZAOBAIZh8PHHH3PlyhXOzs6oVCqMDA3jOBbr62scHhywLst8+UtfIhiK4DoO2fM8lVoNx3V57bXXUBSFWq3G3t4ehmFwfHxMMOjnpZdeYn9/3xMpnJzSaDYxTZ1MRwafz0exVObo5BTb9liXiCKvv/EG5XKZrq4uUqkUa6urRKNRmpqG7djs7u1y6dI8q6vPUFWVw8MDDMMgl8vR1dVJf38/Qb+PO3fukE6nSaWTbG5t0tHVSXdPDw4uelPDNEzGx8boSGfw+/x0dnZx48YNxsdGuXb1Gh2ZDq5fv87JyQnBcIhsNksqmUZVVWLRKIFAgJ2dHfx+P1evXqW7p5twJIJm6IRcl1zOy1QKApyceFfzoijiui4LC5fZ39vjj//RH5A7z7N45TI+1Ue9WuXe3Ts06nUc28Lv9zMyMkRXdyebW88xTI16o8r8/CXOzk45y54AMDc3z97uPrVajcnJSTY2Nrh16xavvvoq6XSa/f19AoGQF5Xw+XjzzbdwXIePPvqQw8NDkskkIyOeInZ/74DOjk6ePXvG1NRUG6ZfrVZZWloim80yMDBALBZD0zSy2Swvv/wysizz/vvvI0kSmUyaoeER/H4vdtLb04dpWUxNzrSiEN57z4ssWNSbGpIk8fjxE/r7+onH48QTCQ4ODhgfH0eWZTRNo1Kr8uqrr3J2dsbpyQmjo6MEg0Gv4ff5iEajuI6DIAmEQxE6O7uJRGPYlkcBUHwqmY4UoaAPVRJwHQvHtZEEF9M2sQwdx7aRBNBMg2qp6BEAXIdapQouSKKMYeita3wVw9AAx1O7app3Na6qOK6LYRoICIRCIZpNDRfdU+eqahtRhyCQiCexXIdyrYpfVQkEAm183YUEw3FBECR0w4shKIqCi/C3IOSmaeHYDqZhtp7eLU/Y0FoKEyUZBxdF8SEjIstKq1HVaGqNln3MpalpeELlv54CGKbpkQtc7/1g2R5pwXLBEUUQJSxXRLPAQSQYi4Piw3Bc8oUi6Y5uIrE4z9dWKVeqvPLyK+TOstRrnpHMMAx++rOfMTs3x+j4GIIgcHh46GHuDg958uQJo6NjfPjhh1SrVarVKpubmxTLpRY9pINsPsfG+nOCPg8nZxg6iirT2dnJ9NQMY2NjVEplzzqXzVIuVykUS7z19pucHB1xHI0RjUbZ2vAWOl/Ui3pRf10X6MKenh5effVVlpaWGB0dbX9WBwKBF5PYX3Fd3IjV63VWV1f51re+xbe//W0ODg5+Y5vYX7Z+6Ua2WinTkc6QiMcpl0qoikp3VzeRSAS/38/XvvZ1ypUSmq6RSqW5e+cenZ0d+IMBOru7WFleJh6Pe2D/Tm/zfW1tDcexUFWVvr4+6vU6yaT3Jq9Uq9x/8JB3330Xf8Ck0rI3RSIRnjx5giAIyC0DUqPRIBQKkenooFypkMvnSaWSCKKAqspkMhlWVlZ447XXkRVvkePk+BhDNxgbn2BvzxM9jI2Pk83neLa2SjweZ2JigmqlQiKeQNM0DMMgmUjgINBsNvnFhx+Sz+VIpVI0m02i0Sj5fJ5CocCzlVWmp6ZIpVIcHh5w8+ZnfOWrX+HGJx8zf+kSX/zSFzk4OKRUKpJMJujs6CCXy1JtTWP39vbo6+/3GJ+mRTF/7nFCZYmjo0OGh4aIREJcvjSPKAj09fVyXiywsHCZu3fv8u6777Kzs8PR0SFnZ2dMTU1xenpK9ixLsVjk9u3bXFlcIJPJMDI6TD6fI5lMoaqqh4CSJQxDQ9ObrK4+45VXXuHs7Ay/38/KygqO45BMJVoxiH7W1tYoV0q88cYb7O/vs72zhWl4C0SRSITV1VXeaD14XAgIJEki09FJIpEgEPBz+dIC6XSGaDTC5uYmiqJSbCHFYrEYhUKBx48ekc1mGRoawuf3IYgCPd3dnOdzHB0cEAoGvQW1ZJLjI88+Z5nee2xkZMSTUPT3e9SAcoXR0Qn8fj/pTAfJVJpoNEYwGMAwdBAcbMtAElwER8DWPc6xaWiYRhMsE0Nr0qxXcW0Lo9lEqzfwqyq64REfLppEUZRRZQVBhEqlgmU7CLqAz2+jmN4hI4oCoVAQQRSp1+o4LkiyTDjkqXIVRUEUvUyrKHpUjnqjjoDwtygFRquBdVwHQXBwXC+7etHIGobpTV11HVqoLEVVvAWsVtPsuOC4YJnNdgTBNA3qjRqGYWBbLpIstSe5F9IE0zS97KvjIApeNMI0TWzHwRUlHEHCdQVsJDTTRJBlcudVxia7qWsGsXicRDJBd1cXl+ZmuXXrNvl8nlgsxo1PPmH+0jzxZNJj0yoyhmnQ2dFBveahymZnZwkFg2xtbvHyyy/j9/tZXl6mq6uLwcEhLMuiv7+fickJsmdZTo+OCQYCDA4OcufuXRrNJienZywtXiGbyxEIBNjb3WN5dZWhoRF2d/po1Ov4fD5+/vOfMzE29rmBir+oF/WfW6Io4vf76ejoYGxsjMuXL/P6668z1fosDAaDbf31i0nsr65c11uwPT8/55NPPuFb3/oWH330Eblc7rfifPqlowU//M6fc/fefUZHxxgeHkbXdQ4PD9nd3eXKlSukM2kyHR38+Mc/Ip3OEAmHWV5eodGo09nZRTKRaE9OxsfHCYWC1Os1CoVCOwhumibFYrk9Zfv0s0+Znp5GlmVkSaZYLNDR0UGlWkU3DCRJIt1qIu/evcv8/DwHBwfEYjF6enr44IP3SadSTExMUC6XqNfqXLp0iXw+j98f4Ps/+AFf/OIXsW2HWDzG0ekRfX19OK3N8FQiyZMnT8hls3R391CpVAhHwoCIT/VRq1U4ODjAth0MXWNgYIB0Ok0kEuH8vMC1ay+x8myFgf5edna3yeZyNJtNkskUtuO0kEkSB/sHRCJh0ulUSxbgRS/yLeZpqViikD9HlmX6Bvq5ffs2jUaTy5fmAYhFYzSbDY5Ojj22aqXC8PAwlmURDAapVCpEIhFUVaW/f4DTkzOePn3KtZeWqNfrdHV10ag3KJXKLdtamd7eXur1Ohubm7z++uvs7Gyzt7fP/Pw8e/t7PH/+nLfefBNVUYnGonzve98DHGZmZlBVlUqlyuTEFLqu8+GHH7K4uNh+HTdu3GBkZITe3l4CwRBmqwGrlstUKhV8Pn9Lp6tzenJKIBhEkkT8Pj+2a7diDAAuw8MjniTA500jG406heI54UgY13FZX1/n1Vde4WD/gHA4gqKq7OzuEE8kSCQ8/u+FdjkYChEOhb1mEhfL1NGNBqbWoFEtYms1rEYJo1HBNptgW2iNOsV8jnqlQrNWwzZtLNvLjOqmQVPTaTTq4EIwEMSyTBqaRiAU8mxWgkg4Emkjq1xcVEWhVCwiSRI+n4rSak4DgQDgHVpeftbCtkwU2YsP+H2+tor2YoFCUZR2FEBuyRFs22lFEFq+c8dBb2V4LdtpN9AgILbYtK4Lmtb0IkT1GiChqCqiKOO4DpqutxfZHNcFgdbrsnBabFtBUnFEBd1yiSXS6BaUKlUi8QSpdIZ4Ko2i+qjX6mTSGUzT5LxQZmZ6is7OTp4uP2VqeppgyLv18Pl9rKwsMzExQTrdwcOHD/nG7/wOM9PTlEoltrd2yGaz7B8c8OZbb3J2lsW0vAy5RwGGqfEJnq2sUKlUuLK0xE9+9lN2dna4PD/PO+9c925w8nl+8dENrr/zLjc/+4ThoSECgQDxRIKN9XW++IUvsHD1lb/7IfxiKvWifsPrghsdj8eZnJzk1Vdf5cqVK4yOjtLb20skEnmRh/011d9Uz37/+9/nz/7sz1heXv7c0Al+pdGCk+MjxkZH+PGPf8SXv/IVQqEwH374If39/fj8fp6trmIvLzM2OsbjJ0/wqz7isRgdmQyPHj3irTffIhqNYlkW4+MTPH36mJs3P2N6epo7d25z5coiAwMDHLR4nvl8nnA4zNnZKbqmMzw0zE9+/GOuXruGv3Ut0d3dDUBfXx+Hh4dYpsXW1haXLl3i4OCAvr5+JicmKJeKFM4L7eWZ1WfPSGc6WFy4QjqVJhAIsH+wj9ZocnJ0TG9PD/Vqjb2dPaanp5EkmePTExKJBKZpcenSZXyKyvb2JvFYjFwuR7lcZm/P+/pqtUowFGL/8MBDbu3sMDg4gGGaXlNdqWLaNsdHx1yencM2TY5PjgiHgkQjEQYHBzlrIbM++sVHfPnLX6a7u5ez01O6urp5770vUCqW6e7uav+Q9/f3cRyHgYEB7ty5w+bmJvPz85ydndHV1YXP5yOZTHqaYcthfn6ew8NDTNNkuTUt9zbevSZdkiWKhQLBQIBqpYJjO8iShG1ZXJqfZ2lpiaPDI/b399jc2mB4eJhGo8Hp6SmvvfYa+/sHHB8f02g06OvrQ9M074rbdRkc9HS58/PznJxlEQSBcCiEZZkcHh4wNTVNNBYlkUySTCXZ3t7ho48/ZmRkhJGRIVKpJLlcjuxZltXVVbq7ezjY2yOT6WB6eorOjg6Ojo+Jx+MsXL5MtVIllU5z/8FDLl26xKWFK0RjMTKZTlSfD9e1CQT83kEriIiSiCQCrojtSLiSiKrI6LqDgINjGxhaw+PF2iaSCJahYehNTN3AMC0EUQZRxLZNHNfGMi0MXUPXDTTDQDNMQqEwgihhWjaNeoNI1BOElEplzwgWDGLbFqVyGVVR0FoGr4tG1rIsBKF1sS9As9lEkqQ2IcFbyjKQZQVFcVrTXKstKfB0uQZ6U0PxeVMSXdcxLc/kpfq9ibKmae2nekVR8ftDmKZNrdbEtj2GrCuA7YDrCm12rGnZrabWy9m6korliDiiiOEIWI6DYVltukL29AR/IIim6biOw+joGO9+8Yvk8+fkz8+ZmZujv68Py7KIRiJsbm5QKZV48vgxHZ3dLC0tUTg/Z39/n+9//wck4gkWl5YQFZkHDx8yMTFBZ0cnN2/dpNFoYBoG+WyWXDbH4eEh6a5OhoaH0XWT3t4+bNtbuAsEAnz5y1+i2dSIRaNsPN9gYWEBQRAZHB7mZz97/z+rkX1RL+o3tQRBQJIkQqEQ/f39vPbaa7z55pssLCzQ2dlJIBB40cD+GusiD7u1tcUPfvADvvWtb7G6utomGP221C89kf3X/8P/kZWVVQaHhvD7A6w8WyWTybTd7ZmODlzHpVGvI8tyi0HpNWWyJLG68oxwOOzpYlNJFFWhXq/x+uuv8dnNz0jEkx7QfnCIdDrDz372U/r6elFVladPn2JZFleuXKHZbDIzM8OdO3d45dVX0XSDrq4utKbGysoztra36Orq4q233uT8/JyjgwOCwQDZbNabLLXgwPn8Oa+88hoNrUkmk6FcLtPT00M+nycej1OtVbl79y5f+/o/IBaLsbW9TWdnJ6FgiEw6TblYZGPjubeI0tOD1mzy9OlTj8+6v08gGOStt99GazbZ299lYeEyBwcHHvIrGCKZTHF4cEAmnebg0GvetzY2qVWrRCIRXnntVQCWW5zU/oHBlj72lI8/vsHU5CSGrmOZFpNTU+zu7hKOBJmYmOC73/0umXQaUZKIRqMcHx9zdHTE8PAwqVSKra1tpianODk9plIpMz09Q651jToyMkKpVELTNI6OjhgZHuXg4JBIJEJfXx/7+/uEQkF8Ph+aruG6XiYnEAh4OLFcjq6uLtbW1jnPew8PwWCQ/v5+Hj16yOzsXDvXWalUCLbwVJsbG4RDQe/9oihkc16Dm06nmZycJJvNk8vl6OhIk0jEyWXzFAsFstmsp5ENBrl//z7d3d3Mzs6iGToHB4fMTE1zfHxMuVIhlkgQjcWYmprC5/cRicRRfD4kycNV4TrYloVhNFFEr5k1LY1GtUSzUsTRKujVAs1akUa1hNGsYxsGWqNOvVKheF6gWCyi6wauIKL6/DS0Jrbj/bqNehNBkGg0NFxRIJXK4ADBSLjlIddRZRnL0FEUmWAwCEC5VGpZ8P6axyhJUmvKKiNJIm7rtYdDYVzHQZJlHNtua3svPkxqrZypN2HV2jSFQIstW280sezWU7wo4Nigad4Cl+PYrUm4QL3epKnrGC2xgSCIuIKLT1WRvKcALNvFdvCQZYgowTC1pkkolkA3vF+r3qgjShKhcIhQOML4+ATBYBhRFNEMC1FR6Ontpauri1w2x8T4OD/64Q8ZGRmhI5Mhn8+ztr7O62++STabY+3ZM0ZHR5mcmqRUKtPX10c0FuPOnTvUq1X6+vr52QfvMzU5xcKlS96SpwCWZTMx5WXG6/UG7777DkeHB9y/d4+e3l5My+Z/+p/+Lf/oD36fnu5uhse8B/Zmo87x4RH/p//L//Xvfgi/+IB/Ub9hJUkSiqIQDAbp6OhgamqKV199levXrzM0NEQsFmvzYV+8v389dYHX2t3d5Tvf+Q5/8Rd/wcbGBpqmfa6a2F/pRPajjzzN5+zsHMFQmNt37vGNb3yD42MPb3WBrxkZHcF1XYrFIhsbG+imwcLly8g+ld2DA5BEZufmqNfr9PX1sra+yuzcPLZt09fXx2effUa1WuEP/uAPME2L1dVVFhcXmZiapFarsbW1xeOnT+gbGMQVRIKBEKura8zNzZJIxpmQx4mGQ6yvPmP12TOGhwYZG5mh0Wi0mLfTvPHWGxQKRZ49W+X4+JizkyMS8RSVUJBarUIkHKR4nmewv4/T40OWHz9iYnKCWCSI68IvfvFz/H6/13TJCoZh0tB0ent72d7eJhaNEovHWF97RqNR59NPP8W2vAnZQH8/lXKVzz6+gc/vxx/w0dXdTSwaZ3x8gmcry5yfn5PL5VD9Kq++/jLVUoVSIc/K8hNAoKe7kzt3bpJOpejr6aNYyHOez7OxnqWQyyO6UC6W6O7qJhGNsb+7S3d3d3uqFo2Gebr8mGg0giSJZLOnWJZNsVgkHo8jCAKNWoNkLEGpcM7Z6QmNRoPeVkNxenbM2ekxE5MTlEo1Tk+yfPGLX2Rl9RnVapVMRwcDgwMIgkCtVuXk9AhFlTg5PkIWBUZGRmgaBt1dPQwMDrC7t08oHKKrs4NoPMbt27cZHBxGVlU6u3vRDM+C1dXVydbWBvv7EgP9g+i6zvj4OM+Wlzk+PGRuZoajoyPW158zMzeP3x+kUCzRNzBExjTp6eslHo+iKhKSCJJgIYkKsqR61zOGiWMbuEYT3TYJBv1gariWhms2wdSxdC9SIAKOY6E1qxiNOq5loMoSiiRhCqDpTXStiayqyAIIrUZZ1wxc20ZARG/WEWWFRqVMIBjCtmxMF+r1OsGAH8d2cB0X14HCuRfBkWUJSZbaGbOLxa2Lha96U/NyapKM5bhohtHS0NK+ZrJti2azQaPhLc7JskJDM9o5W9vxFstEQcZxQNdN6vUGuu5N7C3bxnZcRElCkVUsx8YV8exjsgSteIEgyoiShOGA4Qjomo0cDGHYDpLi3Y4kknFkWaVWb+Dz+bFdl529XRauLGEWPO1yPBbn9PiEYCDAg3v36e/vRzdM0p1d9AwMUqk3ODk5YeHSJTKpFDdu3KCrq5PC+Tm4MBOLMTI6yoO7d4lEIwwMDDA6Nkq+WCAYCXOwv0eqhUzTGw3eePVldre36O7pZWFxyWNf+/188/e/QSDgp1gqsv/RL1haXOL05ASt3vhPP51f1Iv6DawLXXc0GqWzs5PJyUleeuklFhcXGRkZIZW62LN4kX/9ddUFclLX9XYT++1vf5vNzc3PXRP7y9Yv3cj+zu/+Pvlcjmgsztb2Nl/6ypc4zZ7R1dNNU2vyH/7DnyEIAv/lf/kvKRQKLWtTmkajwYMHD9GaTer1Gu+++y7Ly8vMz89z9+49giEvJlCv11nf2WV9fb09ndrZ2WNubtbL0p6fI0peXi8S8cxUsViM7FmWbPaMXK6DiYkJj2eqaRSLRQrFIrVqFZ/fyxZeunQJn89HNpsjm81SKpUYHx8nncoQCAQ4L5zTbDa5ffs2b1+/TqPlusf1rk+ePnmCKMlUq1U6Ozs5OztDkhRPiQvks2fe5AwYGhrEdmyePn3K0tIS0WiU9fV1Np5vEAgE0DSDl6emODw8YnZ2lrt37nLlygK9Pf3Issr+/iGDg/3s7x6gNRuMj49TrlQpVyrEEwleeullHj24T2J2juxZlumZGX78w20KhQJdXV2cn5/zs/d/Rn9/P93d3ZiOTTAYZGVlmWAwgG1bhMNhHj9+zMHBIVeuLFKr1dnY2PCICZZNNBpF0zSmp6bo7u2j1JoMxmNxnj55wvbODtPTs3R2dvL48WMkWWJl5Rnb29uMjIxw+fIlcrkcfn+QyYkpwqEwpXIJ07YJBkJUalXW1p8TDkd4+623KZeL6IbBwMAAjUadka4uDvb3GR0ZodFo8P777/OFL7xLvV7j5x/+HMd2yOcLjE9Oee8x3SSZ7vCIE47LwNAQsWgMUZIYbkkuVFVGlgVsQ8OxNFwDLNdBkmRcx0CvFzGbFWQRDMHANDSMWgFbq2A2atiWhm3qOJbX1Aq2jWWaWLqBgEMw6Kdeq3kaWt1EwEQQRTRdwzA0bMvBth1U2YehNxEtE1lV0bUmguhJC1zXwdQN6rUaoiC2GljZM2npWusBRGpHAS5oERdEAlmW0Zr6X+tqXZeGriG4Aoi0JpBW6/fyFrwamtE+ICVFxrFsTMfBcaBeb2KZNo4jtFS3DpbjIAg2QkvaoYgSfr+KpusorSbbRsSwXVzJm97bZpNMLI5hmoiihOAIOA7EYjGisRiIXiRicXGRaCxOvV6nVqtRKZeRBJGuTAdTE5Nk8zlu3rzN0eEhff0DjE9O8vjhA/b399nf32d+3pv69/b2sr93wJMnNpquexPgep1XX32VzU2PNpBMJikUi+zs7PCjH/2I4eFhNK1BoVgknc4A0NPTg67rqLKEoWs8uH+fZKYTwzKRWxnkF/WiPq91ITQIBoMkk0nGx8eZmfHIHnNzcwwNDXna8JZl8EX9+urijDZNk/39fX7wgx/wve9977e6iYX/hEZ2dGyMUDjM0fExi0uLgEcLODg4wHYcNN3gvXevUyqViEajbGxsMDExwd27d0klU+1pUD6fZ2JygtOzM3L5PP66n3qjAY7D0NAQnS0DWDQaJRDws7u7Qy6X48HDh7z3hfcYHR3Ftm1U1c/21hbHJye4rustL127xvn5ObZpMDc3R1dXF6vPnrG/v8/lhQUUReHhw4dst2ICMzMzRCIRCsUSPX19FCslevv66Ontwe/3U6lUKJfLGIbB2uo64XCIeDjK4NAwPb09VEplDg6OeP58nUwmw9LSEoIgkM9mESQRSRL52te+xurqKul0mlAohCzLnOcLJJMpwq3r+p/85KdomsadW3d5+aWXEBAxDRNZ8lz2iiJxepalt6+fSKVCtVollUoyOTnFj370U0ZHRxBlhYmpSVLJJOFQmNPTU7q6ulAUhWg8htWaxhqGQSgUJBQKMT4+wf7+Ad3dPbiuy+TkJAd7ewiCSKIjhSRJVKpVDMskm82ytvacoaEBorEoL738Cs+erdA/0Mfq6lor33zAP/7H/5h8Lo9j22xsbDE6OorqC5IvFLAch5nZOSzT8jLM/f2EwxEEQeTO3TtUy2UazQbXXnqpJXTQKJyf093VhSrLJGIxstkzYpEoIyOjHB8dU6lVOTg65upLLyGKIoZlovr8qAEfg0NDhENhBDxjlc+nIksCouCiWQZGs4Yk2NhmE1X14RoNnOY5dqOEjQtOGEPXaBSPwLaQRQFXFnFFl4beRHZsTMtEsB0EXFzbQhRcZFnEtUCRWw2d4yAJAjgOouD9d0kUcB0HzWhg1arYjoMiy+2GtSGKuIAsS4iSgIvTal69nKsoim0+rGmagDcRtWwb27IRhNZ/azWHruN9IAkuGKaF7VwciFYb9aZpmvf1LdOXZblYloNlOiiKiuM66LqBbTm4ArguyJKIIssoqoJlewYz23FxRRFHlNAtE9e1kVpLXJbVWtZzXNLpDIFAEEVVyOcLDI+OYhgWuCLFQoHBwUEWF5cIBkMsLy9zcHDg2fuqFRzbYnl5BVlRGBsfZ39nh7OzLDs7uyiKwtTUlMcsDkdZWVtlZGSEof5+bt68yeLiEqqqttXRCwsLHB8dobSEFGeCg2PZ/PjHPyKTTjM/P08inuBn739AMOQnlUrxfH0N27IJBYNsbmz8Ks/kF/Wi/ndRF5zoeNwT8UxMTDA2Nsb8/Dzz8/PtzzRFUV40sH8P9Teb2Fwux40bN/j5z3/O9va2Rzf6HCx2/V3rl25kS+USt27fwrZttra3PMuXIHgonkqF//6//+/QNY27d+6SzWaZmpoiHA7z3nvvsbnpLUU939hge2ebiclJTMvkwcMHlMtlvvnNbyLLMplMB6VSkeXlZY6OjohGo6RSKT74+c8xTINqtUqpVGJ6ehrbdhFFkcPDQ7q7ulhcXKTRaPD8+XMa9SqhcAjbdhgcHmJifIKnT5cxDJ1oNMq1a9eo1WrMzc1RqdbYOzhkeWWZ4eEhstkskXCUre0tRkfHyOdyGIbBSy+9xNraGsFQiEg0yubWNrZhsrKyjG15nMyR4WESiQTJeJytrW0UVeH58+dYtk25XOH69evs7+9jWpaHsLJt3njjDSRR5JVXXqGrs4t8Ps+zlWf4Aj6Ojo7RNI3OzgyXLl1G0000TScS8Zogx3X5whfe5dvf+Svefvtt3njzTe7duUs+f04sHufqS15jn8vnuXz5Mqurq/T391Mulzg6OkYUZRavLFIulTFMgwf37lM4P6e3txdZkjg9OyUSjfKLjz4ik+5kaGiYjY0tOjs7iERDnn5W15EkkaOjQ/L5HKcnJ3R39VCr1djd3UPv9Xio3larj5OTUyYnJ9F1g+OjI3Tds39l0mnq1SrNRpPtrS0CgSDHxycoskw+l2VgoJ9arYrjOkxNTXF8csrIyChHJyfE40l6enqQFYVYIo4AuEAkHEYWRWRF8ZaeJBFRcLFNDdexwNYxGk0EUUZvusiY1IvHYLUMWUYdrVlHK58iiTKiL4AkODimjmNoYBjIgNCC/nuWK++fjmOiKjK247Z+X5WAz48oSYCAKwjouoEogNZsIACy4Ec3DQ9V5bpIsoxryzRb6tgLVuzF4kSz0fS27wXBIzq0zGEXPEFBEDBMD4mlyEpbmGDZ3iKW7Tie1csVsF2PZmBaDqIoYRg2zYaObjiIgoimO7iAi9vO30qSQMDvQ5S8ZlpWJFxcHEnEdkVEWUX2KRiOi21DJBrHcRz8LSxZoVBEUeut60iFXC5PIpkCYHRkFMeFnZ1duru6iEWjTE9N8/3vfx/bdfjGN77ByrNnTE5MkD8/Z2JykkqxSCIRp1Qq8d3vfhdB8MbPwbD3AOn3qRwdHTE3N+exqht1lpeXGR8fx7FtBgcG2D/Y58nyYwb6+unv6yMWi5FJpxkcHKKvv5/Dw0P2D/YZHR3lvffeJRQMMjU18Ss/mF/Ui/rfqgRBwO/3E4/HGRgYYGZmhmvXrrG4uEhXVxfxeJxAINDOwL6oX3/9r5vY999/n29/+9s8ffqUSqXyW4HY+v9Xv/Sy16N7t8jnc+wfHLB45QoffvgLUumUt5W/vc3rr79OvVZjbm6etdVV8vk8wVAI0zI9TWs0ysnJCScnJ/T29tLd3c2NGzcYHh5mamoaQQBZlKhWK3z729+mv7+f6ekpREnk+OSEgYEB+vr6+Nf/+v/BtWvX6O3to9FosLq6SiqVQhAEhoeH+fijj7BtC5/fRzQaY3Z2lkwmQ6PeRNeb1Gse8iuVSmHZNoNDw5RKJWq1GslkkmKxyP7+PlNTk57X3rYxDZNSqeQtNCXi7OwdMDQ0hCSKrCw/5cMPf8Fbb7xBPB6j2WyytLhIvdHg6OiItbU1RkdH2draIpFIEI/HicVibG5uUq/VmJqcZHhkmO2dHSanpikUihiGgaFrJBIJ1tZWsR1vGWdkdIxKpUYkEuaDn/2UudkZDF3n7CxLpVLlnS+8g67rVCoVdF0nEAi0lo/09najqqoMDg62fx5+RQU85Wkul8fv95NIJHjy9Am+gJ90Os3Ozg6pZJru7l6SyRTHx4dkMim+//3vA7BwZYFoNMrOzg7ZbJ7Lly4TCAQoFArcvXuXd959B0EUCYdCHB4dsbW5ieM4LCwscOf2bf4/7P1pkF35ed4J/s569/1m3tz3TCSQyMQO1L5XkcVNFCVKdMt2W5Q/tHt6OsbTM+7oLx3hmE/j6e5w9IwdY8XYEq0ZS6RIkZTEKpKFKlahFhSAwg5kYsl9z7z7evZz5sO5eUl1dIRLFEVJdr4RiEoAiZtL5T33Oc//eX9POp3m1KlTlEolQqEQnuc/cavVKuVymd7eXv9oV1UpFAooikokFiPb3Y3rQXd3D9muLuKJeGdpybZsHNtGlX0Kgaa1EHHxXAvP1nFMHVOvgWNhGS0kwcUxW7i2XzlrmTq2aWFoTWyjgSDJhEIxvwq2WqG467u0ju3QbPqxmUgkQrFUptFo0tJMXM/Pkdq2jet62I6LJ/gMYklW0HTd355vL1wFAoEOUUBRFBRVRVEUQECQJDwgEAgQCAR8bmAbn6WqgU5rnGmamKYJQCQSQZJlbMfG0A0810MQwDQNDNPAsZ22w+phmG3Wqyfg2K7v2toujgtmezFLVuS2E+vfRIqSgKJICKKA3b6MiJKII/jLXbYnYXkCSiiCogb9vK/n4LkOsqJgmg6yqhBQg+RyOdbWN1ACQc6fu0AymcRxPE6ePoVtWeDB4uKij1oLh2g0GvT19XPs2DE03cC0TO7ducvQ0CCmaZDP59t0B5lz58+DILCzvUWjXkfXDeKJJKIkcufOHfr7+wkGVKYmJ1lbX+PS+5eYGBunt7eXRr1OpVwhEon62W5DJ5VOU6/WSKaS7O/tcePGTf7F//K//vwX4UMxcDh/S0aWZSKRCAMDA8zNzfHkk09y/vx5RkdHicfjKIpyuMD1S56DynHTNNnY2OCdd97hW9/6VkfEHhBo/lOdX+iy1x/94R/y7LPPosoK4VCYVDKJIsmcOn+SaDjC1sYW5XKJVktDVRRi8RirK6t0d3dz5/ad9hZxhf7+fkRRJJlM8sILL5LNZLh/f55kMkl/Xy+BYIh4PEEymWJ9fZPR8REUReW73/0+X/3qr9HV1cXa2jrFYonx8XFOnz6F58HK8jLVapViscyRqUm6ct1YlsWNGzc7TtTzzz+P0wa++7isdZaWVzh37hyO56GqKpFIhGg0Snd3DsPQKBQKjE0Msb+3TyQcplQqEYtGURSFRCzGkSNHGBocYHVlFVmWaTQalMplyuUyd+/epdls0tfXh+M4nSxdKBRiYmICWZZ4/713CYaD1Bs1rn1yla6ubnK5HOn0MOCxvbeFKissLi6RSmcYH59kc3OD8fFJmo0m6XSKbDbL9s4Ot27dQlEUdnd3OXfuHHfv3iWdTnPkiL8opygKAmBaVtsB72Jna5t0KoNp2miaTjyewLQsTpw8STgSxjRNNjc30Q2NfH7fP/ZutWg2gnRns+zu7qIoCtlsFtd1yXX3sLS0hCAIdHV10d/fz8W3LpJKpZg9fhy91aKnp9tv7XIsbMskHAywubFGVy5HLpdj8fEynucRCoW4f/8+m5ubBAIBzp+/wNGjM7iAbuhUKjWGhkcIhIIEQ2EkScLzXAREVFnBFQQ8x8RxDETPxDJaCK5Fs1ZEEQHXxtIbtKpFsDQ81yYQDGLZJjgWRqOK0awjCBAMqwiOg65pWIbf0CW286aS6GeodV0Hz0MUBUJBFdcTcFwX13ERRA81oKKbNoqqIEoygiF0XI2Di5Ft2538qyj45/eu5yK1j/IPhK+iKP6/9fyIgd0+FTgQ/MFg8C+0aomShCD6gt5DQFUCaI6OZbltIoGHYVg4js+MFQXZF8GG1XbTFQRZwmzHGAQJEAVs18d/eYKAL7hVHE/EdqFlmJiOh93USWe6qDfqRCNhAopCMpHCsh3UYABJkv3/vxfOY9ku+/v7xONxDNPk3r179Pb2sre7h6oobG1tcerMaUZGRrh75y7JRBJJlihVKkTjMTY3Nhka9iucr1+/7pM+dna5c/8epWKBnlyOoaEhVFnGwSOXy1Gr1XiwvU21WqO7K8vf//v/kEQiwb07dyiXq2gtjfn5B7z99jucOXuWru5uzp45zf7eHqZhkk2m/nJX5sM5nL+FoyhKJwN7IGDn5ubo7e3tNHEdzi9vDk7WLMui0WiwuLjID37wA958800ePXqEpmn/2TuxB/OpHdn/8X/4vxKLxUilUmiaxtmzZ7EsH+tz+fJl3n33PT7/hc8xNDzsN95MTZFKJMnlcjiOQ29fH1c+/pi7d+8yd/IEc3NzVKs1KuVKB8uVy+WIxiJUq9XOC/tHH33Ea6+9RrPZpKurq1PBtrS0xODgINFohKV2dOH+/fuMj0/QbLboHxxAFEWi0Sh37twhGo3yySfXePmll7h29SqGYTAzc5yhoWE8AXZ3d8nn8wiCQE9PDl3XUBSF0dFRFhYWsE2Lhw8fMjk1xanTZ3xYe7HI1NQk7/7kJ3zxC1/g8uXL7O7uYpomfQP95HI5VFWlt7eXB/MLrK6ucu7cOSRJYnd3BzWgsPToMdt7uwwMDhKLxThz/hzNZhNN09hYWyWX62bx0SIDA0NIki+ASqUSQVUhGg4RCvnlATdv3iTRFrXltpCu1+vs7Oyg6zr9Pb2srK7y2muvIUj+Rmm91iSVSrG2ukqlWmVwYABd01Db1aeCJFBv1NC0FoODIzx84OPGDF1DkSVGRka4eesWpm0xMzPD5cuXyaSzjI2NMz09jSzLPHjwgIAiE4/7QOybN28iyzKZTIZmswm47O7u8t6l9xmfnOS5554jk8mQzxf9yEO7CGB711+k6+sfIBaPMzk5Rb3RJBgKEYv7ZQ/JRBzP87OmuC54LrbZwjF1RMlFb9ZwzZbvxNp+oYbRrGHUClhaA0EUUIIRLMdG9BxapTyuaSDKKmoghIeA3mrSatZxLANZoC0ATUqlEoZhQrsKFkHE80RESfIz4IDtOFiOi677rNampnXyrQc3Ogfbvr4z7aEoCrphYNt+DbHn4Tun7aiBH2Pwa5sPXBJJlP3qW9ftXAhDoTCWZWNYJuA3ddm2S7Oh0WhnV23bxTJtPAS/sUuQfCfZdX1Sgizh4UcWXPBjEqIAkoyDgG6YSEqg88tyHERJRjdtwuEIuq5h6gaxaJRoNEqjpRGLxRgaGSYcipBMpWlpOlevfsJrr71GuVqhUCjyzDPPsrGxQX9/P67r0tvbi2mazM/PMzI84lc8ey6NRoNYJMLZs2cJBFRUVaXRaHDv7n0++OBDnnnmaY5MT/Gtb32LmZkZjh2fxTRNvvWtb3P27GkCgQD1eo2urm4mJycp7O9z7+49dnf3AI+RkRE+/vgqX/jiF1hrZ/djsRhjY6P84//qv/n5L8KH7tbh/A3PgbFx9uxZXnvtNU6fPs3o6CjJZPKQQvA3MI7joOs6zWaT7e1trl69yo9+9CNu3LjB3t4ehmH8J+3C/uz8Qh1ZWVUoVcqMT06QzWZpai00TSNoBtF0nUwmQ09PL6Ojoxw9epTvfe/7fOXLX+4AxR89fIgkSTx69IjunhzHjx9HkWVEUWRhYQGj3QykBFT6BgaQRJHV5RW6uroplyoMDfv5tJGREb7zne/w+uuvk0wmebAwz0B/P7dv3+bChQuEQyEUNcgPf/hDRsZGmTpyhHgiwaX3fsLg4ADjY2ME2+Jb1zUEET788CNeeeUVurNZlpeX8FyX4zPH2dj0of6ZTIbdnR0mJydJxP2q1O7ubtLpNPVajXgsxre//W1m5+ZIplMdhyydTqMoARYXl8lku+juyfHo4SOWFhcZHhlmYMAP0BeKBeZmZzEtC73ZYvHhI9RAgHKpxIP5eUaGhqlXy7iegK5blMolBvv7iYSDnWhFLBZjfX2dtbU1Lly4wObmJoqikEwm6e3Osbm5SVc2y+LiEl25HFqrRSqVplgsYjsO9XqdaCxGqN0E9uDBA7LZNMOjI+QL+2xvbbCxttJu54ozONjH6uoKxUKBcrlMOBxmdHSUE3MnAYFKpcL7779PJpNh5ugRdF3nB2+8STyeYGR0lPXNbWZnZ9jd3cFB4MSpUxSLRR4+fMjU1JSPchJF4okEfX0DjI1P0dBa5AtFBodHiSdTZHM+UiwUUEHwOg4vtgT4WVZcC9NoIuHgmg30egXHaiI6NrbrYLRqmFodHAtRVAgFFYyqBq6Da1lICHgeuJaFqes0a1V0Q0MQBYKxGLZp4VgWtuUgij7KKhSMYNpWx+nE8xBEkVAwiKtpSKKAI4CEh9SuhpXDYaLRKIbhs10Pju8OBOpBNCQcjiC3xeyBC3uQnxIEn4friR5imy0rICCIPgZNECQQ8P8LuI7tV9WaFrbldhixAhKO4+E4Fo7nIcliuwLR9qMDPjgWy3EA37mV1BCmXiOshHEFEcf2iMWTNJpNREHw9a4oks6k/WIN1yWdTlKp1FheWqa7u5tCqYSiBjl6bBrDMpmYmEBVA2xsbOC6Lnfu3CGXy3HlyhXOnTtHPB7n3ffexXFd+gcGEUWRru5u1tfXSSWTFEtF+vr6WF5e5qtf/XWisQjhcJiXX36Zvr4+XATq9Tr/6B/9w3YZiMDCwgL53bx/WrG3R1dPjjPnzuI4DkPDw/T09LC5ucXU5BSRcJhisciHH3zwVxKyh3M4f1Pzs5WyR48e5XOf+xzPP/98p+3wsMjglzcH13Gn/Xq8trbGrVu3uHr1KleuXGFlZYVGo3Howv7vzKcWss8+/zw9uRx3797lhz/6EcNDQwwODrK84qOWcrkeVFVldXUVTdN8CP/2Npubm/T19SGKIkeOHOH5559HUmR2d3exLZuurm4KhRKLi8t05XLE4nESiSSPHz1C100K+SLRiN/wNTI60uGZ/u7v/i7/4B/8A2zL4r333vMXwGybpcVFpqam25meRAdTsbGxwec+9znefvttXnnlFY5MTVGr1djb3WVifJz5+Xkmx8doNBpks1ls2yaTzvj5Rs/lySefYmH+Pt25HsLhKJubm8wdn6VSKbO1tUUqnWJ0bITl5RVKpRLLy8uUSmX6+vrQNF/oVyplBocG/aWxcIienh52NrfJZrqRRZlivUw8niAWi1Mpl+jOdNGqNVAkidWVFcKRGPv5IidOnMAyDH70wx9hWSYnT54kkUhQq1QJRyPk83n/ZqPZZObYDMl4nGg0SiwaY3N7m6tXrjIzM4Oq+vzUcDjM6dOnkSSJYDBIKBTCMgx0XaNSKjExNs6lS5dIp9O+K59MIkl+XOPVV19lc3OTeCrJcjveYRgm6+vrna3Xq1evUas32Njc5utf/wy53h7evniRSrXG6PgE2e4cq8sriIJIfm+f/r4+4nF/UzadybC+scn4xBQTR6YpFEttR9l3JEPBIJZp+GxYCbA9LFMDHCy9hYiNpTfRjBaupftcWNNf9nJsHdts4jimTxyQJVqtOq5t4Fk2ruMgiv6ZvufYaI0qjVoFUZKQVRVJlKlrdSqVWvtZIuA6LpJEO+vqYFl+/a7juSiqjGT4LWGmYRAMqLjtjKsky23EUwTDtDpH+K7rIrVF8MHvBUHk4KXFbkdlDjiysuw/pXVd63BhPY92PtVHZYmShCTJvoi1LQRRop1iaAtoEQ8/YnCwCet5Hngitu0iSBIIArbjIkoishSg0TJADoEU9H+ucAkEgr6TI3goskI4GKLZahEKhvDwv0fRaATTtNjf26erp4dMPMrAwBAfXb7K6Ogoc3N+kcjc3Bxr6+sUi0W+/Ku/SrVaZWRklH/zb/4//B/+m3/C5NQ0u7s7BINBBEHg4aNHpNMpHj70iSKmafLGG+8xMTHB/fv3GRoa4vHSMsFgkFOnTqGqKrqu4zpuu7zjFqdPn8ayLbp7cty5c4fVtTWy6TS2ZbG9vYWqqly4cIFsNvtXvxIfzuH8kudgqWtgYKDTyHX+/HkGBgYIh8OHLuwvcQ4ErGEY7O/vc//+fd577z0uX77M8vIy5bK/O/Ofiwv7l51PLWS1ZoOPPnyEIIiUiwVOnZijXC6ztLTExMQkZ8+c4fLly4yOjiJJEv/9f//PMHQDw9B5/4MPePXVV1haXuaFF16g2Wpy7dpVLNNmYKDG8NAg5VKRkeEhH0N15QqlUomubBcvvPA81VqVtdVVNjc2CAWDXLhwgQMhk81202i0iERjuB6owRCWbTM6NsqVq1fJZDNsrm+Q68qR6+5mb2+PN998k8+89hpXr17125EUhXv37pGIRZmamuLhw4ecOX0aTdf4znf+hCefeAJZlkhnUnz/e9/jy7/6a/Tkcnxy/Tq2ZfLSSy9TLBYoFUsk4nEUWSEWjZLJpDF0g5Wlx5w/dwZFkfizP/1TDNNk7sQJ9vd2yReK5Ns4rmazxfuX3ufMmTOdLWsPuHHjOrKkYJhOZ3Gup6eHaCzGgwcLbGxsEg5HqJT9Rq7tcIS9/T2OHTtGrV6j2Wiiqirrm5s0mg0ikTAffvgBJ0+dZHp6mu5cN5ZpIQi+O76+vs7AQB/7e7usrq3gAclUGtty6OnpwfVcatUqmUyWaq1GKp0hnU0TCoWp1xuIooSqBujv76fRaNBstkgmEjz5xHnevvgWsyfmCARUNE3DNC0/IxkK0dPXRzgUIpXJsreXJ6C2QJTJdOVYXl2nu3eQ0fEJavWaz0ZtNonHY4RDAQy9iWvZSKKH7WjYZgvPNrEsDUtvYun+73FtcC08z8ZoC16vHaYXAKPZxHNsLMNsZ5RAEj2ajSb1eh1ZkZEVX4DW63Wf4wr+vzUMZFnBcX1YtWnafs2s66I1NATPQ1UULNMkGFCRFcXPodoOmq4jt8sNAooCeGi6jufRzv56GKbpUxDazXkHdAOgI2YPWr8O3vY8v1DBdX2Elm1ZuKbf9mWaDq7jdWgHgihi2x6mYWBZIIkgK/7jyYqCK4iYrl856yLgiBBQowSjCVpWFVWUfpoVFjwaokCz1SCZSAD+olkoFCIQDCLJCpZloCgqU0cGKZXK5Hp6ePx4kZ2tHSrlIrdv3USWVc6ePcvS0iLduR7Gxsd58803OXXyFA8ePOB/+p/+BbIssbq8RDAUotlo8MEHH+C6DqZhtJsAZ+jOdVMsFNlY3yCZSnHs2DHmTp7i0qX3+PZ3vkMu183p06dJZ9N093ST6+n2K6ePHeUHf/bnlEslJiYmCagBavU64xPjPif6vk89OJzD+bs0giB0lrqeeOIJPv/5z3P69Gm6u7sJBoOHIvaXOAflBuVymYcPH3YE7KNHjzoxgv+c0VqfZj51RvZ/+b//cxrNJvl8kYCqEk8kOH/hCXZ3dxFFkVQqjWPbvP/++3zxS18kGAxy6dL71Os1jh2bYXt7i1QqRTaT4eGDBba2tggEQvzOP/7HLC0tE4/FmG8fk09NTfEn3/0uqUyaE7PH/ZraO3eQJclfZAmF0A2DarVKLBrD0A2OHjvGwOAADx8+IJPJcPfuXXp6eqhVa3Rls/zgB39OMpnoZDd3dnZYX19neHiYptZibm6OpceLfj1tvY4iSQQCAf7sz/6MXC5HT18vL7/yMt///vc5f+5J+vv7uXnzJplMhmDQ593u7u7whS98gXw+T71WZWlxkWAwyP35+4xPTnJkaoqHjx6xsbHJyVMnmJqcQtcMdnZ2WFtd5cTcHO9dusTY+Dizc3NsbK6BAJ9c+YR4PM6xY8dIJlMsryz7FbSiyO7ODoFAgNnZOT54/32WV5b5whc/z/bODpZlEQ5HEAWJrq4uRMl36hzbQWijy8bGxhAEkUq5Sm9vL4IgUigUCYVVLMvscE37+vq5e+ceY2Nj1BsNKtUKG+vrOLZNV1eW0bERPFfgzt27HDs2g67rLC0uEo1GiITDqIrcqf/d2NykpWvsbO+RTKW48MQTKIpCtVZlb38frdlidHSM3t5+1jY2mZ07STKVRg0ESabiRMJhf7FJa+G5NqoEouDg2AauYyC4NmajgtaqdygEjqUjCwKWqeN5NrZt4Nh+9MC1HER8aoapa1iWiec6OJaNhIBtOW3RbSLLks/b8jxcx8UwDCzdQNN0bNfFMC3wBCzHRhB8h9t1Xcrlsu92the5fBoBuJ5Hs73A5ToeruvRbDWxXRfLsf2ob/vI6YAFfCBUXdrLZO1fB0tjB41fB4xZr30NFAQBURCwHQfPEzAtF8NwsB0P2zTxEJDUAJpmIiL6bjQeriAgKBKOKNMw/FYvQQqSzMTRdJNAMIhjOwSCPk0hGotRqVRIZ1JUqxWSySSGppNKpimWyoQiYQTRd4VdxyWbzdLT04MoSViWw/7+PqIoksvluHd/nhdeeglZVqhUqwSCQfb382TTGfb29jg6fZRsNs3yygonT54kEomwsLBArVaj2WxSLBZ56aWX2kLfpaVrSKK/FCjJcjsqsMn169cZHx8jk83iOR6tRpNIJMK1a9c6EZ2+vj5s26bZbDI1fYR6o47WalGtVPhv/+k/+/kvwodHt4fzSxxJkohEIgwNDfHSSy/x0ksvcfr06U7l/OHP4y9vXNd/DVlbW+ODDz7g7bff5vr16+zt7aHr+n/yRIJPM7/QjGwsliCfLxJPJIjHY/T19fsvUIbB0tIS21vbDA0Pk2wfMYdCIXZ3dzlz5jSOYzM7O0upVKJULvPSyy9TrVRZXl7xX0Q++YQjR46QTqUIh0IIwIXz59jd97fkTdMkmUgSjUZxXZdCoYBm6MzMzNCsN0hnMhRLRaKxCI8fP6bRaHDy1Ck+uXaNkeFhlpeXOHPGv9s86KhPJBIEg0GOHj1KtruLzc1NTpw44XNoWy1URWFiYpJnnnmGweFhGo0Guzu79Pb0oes6u7u7xONxurq62NhYJ5frRhQF9vf3CYVCfHz5Mvt7ezz//PPMnjjJzZs3+dGP3uLcuXMcmZpmcWmZ1dUNRoaH6OrqYmVpCdd1yaTTDA0O0mw06OrqQhAEzp47RzqdYmFhHg8X2zZZ31hjYmKC6WPThEJhUuk0p86cIRAKcffefU6ePNGude1hZ3sPx7XIZLu5f2+LXHeO7p4cmqZ1mtRGR0fR9Ca5XA4Eh8XFRarVGul02s8i/uQ9bNvuIKLGxsfRWy2y6RTRaAQEATUcoFGvs7a6yujICBPj4zx4tACuQ2ZoiP7+fjRdQxBFdvZ2iceTPF5cbN/9C0xOTNKV7e4cezsejI2N+6UCtkU4lUD0XFzHJKjIqKKKoZnYhobj2VjWQbZVxzZafkTAsZBwcT1f7Mmi4DuKjtBxKxVZwbWttospIwo2juegtnmpB+IwHAnjuA6iJCICTrsa1lMcAm4Au03ssG0XGYlAMEQ47C8vHrTjiLK/oe8zmC10zV8EEwShQy0wTQsPD8d1kCSlI1APnFj/fUw8wS9NAP/F6eCu/YB8cPB7QRSQRKnzd/5yGP5Slyjg2U67TMLBsxxkWcIy/aYwBBFPEnEdF1GRQQJJFglFQjieh+XYxIMBdN1AkmVMS8d1HWLxKK1WE1EU0TSNWqWK5wrY7apmD0ilkpTLVb+MwTQYGBzCcVyy3d0Yukm1WiWVTnHzxnUmJqcIBAIcPTZNT08vAh7xRIyFB/OIokgkEmFpaYlEIkE6nSYY9JFeByL12MwMR48d48PLHzExPs6N6zdIp1IYiQS1coVcNkthd4+djS0EUSIcDneqtk+fPk0kEmFxcZFcLkexWODWLQ3DNMhms1y6dOmvJGQP53B+GXMQ9UqlUoyNjfH888/z4osvcvToUTKZTAetdTi/nPE8D03TWF9f54c//CFvvPEG8/PzlEqlwxjBX3I+tZBdXV/j6WefZWrqCKqq8vjxY959911yuRwXLlyg2Wxy8eJFXn/9dSRJYnt7m1deeZm9vT12d3e5cuUKsqzQ0+MjlnRdZ3V9jVQ6zfjEBMvLyx3+6UsvvcgHH3zIxNQkhuEzIUdHR7lx/Trr6xtMHzlCIBBgYnKST65cZXNzE9MyWV5eJh6PUy6XebCwwPz8AoosY9k2rVaL+fl5crkc165dY3p6muHhYer1OvMPFjh58iTz9++z+HiRSqXio6MGhqjUGtz80z9DlmVEUWJ0dIRKxWebXrx4kfHxUcbGxjh95gzra2s0Gg0EQeDkqVPUajXGJiYol8t4nsfc3BwTExOdOr+1tTVqtRqrq6t4QLFYZHx8nHKpRCQapae3l929Hbq6Mu3a2QJvvPEGnudjg7q6urBtm/19nyObSXcRDAapVEo0Gg0ePnzI9evXEQSJJ5+8QK1WRRAE5u/PUyqVqTVq9PT0sLa2xuPHjxgcHMCyDAqloi/6RYW7d+4yPT3tC+qzZymXywSDQWRJIhaNsrO9zbVPrnHkyBSO43Ds2DS3b92hWi7T09PDzNFj7O3u0mg0UFWVfL6AJ8Do6CipdJapI0eQZIXtnV0SiSTlap1stovu3h4kSSGVStLVlW1TJGREwcU2WmAL2KYGjgmugWloSILX+a/nmgiegyyC69rIEgiugKmbuJ6FLApI7RgAgGX7bqcgCMiqgigK2G32qizLSGpbGLoQUFVcxwHX56mqikqjqSHJEq4HiiARVELEYgmazWabGhDyywBU9S+4qOBvDPvRARvT9kWsbdvIkozbdmN/dgRBQBBFBFH6CwsCnud1MrIHUYMDF/bgqNBfIHOxLMevmnXaIlrwxa7j+EUJnuviiiIuLmoghCDLqOEolqj7CLFgEN0wUAMBQuEgtXoVSfYxZKblI8C6u7vZ2dlBkiQymYzPgA0GCQSCqG0WrmGZmI7N+sYWjgs9Pb0oagBZVZiZPU5mJ0OxmOfjjy9jWS6PlhZpNFp85jOv8uSTT5Df36NYLCGKMTzPo9lsMjQ0hGEYRCIRxicmiCeTiKJIrVbjhWefI5/PM9Au/fjud79LNBKmWi7zla98hb39QgfJV61WEQSRTCZDrVbzqSrRCLV6gKmpSfr6+nj08BFdXd1/5Qvx4RzOX+dIkkQikWBiYoJTp0518Fr9/f2dcoPD+eXNARd2eXmZP/3TP+X73/8+y8vLNBoN/xTtUMT+peZTRwt+/9/+vwm3N6vr9TrZbJa7d+9y5MgR9vb2GBoa4jvf+Q6nTp3Ctm1SqRRdXV08fPiQGzdu8JnPfAbDMAiHw+zu7qKqKq1mi7GxcWRZ5vGjR5w9e5ZqteLjqfb2EESBjY0NNjc3eeGFF7h/f57nnnuWa9euEY/HOX/+PNVqhX/7b/8toVCYX/3VL6OqCtevX+f8+QvU6z4DtJDPMzE+wZUrV5ibm6NUqjDcdmplWeL23Tv09fVxYm4O0zBJJpO88cablEoVzp8/Rzqd5r333iOVTnH2zGnu3LnDxsYGY2NjzM7OcvnyZcbGxigUCqytrTE8PMzY2BitVotQKISu6x0X7tatW2TSaU6dPMmPf/xjjhw96udh24gTTdPQdR1VVbl16xZjY2MYloGsyKRSKRYWFjruXTgcbh8bC9RqNUzT5tixaYKhAHfv3kFVVRzHQZL8KIUowpe++CWWF1f4+OOP/XD/k+dZWVnhBz/4Aa+88go3b91AkmXOn72AY7usrKzQ398P0DmqXl9fJ5vNth30AG+++QP29veYPXGStdUNTNPm1MmT9PbkWFhYIBIJUavV8DyPra0t+gYHGB+bIJXJoOkGa+sbxONxFhYe8atf/gqhSJR4IkEsFkNWZL/qFdcXl6aG6xiEVJlWq4rk2Vimhm2byKKAY1kIuOjNKq5tIQkueDaKIGLoLRq1GoosoigSODaWoaPrOpquETpYcHAdTE1HaTvBumF0yAHgb9/jejhtbqupG9QbTURJ8m9kkAhHIjRbLQzD34Y3DANRFAmFQgDohkGlWkXTdEzbwrJtHMd/KkrtEgXbdgiEw53cqc+F9RcCHMfB4adgctu2O2//LPHAdV0kSW4fp/vOrmVbWJaD49KpoXUR8WzXpywg4LYjBZ4s48kqdc1kYGSEpq4jqyp9fX3s7u0Ri0axLItyqURA9X/GA6FgG2VV7/xsBwJBSqUSoiQTjydRAgEqlSpHpo6g6RrJVBpJVolEYgyPjLC/n6fZbDAyNEQ4EubP/vzP6e3t5eTps8iy7D+PMhlSyQSyJNJs+s+bxUU/HvTss8923o4nk9y+dYsTs3MU8nn+9M/+lKH2TWwsHufUqVOEgkFkWaZQLFKrVsHzF2H6+vqoVCqEY1HisRhbmxuUy+V2nCrF6OgoiqLw3Iuv/fwX4UMX7HD+GkeSJOLxOGfOnOH555/nhRdeYGpqikQicejC/g2Nbdusra3x7W9/m+985zs8evSIZrPZKT84nJ/OLzRaMDIyQjqdZnt7m0QiwdbWFgA3btwgmfR5sUePHqVSqeB5Xqc9q6vLdwm3trYQRZFyuczs7CyFfIFQMIwsy5TLZUbHR/3cmiRx8eJbSJLEqVOnOX3SxzItLi4yMTHOtWtXOXXqJM1mk2q1TKFQJBBQeeGF56hUyrzzznucPn2CcrlEuF1gMD8/j+u4nbxiKpUiFArR3d3Nv//33+D1118nEAhQrVTZ2tpiZ3eXoeEhTp46hWlZ9Pb3MTk5iWkaKIrCiy++yLe+9a0O/sh3S4vE43EmJiY4euwYkiTxH/7DH/GP//HXcRwHWZbZ3t7m9OnT3L51i3v37hFpM25feeUVdra3Cagq0WgU0zS5c+cOzWaTZDLBw0ePcD2PaqXG6dNnWVtZYWd3l3Q6jOu45HI9HYRWNtvFzs5mu2s+RCgY4oMPPsSyLCqVEu+88zaO5TI1NUm1VuOTa9dpNpuMjoxTqzbo7x3Adly0lt7JK0ejUQTBv6koFAqEw2Hy+TyNeo1YLEqurx/LcTl+fI6jR2exLIe+3l5u37pFNJ6gXvUd4t3dXWKxOIocoFars7K2wfG5OUZHx9jd3SPb1YNmWMSSKoqqogYCyJKAKLh4jo3gCQRVEa3pt3bhmBhGE9cxcGyfOuC6vgsreB6iCLIk4ln4Va0/g6pyXRfbNGnVGz6vVVY6S1V+a5XUyaUeuJ1KO2rgtvOxArQXqlwikQimZREIBFFkn19q2Q54Hmb7DtvnwHrU6nVMy0ZvN3t57dyqbTuoqtpxaD1+us0qCAK0xbT/94AgdD5noJOnEtp/Du1crOTnZR0XXA8sy683Br/1TBIkJCRs18bz/OiE4zgIkkQwGkMMRnDkFk1Nx7JtLMdhbW2NcDhMvV7HNEwC7XaxWqXqF4OYZicK5DgupVKJcCiCi8/T1Wt1tEaLx48e0T8wgIh/c1AqFgmHQvT09nH//n0qtTqbW9t85jOv09XVxfyDh+0oQZTNzS3C4RAnzp3nW9/8ZicCEI/HuXTpfcrlEnNzc+zs7DB7/Dg3b94knUpz5vRZ4skEXd3dFEsljs7M0Gq1WF5eJhqLMdDfz/vvv08oGKant4d4MoEHfHzlYybHx6lWq0xOTvokg9VVhoeH/0pC9nAO569jBMEvXEkmk5w8eZLXXnuNJ554gunpaZLJ5GHBwd/QHLDwL1++zA9+8AO/5bPZPMRq/RXm01MLNI0HDx6wurqKoijs7+/z7LPPcufOnQ7eJpPJMDMzw+3bt4Gf5v7S6XTnCdXdJgekUilq1TqtNiz+wYMH2JZNd1eX75BpfqVsd/c458+dA0HgxIkT9PTkSCT8OtTFxUVmZ2f5zGde48qVq+iazqmTs4iCyPraGrKiEIlEmJ6epl6rkS/kiUQiDA+P8ODhAq7j8Mwzz9Db24tlWRQKBTY3NymVy4yOjVJqi+GtrU3UgEpvbw/b29torVZnU/k73/kO09PT9Pb20tvby8OHD7FMk1K9zszMUUqlEtlsllg8zsWLF6lWq/T39fkLQKUS65vrPHzwgHQqRTQapVgscunSJaLRKMFggKWlxTZrtsTIyAiRcJinn3qaty5epFyq8OJLL/HDH/6Qnp5ehoYGURSZkdFRqtUKy0srzMwcZ25uDlkW2dnd5t7de9TrdaaPHcV1IZvtRpLKdHf3IggC2WwXpVKJYrHoLzJZFjs7O527997eXtKpFMViEV3XuXTpPT7z2c/6cRHDpLevn2KxxOPFRcYnJ2k26tSqcT6+/BETExOMjo6jBoPs5fMkEklc1yOTyWJaDsdmTtLb20ssFiUQDBBQJX8hy3MRPQsJEVNvYlsa2C6ebWBqTVRFxHVtXNsFPCzLx2Y5lgOigGlZ2JaF57i4joMnCtiWRbVSRnAdFFlBDQQQPBAkEcs0wfND+K7jIAr+Y3iui6Hr7UYtME2zkyOljaoSgEaj4aOcXGi2WnieSzgS8RvlajWfF6zr2LaDJ0AkEsb1hPYymYymaR1Bbdt25zko8NMsrKLIWK73F5zig+PBA6F+QC3wm+3874tl+VW0ruchSSKCC7qh4ToituXi2C6CKIAsIKsBkBU8UQRJRjcsIpEwiiqTLxSIxfySC9uyiEYiWJZFJBym1migBgMYhkEg4FdF7+3tUalWSacz7QY9ldMnT7O2toYiK+i6xtr6JkePzbC5uUk0FmdudpY7d++iKAqlYpnBgUFSySShcJj+/n7eeOMN8vki3/zmt3j2mWcolUqd2JMsS37pQrvR7sMPP2J1bY3Pvf45hkZHcD0PRVWJJ5NsrK0zc8zP26+urLC2ssL09DQffvgRniiwsrJCLBajr7eHer1OKpmktyeH684Qjyd+AZfhwzmcX+z8bB729OnTfPWrX+Wpp56ip6enU+N9OL/88TwPy7LY3Nzk2rVrnTjBoYj9q82nFrKqohAIBOjp6WFiYoLbt2/jOA6/+Zu/ye///jfQdYNQKMjOzg6eB3fv3sWyLI4cOUJXW5xKksTg4CC2baOqKkePTrO2vo6ua/T09NBoNEAQOHXqFF3dXVimyXvvvcvp02cJRyJomkY+n+fixbf8jOz4OIah8/jxI0RRYGx0lOGh4c5RvmlZOK7D+NgYH3xwCUWRSSQTaIbGnTt3eeKJC8zOzfLJtWtcv36dM2fO8sorr1AoFKhUK1i2TSIRp1qpYBgab731I06dPMXqygq1eh3bcfjqb/yGv4TjONy7d6/TzlSrVjlx4gQ3b94EQWB7Z5uAGqDZbDI8OMjS0hJzc3OMjo+iSDLBYJDt7S0+/PAj5uZmOXfuPA8ezDM0NEQkGmN0bJw//A//gdG2M66oKmPj47iuy8lTp5menubij3/IysoKv/LlL3Hv7j26u3vIZrvY3d0lEFCZnPSPkzY3trh/fx7X9Vhf30RVFZ555hlM0ySf32f6yBHuz99nf3+fbDbLjRs3OoUHruuyu71NLBZldXWNI1NH2N/P43g2umERCkVIxBOsr64RiUTY3dmiWMjzta/9PYrFEts7OyimSSQcpWUYeJ6A68L0tC+sw6Eg0UgIWQLbaiF6No7tt2gZhoGuN/3lLtEDxwLHQlYDuALgOUiihOU4uI6N6zq4johpGmA7eK6DgIciiTSaTWzTRJb8zXyhzWe1LRPaaC9RAFwP27QQBQGt2cK2fUErCn41rKqqWJaFJCnY7Sx2o9FCFEUMw4J2O5coili2De0jfxCIxWOEHAdBELFsh0gk0okIiKLviqpKAFmRsW0b3TA6SwCCICAgdGgFB5SCg4WxAwHr/94vZrBMB8t2/GxtOwurBkLEJYVmy0DXdERRwLI9PPybUCwb19GQ1QBCW7ALCKRSqc7XHjzgwppWR0D68QXLx9uJEniQiCcIRyIgSkiKQq1eJxLxG7/CkShSW8RvbW+TzmSRZIkjR46ws71Do9Hg0qX3KRSLaLrO0PAQg4MDhMJhdE3j2rVrrK6uIEkKX/jC57l27Spf+MLn8TyPD97/gFKpwOuvv048lUCQRHY2N7lx4wavf/az3Lt7l6uXP6ZarbCfL/DyKy+RLxR4+tln8Dw4ceIEwWCQ+Xt3KZVKOJbJ+voaw8MjpDMZHjx4+Nd0eT6cw/nLzUHBQTKZZGRkhAsXLvD6669z/PjxzkLX4fzNzQHB5tatW9y4cYNKpfIXzIrD+fnmUwvZ/H6eZrPJxuZGuw40Qa1WY3d3F13X2NhY54knniCTyXDz5s12oUAa0zARRIFms0mhUCCfz7O6usqZM2coFAukUklKpWInonDq1CkAevv6uH3zJq7rsr6+TqFU5MyZM6iqXz05MTGB4MHGxjqZTIbPvf45XMfj9u3bVKtVjh8/TiKZpNFs8f/8f/1rjk6PYxgGmq5z7/59nnr6SRRZ4dbNW3i4PHz0gO7ubs6fP+8vaY2O0dvfx8bGBuFQCNe1qTdqWLZJNptlY2ODUqVCo9Hg1ddeQ23XhVarVZrNJoZhUCmXmJk5Rr5QQBAFzp8/R71aRxLFthPtIQKmaWAYGgsLC8ydmGNifIxKpUS1WmVzc5OBoSHWNzbYz+8zMjxMNBolHPWZt48XF7Fsk0IhzxNPPEGr2eTO7dtIbWzWxsYmnifQbLZYXlnmwoXzpFIZrnx8leXlZfr7B1BVha2tTXSjxc0b16mUivQPDnWaXQ5qY/f297hx/ToBRWF/HzRNJ5vNMtDfh2ZotDQd8Nje3qS3r5dUPM6D+3eplCtsb+/4nNClZeJKgLGxESRVJRSOkE5nyWazuK4NrottNlGCCo7RRPBs34XFxbJ8vBauv2jlWAaOpaN7Pk1BN3WQPFzXRhT8o3lDa2Hqft7V0jVEPGzTwNZbSKIvyhzLot7SsW0LSZKQZBlcDxcPU9eRRakTJXAdF0/ysFzLr+s1DAA8zxdupmV2HNEDMSmJEoIHjvvTu+5IJEIgFGznZ01EwUFRVWp1v1zhIPAvSW3yQLuxQGwvZlmWjdcWr/7H9zp1t74D266tFUXAF7O26+A4HqLkIcsKpmXTbDSxHQ/XFQgEZRzbBdElGArhCBKSqmBZLolw2C8zCEdoNBpkurKYpkmxWCQWjxOUZQzLJJHq7ty0mpaJgIAsK7guhEJhBMF3isLRKBubG2QyGUqVCsVKlemjx/xoQDLBw0cPCEfDhEMRZudmWV1do1wuMzE+zr35eRRFoV6vs7K6xhe/9HlqtQo9vTkunL9AMKjy4osvsLm5wcOHDzl98hTlUolL777L6PgY8USCru4ujh45QqvVxLJNrt/4hF/50q9Q+egymWya9Y0tNE1rFy+MEAwG/JOR/TzLy4tcfOsiiqoyfXQa2z5kPB7O3+yIotg59ZyZmeHFF1/k7NmzzMzM0N3d3bmZPpy/uTmgFCwsLPDee++xurrqM7cP5688n3rZ650f/Zm/Xe+BaVk8/8ILfPOb3ySeSDA4MEC1WsWyLM6fP8+tmze5efMmzz37HI1Gg5u3bnHm7BkfHi8IDA0OsbKywvDwEJtbW52NSlVVSSQSrK+vI0siPT05tre20TQDWVEoloocPTpNPB6jVCrx5hs/5IUXnyOX68Z1XAr5Ivv7+0xMTFAsFlnb2OC5555H05rM379Dvd4gGosxOOgXL0xNHWH+3j0y2TQL9+4zd+IUyysrbVHlMjI6giTLbG9vUq/V+Pjjq6ytbvDcs08TCgaJRCIUSiVGR0d9VFAqxe/+7u/yj/7RP8LUNVbXVhkcHiIWi/Ho8WNyuRzPPfccH37wIalkkv3dXarVKvv5PL/5G7/BXj5PqVwinU6Tz+dRVZX5e3fpHxigf2AQSZKYv3uPYDBIMBIm192DbTuUq1Vq9RoDPb20mk3yhQKjY2OEw2HC4Si6rhONhrl37w4nTp0iHPYxZeFgiHyhgKHrrCwvUSruY1omruPSNzjM9JGj7eraKPValbHxcYrFAqtLy2QyfoGD63qMjo2wvbtDV3c3wUAI0zSplMpkMxlWV1dRAwFarRa5nh4q1RqBQJDTZ84SjsYQRIlsNks0EkaWRGRJQGtWkSWPZq2EZxu0mjUUUQDBQ/BcRNEXo4LrtFu9ZBRFxkNAlCVsy8S1DBzTQGs1sHQdRRaxDQMcB8+10VqNjoOrNVuYuh8jkBWZQFDtbJWahgHeXywc+NlAfqvVQhBEHMfPPQHomtlxZA+wWYFQENM0MSwL0zRJJJPYnfpZD0X23c1awy9ZsNuLZJ4nIAf8RUDTNHEcvzzBsiwE2X9xOljugp/GCjp3+YLgFy5oJqblYFttp1Y4+DsX1wXLdsEVcFwPUQkSjMUxRRCDKpLsu7G6phMMBnDxXeZQyHdiQ6EQlmnSbDaJRuK0mr7TWiqVCEXCuJZDo9Eilc4gtt3YeMrP1cfj8Xbm9AiJRJL9/D6BQAjbtllZXaVcqjA3N0dvby+FQoGhoWEsx8ehVaoVJFni8eNHbG/t0NWVpVouE4/F2jn8PG/9+C3i8QSJZBLHslhbW+fsubOcOnOaTz65TiqTYmhokKtXrvDC8y8gyzJ//uYb9OT6OoSRu3fvsTA/T0+um/Nnz/CwHbGSZJn9fJGv/87Xef0Lv/rzX4QPl20O5+ecgxysH5kb5vz583zuc59jbm6OTCZDOBw+JBL8LRnLslhaWuIP//AP+ZM/+ROWlpYOheynmE8jUT+1kH3jz75NNpulXm/y/gcf8PkvfAHHcfj4448ZGx2lVq2iqio9PT1sb24RDoXYz+dRAwG6czlWVpYJBAJ4jsuHl94nnkgQCofo6+/HMHQSiTipVArTNHnvvUs0GnX+i9/6e4iigCypfHT5MleuXuWVV15lZGSEeqPBwsICRybHkCSRdDrN/fl5QqEQTz7xFHv7+7iOSygU5KOPLpNKp0jE4qTTafZ3d0ikk0iyTCgQ5Pr1m1imwfDoCD29PTiWTaPWIJPNkkqnuXz5Mrdu3aK7u5szZ86yl98jHApx8sRJ3n33J0RjEU6ePMnqyirXrl3nyaeeJBqJUqmUOXHiJFevXUWRFRKJBPPzC1x44gKyInHn9i1aTY1GwxeLo6Oj/MmffI/nn3+WGzdu+Mty2awvEINByqUSg/0DfPe736W3r4+x0VH29/e5+sknzMwcJZlKMzU5xZWPPyaX6+HYzHFWVlfo6+9HkiRKxSLRSIRSqUy9XicYDDI0MkwkEuHunduUy/6NQKVS5bnnXmBu9iR37twBYG9vl0AgwAvPPcvHH39MrVZjfHyCa9c/oVavcWTqSLuAoko2k6FQLCLKStuVFFhaWiISjXHu/BN0dedAkAiFQyTjcUTPxbZ1BMFDkqDVqCK4BrbRwNQamIaGLIlteoGAJApojRqyJGBbJqoqIwgioqwgyjKGoeGZBrguzXoV1zYRPBfbNJAEsAwDD7/wQAAa9TqWriMdOJwCeO3mLD8n6/6FJaqD5S/X9d30eqOJ53pIotzOxEKkvc1vWxaO46K2W9pamu9WCpIvQP0WLAHPE7Asn15gWBaWaWG3qQM+ecKvhTVNs+PWCoKE4zcm4AFyOz9r2rZfMyv4R1m242BbLqZh+WQEQcAFHA9M00YQZDzXwzAsHASkYBQlFiOaSmG5DoZhkkml2d/dJRyN4nkeqqoSCAQolIoMDg5SLBZJJBJ+lMG0OvlUWVZ8aoIk4zguoUgEQRRpNJpks10EA0Fsx0GUFcZGx8jn87RaLcbHx7l56xYDg0OdTH0gEGBoaIi1tTVmZ2eJJxJ8ePkj1tbWmZqeZnhoCF1r0mrUiUbCRKNxmk2NfKFIPJ6gUCwQCoUZGhoioMo06nUeP3xAo9mkXC7T1e0j7Y4ePYrVdqtHx8ZQFYWl5SVu3bqJJIrkenLtVqRB/v03/j0XnrjAf/1//D//3BfqQyF7OH/ZEUURpb0DMjAwwPnz53n99deZm5ujp6eHQCDgX2cOf7b+VswBk/qNN97g937v9/jkk09oNBqHhIJPMb9QakG1XKFQKNBo+BGByx99xPPPP8/E2Bi2bZNMJKlUKmgtjRNzc6yvrjF/7z6vffYzZDMZLNvi7p07TIyNE0skOD43x/bWJhcuXEAQBfKFAs1Gg2xXN1/+ylfY3Fgjk0lTLldZXl4G4POf+zy5nh5yuRy1WpUjU5MMDw+Q39/n9u3bxBMJstkswZDftGUYOrPHZ5mamiSVzoDrEotEeOfiW7gevPzqS2SyGebnFzhz5jQrqyu47UxtLBrl7r15BEFA03UazRYn+/s4duwoU+4kq6sr/MEffIOh4WE0TaNcLnP548v09fURjcWIRqJcunSJYtHfnP7www+5cOEC8Xicb33rmzz9zFNUyhV6e3rpyqS5e/cujm1z7twZLl58m6997Tf9XKSu++gqoNFsopsGMzMzSJKfRWy1WnRnM4QCIRzHoV6rIQD1eo1mo06pWOLqtWukU37RgqEb7Y77KIVSEWtpyY9FyCq57l5UNcAzTz3N3n6R+/fvoaoKiUScaCSM1mry4MGDtqhQESWBsfFRJibGWV1dZW93m3A4wn4+T7lSJRgOMzg0hKwodPf2oaoBYvEYqXQKRTloDgPPsrFNDdvW8Dwb19IRPQvH0rBNDVn0kHDwHBdPFDENG8sycGzfoXVsD8dzkRwLR/OwLBMFD8swcCwL1/Z/4Tm47ViCbVtYpomIgGv7m/pKW3gfNKqYpolhGJ22m4NFK7udZzVNi5am+UUHgohp2riei6oGOxWQmq5jmma7/tX2CwgEH+GlGwYIYgfPpWkaajCIqgZwXQ+nLWIPmLMHNbIHpALH8aMG/EyZgk9lAPDa4tgvdLBMB5BwXRvHtXERcD1wHQ/Ps3FsvylMUGSkgOrHFxwHBIFWq0UsEiEcCaPrOs1mk2w2SzgcBs+jWCwC/vKbafpudKPRoF6v+8tQgkggqOJ6Ji2txfjYOK2YRrVaIxaNEIlEiCXirG+s09fbx6lTJylXyogitJpNJienePrpp3jjjTd4/Pgx09PTfHL9Oj29vdy5c4+v/NqvMjw8Ql9vL7du3uT6tWvYlkk8nuCFF14ilUwjShJHpo/62V3TZ1Mv3L+HJAm4rsMXvvBFiu1lsWazydaWXxzy/qVLjI6O0tvTyzXrKkL71KjZ9LnU2a6sn+0/nMP5JcyBAxuLxTr4xwsXLnDmzBmGhoZIJpP+MuqhgP1bNYZhsLCwwMWLF3n48KFPqzkUsb+w+dSO7P/wf/lvUVUVBIHPfOZ1fvjmmzz9zNOMjY1z//49EvEECw8W6O7uoivbhec4vPuT90imU6QyGZIpfzt4f3+fmeOznDt3jkePHjE1fYQrV67w+9/4Br/x1a/y8ksvsrOzw7s/+QnpVIJWS+PHP77Ib/zGr/PEk0+yurrK4OAQ9+/f9fONroOuaTRbTY7PzlIo5JFlGVmWeeftt/nsZz9LPB5HN0z2dneplSuk0ylcPPbzeaKxGDvbuzzz9DNs726xublJX28v/X39XHr/fR49WuQrX/kKqXSKSqVCo1ZnYeE+L7/0IoVigd2dHbLZLqanj/J4aZHt7W36+wfwPI+FhQUGBwYZGRnl1q1b/uZzXx/f+MbvMzk1wZGpKfp6erhz5w65XI7js8d5+OgRH7z/ITPHZxgeGubHP/4xPf39DA0N+a5uPE6hUKBcLqPIMolEklK5xMbGOgIe9VqNZCKJqgbo7e/DdhzGJye4+OO36e/vx7Yt+vr7MC27szC0vbVFMBjk+PEZtjY3MXSNQrFEOBTyyy5aLW7fvkNfby/VapUjR6b41re+RV9/L5FImGqtRq47h2lZCKLE2NgEkVicre0dhkdHyHX34jgOsWgY27LIZNLYtoXr2Ai4GHoTU28iCpbvpoVUP14ggmMaCHh4ro+mcj0fm2XofsZYkUVUWfYrXtuoKlwHx9CxTRPTNAgqMrbpi1rbMpEEAU1v4dq+qDVNA0kS8NoUAMMwaDabnWMfRVE6hRh+u5nfRd7SNFotzW87M/1mMMu2MQyLYNj/Wj3PF6QtrYUky4TDkc5FzG2LzkbDjyS47Y+FIKC3bzharRaSJPns2PZi10F8QBCkTuvXAb3AdvwKWb8ZzM/GOo6HH8+VOu8jiBKO56FrBiDiuB6OKBCIJRADIeRgmEAojOu6NBoNIlGfutBqtpBluYNka2kaakAlFosRiUTY2dlB0zSCwSCmYRIORUil/RtSUZLI5XI0Gj8tiZg+epTdvT0UNcDp06dZWlpuY4E8JiYmECWVK1euMjk5yeDgIB999BGWbfsFGskEv/Irv0I8EaeYL2JoOo8XH9HVlSUWi/HDN99EUVReevElNjc3OX3mLEogQK1WpVQsUijkiUb9o9dUMo0oigwODvL222/7//81gytXrjA7O+vnDFW5s1SnKio3b97k1VdfJRgM8pXf+C9+/ovwoeg4nE8xB9Wy2WyWI0eO8MILL3Du3DkmJydJp9OoqnqI1PpbOI7jsL6+zr/7d/+Ob37zm2xsbHR2Kw7nPz6/UEf26aefRtd1crke3r90id29XZaXl4mEIzx6+IgPPviQ47MzrK2t0qjXef7ZZ3nq6Sf58KPLlKsVJqemOHbsGLOzs/T09rG9vc365ga1ZoNcTw8DAwNsb29z5coVjhw54tdBdndx/Phx/uE//PscO3aMSrnM5sYG9VqNgYEBFNk/smy1WiSTSSzbotmo8/DhQ4LBIMMjI3zjG9/g1Vdf9du1XJdYJNrJt/X09xEMBunv66NarXDyxEkGBga48vHH1Ot1Xn75JVLpNI7nEg6HKRaLpNIp+np6ePviW5w4cYLrn9xgYsIvddja3ubixYs88cQTfPU3foNiqUgy5Vf6plIpbt++TW9vD//kn/xXfO+73yWoBtC0FooiEwioPHr4EK3VIh6LsXB/nuHBISqVCmPjE4BAIpnEMkxM0/JFleOwu+/HHM6dO4fgOTx8+BA8gXQ6Qzqd4pMbN6g36gwMDiAgcP3GTWzXRlFUEvEE9+7d49lnngXgJ+/8hFTSxwnZloGtSKyvr7G3t0+r2UAQIBBQqVYrnL9wnuWlRYaHBvFcl4+vfMyZs+cJBMNYrket0WT2xAlkWSGeSCPLEork4tomrq0heA6tegVRBMvQwTWwrBYBycM2GniOget4iIKL6Am4uLiWiYuD65p+W5csIUmiL95sy3cbbRvXMrFNC8vQETwPJH+hyzZNbNtCbx/PB1QV0/YvKJbpL2sdsIF9pNVPCwYAdN1AluU2OQCazRbQXrwCBFH0l6hMm1qthqIqyLLiC8FImFAoTL3R6Dituq6j62ab9Sr5JQSmn1l12tW48FPM1wGhAOjU+uq6/lMhJAqYttVe2PKzt54LtmX7T3XBw7I9bMfFw8Oy/Cpbj3aDVyhMIBLBlVRM26JRKJCMJ0jEfdLHAR0hGo2iKAqGadDb19u5sdre3gYgl8uhKCrlUplYPI5h+M52T28v8bjvZh6ZnqZcKVOt13A9j8HBQR8ZpKpsbW+T38/Tampku3KMjIyQTCZ5/PgxzzzzDJbjkOvp4cGDBz5azbRYWVyiUqkwNDzE+MQEiWSSvb08pVKRN958g1MnT7K7s40gCJSqFVZWVjh6dJrJqQkq5Sqe6+d+33zjTYZHhqnVahTyBb72ta+hKArxeBxBEhgYGODWrVtcu3KVs2fOEAiovPPOO38lIXs4h/MfG1mWOwUcs7OzvPzyy8zOztLf308sFjsUsH9Lx/M8Wq0WV65c4Uc/+hHb29uYpvk3/Wn9JzefWshOT09z8+Yt9vb2CYaCJFMpHj1+xMb6BgMDA3z5y1/CtEy6urIk4gmCqsrS0hI9vT3s7O4SiUQoFovIssze/j6yrJDNZLBdh/n5+xw/PkO9WiUWi7G4uMipUyfZ2tykVquRTKZYXlnBsW329vZIJBKsLC/x8OEDTp06Qy7Xw+bmJoGgyuXLlxkYGPBra02Tubk53/1zbWzDRE2lGRjo59HjRUKVCrkjR1hdWWH6yDTvvPM2k5OTDA8Pc/36dUKhEJ99/XWqtRrra+usrKxgWwZ6q8Hdu3e5c+cek5MTHQSY7Xo8+eSTJJNJtra2ODE3x1tvvcWHH37IFz7/Je7du4vgeeitFgP9/XieD4q/c+cODx48pFar8eyzz5LP5/nqV7/K7du3GR0ZIZVKUigU2NvdRVVURkdH2N7eplQqYdkmQ4P9PHiwQDwapbvLX7ian5+nuydHIpHwO+qPHuH2rdvMzc0yOzvLzvYO9Vodz/U63NJ6vU5vby9bWxscn5nh1q0bLC0vMzkxSTqdIh6Psbu7w+7eLidOnsC2LXZ3drEdh899/ovkC2VGxiZIZ7owLQtRUtqNTTKqIuPaLRzbwLQ0bEtHbzVQFRkJD9sx8FwbQQLL1JEFAVHwcG0Xu43S8lwXSRb90gNFQhL9JSvPttFbLQRcfxnMc3FMA8c0CQcDWJqGpetYlonWauFYPnFAb6PSRFHEtvytf0EQUBQFXTcA/23HcbFtC8PwCzEkWcE0LTwPVFVpC9+DUgLnp86wLWDZDuFwGEGUaLZa7Xyrz2VuNltYlu0zbPEIBAKIooSm+dGGn2Zxf5rRPSjX8MVrWwC3IwAHxQmSLLeztTaO7bbzqZ7/dbS5t67j82Jt1/8YjuBHK0Q1QLXeIBKJkonEiYTC1JsNIu3MazQaJRAIEAgE0AydarVKIBAA6LSPBYNBbMvBNH3XtdXSGB4exm0vzfX29xEIBTnWP4sgiGxubnDnzl26u/eIRCKUSxV6e/vIZrvQWhrRaJSVlRWGhoa4cuUKz7/wAoVCAcuyyOVyPHrwENuxSCQTlKtV1jc32Ll2jf7+PiRZYmhwkMGhAUr5It/64z/mueef5+mnn+bqJ1cJRyO0mi1ajRa3bt5EFP0CicmpKXK5HqLRKPt7++zn82S6spTKZfKFAr39fQQjYXb39rCcQ3zO4fz1jaIodHd38+KLL3LhwgWOHTvG9PR0x4U9dPT/9s5BE+b777/PysoKuq4fRgr+GuZTC9n5+XlM23eGevt6OHX6JADJZJJ79+4xODDQ6XHvyeV4/733/PxmTy+6YZJKpbh54wb7e/u8/MrLKKrK2toa3/ve93j11Ve58NSTNGo11tbW6OrqIhwK8dnPfrZd2way4t9xzs3NkUwmKOb32d/dY2dnh1ZLw7QMxsfHfM7p7i6vvvoqiqKwt+fjwc6cPsXK0jLr6+s0Gk3OnjvH7t4exWKR6elpblz7hL4Bv4q1Vq3x7juXyHZ10Wo2uHfvrl+nOzqGrjUpF/f50pe+RG9vL61Wi9t37lCv1RkcGSGXy7G5ucnVq1cZGBjo1M4Koserr72C5zjs7uwSDAYxDJN8Po8kSQwND9OoNzBNiy9/+cu4rt8W1d/fj6brrK+tMDc3R3d3N/s7u+xubxGNRjl65Lj/PbIdHj9e5MjkFLdv3aGvv59v/P6/58TpE9y9e5doNEo0EiGZTGFbLgP9g2x6m8zNzaFpGidPnuT48eNsb2+zurbK/v4esVicaNTv5/7u975HKOwfNReKRVZWV5kYn2Bne5et7V1SXb309g+Sy/URicVQ2pW7giAiCmCaGtg6ptbEslo4loZrGziIyKqCYxnIItimhec6iLLcybQ6jo1p+cf8ITnkL3y12b2GpqG1moiui+faiPjLT65tIeJiWxaGrmFqms+GbWNqfrYswLYsTNMvKfBFooQg/PT9rDZpQFVVQMS2/PxsIBDA83wB6jge1WoVD6g3Gv5dd9u9PCAgeB5tgeqi6yaWZaOoKrKqIMt+nbBl/UX3VWxnYq22O3sgZsFf1nI8F08Az/NdXrtdAiEIEqIo4QoetmVjOR6OJ/i5WlEEXFzPxRMkkGVEQUGQVRwPgqEQiuIfU6qqgmRIKIpCrrubWrVGqVTyK5LbJQ+hkE+qyOVyPnpON/0FN1VFlhVCIYFAIIDajmRUK1VS6QzbWz61I5/PMzY2RiwWwzRNvv47v0NL85vlDMPPs27v7LC4uIgoiqxv+AjAVDKJ5zhUKmWCwSBPPvU0+4U8/7//8IdMTx/xaRuNOolUCsuxkRSZyckp7t+/T//gIDMzx/nww4949ulnWF1e5fbtO8wcP8bLr77Wbhi8SDKZ5MaN60iSxLPPPksmk+H06dN+xnZhgVgsxlNPP/2LuRofzuH8b+ZAxL788sv85m/+JqdOnSKZTPq5/EOc1t/qsdvG27vvvsuVK1eo1+ud8prD+cXOpxay9Waj0341MTFBIBCguzvL3l6e9fV1wuEwb775Q8Djv/wH/5BUKsXQ0BCDw8Pkeva5efMm00ePIgoi3/2T73Dq1Ckcx+HMqZOcmJ2lVCjw4MEDVFnmyuIi00ePsr+/j+M43F+YZ3h4hGg0wtbmFgIejUaN3/qt30IJqLzzk5+gqiq1WpWenh6mpqZwHAdFUUgkkiQSCf78Bz9g8eEjBgf9Y8N33n6HJ55+ip2dHTY3Nrh98wZPBVS0lkazUeef//P/EUmRqVQqfPj+hzz55AUCqsLm2j5PPf0ki48fk8/nWV5b48jRY52sYqVS8b+u06dZXl5meGgYAYkPP7hMIBBAUWUymTRD2QzVapVas8XE1BGm2/W+62vrXLl2nUgkgirLmKZNT28vSyvLfPjhh8zNzdHf04vneSQSCSqVCg8ePMCyLFKZLOVqjQtPPoUgCFTrDcZGJ7Btm7GxMTbXfa5mPJFkenoaWZZ5/PixL04LBYaH/TKJmZnj3Lp5nXgsxrFjx8jn8xw9OsPefoH+vj7uzt8nuh9DVYNku3tJZnLEk2kGh0bo7RtAlCQMQ0ORZWRZxDabeK6JZ+tYVgvLbCGLIAkuiuy3d3mujYuIYRiEgyqOY+HYFoLnIYi+eFNVFc9xEAHHNMH1sHQdbAdw8SwLzdCRBAHP85ekLMfAaLVo1Osdt1WSJGRVwTQsbNvPtfrH+CKiKKO38VaBQKDzttAmBtiOX7mqKAqGYfgIKs+j0Wz4tIF2LtZrkw8ajQaSJCNKfqmBZfnO7oG7Gw6HUQI+mutnnZUDpNaBI3sgmg+Wug7eR24LckM3sC3fDRY8X2x7CAiigiC2XWrHQZRoC2ERQZKxPAhFIniOQDAcQQmGMBoNZEVBkET29vepN1vkenPEolFkWfaXtBIxJFmi1WoRiUQ6Yl1V/XrherHUXv4ycBwPXTcwLZtUJkOmqwtJUlBVj8ePHzM1NcXx48fb0Ysm12/cJBwOs7K8imX7yLEjR46wtbVFvdls11+nuP7JVd7RNL74xS8xMjqGIIhsbW0Tj8fo6uoil+uhq6uL69ev+1XYhSJf+9rXeLT4uPN9/J3f+R30ln8iMTk5webmJj/60Y/I5XIcOXKEH/zgBzQadT7/+c/z8OFDlhcXmZmZYXhoiBs3brC0tEw2m/2FXpQP53AEwb/56+vr47nnnuNrX/sa586dIx6PH8YI/g6M67oUi0V+/OMf8+1vf5vFxcUO5/twfvHzqYVsUA0QCgZJJRMEgio//vGPOH58hkAgwMrKEqsrSwQCQQb6B1lb81udNMPw2bMCxOMxQqEg/f29XLhwjmKx6Lu7vb3U6zVisRj37t3j7JkzjIyNYVoWO7u7jKnHNDUAAQAASURBVI+P8/f+3t9jfd0vPtjc3ESSZZKpFPv7+1TrdQKBANlMhnqtzvGZ4+zs7CCIAvX2NrHnuRw7doy5mTls26be9HOKb77xBqFgkOeffRbRPcHmxgaGYXL69GkK+Tw9vb2YhsHc7HGOTR8lv7fHsaPHWN/YpKn529tjY+P09vYiyzK3b9+m2Wzy3HPPoWka09NHicfihEIR3n77bc6fP093rhvD0IknEmzv7BKPJ5k+Ok00GmN7Z5eTp05z5eMrnQWjpZUVdMvks69/no2NDe7fv09ADRJPptgvlNjZ2SaTyfLEyZMEQ2HKRb9WN5/Pc2zmOKFwiEQyzfe//322NjZIp7MYpk0stkUyHicWiXB/4T7lcoV79+7xW7/1W4SjEUzTpNFokEpnKZYW8YDJyUlUVeXYseMsLMwjSSrnLjyBGggRikTp6R1AVlQ8z0FVFARcLEPD1Gvg2uBZmEYLERfPA0ESkCQRTddwHRvRA1FwcR1fWMqShOf4Oc+QGvIXmmwb17HRNQ1ZFHAtHRwbBJ8tqzXrhEIhAMR2O9WBSJTbR+6W4xJWFEzDxGoXGNhtl9M/AfDdUKvNgD1YAGu1WjiuXyYgy/JPl7Ach5amtaMGvpPptFyfSuAJKIqA2dQwLAtc30GVZRlFUTBNk2ZTA1HouCz/28cWRdEvY2jzYb12dMETRMT2i5pPM5DxXBfLPFj4AttycV3Pfz9BwHUcJEHEEwRcQUJWVCLJNJLpguw7w41ag4AaRAwImLZNtiuDoesUC0Xq9TqJRJxwNEI0Gu3QHWRZblctuiiySnd3N6ZpASLRaAhBlNjf30eQJIZHRvxiEyXAk08+ia7rLC4uEY1FWV5Z7lReJxKJTlZ4c2uLsbExrn9yjUqpiIBDOBREkQT2dnfYLxTZ2txCliWee/ZZuru72Vxfp1AoEIvEfM5xtov5+QUyXVkq1QrlUpmlx0vcvn2LTCaDruuMjI6ytr7J7t4+I6OjDAwMMDAwQDabZfHxY0rlMo1GA03Xefbpp/mDP/j/Emn/vB3O4fyiRpZl+vr6eO211/jVX/1Vzpw5QyKROHRh/45Mq9Xixo0b/PEf/zG3bt06RG39Nc+nphb88Pt/zMKDB4xPjHHx7YvUajU0rcW5c+cY6BtgZ3eHYzPH2dzaZmF+nsGBQebm5rh1+zbJVJJ4PE5PTw/z9+fZ3tryO5/DYer1WvtFz6ZSrXBy7gR7e/ukUkkuXXqPbFcWURQ5euwYi203pNlosLe347tsosixY8fA9djd3WFne4ft7W16+/uxHZuZmRlM02Bvbw/P9RgdHkEzdIZHRrhy5QrRaJRSfh9cj2ZLIxQO+5D2SoW19XXOnjtHKBxid3sHx7LRNI1itcIXf+VLlMsVQCAQUAmFQizM3+fMmTM8fPiQ/b19RkbHGB8b5+7du4iiz7oVBIHdvV26urMMDAzwyfVbtJpN+vsHqNWqzM7OsrS4hOM6RMJhREFgv1BgeGSUZrNJuVwi19VNoVAgFAqh67rfhhSPk85kefTwIY7jsLe76xdQiHB89jjBQIDd7W1UJcCjR4t0d3fR2+sD6e/ev8vm5iaCKJHr6SGVSuFYNrdu3eb06dOYpsXe3i65XI5wOESlUsGyLErVKlPTxzhz5hyBUJhEMo3rONiWiYCDbWpYhoZnN/E8H4FlmTrBNrrLcSxUSUJvNfEcE0nwhZrgF6QiCQKObeO5LrIkYeo6rmOhterYpoHS5shKgt/gZZkGoiDiuv6RnOc4NOr1zuO0NK1deBDyiQG2ja7p6LqO266vtWzbb9CSJOR2O5rddlFr9TqKohAMhtpsVKlDFnA92iLXF75NrYWmtZe5ENpOre8UK6qC6/nLVsFgkEAwhOO5Hdf3oPxA13W/gKHtxB6Icl/MgtUW3I7j+Pgs10MzrHbxmYDnget6Psqr/e9FUUCSZFxPxJVVHDUAahBZDRIMBrEMvxDDcmyy2SyCKCCKko8+81wq1SqhcBhJ9gV0IBAgGAyi63qHT5zNdJFKpQgGQ+iG0XaRFO7cuUOmq4tMtgvXddunLFEURfWrX12HRCLJ8PAw77//AUePHqWvfwDHdbl06T1OnjzBw4UFcrmcfwOXTuHYNlvbe9iIjI2Okk4lOX36NB9+8AH7+/s8/8ILNJotorEYqqJy/ZNr5AsFnnzyScrlMqFQiEQiwdbWFqVSkXq9wa98+dcoFgtEomE219cplUr09fWyu73N+++/j2maHD9+nFMnT7G2usrCgwX+1b/5dz//Rfgw43g4PzOyLPttlZ/7HF//+tc5fvw4sVjsUMT+HRnTNHn48CG/93u/xx/90R+Rz+c7cbDD+cvPL5RasLi0RDgc5s6du4iij9EZHBwgGAwSjoQJBAKsra1xfNZv4bl39x4fX71Cd66baDRKs9nkk08+wXEcTMNgf2+P5ZUVXn3tVSzLIp8vMDMzw9bWFoFgkDt37zA5OcXS0hKFYt6v2HRsHiwsUG/UqFYqFIsFnnn2WRzH8Y9rLYt4Is7NmzeIx2MMDg8TUAPs7u5i6galchnX9d3Ze3fvEItG8DyXZCJJsZBnaGiIR48fU6/XmT46jeO5BENBmo0mpmURUoPs7O4Sj8dYXV3l5ImT7Ozssr2zTT6fp6cnR6vVotls0p3r4Vvf/BavvOJvl5qWyUcfXsa2bWbnZrFth1u37lKvNxgcGCCdTtPd3c3e3j5b29skk0nGx8bQdQNRUWk0m4TDYQzTpDuXIxqLUavVUQNB8vl9AsEgrWYTVVUpl0pMTk4RDAVpaRrlcpVIKIxumIiixIUL54lEIqyurlAqV0gm0xw7dpxiscjy8jLHnjiCbpokkn6u+dy5cwSDAa5fv0EymcB2bGKxOLNzJ5k6NkOmuxtcD88x/TyqoSMLHq6tYzbrCJ6OgINlW3ieiyCoCAgocgDbNv2FJa+d23QdbNMkoMrYri++cF10y8BzbGxdwzF039V1PDzLRLct3LYAdV1/uck2LQzDX5oKRiLohuFjs2QJSZLBcTAdF03X2nnQAI5jI7QZrbLUrp/9GQEZDAZRlIPsr9DO0SoEAkG/Dre9AGZZFpIo+fnQoISmaViW3RGmjuuhBlQi0She+4kqimI7g0vHdYU2vaDdKnaw9OW7lA6W67XdWhHXFTAtF9f1yxVAwBM8HNfBj2X5dcie5zvSjiAQDkexJIVqs0VEUhAQqFSqdHdlCQp+njUaj7Gw8Jj+3m7iiQTBcLhTOR2LxTAMg3K5TKTNmQ2FgihKoB2FgIAapF5voGkGZ86eQw0GyWazPHr4CEkUuXX9OvlCAcu26e3r5TOf+SzXP/mkw3rVDYORkRFOnTxJo1FncnKSRqNBb08Pm1tbVKsVAsEwn33ts7iOQ6Vc5tqVqzx+9BjLMtne2kJSfDZsvV5nbHycTDbL6uqqH/VRZGRZYv7+PQYG+vn8517HtS3WVlYwbZNUMsnk5CSxWJRbt29z7sIFenI5lpaWePDwAT09PcTi8b/stflwDud/d2RZJp1O89JLL/Fbv/VbzM3NEYlEDkXs35FxHId8Ps9bb73FxYsX/Rv0QxH71z6fWsgmkklCoRC1ep0jU9OMjI6wurrSfuHL0WxpyIrvWG5sbPDU00/xjT/4A3r6+hgcGuLRgwfIosSjhQccb/c/Hz16lM2tLTzPo1AosBwM0D844Lf7aC02t7c5deo0q6vLPPX00yzMz1OpVohGImitFrFYlGrFF6f1Wp1qrcbY6AjPPPM0lXKFgKKwt7tLb08v9XCYUChAvdlkd2+HBw8W6Mn1UC75vNTl5WUmpo4wN3ecR48esZ/fY3R8FFlS6Ovv48mnnmJrc4vhsRGarSZ37t4lHouhyDLBgMrQ4ADRaJTl5WU0rcWzzz5HoVCgWCzy3qV3GR8fR9c1xsbGUGSFSrWC53ltd3mXfH6fsbExms0mIyMjdHd3s7K6RjgcJhQOoygKm5ubeK7LjRs36OnpIZPJYugGPbkc9XqdVCqBLEn09vRQLJUoFkt+llM3qJQrZLNZrl39GDWgkM10MTAwREBWyeVy7O/vkc1muH3zJt/85h8xOTWN7TpksmkePFhgZGSEmZljRCJR4okk2zs7uIhkMt2oiopjGRh6C61eQ5bAdgxcS8e1moiY2I6FB4iShGPbCJLqlwO0ywk8x1/s8hwPyzSRBf/OVgRcx6dOiLi4to6lN9sC01/2kiURwRMxDQtREDFcE8v86bF8vdHA9TxEyV+ech0PraWjtZoEgkFEyefDirKCfOA+ui6yrGBoGobhY7dkRUUQDgoJQBQlHMd/v0aziWnZHbFpGH5L10ETl+uDXJFkmWAwhKIqWI5DKOwXWQj4SK1gMEi9Xu8UDziu21n4ArAsf1nMcVwEhPbHcXBs33lFkPxog+tnfxFEwEMUQBQEHHxCgRAMIQRCmLpBMBgknUz5brIooZsm4bBffuDHdhJUalUsx49a1Ot1VFXtRAsEwXecRUFADYUIqCHyeb/pS5YVUqk0g4Mx1FCQ+/fv43keJ07MUa/UeOLCE0iSxLVPrnHixAlEIJlIIksyoaBPc9je3GBicpIbW5usrqzQaDRIp9PYtsPIyBiDQ0PEYzF/uUySiITDRCIR5hfmuXXrFkMjIzzxxBMsPlpk7vgsxXKJjY0N3n77bT73udfxXJe+nh6uX7vGUP8AQ8OjFPP75AsFnn3+OWq1GrVajcnJKZKpJK1mk/GpSRr1BvVWk7HJyV/4hflw/vMbVVXp6upibm6O119/ndnZ2UMR+3doPM/rGHY/+MEPWF1dPczF/pLmU0cLPnrvrc4G987ODgMDA1SrVe7fv8/IyAi6rrO2ukqsvbFerdeYmppicXGRo9PT7O7s0mg0yKbTKIEAmu7D5B8sLPDEE0+Qz+fJZDKcPHWKP/7jbzEyMsLebp5kMs7+/j4nT54kEonwySfXyHZl8Dyf+9io+fgfwzSJxmKAR7Pm99U3Wy22dnY4eeoUp06eIhaLcO3atc6WtKHr7GzvUKvV/MWatgjZ2toiHA7T3652TSaT2LZDf/8Amqaxs7NDV1cXV65cIZfL0T8w4DdLSRKxWIz9/X0GBwfxPI979+6xsbHBxMQYY2PjLCw8IBgMMjU1Ra3eoFarY5o+1SGVSpHL5QgEgjx69IharYaqBhgcHKRcLqNpms/LbTdFdXd3YxoGsiKzvb2NprXIZrt5/PhxJycryzKTk5MkEgm/xvfebdbW1kinUkxOHqVUKlOpVEgkEhSL+6iyxKVL75HpyjE5OYFpWnR3d/v5Rxey2S5SqQyBUJBsV45MNutTCYwWpq6h601UGQyjgYyL0aqDayGKArZjEwyGcF0PWVIAkEQPTWvg2iaKKIJj02rVURUJ17Z9FqwAtmkALrbWxNBa/uNZJlKbdOA4HobWXswCPw/aPnpXFP9jBQIBREGk0Wih6xqCKPhb+ZLUoRi4rouh6Ri6jixJGIaJKIkd7JUvUk0EQWxXwfpLfs1mE7PNovVpAzIIApVKpU0s8AsQ1ECQQCCArKp4/LSN6yDG4LNl9U7Bw08JBiKeB7qhY9ttZJbr4Qmiz4q1fXFLm7jgeB6u5zNpcQUkCf/xRAkxEEYKRTFcAVcQicfjBAIBBEGg0WiQSCRotVp+RKLt8kej0c7Jip8ztolEIh2ObaPRoKuri56eHoqFMvv5PI26xtT0JPFYglgsRq3R4N79e8TjcaKRKNFIDAFQAyrVSpVoLEYoGCLTlWNza5NoLIqIQDabpdFssLa+jizL9PT0MDk5STgUYmV5ma3tHXr7/SXDwf5+XNclmUwSiUS4desWdrtqONfVzfDwCG//5B1efPFF7t69i6qqmIbO7vYWiXicZDLJ+uY2AwMD3Lt7j0QyybPPP9c5/j+IkiRSCUZGRvijP/ojMpkM//T/9M9+/ovwYbTgP/tRFIX+/n6ee+45vvSlL/Hkk0/S1dWFLH9qr+lw/obHNE0WFhb4V//qX/H973+fQqFwmIv9BcwvNFpgmialUolsNttBDi0vLzM6OsrU1BSrq6v09ffj2jaGYTAxNk69WiOoBqjXfAdncnKSvp4eSpUK27s7iJLIK6+9yubmJpNTU7z9zttEYlHGx8Y5efIkOzs7XL16lWQyiaZpXLt2jUqlQrVa4/jx46yurlItF0nE4hyfm+XDDz9kbX2doZFBBEHga1/7Gu+//z6OY1MoFqnVakiSgmM53L5xk6kjU8yemMOyLFQ1yML8faanptocUZ07d+4QCAS4e/cu6XQaSRJZXFxibu4E09PTpFIpNjY2KOTzPHr0iHQ6zfPPP08mmeLti2/TnesCz+XpJ59gdXWVP/ve9+np68M0df78z/+Urq5uhobHUFWVW7duMTI8wkcffMjZs2fpymRQJIm1tTWuXfkYNRCgv68PxzIZGhryazQ3N9BaTdbW1wiFQjxeXGJ0dJRUKsXIyHD76NTfjC+XyzQaddLpNIoic/nyZcrlKtlsd5s1qzAwMEC9XuXE6VOYmk4qnSQeT7Kxvklvbx+1eoORsXEEQSIeTxCNRvAcy1/Wci1ss4WIn2nFsbAcHTwTz3VxPQFcD7fNR3VME0EAARvHMsBzsSwXEXyEluPh2RampuG5Dp7n4NgGRquJ0WohCj7DVRAkX0x5IHgeYvtoH0HAbvNiFVFCUVUURaHVamE7Jh4uouBnXGVZ9tmntk29Xm87qC51TcN13c6Rv2VZmJaNZTttTquDIPikBT9u4LuqjuNgWC1/6artCjttR1aWZURFxl/FopOHPXBuDwoZ7J/hxfpPZKEdyxARJWj/UQfnJQgiqhrAw0fg0WbQeq6LKMr+nyPgiQqCpFKutogkE6QSKSzLQlFUdnd32ixbHxmXzWbRNI1wOOy3qrnuXyA6GLrRiUQUiyUEJNZWN5BlmWxXlrHxBLpuUCjmiUajqKrSual6662LdHXlyGay9ERzhGNRtnd3UGSFB4+XCEdCzJ2YI51MoWsagWCQ+/PzrK2tc/z4MSRJ4MH8PbLtFsEf/+hH/PZv/zZbW1ukUilqtRq3bt3y4wm6jhII0NvTw7/+1/+Kl155mWq1Qjwe49vf/hOCqsJ/99/9U1ZXVviT73yH3v4BisUCv/brX6Fer7OztYlh+M51s9HiwYMHlCslfvu3f5toIERIUf/SF+e/K/Oz9IzDF+W/npFlmf7+fn7t136NL37xi8zMzJBMJg/pBH+HxnVdKpUK7777LpcuXfILmA6fL7+0+dSO7P/8L/5v9PX1MTw8zO7OLoahE45EOhvW6VSalaUl4vE4+UKBdDpNs9nEsi1S6TSyJLO0uEg+nycQCDA0PEwqnSIajfLmm2/S29vL/Pw8586dY/HxIsdnZhBFkXK5jCiK9Pb20tfXx/3792k0GgQCAUzTpDubZX19nWAoiCCI/kZ0QOHGjev09vUQj8eZv3+feq3F0PAgpUKRcCjI+LgvICVZptFqsbm1zTPPPI0oiHz88ce0mk0y2TSuZZNIJLhy5QqmaaEoChMTk3797OAgyWSSnZ0dXNdF0zSGhoYoFAogChw7doxSoYDj+PnI9fUNdF0nkfSPak+fPsPkxDQ7uzsICCwvL+N5HlNTU2iaRiwWo1gsIgoCiiyxurrK0aNHuXTpPTxB4MTJk2xvb3HkyBSZTIYHC49RVZWW1iIWj5NMpoiEQvzkJ+/SbDUZGR5mcmqCRCLOo0ePKeSLDA8Ps7e3x8iIjze7/PFH/vFxpYppmrzw0suUylVsx6Onp48TJ09h2japVBq91cDU635bl2OB5yDJIrat49oanm3itZuzPM/FtmwUWWmXGzh4jo1jmwie037Se8iiiODZmLoGroulaz6GC5dWs4FtGrQadURRQJFlREEAz0PwPDzXdwYPjvcPRGUoFEJRfCas7Ti4+KLUsiyCwSChUAhJkjo5Stu0sC0LTdMIBILIiuof1VsWum74BQieh6KquI6Loip4rkur2ULTNGzX6Sxg6Ybpi2rbLz4IBP2M6cGRPNBxNX/2mN78mSMp23YxLLNNAaDt0viS33YcLKudgxX8Ni/bdnDxEH4my+vnYiUsTySW7sYVZWKJFHZbkHvuT5Fe4XCYQqHA4OAgOzs7HfRXJBLpCP9qtUowFCQcjqAofiGCpmkkEgmarRbJVAqh7X5bls3w6DCJRJKBAf8x6/UG8UQSw/BPGURBQNf8CEdvbx+IAqVSmcJeHk1rIcoS65sbdOW6/TIRx2Xx0SOSsTjnL1xge3eXTDbLQH8/n3xyg7ffeYfnX3iel156if18Httx2Nzwn38nT51ifn6e3t5eQqEQWrNJOBzizp3bXL58mV//9V9HEAS6urr46KOPWFpa5vjMLH19vXRlu7j88ceMjI3ieR7xeJwrV67w//if/9ef/yL8t9CRFQQBSfJjKoqidLLZBxzMDjnjUOD+lUZRFDKZDK+99hpf//rXmZ2dPURs/R2bg/au69ev8y//5b/krbfe6tSQH85ffX6hjmypVCadzqJpOpFoBNux2zk1mzt37jA8PMzo+Bi7O7sMDg1RLBbIdGUJhyOEwmFKxSKyoqAGgoyMjVIoFOnt6yOTyfLKK6/yySefMDV1hErFZ8Feu/YJmYz/+MePH6dUKlGv1//C1raiKDiCQLanl2Qygeu6iIrK2uY22e5eFDXI/n6eXFeOUKCOhMBzzzwDwObmJtvVbeLJJGMTE+zs7PLgwSMi4QiWZTN38iTRSJilxSXmHzzk9NmzhEJhlpaWeby0iGboPF5a5Atf+CKpTJqNjQ1mZo9z9epVent7GRwcIh5P8PjhIwIBlb7211osFnm0uMjw8AhHpo+SiCUxTZNWq0UmkyGXy1EsFvE8j4sXL5LJZHj+uWexLYtsNsPe3h6Dg4MUikXm790BYOnxIwr7SXpyvdRqdaKRMKois7O9yc7mFslEnJ5cF/V6jf3dXS5/+CGTU1M89fSTKIrC2Ngo+/t56o0Gzz33PAsLD8imMmxubdFq6fQPDLK7l6d/cBDaOU48D8vUsMwmnmMjiQKe4G+2+y9ubScHAUkEzxMRJAnL1BA8F9Mw8BwLz7VwLMvHR8kySCKC62diPcvC0FsYmoYkgtZqYum6H6eQZFzbb7ISAFnwW74OjuLD4XAnZO95nu9eug6GaSLJMs1mk2Aw2EFrHcQGZFnGMi0kWUYJBBBlEb3Nfe1UybZF5sHjC4IIIoTCYbx2trfVamHZFmpA7fysKoqC47mYmtlxuvx/L/xFYQCdqIPn0Y4qSEhtJ9Z1wXZtXAfwDsSr69fkCiKO5yO3pHahgiCAi4AnykQiCdRgCMNxaWkt/3OyLTS9RSQS7dwIJJPJzudD+/MxDMPPzGaztFqttiMr43lCx0kulUokU2lqVb8U4plnn8FD5M7dO5SKVQzDRgBOnDiJZdvs7u5gmhaRcJiJiSHi8TiO4/Dw8WNEUaJQKpHf36NcrfDUM8/QN9BPf18/G2vrTB89RlANMP/gIaurKyQSCR4/esTjx0uEgkEc26ZYLFLI531Mn6Jw+tQp1tbXSSaTXLz4Nl/84heIRP2sPcDY2BjFQpEjU1O8+85PuH37LuMT42xtbVEulejq6uL8+XPs5fNsbm8xIAo4/4m9YB2cUBwsoB5wgn1SjYbVvsnzaR9uh4/8s010h/MfnwMR++STT/LlL3+ZY8eOHYrYv4NjmiZbW1tcvHiRu3fvdpoyD+eXN5/akb178yp3796lUPCzrN3dXTx+vEi1VmW7DSH/2te+hud53Lp9m66uLmq1OrF4AsPwXayd7W0SySRnz5xB13UePHhArqeHfD6PZZp0d3eztrZGNp1pHxuDYRhsbW2xsbGB53nMzs76NZnBMB4eR48fJ51O02pnFDXdwLRMSsUiqXgczzaYv3cHXdfJZrJEIlHyhQL1Wh3N0HFcB9O2ePLJJ3BckGWFR48eEg4FcRyHkdFRbt64QTKZYqC/n3qjgST5Ttfi4iKSJPm4rmqVVCpFPp9HlCTW1zZ48YUXiUYiXLt6hampSTzP891bDwKhIOVKhWw6iyRJdHd3c+vWrfb3rcaFCxeQJIn33nuPY0enqdeqaJrG1NQUpmmyv79Pd66bGzeuU63W2Njc4Nj0DCMjwx03b3NzA0mUOHfuHEuLSxSLBcrlMls7O1y4cIFsNsv27g7LS8sMj4wy2qYk5HI5BM/j8eIS9WaL1z7zWVKZLKFQ2K9DbTunrUYFx6rjujaSKPL/Z+/Pgiw7zzNd7Fnz2vOc85xZ84SpUEABIMEBkERRI8VmqyOsdrd94wtfnBN2xLEjju1wOOywLxwO39jdaolqHVJUU6QoUYRokiJFgJiqANQ8ZlXlPO+duee117x88a+9C1AcuyEJEgGqvggEgKrKymnnWt96//d9Xk3T8H3BZpWiAN+2kCIfTZEIAx+iENe2CXwXx7ZwHQtDU3FtWyx7hoEiRUShj+84EPi0W01c20YiottpE/oP35fjOCJgpOtEgfCbOo5DOp0CJFzHQVEVDNMQTNYwHPRc93mt/fF9f3ABMk1z4IUUVbbi4UlVhe/VdhxBJlBEe5aqaGiaQtfqDm70/ZBWFCEW7EigvWxH+GWVmI6gKMoAuwXgxbixIKYvgHh/PdsFpDhgFuD6YpENw0j8WhgOfs8Lgw98bgEgaSaRYpDMlSlWhlhf30A3DLK5LIlkkp29XdKptFCmY59sP3Amyk+G2N/fB8A0TaE8BwHFYolEIonneSQSSVZX1xifnKJcrtDutBkaGsay7DiMWCCbzTE0NISsyKQzGdbW1gRaSJJYXlpmYmKCoeFhlpZXaDQarK6u8sQTT7C+scG//Xf/jvv377O8tES326VcKkEYsb6+xtzcLKZh8M477+B5AY8//jh+4LN/cMCrr77KF3/t18hmMrz11tv0ej1OnzlNu9OhVq3xq1/4Fe7evcPp06c5ODjAd12Wlpe4f+8+nU6Xo0ePMj4xyebmBpqm0e1a2K7Dnbt3BwUs/7v//f/pH34R/hgpsqqqksvlOHnyJF/60pdYWFhAURTCMBy0sO3s7FCtVtnc3KRWq9FsNqnX69i2PbDJPEpq//+evm+/XC7zhS98ga985Ss88cQTj5bYT+D0M0M//OEP+YM/+AOuXbtGr9f7eX9Yv1DzkSqysgTJhMnSgwcMDw2Rz+UxDYPJ4ydYmJun2+2KY3BFIZfL0ev1GJ+c5OCgjqZpjIyOUhkaQooiXnv1VUZGRgmCgFqtRqfb5ciRI6iKwvj4OBvr61TKFeJTY6IoEml/TWNre4uhoWFUq0e+UCACWu029xcXuXHjJuXKiFBtxqfY293iv3z9P2OqMocOLbC6uozteCTTGcrlIUzP5eSpk4Shz0G1iqSqGLpBsZCnWq2ycGiBcqkYe5YK9KweuZxCImHSbDY5ffo0r732GouLi5w8dQrbcZidncVxXVKJFOlMmlq1ytjYGPv7+6TTaTzf56mzT2P1bGaIiEKx3GqaRqVSYXx8nHK5zO7uLq7rkkqluHDhArXqHmfPnhXtRu0Oa+trLN6/z9mzZ2l3OlSGR1Akhc2tLeHdXVvjyJEjuJ7HpUuXCIOAZCLJkSNH+Nnrr7OyvMzK8jKRLDE6NorribrcZDLDO+9eYnJinLHxSbZ39yiUK5TLQ9h2D8918D2XUJFwHQtVFj5MP/TRNIUwCIjCECkSxQZSFICiEPgeURhBFKHIUqzMBjh23NDleBAGBLKEFPl4roPVbkEQitCX79GzukixuhmG0QDEj+chRTKO62GYCfwgIgh8glBYDnq2PQD39z2dfetBt9sVi6ErvLx6fIwux/WynU53cMwahiF+rDoNjl1VA0VR6HTaHNQPRAjNF6xY4d/tYceKbxA9PJLte2f7doIgEGqxLElI8QLsuqJ5zPV9QBIEAkkGKUKWFGRNBL36QbIwDJFkCU3RhDIdRSDJRIpKJCmEkoKkKHQtC8uy6HQ6+GEA9TqaoaNqKslEkij2ezmOQz6mlezt7Q1KHMIwJJPJEEYSzWaLnZ0alUoZw4hIJBLk83l29nYZGxunWqsxPDRKp9Pj0uUr5HM5JiYmOKgfMDs3hyzL7OzskM/mODg4YG19jQiJ2dk5SqUSjz/+OL2exYkTJ3B6PTRF5vDhwyiyzOzcPLVqlanpaYLAI5tOs7GxRS6XA0nUZydTKc6cOYPnuty4cQOAhYUFbMvm5LHjOHMO3/rWn7OwMMfOzi6e5zFcKdPpdNne3WFycopPvfgiGxsbVIaGyOXz+L6wGz3z7LMcHBwwPDz8D71Gf6xGURRM02R4eJjz589z9uzZQR1qv6wjCAKazSb379/njTfe4P79+yQSiQHBol/L2Ww2hQXnkTr7gZEkCdM0GRoa4vz58/zu7/4uTz311CM6wSdwgiBgZ2eHV199le985zssLi4KZOOj+WefD73Ivv3220xMTHDq1Cl2dna4fPkylUqFw4cPi3rUQoGtrS02t7Z48cUXxY2y1aYVJ+KjIGB9dRVVVblz+w4XL7zDk089waXLl/niF78ojnhtm40NoXrouk6n02FmZoaxsdHBhTGRTNJoNqlubKJvbZHJZllaWuIv/vw7HD12lJnZOaZn5iiXiximyujYKMv373D79g0KpQrTs/M89sRTSLLK0oMlFu/dY2S4QqfbYXtnh73qHpIk8cILL7Bf3WN3Z5ueZeN5i1SGhlAUha0ti6mpqcHnPTc3z8TEOLu7u2SzWTRN48ZBHTNhEkUBc3Oz3L59C8dxyGQzNFstDNOkWCjg2A7r6+uio95xuHPnDu12m8OHDxNFEePj40xNTHD9+nVu3rzN008/TaFURlY1bt++TavVYXllmdmZWVRVpVrbw/U9nnnuPNVqlZ5jA9Dpdll6sIQf+ExNTbG9vc3c3BzNjgjiTU5N43ohxVKZIIoIIkjn87xw9DjpdJYgfMg1DQOPSJJQpAhFkfH9CE1RIQpF4Clu2RK+y4DQF/5hRZaR40VWU1UiX7RfRWGI59gQe2dVRYotBTZREBB4PkHo4/RsZFnB98VxpmjGstF1Hd/3hZohywI7Fd9ApZhe8JAmIA8W0T7VoH/x0RR1cDTaPzLVNA0i/+EPgiRBX22KHxQbjUb8+an4QYAfhESuj+N0BZYqXmIlSR7crPw49AYffOL0fH9AKOjTCmRZRZIU0dTlB9i2UHUlWY3/DmlgSSCmb/QV4VBWUIwkHVt8fTo9G8lx8QOfoaEKuWKRRrM5sFls72yLTzN6qFKbpiAt+L5POp0WneFEHNTr6JrO3NwMti1wZ5Iss7a+hqKqXL16hWPHjqNpCk899QTdbod2u02v12N1dZ3HHn9cEDFabVKpFE8++SQXL15kt1rF9306nQ4bG+ui5tb3aDXrrK2ucv/BMmcee4x33nmH3b0qnU6XX3rpc/z0p6+RzWYoairpjGA9Z7NZxsfHOTgQlbnnzz/L3Nwcniu+HouLi3z60y/gui5hGDI1NcXdu3d55tnz+EHImTNnWFpaYm1tjXQ6jayqWJZFsVRiYnKSsbExksnk3+OS+/Gc/sNaNptlYmKCkydPxgp6duAj74cPh4eHRaFNIkEqlWJ1dRXP8wYtaA8ePOC1115jZWWFbrc7WGj/pR+3appGIpGgUqnwwgsv8OUvf5nHH3/80RL7CZwwDDmIT3u++c1v8t5774nr4qMHt5/LfOhFttPpcHBwgOd5nD59GsMw2N3dpdvtCr+c41AsFtnc2uKNN97g8OGj7O3uocgy7WYL3/UYKlf4sz/7Nr/5679GvpAnjCImp6bodDq0Wy3sXo+RkRFWV1apVW+RSqW4efMmmqYwMTHBocOHWdtYB+DOnTscO3aU11/9Ka+++jNy2TRzs3OUSmV8z8Pu2WQyGX7lV7/ApXeKJHQNq+eQyWYxk0mGRsYYGhnl2tXLvH3hIrqmUCmXkCXY29tjdWkJq9dDQiKXy+H0LHa3trAdh7PnzvHee+8xNjZGuVxhYf4Q9+/fJ5kyuXjxIkeOHEGWYGd7K250CikWC9i2SyaV4/4DEcoqFEqYusAelUolkskkruvS69mEYUS5XGJ/f598qcj58+d59733uHbjBkNDQ8zNzaGqGulMhpGRUdLZLL7ncvrMY7zzzgXuP3gQq19jXKnVGB8fF2UNliWsA3Ft8PTsDJtbWyw9WMYPI8bGJ/nUpz/D7dt3KBUrTExOEkRgWV1C3yMMfKLQR5E0FFlGigKk6OFRveMIGwBRQOC7KIS4fkQY+BiqSeC5BJGA83tBgEyE7biCMCBLdNstNFUm8D3sWA31PY8g8GMvZkAQiGN4cYOMsCyxbIVhRK/XQ1ViZRhwXR/PdwkC/wPH+Lqux1/rXpza14SfVFEGFgNN01BUBU3VcRxH3Ih9Pz72V2i327Sa1UFBQhRFQu0lwnEcwjDETKYG3lUicAJ74CXsL9Zu7C8MwxBkCdf1Yr6uj6KoeEFEEAjcliTJSLIEkfTB5Vx66LWVFZUg8gmRCGUFXU+Q0hQCScVMpOj1LEbGxsQDo6ajKjrpVBpVUwXA2/cFy1VVyWazg6rcbDaLrCrYrkMynUKNsWXJZIJiscSlK5c5evQopXKZCClWnAM2tzZ579J7zM7O8sVf+xWWl5epDJVJJBL8+be/zdGjR2k1W8iyTC6f59/+2/8prVaLTqfN2uoKi3fv4Do91lfXGB4eIZtOsbWxwcX3LvH4E0/w8i+/jNOz6XY7jI6OCIRa7Gm+evUqs7OzGIbB5z73OU6fPsOFty9w48YNZmdnuXPnDr/0S7+E67l868+/zcz0DAtz82xtbnPixElyuRytdptiucyhQ4cYHh5mc3OTv/7e93Adl9OnTzE9PcMzz37qn+Dy/M83kiRhGAbFYpEnn3ySU6dOkcvl4uY14e/uWyBkWaZQKHDu3DlGRkZYX1/Hiq8rQ0NDPP/88zz//PO89dZbXLhwgbW1NZrN5kOs3L/Am33/IWF6epozZ87wW7/1W5w/f55sNvuxspY8mv/6RFFEo9Hgtdde4xvf+MaApuT7/n/9jR/NP8l86EX2scceY3Nzc+AV3NnZwbZtWq0WjUaDBw8eoOsa5849ze3bd7ly+RJ7e3uMjo4SBgGmaZJOJamUs6iqxKX33kGSZZKpFJqukzR0MskEq2vrHDp8iG6nSxgELC7eYXJqkmK5RLvT4f69B0xNTnDk8BztxgHddpvJkQpjk1OkUkkMXcO1e3huAtlQGJ2Y4XOlIdEAZfeQZJmEaWBbHTKZHM888xxTU9N0Ox0C36d+sM/84WPcuX2LVCojmnsyaX74wx8xPTXJkaNHWF5eFkgiw2RqegxFUThy7AjVvR0OHz7E7Zs36LS7tOoNDNPgoLbPzMwM65tLIEl4no8iKzT26+zubPPbX/oS29vb7O5VOX36DBsbQr217S6GobG2sU46lSGTyTE1PcPo6CiGYVIqVQSlwLIJ/JAwgmvXruF7IZVSlsDzSSczLMwfpl4/4Kmnn6Hb7WDoBoeOHKfdtTESNmurG+zs7DIyNk61WmV0bILZuQVKxRKe6wIRvtMTtIEoQJFlEcaKfLFUhj6EEoQyBIGwEQQBqiwR+QG+76HJEkQBstzHY8momo7nOGI5jkKsToso8LF6DkEgllc3XkiCIMALfBKGCYDjuB9ITffVnjAMSaVS9G+Vqq7h+R6SJJNIJAZv4/QsrJ6NHB+napo28JUmEgmh5AaCwxohFN2u1cV2XDzPx4qZtX7gI4USiqwgyRJ2t0MQq7mSJMoVNE0TSq3vA9HDoFckIUkKshzheQFRJN6nqmpE8dLqhyBJIUHo4/sRkhSJAt94EQ6R4gU3QpWkuPrWJVIM1FQGM5lFklVSiRRBFNLpWhSLBcxEgu2dbVxP/Gx6vker3SIMQ1RNw0iYpNPpwUKuqiq+HyDZHpqiIiNRLBTodLs0Gk0KBZnx8XH263VCRPhrZGQUWZJRkFiYnWNuboGrl67SbDVxPU/YMeL6V2EdsTk4OKDVaoja3zCgMjTEM88+x/LyMtu7VTqWw+c+9zkMU2d2YY6Fw4dotdpsrq7xzDPPUCqVWFlZGajIJ0+eFBXXx45RKVdYvHMH09AplYvU9quceeIxXv3ZazRbTb7yla/QbDSp1oSX/Hc++zvcvn2bMBLXv52dXdbW1pFlmcmJSUrFErbdY+nBg4/ymvxzGUVRSCaTHDt2jE996lODB2td1wcPgO8fWRb84ePHj3Po0CERtH3fA93c3Bznzp1jeXmZS5cuceHCBRYXF2NihVDl3x8m/EWevp3g2LFjvPTSS3zqU58a1M4+WmI/edNqtfjJT37C7//+7/POO+/QarX+RT6cfZzmQy+yb7zxBu12m1wuxzvvvMNv/dZv8c1vfpMf/ehHJBIJ0Vzl9Lhz9w6HDh0eILNWVlbipbfH2voqzz7zDIlkEjOZZGxsDEPXefvCBXa2t8lkMhwcHLC3s0s6laLeEM1UU1NT3L51i63NLU6fOcP83CxXLr+LSsRQMU+92UDTZBRZwrV7SJJEqyFA65quoSg6USSTyhggRSTjNifXtpEVldGRUWRFptezyGQz1KpVzj3zLI2DA3722mtMTU1x9PARXNumulelUqnEZQe3AIlmo4GmqWiqQsI0yGYz5LN5giAGsQ8P4/s+2VxONEghMTE+gdXt0m42uHT5Es1WBzMhFOjtrS0++9kX2dnZ4sLFi0RBiGmaTIxPkE6aOK5FPp9jc7OGYRhMjI/h+x71ZoPJ8Qk21tdoNhqce/pp3nn3XZJJ4Y1td7uMjo3SbrVoxAB6y7KYn59H0w3GxicYHRtH1TQy2TyyJON7YpEFgWiKwgBZFUnNKPCJApcoEkuY70nIsoQX+CIUFkb4rksYBpiGLuwGUUjgu7ieUGtVVRVH6JEIkdm2ReQHOHYPRVEGjFY/DnkFYYjjuB+wBSiKMlAn+zdS13UHwZwoXsRkScbxHYFcsiy093llgVg9f98xv+cjIWM7Fp2ORRD7cgWC62FCe/A+e+7gbcWiKUoIgigU3FiJOMwhrAtIEPwdVBhAGPQRR5JoPYtEZa4sI0oQYlJBGEb4QYBmiMKHCECWkWQVxUyRKpQxU1ls2yOUxPKfyaRFOUG7FXNnxdIdhN7gaCydTgs8mfMwtNNXjBNJE893B5YNCYlsNgMIbNdQNsvqyiqFfAGr06Fa2+epp85y794iaxsbbO/sUCwW2d7ZoWt1yOcLEEkYhsns7ByGYbC4uDgImlWrwlueTCb59d/4zVglTHH9+jUkWWJrZxu7Z+O7PrOzs7z55ptUKhXBC/Z97t27x61bt/hv/5v/hu3NLS5cuMD4+Diz8/O8+eabPHX2LLqmkU6nkYBMOsXe7i5PPPYY9f19/vYnP+bI4SMsPXjA6MgoqiLj2A6zZ8/SaTb4q+99T1hZPuGjKAqlUomRkREMwxiUhLyfrvF3R5Ik0Xj3PwLtj6KIdDrN0NAQp06d4rOf/SxXr17l+vXr3Lp1i/v377O7uztQaX9R1SxZljEMg5mZGT7/+c/zhS98gcOHDz+yE3xCx3Ec3n33Xf7wD/+Qt956i263+y/iYezjPh96kT137hxra2sDbuLy8jLnzp0Tqfrjx1FVlXSYZndnh+vXr5PJZMjnCxw+fIRMJsPm5gbTM9PUm01WNzZJJBKsb2wwOztLGIasr62Jtq2eTWO/ztjYGLlsljOPPcbFixd48GAJWZYpFYt4rkM2k6HVqHPn9k2SqSTTM7N02nWWl+8xNDRCq6GRyeXQdJ1MOoPniaBPREAYRHG9rEbgB4SERJFEImkyMzPN+Ngo3W4XopBzTz9NFEZY3S6hotBpd2l3LJ56+iyNRoudnR1mZ6bZ2dkmmcxh92zyuQKKonL3zl3OPHaGUqnE6rr4/CzLolat0mjUmZycpFR+kSvXr/P8C8+Ry+XptLsszM1CFBL4PhMTE6ytLHNoYY696h5/8+MfMDY+zsbGBiMjo4yOjmLbDomEycF+g/Pnz5M0df7kT/6ETrvN0NAQuWyWWq2KYZp0um22trfQNINUOo0kyaTTKXKFIopmMDw6Sr5QJGEmqR/URGBLimICf4gsRQS+CGNFgYMU+UJR1RSiyEcmIgw8fM9FlcIYjyWCX2Hg4zo2EBJ6YulTZBlVken1XELfF6UJoVgS+3zVPmNV03XceIntL1b9+lbf90lnMgOmn+vGOCDA9z1UWcG2HQxTF2puGA1U2D5Vo19+INRwB03VxNIcBRAxYGo6roemyQOman+hfojMEn93iMB19RcdcbkTS0EQhhBJg/BYP+nd575KkihR6JMPokgSFbNhEPsZZWRZAsknCgIUTSFCJpRUFM1E0pNoRgJJVkilde7ff0A2myYIgkF4R9VUZFmh17MpFAqEMdVBURQR8NrZjS0wBREM8z12d3cHVoPR0XHMhESn02VsfAK/2aS6WyX0Awr5PM1mi2Qiyf7BPmPj41x4+11OnjzB2bNn+ZUv/Ap37t4hCqHdbtNutdmRdzl16hRvvfUWiqZy/doNnnz8SY4cOcLly1fIZLKk0mmsnsXi4uLA7nBwcEAymWZqaooTJ07w3nvvcfbsWZYe3Gd8bJRzT5/lvXffZXV1jSAIOHnyJOPjY/zmb/4G1WqVN15/kxdeeI67d++STqcZHh7mO9/5DhBx9OhRMpk0q6sreK7D0aNH6fV6/PVff49Wo0G92eCzn/3sR3lN/mefvmJYKBQolUoEQUC32x38fPxDkvT95VfTNHI50ey2sLDA5z//eZaWlnjvvfe4fPkyt2/fZmNjY6DS/iIFxPqV0yMjI3zqU5/i5Zdf5ujRoySTyUdK7CdwfN9neXmZP/uzP+PixYuPltiP0Xxo/Nbq/Vu8/vrrXL58mUKhQBAEA6Zkt9ulUqmwtbVF4PucPnMmXkIUoXRIAgXV6/Xodttsbu8wPjaGYZjs79c4dfIUCcNgf3+fu3fvcuTwEaanp2l12ty6fRtVUyiXK6SSKZLJBNXdHWzbGvSw71Z3KRSLpLNZcvkihm6SyWSRFY1CscjE5BRGIkEYBDTrB3ieTyEnyhgUVQEiJDlCVmRAHBPLsozvulidLo1Gg6tXrhBFEZ/+9Geot9qsrK6wtr6GH/icOX2K/f0aq6urjI+MkTATNFsNdE0nmUoR+D6qIZqlrl65QrvVYmJ8guMnThAGPoqu4bguERF7u3ukEgmU2IJg2T00VeFvfvQjXnzx01SrQoVtNJrk8/mBIplIJGOGKywtLVEoFOj1epw8eZI333yT+UMLZLJZPM/DcV1mZuZotbv4fsDo6Chdy+Lw0eNkcwU0wySp69TrNaLQJwwDZAkct4cmSwS+g+f08OwOsiRwUZqqYhg6vuvR61nYVhtdBs/pEQYOUhQReB52z0LXNbEMOz2hovcset0uvuvgex5hGOD07AGfUo25r2H4MKTV96yaphlzYqWYBUtsRQgBQS8gitB0DUPXBS5LVWKVUx484PQV3X57FUgEfjhYLvvora5lCWKCJ8JIUSS8rLIsDxbsvroaREKR7Su271ed/OCDv+7HZALx9gqeH+DHQa4wjPmx/daueBkOw4goClEUmUiWiBSdSDXxJYPhyUlsT6ispWKJarVKLpejXj/ANE1mZqfpdoVnWlGEF7ZeFyzVXC4nFuggHOC3ut0upZKohu50OsJj7AW02wKxp6o6yWSK4eEhksnkoBUPSabZbnPs2DEOLRyh1W6TzWbY2d6hUChQqQyxv1+j3bXIZLJcvHiRs08/SaFUpFKpELoBEkLlz+fz3Lh1E893qe8fkM1keOP1N5ifm2diaoqlpSVKpSKaqrG5ucH5Z59lfX2d5eXlWKHXKVeGOHv2KdKZDK7r0mw2qdVqlEolNjc3SZgm0zMzfPe73xU2m9FRzp8/T7W6yzvvvEOxWOTIkSPcv3efza1NfuM3fxNd0/mdr/xP/uEX4Z/zUtPH/505c4bPf/7zPPXUUwwPD5PNZslmsyQSiY9MPey/3judDjs7OywuLvLaa6+xtLSEZVnCYrW7S6fTGfhpPymLbf+hu/+PYRiMjo7y3HPP8W/+zb/h6aeffuSJ/YSO7/usr6/zR3/0R/zn//yf2djY+MS8Lj/p85Hit27dusXMzMzgqFFRlEEf+9DQEFNTU6yvrdHpdPjRj37EsWPHuHv3HgsLC5TLJd5++23S6TTPPPMMS8urLMzPMzw8wtraGltbWziOw+TEBOMTE+zs7bK5s42qqpw+fZrV9TU0XWd9YwPTMFhfXyWTSmDoon51aGiYZruB6zn4nkOpVCEMXDTdxPcdkEJGxycIvQCna7Ffq9Pr2lRGRshk0+iaiiqJC7WEjOOIgJaMhJFMkZcV5g4d5uCgTijJjE1MI+sGvTiE1OpYRJLC+PgUkiRjuwHtTg9d9zFTacrDI9y4cYOZ6WnGxycZemJYtHXpBvu1Nhf+9m8xEibV2h6VSpmN1XWK+QKPPfY4q8srnD59mjNnHuftt99B00SVbBhGZDJZDh8eY2triwi4cvkS5XIZXdcplUqEYUi1WkVRFVaWV0hn0oxPTKBpBjdu3mJ6Zg4v8NDNJNl8iUp5GCQZPwhxHFuosYQQBqJIKgxAkpAJiUIPoTEKpTbwXby46CDwXNTYE0sUIAO9nkUUBLh2DzkKicKA0BdLsmsLOkEUhIRhgOeIQoG+EiR82doHbmxRFA2S1EEglj7X9QZ/zntfM1a/ytZxPWTJx7Yj8QATheiaRs+20TUdXdcGT9mBH8SMVnlw8w0BRVZRVYWe3RRlArH3tf8+BfsVwkgiIvoAT9P3/T7ogCAIY6X1YbGCLEvIqioKDwKhZgdhrN7ysCAhDB/+DCqKRhiFBBEgq8h6AiKFbs/BD0RxSL1eH/iAEwlTBNVabVqtFpEEsuxxcOBiWTaVSmWgULfjANbBwQGGYYgqZ8MglUmTyWRxXY9cLk+ExP5+naGhYfL5PK1Wi9HRUQ4dOsRBvcnYxDjpdJqNzW1836fVblMoFnlwf4nNzW06nQ6jY6OMjo5w4sRx3nv3Cr/1O7/BysoKo5URdnd20XSd5eUlfvzTnzA1NcXz55+jXCwiRxLXb9yAGKumKSp7uzu4rsvVq1cHTWmjo6NMT88wMjrK7Tt3KJVKLC0tkU6nsWNayqGFQ0jA5cuXefnll1ldXeXcuXM0GnVkWeKll17m/v17XLhwEc/zOHHyJK7rcvPG7X/UIvvznoc1yA//v99U2KcZ9PFbH8X70jSNfD5PJpNhfHycubk5VlZWsCyLg4MD1tfXWV9fZ3V1lZ2dHRqNBrZtDz7Gvmrbvw78vNvF+g+6yWRyoGD3P7enn36al19+maeeeurREvsJnTAM2d3d5S//8i/55je/OWjyfDQfn/nQi6zruly7do3V1VUqlQrnz5/HsixBGVhdZW9vj5OnTuF5HsvLy9i2zdTUJJ1Oh0ajwcTEJLOzM4xPjFMqFNjd3iHwfGp7eziOw9jYGDdu3mR8fBzXFzzQfL5AiMTCgkBRra9vcvfuXTqdJhCRSSZQJBnTNAi8iE6nNfAb5rJZPM/F9Wy8wKPb6VLfq7KzvsXCoSOomkYilcCPIryeTUJV0TUN5AhFkrEc4QNUVBXVNJmaX2BqHiRJwQtDpqbnmJicomt1aDYbXL92nZ7jMzU9w3B5iHq9RqNxwPLyCo1Wm7WNTWRVY2R4hGrtgGKxwN/85G/J57I02x1am5uUyyXCIGRyfIJr164TBBEvvPApNjY3mT90mJmZGS5duoTjODx48IBu1+KnP32Nz3zmM3hBICgNv/IrvP3227z73iUee/wJllaWGR4dRVEU8tkM07NzeAHoZpXpmTmGh0fRdaGmKaqKZfVi/qgPUUAYBohIkYSqyPECGyJLDMJbkiThuS6B6xJ4HrIk/KCCNBCgSBGGptC1e8iA0+uhanLMhRUlCaHn4Qdi+ewfXQdBgKKIG0OvJzBifVWzr4AKXir0esL72u12B39OURThjZUVPE8EraJIXIDUKMI0DBxXBMEiJHp9hBQyiiKjKGJZ7BcQCN+ghBUDr1VVFV7hmA3bb9GKCAVFAGmwFIibLkRIsXIbDlRYSZaRZBnXD2PfbRQvuBGKqiHLArulqCpyGA28ubIsC8BzHBqTNINCeYiltS3yFR1JllBkmU6ng+M4JBIGhmFgmoKDHIbhAK0kqyL0pqoynic+jqGhIUzTFLW9vk+tViMkolQq0ag3qVQqSLKCbhiMjo6RSqWQJInFxUUKBWGvSafTuK7L0tISupEAYG1jnfGxcWZmZgbM5N1qlXq9jtXr8Vtf+k3CMODQoUP81Xe+y/bONp1OGzORwDRNWq0WX//61yjli4yOjvJrv/ZrhAgl+fXXX2d1fYN8Lku32+ULX/gC7733Hq7rUSqXuXP3Lu+++y5f+MIXGBkZIZlMcnBwQDqd5uq1q6wsrzAxNcXUzCznn3+Be4uL3L1zm2KxyNNPP00ul2N2dpbJiUmsbo/33nuPxsHBP/Y6/HOdvnWnXq9z/fp1JElidnaWSqVCqVRCUcTJWj/49VG9T1VVyWQyHDt2jLm5ORHo9Dxc16Xb7bKzs8PS0hIPHjwY+Lf7v7e3t8fq6ir2+xjRTlxU8v4q3f78Uyy9/c/BNE0qlQpHjhyhWCwShiHT09M899xznDhxYuA7frTEfvKmj9l65ZVX+OM//mOWl5c/IJI8mo/HfOhFdnx8nO3tbZ599lkcx+Fu3GrT6/VoNBqDi0O3K47iP/WpT1GpVHjw4AG27aDr2uDGPT87RxiFzMzMYNs2BVnmzTff5NnnzqOpGrbrcPz4CR48WOLChQuYiSRnnz7L2bNnGR0d4d7dW2xtrLO1vYVt2cKLlDQJAnExDgJwHR8kkFWVVKpDq9FECSIW795ma2uTX/n13+Bgv4ZmGoKZqajoqooeH4cqioKiqkhxGj2RMgVDFAkQv6egktMNSuUhpqbnIAJZVgmDgAXlEI5jMzO/hmmavPDiZ0W1Y7fL1uYWrU6Hw0eO4boOv/prxykWi+zsbGFoKt2OhaQa5LI5Wh2LdrfLjZs3qFQqpDIZDh2aZ2i4gh8EjI6PMT41Tq1ao1ge4u69B8wdOkKmIBrDzj07RCJh4rk2qVSSUrmCbqY4cvQkjueTTKWRJAld10QjSRQIG4DvIhERRQGSLBEEQoH1fQ9FFlKipqoQiRCWFwZEQQChL4JNUUDoe8hA0KcGmCYt28Z2eiQxsawuCd0gCsRi5rneYInTNH2gcvaP6fpH9/0gVxRF2I43CFR0Oh0URcG27cHv9z2ftm0PjvwNwxD0hH7RAGI5NQ0DVTMAb0AtEG8TxhiwADtuCBNBsu5giQ3jX4siURARxcn9MGa69hdeUen6cPGNEIqrIvUX85hgEJMJfMeNkVsfrODVdR0/jHBcn0hRUQ2DTK7Ifr1BoZCLw3Li802lUsJ+ED1UmE3TxLIsUqmU+LkMoNlsApBOZwjDEMuykPstarbL7Ow8RkJne2ub6t4OZiLJ+MQEuq7TqDeRJIn9/X2ef/55VlZWQALXc3FbHu9dusSXv/wVXn/9DXKFHK+//gbHjxxBlmUOHTpEOpPh5s2bjI6Ocu3KVS5duYKqKQSeh2O7vPTS56lWq5w8dZJKZYiLFy4IjnK7Tc/psbS0guu65PN5ZmdnOXbsGJ1Oh9W1dVRNZ3l1jf16nUQiwfDwMBsbGwAMj4ywtr7OM+fOUalUyGSz1JtNyuUymqZx4e0L1A/2qdVqmKZJtbrH6Pg4V2/cJJ3NkikVGZmc+MguyP/c01djPc+j0+mwt7fH7du3sSxLFFccHNBqtahUKhQKhfi1pHxkVoO/Gxjr30eiKGJmZoannnpq4B/v//w7jkOj0WB7e5v9/X0sy6LRaHBwcEC1WqVWq30ATec4DtVqlYODgwEqsl91/n5l97/2ccqyPMAMplIp8vk8+XyeXC7H6Ogop0+fZnp6elA1PjY2NsCXPZpP3vQf3r/3ve/xn/7Tf+LOnTuDBsZH8/GaD+2R/YP/9/+TqampwTFrPxAwOjpKvV4XRQa6TjabRdc0hoaGBLombgFyXZfFxUXy+Txbm5sEvk8un+dLv/M7bG5scCkuWOhaFr7viaNQVSedTfPaz15namqSY0eOUt3bY/HOLTY2V2k26jQaTXw/oNluCxqCoZNNZyiVSpQrFSRFRtN08tkchqqSMk0azSaHjx5jfHqKIIzIZLP4noemGwwPj5BOp0GSUFSRandcF1lRMAwdVdNRFF1wQcWXMF5gFYJQhIuCIERTZKIojIM74s+Jf8dVqrbwgyJFg6IHu9djd3eXRv0AXdewuhara2ukkgkkCdrtJuVSCUWWqO5VSaYEo9RxHObn56lW92m32yRSIuWdTqeJ4pIBSQop5HOks3kUzUTXE5jJFCAT+j6qKuM4FhIivS9FgQhxIfyxvusQhgFh4CBLEHgOchQIakEYYHVayKGwDASBhySB61iicjbwkJDwHYdet0Or2UBVVdqtBook4ViCPStJ4n33G7d838f3vMGxtqqqdDodbMfBNBKDNitRjCC8rv2FEYjVWPkDv55IJPB9H8MwCKJwwJxNJMx4efUfKjextcB1XLzAx/Pi9i1ZGdTh9nrWgBXcR1QB+LFlwI+VV/ExPTzC7Ye4wriVC+QBCQFJEfYCP4iJAg+Zs33/XRhFuEGEpJtIuomWSFOtdygUcpTKFRzPxepZyLKCIsvouqgefb+vV9M0arW4cc4TN/aZ2VmIoFqtMTwyTDtWcz3H49Dhw3Q6bRzHpTw0TKvVplKuYFm9wUPC1NQU+/v7bO1sU6sdMD0zg5lIEIYh5849w95eVZSYLC8T+j7jY+O4nsfSgyUWDh1iamqKer3O0tIyhVKBS5fe5cu/82VKxSKu43Lr1k0qlQqyLLOxtcX8oQVee/U17t69x+TkJLlcDs91ef6FFygViyJl/M47KIrC/v4+Tz/9NDs7OyQSCRzXJYwiDi0scFCvUyoW+caffpPHHj/DxPg4iiyzsbbO0tIStt1jeHiEUrnEpUuXmJyY5HOf+xyu6/Kn3/hT/vB/+JN/+EX456zU9ZXRyclJ5ubmGBoaolgsUi6XBx7ZkZERRkZGyOfzGIZBJpMZsGX/uT/+/s9nf7HtL6S+72NZFq1Wa6DU9j3vtZrIMNRqNQ4ODkRV9+YmBwcHdLvdQSFNf2Hu4+0URcEwDFKpFLlcjmQyyfDwMKOjo1QqFdLpNKVSidnZWSYmJshms6TT6YHt6RGZ4JM5vu+zvb3N97//fb761a9y9erVODvxaP6558OsqB96kb155SLfe+UVhmMYv6ZpXLhwAU3TOH78OO12m67VxfVc0qkUyRgltfTgAWNjYxw/cYJWq4XneYyNjeH7PtevX0fXdba2tkilUqRTKWZnZ3j33XdEo9XMLHfv3gFAjY/ll+7fY7+2x8bmKgf7VZrtNqXyEKqqD8Ix25vb1OsNdMNgbn6WcqmIrijki3lSqQTpVIpsOk2lVCaTyWGkk6DIJJIZMtk8pWIRVdFQVG2AdnIch0iCXC6PppvIshr7IWUkSRy3hWGIF8ZH35IslrfAR9d1JOLgf9x8FdOYCBGLC/QjPOC7wnsbRD6NRp36fp1UKsnBwT771T1kSaLVbNBqtant1xgbH2Nubp5SuUyvZzMyMoqmi+WuZ3WRJZAIMU2dIIrI5IoCSYZIx3faLVSZONjliUVcVfE9J/bJRoRx6CsMXKQoQgp9As8h8BzCwMWze8hhCAR4nguIQgRZEiGvKBCeWIKAg4OauMFYHXzPw+p00RQVTVMHaqplWR84CnQcG8918YMAWRZVqe22aCXrq0p9VafX6xGGYay8ygMVp//7gxuvrCDLComEEX9/AhRJGizUA/+t62O7Lq7jISuyKBwIQjzPpdVqxszYKL6ZhkiyjBdbI8JIQtP0wY32oQVBwouXVLHoPkRqiddyJIJdcZCN+HMctIFJgJYgkS3iKzqykcDzQxKmQej79BybVCZDJpNhY32dZNJkbGyMZrM5QJ6l02m6XQvHcVFVoWonk8lYidhHN01GR0dZvLtILpcnnc6g6xpRBIlkCkmWyWZzKLKgHGxtbQGiMnpkdITdPcFPjqKQQrFIKpWh0Wiwvr7O7Nws6VSKTqfL7u4ulcown/70pwdd5aZpIskyxVKB1ZUVkokEN6/fIAxDSqUSjz3+OKEUsbG5ydraGkNDoxw7epRSqSQoCO02IyMjWJZFJp3mq1/9Kk89+SS+LzBdf/3977O1vc3v/u7vDkoxOp0OTz31FFevXiWbybC2ssr42JiooA0jHE/YjRzX4fbt2wS+j65prK6u8v/6gz/+MJfR/9H5eS6yfcW9UCgwMzPDzMzMYGEtlUpUKhWGhoYoFApi+XccOp0OhUJhYM34uC1s779u9P/p+9ht26bX69HpdKhWq6ytrbG+vs7W1hYbGxt0Oh263S6u62LGr/+xsTEmJyeZmppibGyMfD4/WHD7S30ymRzwdn8ey/2j+eimH+z69re/zZ/+6Z9y69atR0vsz3E+0kX2a1/9D2iaxoMHD/iN3/gNXnvtNXq9nqg5bTaZn59ncfEuc/NzrK+toesCqJ5Jp7lz9y71eoNnzz8rWrJcl7feeot8Nsvw8DDJZJLFxUVu3rjBkSOHWV5aIpPPMTe3wObmulDdVI1OqyUqKx0b27GxbQs/FEGu6Zl5ioUSruvyg+//kOXlB/iuixaHfzLZJCNjIwyPDpFLp8ikUmRTKYYqZRLJBJEqo6gG+WKZYrGErpsDtJOiaDE71CeTyVIolkFSiCIJRdWQZBVV1YAIPwzEUhNFSPGxtR8IBVBVFHw/QJYESkksKPKAORoEoQDrE9/cpAjP93BtB8PQ6XY6eI6D7fTotNvU6weMjI5SLBZjhVFwTzVNR9AXRNWr73axui1URSKSZBLpHLKiEUYyEoKfa2gqge8SReEgXEUU4rs2QeDGS67wzQaehyKD59gEbk+ovoEPYYCqyIIFG3gEvvhzoe/huQ6B66LJMla3Q7fbwbEtepZFFIQDvJXnuciSWD7b7TYgwk2C1yqauvoFCX2iQF+Z0XVd+JyRkBXBnn3/8X9fYVFVVQSzNB1F1UgmE4SxkqyrGkHgE/oeQcxJlWWFdqsjfLlRiGX1RMQtFAt+r9dDVuTYwuDi+55gx0bCEhDGvtb+wh3Ex5lBKI50gxBkSYmRXBBG4HkCEydeI+JnUFZkJFlgtlBUJDNNMl8kUjQSqQy249ButzBNA9MwkVXxEKbKMo5jD45ELctCVVUMwySVSrG7u0sqlRxUaK6tbdDudJAVAb13XZ9Dhw6L49v9A/KFAj3bJp/Pc/TIMcIwHCyxU1NTNNstNF2nWCgSRhGtVptjx49z8+ZtstkspXKZjY0NZqan8P0Ax3EHS/XNGzc5efIEp06eZHVtjTAKuHXrlmjYarY4cuQwju1w0KgzNz9PvlCg2WoxNjZBs9FAliT++pVXkJDodjv4fkAmm2ViapJsOs3Y2Bhdy6K2v0+z2USWZXq9HvNzc1SrVZ544gls22Z1eZler8f9e/d58cUXadYbOJ7L0MgwnuvxzrsXGR4ZolIqU61V+V//d/+Hv+/1+eFF+Oe49GiaRjabZXR0lOPHj3P8+HGGh4epVCpUKhXGx8cpFosD20yz2eQg9gQnk+I1YxjGgPX7cV/g/u5y27cZ2LbN/v7+YJH1PI+RkRHK5TKpVArDMAY4svcvqn/334/mkz39JfbrX/86f/Inf8Ly8vKgwvzR/HzmI6UW7OzscPToUQ4dOsTe3h6HDx9meXmZkZERJiYmeP3111l68IBatUbg+/zyL/8yd+/dI5VKce/efY4dP86dO3c5feYM+/v7KIrC5StXyGYynD17VlSMRhHV2j6ffellVE2FGN+19OABb7/5Brbd4+mnn2Z6dpZUWty4t3d2iJCZnTvEU0+exep1GR2b4Dvf+i8Q+JTyOaoHBywurXDr1j22tneYnppiuFKCSoRuaiCFhFFAMpmmsefidFpohomiqKTSGXTDQFV1Ou0mjfo+vueTzxcJJZnQsQkjsewYhhY/lYMygISH6KqCbXXQNR1ZkYkiGS8M42UxIiIESUISaaDYHykNyAl6DO5PppLI6TRBGFCuDDEdzQxS2a7nEUai0lSKl+XIc/C6Dax2FbvXxjA1JEXHkXwURUdVTUJJQQo9Aj8gisSCpcgyMpKA9YcBhAEyAVHgEUVClSWSkeWIUAI/CtB1DdcJkVQNzUhC4OFGlgiKSb6AG0jClyrLMgnDJHAdojASXuT+5+H7JE3RwNVfOG3bGdT39u0BfWRWEAR0Oh2htkYRsqzg2Da6aQyO9Ptqbf/IsF98IMux+uoLRJes6HixR9fzQ1Slb0nwcX1PfG/CUCDCEHW0IKwLQRjh+i5eXJsrSTKypBAhaATvP7IMI1FsEIQRITKyoqDICgThoLEM4vKEWOmKIlGgEEoSsmqiJ7O4qkbDsul0mhw6lEGWwTAFH1jVNA4O9vE9l1Qi+QHFutFoxCUdHpbVRde1gQ9yY2MT3dAYSpXJZvO0Ox00PSKRNAmjHIoqygNSrouqquwf7JNMJBkaGmJvb4+LF99FN3X8wCeXyYqHv1yetdVVfN9jeHiEXL5AuVRhfXUFM5lgZW2d48eOUSqVOP/ss+zubHHt6hUMw+Bnr7+Ooirk83kmJifY2t5mamoK3TS4dfMmk5OTvPPuu3z2cy+xt7fHOxcuMjY8zNjoGO12m6vXrzE+Psbo8DDXrl1jfX2dmdlZXnjhhQELMpvJkEmnsbpdVldWuHXzJvu1fcbGxpBlmTt37mCYBnNz8zRaTQzT5F995St85y/+nCh6/8/6J2f6VhVd10mn04yMjHDkyBGee+65gUUjmUyKB/D3Ka59FbLb7Q6KSur1OrVajUxGWLo+SlzXRz3vX0L7qiqIm+XY2NjgevF3UVqP5hd/XNflwYMHfOMb3+Ab3/gGa2trj4Jdn5D50FfgY8eO4Xke6XSaW7du0W9uuX79umiXmhCBh/1qlSAI+MEPfsDR48dZX1/n2LGjPPH4Y9y794B3Llxkdn6Oz3/+85iGge95VKtVrl+/zqc//WkkSaJWraJqKplMmnarSRj6jI2PsbKyih/C8PAow6NjXHznHdrdHocOH2FycgpJlimVyjz3/PNEoc+V997Fc2yODA1z7PQZVtfWuXH9Bjdv3WEjl+HIoVls1yYCTMMgjLpoqipqWWUFSZLpdTuYiQTlcoViLsvO7g4ry3eYnJnFMFN0LRszkUTXdGw7HNgJkqkMRlyn2j/+7tk9NE17H+ReFAJIMsJfG0WEkViMwgAiIrFIvu+C6oeBQENFgbAf+J5YrKIQiQhZUtFUHyl0CZw67fomgdMi8B3UIIWspXACH1k1SCQySLIGgSiEQJKRohAZBQViJdYDxJIr1FoPRZaIogBNVQl9hcAOCaSAKIwIgzBmvfooqkLgBbEHFEwzQatRF6UHUQiyTDKZxPM80bbV6+G6LlL8NXNdN64qDQfHv7quD9LL/aP6/s0niCIiooEnFojZsg9vTn2V3fM8sVSHYjEOw1A8DIQhURSgKuqgGEFV1UFgw3dFiIQoGlgYQiI83xfVw4qCoqj4XkDIQ8KCUIXFg4IfChZs//+FdVo8vCiKoCz4QZyyDgMRugMiVCTNxMgWSKTzeJZF4PVYWJgRS28k3le73Safz5PNZkU7l+8NUuftdnvgf5RlOQ5HikBY3/ZQKJRod9qiHGBELIT1eoOhoWF6PXtguRBqrcdOc4fZ2TnSmSxnZ2YxTZNarcbm5iZnzz2DF/Nsjx87DpLM7u4unuty6dIlJEWmerBPIZ9jbHSMWrVGt2OxsrpOrbaH67l85rOfHXzvarUaflwU0mg0AJiemmZzc1OE1SQ4fvIEQRDyszffZGRkhGfPn+dOjNyyLIt6vc5PfvKTwUK2uLjIS5//PNPT0ywuLmIapljS9/f51V/9VVbX1shkM9y7f4/1zc2BVerM408yNjZGoVD4x12Ffw7TD1n1lUbDMBgZGWFubo5SqTT49b+7kPbRWYbx8EGxz3VuNBp0u12KxSL5fH5w3fskzKOF9V/u9Et0bty4wVe/+lVeeeUVdnZ2PoBOfDQf7/nQi+z6uugYP3z4MKdOnWJnZ4dSqcSDBw+o1+sifbywwIljx/jhD39IOp0m9H3qBwcUi0VWlpYwdZXLl95l/tAcjUaDyckJdrZ3yGazTE5OcvfuXVRVhFKuXr2M59pUyhXGJicpV4boOT5mMoXtely7do1rV6+yECNPBOdQLFi6rvPc8y9w9uzTBJ5PJEs4rsvBwQGbm5usra7QqO+zX9vDsn1WN3ZImAbJZIJysYjkBqSSafzAw/UaFCKJTqdDIiGCa/uNA3Z3txgfnySZNLAsi14crEkkEhBFdNrtmNagx/5ModSKAFj/v8UyKglMKNA/ru6naGNqAJLw1yIJb6QMke8T+A6u3RMqYeAhRxGKrBD0PJSgS7e1jWfViLwuSiTh2h30VBFNhsh3CCVAFkqmL0kosooXBGiqju9LhKFPFHqCWhBGIIuLvaarBK5DGAQoshKHnDyUWKFRVTluwwpRZJBVTSxjYYhumgSuh21bKLFCbZjGoI5W1zQUVcV1nMFRnq7rsQ9VNFr5vhsvsoL12kdt9Ru2+sGvPjrr71ZtOo4jPLSKgqapOI4trCOxPUEC7MBFkhgcl9q2LewJikzIB/13/e+XWPBCwkAst/0lW5aFBzoIAvwwjP2wAWEEUSgCX4KTKVSiKBLe6SgMkaRQwM8UFcVIkC5WkMw0Xd8niEKSySRB4NHptJEkGSUuewhD8XG0222KhTxRFA06wXO5HEEQ0Gw2Y/Rakp2tHeyeQzKZIgwCNFWjUW/RbnVptlskEonB5yNJEpVKBUM3QJZpNlskUimMRBI/8BkdHSWRSFCr1Xj11VeFxSiTY3i4y0a8COqaxpNPPgmyxDvvXX5oFZElDg4OyBcL3Lh1ky984ZfJxESDarVKGIbMz88PgjXzCwu8+cYb3L57j+eff54XX3yRxcVF1lbXOHr8GOefO4+qqjx7/jytZhPDMHj9jTdYW1/n937v9/A8j8nJSVGj7TgEUcSLn/0Mqqpy5fIVrl67SrlSIZvNsre3x73FRarVKpWhIUqlEp12h4P9A06dfOIjvCz/00+f59r/Gcvn88zPzw9sSv//fK+qKrBq/en/HFQqlcFpR98T3g9b9t/no3k0H6cJw5BWq8Vbb73FH/7hH/LTn/6Uer3+iBP7CZsP7ZH967/8M9566y06nQ5hGPLcc8+xvb09ONqtVMosLMxTLpW4fOkSnueRSqXY3t5GVbXB03+v10MzTIIgYHxiHMd2OHHiBOvr61y7dk0oX1LE9WtX0RSxgIyOT7B/0CCVynDkyBFq1Sr1+gFEEcfPnGF6ZpZsNkcykUA3dHE0rsgkEknBEHVdIIoXHTc+rrbYr+3TszrUanvs7+/HnsAcmUwW0zBIJpJsbKxjOzbZ+Ngsk8kgyRKu62EmU+RyBTwvEP5WRUXTjcFSbZjm+24G0QCwj8TDVGzsB5VkiUgWnlopksSJchQRhh6+5wNhTEYI8T0f33fxXZdOq0GrcYBrWyR1hXIpR+B28Xt1XKuBHNqEroMqKQQh6KkMeiqLrBooaoIQBVU3CAFZUfGDCFVRUVQd1/cIowhZFUfkURQR+R6aphB4LoHnQgSe62DbFrqiEvR9tL6LHPlIgS8CWpIklOPAi32xAZqm4jlxm5fv02m3hCIrSXiOg4REu90eKKjtdnvQ8iV4sNIAs5NKpQZe2CAIBmpSP53fB6r3b7B9BVJSZFGUIIvGMEVVhX85VnZ9zyfw3AEdod1ux2rvwyavgAjfF4UMsiThxUnqKFZI5dgbHcZKtGDaCgU2jCAMia0HcQhQksXCHPpIqkQkKWhmGi2R5aBjMzozQ4jAmjlxV71hmCSTKRKJBLYrAjnZbA6iEEPX2N7eJpFIUCgUBkUOjUZj8HP54N4aTz51BkmW2d7eJp/P07UsCoUSyWSSRqNBLl8YvA5URcNMJpidm6fZbFGtVtE1g1wuj+s6uK7Hysoys7OzBEFAbf+AbC4rPKrdLocOHaLbabN47z4vfuZFGvUWqVSKGzducHjhMKl0imwhz/KD+9y7t0itVsOyLI4cOUK1WqXXc3jqqae4fPkym5ubTExMUK5UyGQyLK+scPLkSUB4dm/duoXnuuL0Q5JotdvMzs2hqioTExPcvHmTg4MDFEWhWChw7epVPv3pT7OzvcPm5gaHDgt/cBAELN4TJS9ra6t02i1832dycpL/8//1//EPvwj/HBa8vl86l8sxOTnJF7/4Rb7yla8wOjo6WGL/sR/X3y1ZeDSP5uM0QRDQarX42c9+xn/4D/+B119/fUB1eTQfn/lIPbKNZp18Ps/w8DCTk5ODI9/x8XFS6SQ7O9tsbm1y//496vU6zWaTx86cwTRNut0ulhWwt7fH8PAwje0dzp49y62bt5icnOTixYtMT0/z1NknWVtZ5a233iSXyfKZz3yGa9eu0e3ZceighG11mRwfZaScp1qt4fS6NOsHREFAqy5CU6oqvK25fB5V0zENE89zhec1lSYCMmGOytCoOJ4PfALfx/UCVF0nk0kjSzKqonDs5GPsH9TY399H13UM0yRhJtF1DU0zkBUZVelf+OVBuhzCgSIYhGK5ikKRaAdiBVGO/bHCatAPhwkzZoTn2nhOD6fXRUFC1TTCCFzHQZIinG6Hg+1NnF6X0OuRKxjsLq0Q+hYqPoFjo8kyChKRLIMi4zsdfM/GTGQIFAs/kjHMJMgKviSUXz+S0RNJwiDEj0AOVGRVNEjJEoI+EInFXCJC01SkyBwsC/0j/zAQS63wESqokkToSyiah2oY6KqKqii02y1CQNU0EaIKAjTDQFc1PM+NFZ+QVDKB6wll1rIeNv3kcnkcxxXopRiorut6vOA9VJf6R+KuH5MZNA1JllE1DdcVtgI5PnIVim+fRSlUUtt2Bo1cmib+LkVVcTxXfL9lBcdzH6rnUUQUSbieT/9nMYrE6yQIowGfVojvIgAoXh8RsgSypqGYBqFsECkGZqZIUrawHYfyUBk5grt376LregyTF3YLVVNJJVMQgW3b6JrG7OwswMDL2FdiTdPk4OCAUjlLs9WMv04KjUadsYkJLKuH0xBJbxA1uZqmiXBaJDi7P/vZ61QqFRRF5faduzzxxBMUS0UmJifY39/n9OkzRET86Z/+F+7cucOpUyd5/fXXaDabFApFvv2tb/H8859mfX2d119/g4SZpGN1OX7iBIuL98hmxQOsbdssL69w5MhRJiYmWV1dZXNzk16vR8IwWbx9h8npKSbGx2k26nQtESb82WuvCQ+sZTE2Nsa//tf/mhs3b7K6usqPf/xjCoUCx44do1ar8djjj2PEJwDlSpmNzQ3+5m/+hlOnTmFZFp958UVRy91pEDgWm9Vd0ocXPuxl9GMxfVJB/zUwMzMz4H5/lEitR8vro/k4Tl/wqNfr/PSnP+UP/uAPeOuttwbh4kfzyZsPvcg6jo1h6pw+dYp2u8O1a9eYnZ2NAdkSp0+fZmNjg9HRUZaWlvCDgISZYGFhYYD8CYKAYrHE5NQM4+PjJBIJFhcX8XyPt99+i6GhCpPj43zhV35l0ODTaDTo9kRCulIs0Gm32N5Yw7F75PM5dEWi1dzHd3pomipqPhWZg4Mqjj2MmUiRTAoodRjZ6LopFqB4UdV0XRAKJAlZUQUeS5aQY0C9aZqMjU0wNjouSASSjPAB9EkDPlEYEoQ+QRjE6fcA4mN+sdwSv60EYRhbIITnVEIFKRSJ9AgCXyxFQRgQOF26rTpur4MuSxAHE1QiVFki8DtMDaUIXJV2w2ftzmVCzyFh6ihShIKEpOsECkiqghyqSIqEJHm4RChqAj8UNgNV1/ED0ZIlyypR4OAFIciiJMIPVFH2EAnAv6zIuK6DoWmDBTCKQhRVJ+6vwrEcFEmKiyVkFEWl1eshq+JIkyhEUlSMRAIkcdzebDVJp1KEYST8eIU8dq+H77lomiqO/zUdT/OQZQnTTPAQXAbE4bggCDBNc6B8G6ZBEITIioImS8hBINjBsmi0CkORRutjekDc8CVEXSxIgxCXYZiDhjG//5ASRfiBWNpFlW6EqmoEUfSQtBAGxO2ySLKCoghSxeAjH3h4xQNNpGkoZppMvgyKQb3ZFiEzVcHqtGk12wObAEQDlblebwwW8EwmHePQhKe9UCgMLuJArNxm0TRtgMHLZDK02i77+/sDTqdhGOTyOfxAqMbdroUel0ucP38ekCiVy3Q6HXZ3d2l3RBvYyMgIt+/cxvM8Xn75JW7dukkmLWgh+XyeIAz52c9ep1arsry8zO/+639NsVgknclS3a/x4osvIssSruuyurrKmTOPMTExweLiIs1mk+PHj5NJpzkyfwgjmcAPAnK5DG+9/RYba6v85Xf+EkWR+dKXvkQQBBw/fhzXdWm1WgP0H4jv2fjYGFcuXyabybC6ujrwiT597hxTU1OsrqzE8H6Fxx57gpXsA2bn5tnZ3f17XXR/ntN/jfVpBf0a1UOHDgnk2aPl89H8Ak8/7NuvnP3jP/5jbt26hWVZP+8P7dH8I+ZDL7KHDh0S4ZCDBktLy6TTGebn5xkdHWVjc53Lly/TaDSYn5/n5MmTrK+vsxQjbM6ePcv169eZnJzkyJEj3Lh5e5B07UOrnz3/DHdv3aZQKCBJ0oDvl8tl0XWdsZFhICCfzyJLIe1mEy/w6fW6qIGHAkiRTkREt2ehqhq+55BOZzDNpEANpTPYloUkyWiGQaBqA/VOVRSQHAgjFFWJA01xtSFiqVHjpc2PSwb8wBsUBQwWU1kiCoUNgEDG8wOQZHRNQ1IUocRJIMmSqEKVxX9HkkArhb6DRAC+g99r4Xb2kUOHntMhMkRDl++5hJ5Lu9nA6XWp7u3i2hZup8lQuYKp6URBSOC7+L6LIsnEZVy4boSu6RD4eIFFECECXZGH7XixF1VB000iSXgzVVLImoHjBQPFWVU1ZCLCwCf0xTKPFOF5LoHvo6kKqqqjyCKdrxuG8PoiAk2KqtGzuqiyTCKRwnU9dNOkVKmgSHGTVxDg2jJh7F2NoghFVtEUFV1T6fV6GLomWrlMQ+DBCGIskOiG73Q6AHQ6XVT9odokxeqnrCg0m604mCcNAix9b62qCM/p+zmCvu+LfwKf4H3HHoqqxlQGJaYhBDHbuK+4K8hKjA6LEWdClY+QNRmQCIjEsm0kCGSNZL5MMluk5/nImkXgCh5vGGPHer3eIIzWaNQH/sWHdIYQRRHoJNM06XQ6dDqdgXexjzJzXZdKpYLruhzU6xhx81epVCLwAyYmJtjZ2aO2X+fEiZMIW4fPysoKuVyevWqVMIrIZDID2kQmk+H27dtkMhkMw6BcLnPk8GEajTqXL19manqaZ599ls997nNsbe2QSibxXJelBw8wzASdnsXVK/tMTU4K0kVSLNlvvvkWrVaLdDrFZz7zGYgi9nZ2qdUPMAyDtdVlxkfHGB4a5uSJ0ywcWsDzvEGV6TvvvMP169c59+yznDl9GiSJZCLBndu3B7aTTqeDbhg8WFpiZW0N13WZmZ5meXk5PhGw2N6tMTo6xrlnnv8ILsX/fCOa/HRmZmZ45plnOH/+PJlM5iOxEzyaR/NxnTAM8TyPzc1Nvvvd7/JHf/RH3L179xFe6xdgPvQi2+12uX//PtvbuyTMBH/9/R+gqgqzs7McHNSoN+qDqsDt7e1Bu4qEzFtvXwRgfm6B9Y0tqnt7g9R4NpvhxMnjhGFIPpNle3ubWq1Gda/K9RtXOXbsGJ/61KfwfJd2p0U+n0c1dDLFAq7n0W430cOAhGHECmOIrEj4gYvdCyEMaDcbREiD5i5NN3CcHrpmiGNl28LQdRJJE6dno6gKmqohyYL1qmk6iqYJ1TAK8DxbHHkHAXavSxQKioCiyIOEuiyreK4HSKiqhhsKNFaEaGXqH3WHgS+qRP0IAoXQswlcC89q49lNQqeFTAC+hdVr0moeEPkettWh224JZa7VQtc0KkNlUukMiq4RhQGaoYiaWFkRVgZZgkgokVEIkqojyaLRy/dE2YDnenheIFRSBCbKt5MomokkC4tBJElEce2spKiiyQtEaCwIxENBFKFquihL8ANkR5AJDDNB4PvIqiickGUJwgBDN3DdiFyhiKEJYkCv2xncXHVdw7FtHKeH63momkoxWYhrVCGZMJAVJe6DV8XiGC/E3W6XVDqFH6uLIpzmD3rjhaoZDhSpfjVrn3jQX2rfT0kYMGz7C6+qEno+um7geT6O5w0qjSOiGKcWM8h4SDHor8HimF4QD2Qzga/ohJLO2tYeE1oSSZEICckXciQME9d1KZfK7B/sD+p3oyhCURSSyeQg3FUsFkmlkqytrQ3U0kwmQ6FQoF6v06+tdRyPREKjWMpR26+RzeaYGJ8kiiLW19dZX99kdHScsbEpFFW8j3K5TLPdodVqs7e3x4kTJ7h96xbzCwvk83l836fT6TA7O8vu7q5YcF2HKIo4deoU9+7d4yc/+Qnj4xOk0ynGRkbRdQPbcZicmuDb3/kO16/f4PDhwzzzzDm8ICAdc2+HhwWkf29vj5s3b+J7PgsL8/zN3/yQTrvN1NQUlaEhHnvsMe4sLpLL5QB4++232d/f58iRIxzUaiiyzDPPPMPm5iY7OzuDGtbLly/z5X/1r5ianuHixYvMzM6SzWYZGRkRbVCWRbXW4NSZxykNDX8kF+N/rulTPwCOHj3KyMjIoyX20fxCT//Bfm1tjW9+85v86Z/+qTgNfoTX+oWYD73IXrlyBd/3+dKXfhurK4oQarUa3W6Xa9evcfz4MXo9i5mZGba2tnBdl8cff5xmo8WdO3dFk9fNmySTSaq1GrquMz4xTmW4wtraGo7j4Fg9FhcXUVWV1bU1yqUi21ubXL16mempSdQYHyQpCgESkqpSLJWxrR7droUfRpimEQdnfHRVickAgVgubFGZms7mkGWVRCKFJEvoukGv2yIIMgRhiNvxSCRERa5umoSeK4gAioqEhK5pRIGP7di4touiSAS+T6QoSFK/3tCPj58jwjAQylsUoSjCl6lpOm7gEwY+pqEThB493yVwbQLHwm4fELkdCBxCWdTgKpGEEkQ4PRuv28W3HQxVZ6Q8JFi3hoGRSiArArAvI4EvWqtkBUEhQFgnQFATYrI/fuCAJBH4Dr7nI0silBRF4NkWqm6g6wkkTUNSRVWvF4QkzETcUiUWZlVRUFSVKOj7ZMXi5/k+RhSRSmdw7B6SJIkaYkXGsiyMZJJUOoXrOmjx8un5Pr7roOkqYSAUdkVV0IF0KoXreeiahirLyBKincrU6XYt0cymqEgSpFIperaNqqmDwJeu66iaShgKUkSfmtA/YkokEgKU3uvhOe7gbUTpgS0CXGEQlzcIK4jjCH9sGETxa7CP9ZHjutkACD+QiJVlWSB2JQnN0NENA4wElg9GIkMlW8QPheotSyGJpEmj3qLb7TE1NUUuV8B1dwfpc1lW0DRRzNBfZlVVVOr2fa7pdBrf97Ftm4mJCcIwJJXJ4XsBUSSRSmXwXJ/r128yMjLC4cNHWd9YZ3//gFMnT3F38W5sydGZmprk+o2bTE1N4QcBR48dIZcT/vViqcjC4UPiiP5Ao9frkc9lWV1dwTAM8oUCtVoNRVF58omn2NvdZXd3D8vq4Qc+v/5rv8bTZ8+i6wbZbIZEIsGFt98mkTAxTZPp6WmWlpYoFksomsbivXucPHWKna0tLMsSKD1PqLCFUhnXsTl69CjZbHZAmbh/f4n9/X2WHizx/HPPs7e3Ry6X49d//dfjBxqJL3/5d1hcXOTq1aucOnECx3HQFJUv/dZvoKgq7VbrI7kY/3PM+3FZy8vLLC4u8sQTT5DP5z+g0j+aR/OLMv0ldmNjg6997Wt8/etfZ319/dES+ws0H5pa8L/5X/0v6XS6vPTSS9TrQn0tFAq4rk270+bEiRO8+cabnDhxkkw2y5XLlymXyxw/foLLly8P8D3ZbJYrly4xNzfHvXv3GBkZRonB84cWFqjVagJlJUncuXOHe/fu4Xku6UyGhUMLjI2NYyRMJEVBUxV03YCYA0es3EVRiO3YaHEiW1ychU9VkTV8zyOZSIrQjq5RyBeEKhUHwhS5X9eZJplMEAGO4wtwvaoIBTYM6LQF8ihhmkgSdK0OSpx+D8IARZbF0a4sFhk5titIkoyZjBVP30NTJGyrQ+DaSKELvg2BSxTYBI7AaymyhBJFOD2LbruJ69mEQUAQRiSSSZLpVFwiQXwcLsJHgR+gykI5tJ0eURRimolYXVUhLj7wPFHv26cADOpUJUUohxKYiSTIQoU1zARhCJpuYCZMbNtFM3Q03RA3y0CQCwLPw3HE4pdOpwVj1ffwHQfT0AgCD7snPkdVhjAK6HW7WJ1+tW4klmLPpdvpxNW+kuhGt21sq4fn+0iK8Muqukjka6rwyYqFM8T14gYuWSZhGLFFJMJ1XcI4ePV3j5hs2xZe6SiMv1fh4HjadV2hpkqSCIF5ombW8Xz8QXOX8A6HEXFITFgrhMIriTpcGSRZRTENItUgUjTSxTJty8Uwheez2WySy+UwE7ooWYgQlA1ZQZYFCmtra4tMOk25VCYMAqxeTzw0VmtkclkgwjCMgWqrqmpMhNDQdYN8oThobTp85AjpTJr9/TqqolIoFkim0ty9fTv2xKuxci0azoaGhxmfmGBjY4PhkRHaLXFysr6+QRRJZDJpxsbHyaYzfP/7r+C4Dp4rHhbHJyZ47LHHaDZbvPPOOwwNDeE6Lts7OxiGycmTpzh69Ahra2ssLy1x+84dTp48xfETJ3Bdl9dff51nn32Wiakp3njjDSYnJ1hZXuHYsWNcuXIVXTc4ND8PgK5rmAmTpaUlFhYWuHDhAk8//TTVWo25+Xlc1+X+vXusr61x9OhRer0epVIJz/OQZZnFxUV6ls3NWzd5+uzTHD9+nJ3dHRqNOv/b//7/+A+/CP8cFsd+GcLY2Bif/vSn+c3f/E1OnjxJLpcjlUoNQl8/r4/v0Tyaf+z0sXB9O8E3vvENvvrVr7K2tjbIODyaj/98pNSCl156mZs3b1Kr1Qa1luVymVQ6RUTE7u4uyVSKt9++gCRJHD16FMdxePDgAfv7+5RKJWZnZ6nX6zzz7LMcHByweO8erudy6vRJms0m1WqN3d1dLKvL/n6NbCbD6dOnyWQy3L9/n57V4+LFiximQblSFriddHrgeXRj+Luu66iyiud4BH6IosiouooEKJqMqsh0u22iKMRvBrRbjYES0W/miiLIpNOoiiqOiOPGrfJQWai/voeqqiiyCqGHoij4rkvXsUXyXddBlvBdD98XkH/P85AVmSAMMawEiWQCopBuz0IKPer7O2hySEpXiXyX0HPwXAdCH991BQUgEFWxgeejqCqKJmMmk5iJBKoqE/g+Tuz71TQtLksQ/l7FF4SGMApR4heIWIZAlEgpH+Cx9pXKKCJeysS/FSXEtgQKyw08At9G1Qw8p4fvOaiKCIV5rkPoB7iOaOYKfB/XFX+vFtMbgiDA830URULRdQInwDBFdWrgewSeB6GwcCBD5IV0u100XRANEikTIxQPLmHo49rCx+vHJQuqpiLHx+e+75FMJHBtwagN4uPVPpqtbx/oc2v7rEzP8wSyzXfxYlSXWKcl/CAQ33tfqP7ECmwQCgVW+KxFW5giqyiqPHh/SBKaqYOiohgpen6EkcyiJzI0d1fJSnIcNhwjkUjQarVodZoUCoXB96mPIzMMg1wuNygyKJdKHBwcUC6XaHU6hKHwDsuyTLPZJJUSqC7TSNLrifrldDbDzt6uqG6NFWpXcnGrPiOKih+Kr30mIzBa167dYHt7m7H31Zi++9575LJZ9nZ3qdUOePLJpzh67CiyorC+ukar3eaZZ86hyAqlUplr167y4x//mHq9jiRJHD9+DNu2mZ2bYWN9mzu3b7Nfq2LbNpcvX+aJJ55gdGSE3Z0dtnd2BrzgB/cWObwwz+zcHIcOHULXNc6cPk2na/GjH/yAyclJrl2/xjPPPMP8/DyKovDyyy/z9a9/ncmpKYqlEsOjI3hhwIMHD1BVlTNnzrC6usrt27dRVZXnn3+eVlN8fcfHx3n11VeZnJqgWCz+vS7MH4fpq7Jra2t8+9vf5vLlyxw+fJjJyUlOnTrFyZMnKZfLGIZBKpXCjFGCj4oDHs0nYfonD71ej42NDb71rW/xta99jdXV1UdFB7+A86EV2Vf+4ptUq1XGx8eJoohXX32VKIqYmZlGVgR7cmpyimw2RxRF7O3tEUURw8PCP7axsUG73cayLEbHRsllc9y5e4eXX36ZMAq4ceMGxVyeGzduYNs9xsfG2NneRo5h9MPDw9y7f4/llWWSqSS+79PudhkdHkKNUVZDw8PkcrkB6Fu0LCkkEiaqrpJKJAFxEX8/HH8Q7FEVkskEjmMLfJProSoykizjOm6M9UqjaQYgQlOyLJNOpWJwvxH3u7sYponne/iOi233MOJihEgCz/XF8mmaqJJEt9NEjnwcq02nuU/K0CDwCD1XeFc9l067ReB7mJooF1BU0YplJhPiYzL0gd82QiC6BM9WxnddTMOIfXH9JUooq5oep/ljfFifZyowVt6Ag+t6Hqqqkcpk8AMfq9fDMEyiUISTdFMozLZjC6qAKxRjwWbVkBWVRFI89BiGgRRF+K5DjP7HNHR8zxVLqiqjyopYnH0Pq9PGcWwC30NBxrVtNE2j02rR6bSxbTsundCwbQdJllBkGUXVYravLhZ5RcW2bdqt9iDUFkQCp9Xr2THAXSEIfKGsRw/tFSI41sV13UE4qtezCSPRJub7Pl4QEIQSYSC8xRArseFDhrAcF1pIioKkaiiGgaTqtHouASqZQkmE7CRp0GVv2w6tVpN0Oj1oYep0OhSLRbrdLvV6HU3TmJiYYGVlhUKhgOe65HM5kGTanS7V6m7slxVs53K5jBd7ehOJlAgwIrBwpVIZRVHpdDocOnRI+JrDkAcPHjBULhNF8GBpGddxGRkZptXu4PkBTzzxGJevXOH4kaO8+tqr/Pt//z/D80WhR3W/xuLde3z2cy+ytblJr2fjuh7dbpt79+7x7Pln2dvdHTCDbdvhzOnHWFlZ4eLFi9QbTV5+6fOcOHECXddZXl6h3mhw+MgRup0OP3v1p5iGztDwMAuHDtHudNiJVd1qrUaz2WRoaHjQOBUEAYuLi1hWj5dffolIkhgZGcFxbNLJFG+99RYTExO88sorfPGLX6RerzM5OYWu6TSbTZLJJPfv32doqMLK6ir/l//b//0ffhH+OS+G/Qf4fmVrMpmkWCwyOTnJ8PAw4+PjHDlyhOnpaXK5HOl0Oi65yHys62gfzb/M6WcYDg4OuHTpEn/xF3/BD37wAzY3Nx8psZ/A+TAr6odeZP/L1/6QSqWCbduD1LO4OQwBcHBwwN27d3nhhRewLIv33nuPTCbDyMgIYRh+IGSys7fL/v4+Q0NDZDJpxsfH8H2fjfV18UEBiiRz6dIldE2l2+mInniRKOLBgwdohk46leLO7duMjo5QrdWQFeGBLBTyNJsdFEWhUMgxNTXJ1NQkuVw+Pl4Vi1u/kUksQSpRFGIYOoahCVtAGOG6DkT9ilNQFFWoE7EalkwmMXSDIPDRNVHJ6HlC8evZwl/p+z7EC5Pn++iGKRTBMCShq0ShT+DaOFabdnOfyHPxnB5er4eqikKHbqeNY/dIGAapVBJVkUlnUmRyOXTTiINjAZIkoPv9m7WuawKfpMVH7e+7acmahiSrg/R8/8jccRyQRIq+r3j1FVrdMAjiY/M+4kqShZVBMwyajYY4Tvd9ZFki9AM008RIJFF1nXQ6g+97RGGAjODD9i0RjmXFhQhg6BqEAa5j07N6eK5DImFAEMa+VQfXsfFcl54lLAOe52FZlgjwOQ5RJHy4YSRsEVEU4rqCMxvECqokKx+ov40iYi+reMixej08X1gL+kfM/QulbTu4cUgOScL1fTwvIopkAl/YS8RPIvGSKKPKkpC/VR1JN/CQkDWTAJkAhdLQCNvbWyRMYYkRy5VAT5XLojq0Tx9Ip9OxFaeHaZqMjIx8QG3d39/H94P4a+7SaDQoFouxvUDFdcWpwvT0HHvVKqlMinK5QhCEXL9+nYWFQ6RTYnmWFYV6U7Tx7e7ukUgkBwUMN2/eRNN0zp17mmvXr9NttSjkC1g9i1yhQBRKjE2Ms7S0xNjYGI7jcOrUaarVPWq1fer1A06dOonnuezu7nHs6FFkWaF+UKfdaXPr5i2eeuopgiAgE6OxNE3j6rVrFEtlctks1y+/J14LvR71ZoPDh4+wsbFOCIyMjvH0uXOoqsabb76FpukcPXoEXdd58skn2dvb4+0LFzATCXzP4/ChQ+i6zubmJru7u3zpt7+EYZrs7YpgmaIo1Go1hoeHcVyHH/7wh/x/fvS3f49L89+5CH/MFM6+6tr3zCqKQiqVIp/PD6qOU6kU8/PzvPTSS5w7d46RkRF0Xf95f+iP5l/49K0EW1tb/OAHP+DP//zPuXTp0qDQ5NF88uYjtRZcu3aNUqlEsVjk9u3bzM3NsbOzI7A0MzNYlsXu7i5BEFCtVhkbGxvcUPsBmTAMhcVgbpbdvT329naw7R43rl/nsccfJ5FIMDExwY3r1zl5/ATDw8NcvHiR8bEx7ty5DVLE1tYO6XSSZDKJZVkoskQmk8G2xTJSqQzRbDbxHBsMnVarxbvvvsfi4j0mJiZYWJinWCwMusKBAS5IURRcN8YnqVJcSuARBSGqKpRZSQqw2g2xGCoyjtUeqJ6SLKOp6uDIF0TYJvB9NE0lkUgShSGO5REZJqahY3XquHYPz7FIGhoq0LY6NA72aTebEHNQO+02iixh6QIBls1m8H2xmCHJ+J6ou1UUGUkGRQljtFL87ygkkgQxQQrDAddXjiQCSUFVH6b0Pc+Lj8yFst33zaq6Fh+dC8Wz78WNQvEwEEUhchTFbV0CwyXLMn4UISmCR2t1OyiKjCJJ9GxLBJQUwaDtK+VhKMokXN/DdoQX1UwkUFQZx+uhGQau66DHy54gT4jjcaHWByTNBI7nEoZB3O4mmsIC38OLVdUoAs/1kKRowJyVZbHoC2as+G/LFsv9+2/Unu+DLGHGobCe4xCGEEUSYRAO/Fl9C0BftVI1DS+ScEMJTdXpOcJWMTI6ytb2LkQwNDREu9UcfC00TSeVSsftYL1BXW65XEZVVcbHx2OFuPcBzFSxWKReb2CaBqaZHRy35XI5dN2g0+myt1dle3ubYrmMpuusrq6haxoJM8HM1Az379+nVC6Rz+dJJBO0221GRkZIp9O8995lhoaGGB4eHnytjh07RjaVpn5wwPbuDmvr61y/fp3nn/sUzzz7DIVikWvXrnH79m1arTYLCwskkwny+UL8sATbO7vMzc3heC4/ffVvMXWTSqXC4uLiAI+2u7vL4cOHQJK4dOkKt+7e4+xTTzCTzdJsNrly5Srz83M0Wk3KpTLDlSEWFg5x7Ohx/uPv/z4PHjzg+PHjvP32BVKpJMeOHmV/f5/h4WHu37/P/Pw8lmVx/vx5Lr7zDkTiwaZUKhFFEeVymampKd5++22ee+783+vC/HGf91cv96fX61Gr1QZLtyzLvPXWW3zve9/jscce4/Of/zy//uu/zvT0tGBEP5pH8888fVHq/v37fOtb3+LP//zPWVpaotfrfahl6NF8cudDK7I/fOU7/OxnP0PTNF566SVUVWVxcXFwtFkoFIRfbmyMbDbL1NQUd+/eFfWUtRrj4+P4vs/U1BSuZ9PtWjSbTe7evcPp06eRZZmkaZLL5rh58ya2bWMYOgcH+wSej6xIVKsCPF6vC15mrVaj1WxQKhUHbETbdWjUW4MlwLbF8a+mi3rccrnMiRMnmJmZRteN2N/oxwxSYkuCjAziqB4E+9PzCEIfWYK4sJVB7W28JPWVOhGCc9Hj4JHneaIFKsY9SZJYGnVNR5ECelYXRYbAsem2W/S6LbqtFq1GY7Cc9FPp6WSCZDLJ6NiICK+YhmCuhiFhKBTYXC6LrMiDZipg0HQViZi+qGSVQFMNjIQ5CAI5jiPaoHRTNE7Fy7Dv+ximKd5PEIo2tLjdKwzDAYLK9zy6nQ6W1YUwQtVUFN0glUmj6QK5paqKqOb1PVRNGVg7grjiVdWE6mn3rJjJKxOF4jhflkUdhSxL9LpdfMfB6lofULU814UgwnYdfD8coK4URabdbtPtCAVT0bQBjqv/oOW5Qfx2AalUWiit3sPvYT/pGkZg9Sxs28b1fYIgwnF8Aj+kf/8XpwgRoRTFDwAKsp6g6wT4skppZJSDVpvK0BCyJAsKSMfi5MkT7B/sk0wm8TyPer0pyiHyOdJp4U+vVCrs7OwM7Aa6Lh7a+gtl//vRbncoFktUKiWq1SqWZVEsluh2LZLJJI7joKg6EWKZvnr1KkcOHyGMy0tUTeOtty4iyxGZbBbLtnj88SfI5XLcvXuPkydPoigKS0tLgqKQz6NIEleuXMGIyQK3b92m2+2RzefIZrPs7+/z7PnzaLpJuVzmyuX3eOP11xkbGxswcfv2hxvXrzM9PcMz584N/G2pVIq3336bp889Qy+uHv7Upz/N1/6Hr/H8c+dZWXrA5MQE6XSaRqMBQM9yWFpdwfd95ufnOXXmNDs7Oywvr7C+vs7c3CzJZJJms8mzzz5Lt9vl7bcv8PjjjwmLgi5CYpOTk0xOTrKxscHU1BSaprFX3eXf/c//F//wi/DHTJH9+05fsX388cf5vd/7PV5++WVGRkYG17tH82j+qafP+r506RJ/8id/wl/91V+xu7v7iEzwCzAfqSK7t7eHYRiDrvalpSX2qlVGR0fJ5rLMzM5S298fqE+dTofV1VUWFhYYHx+nWq2yt7fH1tYWp04eZ3VlhUZTFCj0ej2+/71XOHbsGKlkkqHKEA/u32NyapKRkRHsnkWn0yEIfHp2D0kG13MolQtIiJrciIgHS0uUSqU4tBMvHVKIImukUhm6RhfPdbl79y4rK2vMz88OusUNQyeKwrjmE4iEv1OOW6pkIAyFmhd6HooijrLNmFgQRVHsX9Sw7R6B7+G69sMF27bp9SwkJEzToNtpCU+aKiMR0bUtpDCkVqvi9Kx4cY4II+FnDSNwPZdISoEsIckKsqISRhJBIJRETdMJw5B2u4OZMAkCgf8Sx4MavhcQN6DGnFNwHaHeKfk8ESGe54ha2VAsrp7nI6sKQeAJi4Uf4Ng27XYLJNFQFQSBQDqFAZ4j6ALdbpdkKkkEeI6NJUNGyYpl13VwfIGU0nUd13dIJpIQBVi2gx4IJdg0TXzPo9frEcYUCEUVVAjXc+l0LVRZIZ3NEPg+tiMYpYqmERLEXw8XO152ej0X1/VIp9PieN7qEgSBWObi4oMoClBVJQ64JHA9j0iSkBVwnYflAf0gnISC7zs4jg+RaH1TtRjJFQl/raRpKKqKH0r4koaSSJBIZfCR6fZscl5AOqkzPjrKjRu3qVb3BAYuDu3Nzc1SrzfiQFSME4tVhv7DR3+ZaLVaOI5DuVwWZAbfY2NjnWazCYBhGOztVSmVSoN2r2zOwA8CGvU6M1PTJEyT/f19tra2GB0f5fTpk2xtbTI6NkbP6ZFKpbhz5w6O47K2tsbhw4exbZs7dxeZn59jdWUFx3HI5nK0Wi1GRkeoVmsMDw/R64nvxdjoKLu7VVzHQVNVTpw4MXhom56e5ujRo9y4cYPHHn+cvb096o06O7s7pJIpRkZGOHnqtLBPHBxQKAlf8QsvfprtrS3qrTa1q9dJmAae47ES476qtRrjU5Ns7WxTHqpgmiZPP32WQ4cWeO+992i1WszNzbG8vEQ6neZf/asvc+XKFVzX5cd/87ecf+4Zavs1arUqF995h3//7/8d129cY2pq6u99cf5Fmn5n/RtvvMHdu3f53ve+x+/+7u/y/PPPD04NHs2j+aeaMAzpdDpcuHCB3//93+e1116jVqt94ETh0fxiz4e+wjQaDaanp6nVaty5c4fr16/z27/zpUG9m5lIMDs3KxLUpkG3JxSfVCo16PROJBJkMhn+4i//kpHREUZGRpicnMSyLL7wxV8lCkJKxSKtVotsNodldVnfWENTFDqdFvsHNUZGRqhWq6JfPVFkcmqSCGi12yJEFIc2RE2oWAbarTaKouJ5KmEY4dg9arV9er0OW1ubjI+PUyoVB/WTiiIThaKpy/NdCAIkQjRNifmTSnz8LRioZnzE3U+3h7F/VFNVIhDs27gRSwK6XR/XcZEl6ISBoBFEPr7jYDsOjuvhuy6u4xOEEbKqkUgmRGtWFJLOZAX5wDAHWDEi4emNwghZjnBsRxzhKwq+5+NKLrbtoqoyyaQJfkCn042z9xHN+gGKKg+O9wPJw7EjNF0HJBF+Cnx83xUkhSCgZ/dQNU08uDSbBIGP43p4rofveZiGCRIi7OT5RGEgyhzsHk6vB0QEviHwZK5DBKRSyYGiGPg+SGCYhmDfRiArinh71yeRSInwVBSh6YIL7Ps+jUYzfggQR6IRDAoM+paKTqcjgn6hqK0lriYwTAM/EAtit9vB8wTKKow9zv3Qlh/4uK6gFMiygqpKg/8PwwhZkUFWCGUZ1TDxQ+i5HmYyQS5fIJIVbNcnncoQhSGdVhvT1Mlmxc9MtVZDURQymSyO46IoGo1Gm+HhYTRNkApmZ2fRdV1UwrbblEolNE0TBRmqRiaTplIuEyHQZLZtU6/XSSQShFGImUiQzWVpNTtUKsPoho7ruIMw08HBAYuLixQKBaamp3j8iSdYWl5GisDQdCbGJkWlcDrNyMgoG3GpQKU8JLi4usbGxkbcGiVx/do1jh0/wfj4OHfu3BG8WN8dhIf6vt69vT1UVTS3Pf/CC1y6fIlcscBLL/8SN2/cJJlKc/LUEKVSiU63S7vVotlscvPmLXpWF6vb5eKFi+SyOV7+/Oc5d+4c2zvbdCyL6dkZjh8/zvLyMjdv3RJh1Cji5Zdf5uDggO9///ucPHmcbrfD3l6VYrHI7OwsY2Nj3Lp5k7Nnz8ZhuzZ/+Rd/Sc+ySCVTH/V1+RM5vu+zu7vLd7/7Xd566y2eeeYZfvu3f5vnnntuQEAQrONH4bBH84+fvv2l0Wjw05/+lP/4H/8jb7/9Np1O55GV4F/YfOhFVqhQouLNMAyGR0Z4/fXXmZ6eRpZlTDPB+Pg4iUSCnZ0dLl68SCFf4N79eyiyQrlSQdM05ufnWVp+wOTkBBMTEwP/7I2bN8mkUqytrVHI50mnU1Rre/i+x/bmBmfOnKJrdbDtHqlUcoCFcT2PdrOBpmkkEiapVJJut0O9Xsd1xU2ya3VJpzJkMmksy8LqdZAQZQTVqvDq+n5AuTTE8Mgw2UyGfD6HqogEOpFY5DxP4KoC30WWJQJfBKssSyzt/bpPEPWnru9jGDpypAyO9bX4ODuKQoIgiluxQqIgiJunwtjXKpPKpOlZPTRNQVYUitkSYRDQanfI5LJ4vk86ncJ1HFzXjXFgEp4XxGocIoxmmNi2g+f5hKGMacbJTj8QnFZNwfcjJMSCHkahKHiQJDRPR9NNgsAjDCMII3RVwVckEoZGz7KFj7TXE6+RWO01zUQcNAuIpFDgsmLvrOe4EL+PXuAPygmkOEjlui6GaRAi6oB1XUfsqyGqoiFJDrl8HokIx7JEu1aM3ArCSPhWY9pFMp0Wtg5ZPJz0ej08N6Db7QLEvExiqkFEr9fD6tkEgfheybIa82xlAiki8HzCMEJVFHw5xA5dgiAUnlpZGtQZhwCyTCSr+JGCrCXw7S7FoWGCKKLVsoiQSCXTuD2HVrPOyNgIqXSaVltQFRKJJJ7n0263CQLRCiZCfD7VahXDMNjZ2QHAsiwymQy5TJZup0MqmSSZSFLd36dcKQvGrqqiKIoIKyoKsiLU6q2tTVzXZ2ZmZrBkDA+LhL8X+EiSxOraKmEYsr9/gKHrDA0Nkc1mUTWV69evEwQBJ04cx7ZtZqZn2dvbY2VlmUqlInBg5TLnzpncunWHRDJJrVZD0zRqtRrLy0u4rkcul+PYsWPs7goEmOt6rKyucuLkSTY2Nrh65RrNRpNEMkk+9uI/9dRTmGaCV155hcnxcaIo5IVPvcDNz95kv1Zle2OL7/7Vd/nsZz+HkUywvLzM3t4etf19Gs0mZ86cwTAM6vU6CwsLTE3N0Gi0sG2LwA+4euUKL//SL7G+tsby8grLS8s8+eST/PIv/TLLy8ssLy9zsF/7KK/Jn+jp26t2dnb47ne/y49//GMOHTrEk08+ycmTJ3nsscc4fPgwhULh0VL7aP7B099Fdnd3eeWVV/jqV78aE4/s//obP5pfuPnQHtn//r/7b5mfn2d8fJxcPs/W9tbAz7a5scnwyAhEEal0CkWWef31N1hYmMc0TGRFJpVMce/+PVRFJZk0GZ8YR5Yk1tc3GB4eptFokEgmsa0ui3fu0rU6zC/M0O124w50F89zsayuOPJXBNDdNE1MMwGEsTdTJN9LpVIcAhN+3D5toF4/IAhCDMMQnkJZRpYkPD+gZ7kossrm1h75fJqx0RHSqRTlUoFypUgyYULkE/g2Am0P/aN70Wmvoiqi/hS5z2mNm3KiiOD9ZQODo3VVBLqIxEJq2wK55boYug6EhIGPoWsDHytEZDNpUskEpmmQSJjICPar8EbKhIEImOm6ga6pQn2VRSuZmUjg+z6+5+G5DrquifYvue/VEwUJyVRKFH9FESCjKCqB5xEGAUTi4+2025hGgoNGHavXIwgjerZNsVxheHgE27GxbRtVE2USfXXOsXv0LAvTMFDiIJmkqKKsQZKQVRnX91BVUXerqSqqpmLbLrpmEAWCaKCpKqHv4cZlBmEUYts9JEQgzXNcPNcVSmOjgeM4dDui4UpRFWRZPEgRs4M7nS5BHPQCKX7w8FBVPaYSCLuA3XPwAsEA7lq2UOKjCFnVQVIJZQUfGR8JN5AplioYiQRuGOB6PrlcHt/zaTQa5LMZHMdG0VRUTSMMAur1OhMTkwL9pcgkEgnW1tbI5XKoqsLu7i7j4+MYA6za/5e9/wyy7E7vM8Hn+HO9z5vel8syqAJQcA10s9GeRJMtkhK5K2lXYkhf1owiFLHSxs7OzG5sxI4mVprYmP00momZDVIUOaSaarIbaDTbwZsqVBVQPrMyK727eb09/uyH/8lLckYzC0rdbErMN6KjgKpK9M17b577nvf/e58HfM8nDHwa9QbZXFY0wEFAoVhClhUSiST1Wo3JqSkkWcJxHHb39hgtj9Lp9NA0salfLo9EGXWTi09colQsicWtrW1ihkmr1ULXdcrlMS5cvEBvMODWrVssLCxydHREOp0hlUqztrYKYUAqlWJickJgtWxHvI+DkGarRSIeZ35+DllReOeddxgbGyeVSuG5YnFPiuQkSBKvf/d7LJ07y5NPPsk777zD/PwCljXg8KDC3Ow85dEyn9z+mHQmTbFUwLZsBr0+t2/f5fnnn+eHP/ohrusyNj7O1PQ0/X6farXK1MQEOzs7nDlzOjrFsanVanQ7HTY3tvCjG5eXv/AF3nvvPS5dPM+bb73NzPQM2WyWeqPGf/HP/j//9hfhf88zsp+mjm+gstksU1NTPPXUU5w9e5aLFy+ysLBAoVAQN6wnnNqT+l+oMJIfHR4ecv/+fX7wgx/w2muvsbm5eZKH/Q+0fqIZWTMeo9Fq4gcBg+VlJicnRS7u4UOmJ6d4cO8epZESjUadVDLF+NgYgefTHjQpj47SbNTZ2tpgbm6O9Y11PNfhxvWbFApFJsYmmZiY4v333yMMPFKpBKdOL/DW228yMlKkUMhFqk2VfF5k+7a2NigWi2iaRhiG4jg5Who61ucKxaTM+Pg4m5tbNJtNdF000qlUSgD0HRdN0zna2kFVNELJJ5uOEQYeh4cVVlptkqkY+XyWXD7H5Pgo6WQcTVWRZSk62gfbcgX/VA2QJIXADYR6NGoekUIUQ0D8Q0KQQmRNwgsjNlMoo5pJUHQYDDBiCXRNRZJCXNvC1BXCIEQ5vsiHMmEAnhvgKj7JZAKQ6HY7qGpseJQMLqaho8gSkiRwYrIikFOqqkaoKbHNHzMNPN8TaDDfxx4M0HWdwBdwf0WRwQ+FbtV18X0PVZWx7QG+K6bUlmMjRfzXRr0qtvsJ6XQd8vkcge/hOj6+56GrKla/hxyGggigKEiBjxvhrGRVIYj4r5oq0en2UTUDzYzhWhbJdIbA93EAJQjxPQ/XFUYsWVVQJZkgDLGiCIEWLbzl83kcx6Hb6wp1rmmiKAq97gBV1VElosU1j3anTRAEqIaPrpmYpkbgBxCE+IMBvutFUQoPw9QJFR1f0pCNBIlEkk6vT8qMIxkaXWuAoqoUCnl838fzHVKpBKlUUkzWHUdMt/t9XNuh224Ti8XQNME2Nk2DwaBPqVSKGLMGrZZg6Y6MjJBIiuxsPJUklCVS2QxhEBJPJNA1AwmZbrfP6qM1zJhJLp+nVBwhmUxhGCa6rrO5uY4sS8NJ/tbmJkeVI4rFEnMzc2KJD+j1eszMTLG9tYmm6UyOT5DL5mg2WoSBuPFYXFhkc3OTRCKF5/msr6/jui5HR0e89NJLDAY9up0Wpi6UxxfOX2BicpLXX3+dVCpFspcQx4SEFApFzp45xalTi9y6dZNsNoNp6ui6yse3PkZRVMYnxllYWKBUKuE4Nl25w8MHy1x95mlOnz2D5TjIisyr33mNK5cv09V1XnjuOUzTZGNjnceP16jX6zQbdRzbJZlOkcllyWZzLC0t4boul564QKfT4Rd/6Re5d+8+yBKzc/N/zkvzX73yfXEK0uv12Nvb4/r162iaxsjICGfPnuWZZ57hhRdeYHZ2llQqRTweH3Kwj6e2/6YG909LGk6a4P+wy/d9arUaH374Ia+//joffvgh6+vrtFqtkzzsX/H61BPZ3/3t/46pqSnefedd0qkUlaMjLNvi9OnTHB1WGB0dFVgf02B5eZlCocDqyiOazSaSJFEulzms7PPkU0/RqNchCNnb2WdubpaNzU3KY2P4gct4uczW5gbVapXt3U2xYJbJ0ut3KZdHODo6iiDx/eGyVTfizI6MjFCr1ajX61GjKjBO3W4PWRJWpVarRRj6kQkpi+O41Go1wlASAoQom/enK5FIiK9ttwj9gDCQyWZSpNNpEok4kiwx6A8ELzQEQ9fxA58QCVVVaLW6FAtZstk0mUwGwgApDJGkgCBwhtM/WZKQZZDCECSIGQaEPpoUEDg2tmWhKgqyFOJ5LolETEgVNJW4GSPwPJqNOhCQyaYBCDzB3hwM+piGmHhYtk0QBMTjcQb9PoosY1sDofw1dMIgxHUcwiD4U4rfKOMb0SBs2xkKDyzbwrFdbNdhYNk4rkc8HicMxVG4rIoj91QqhaqJvK+myvTaHXrdLoamEY/HCADP9wkAzTBIpzPohoEWfaApqkosnhRHkpJoXHudtohzhAH2wMI0DIIwoN3t4jmWaDhdF9/1sPqDYTbWdX3xdZKE64qFN9f5U1SCKAYSBAEBIqfseSG2LaafiqIwsCwajRYDxxXzeVklkHUGPsTSOfqOh5lIEACxWIwwlHAcEcVIJpPUajUkwHNc0mnxeqVSKVzXpVKpkM/nMWOCrmBZQtiwsbHBhQsXGAwGovnu9RgMBkxNTeF5HpYlpsPJZBLbFhEMWdGImXGI8r2tdpvxiXEqlQqdbpfpmWl6nS6+L34uSqVSpJQO2drZRtN0FhcWuX37Nvl8PpIWeELL3OvR6fY5d/48U1OTaKoxvIk8c+YMYRhy+/Ztllce4Hk+pmlw8eJF+v0+zVaL6tERC7MLPFpbY2FxEVVTOX36NLFYjHffeZd4lKsvjZTI5nK0Wi3+xb/4FzzzzDO89NJL7OzssL6+AUGIYZgEYcDe/i6maVKpVFhaWuLixYt89NEN0uk0+XyeUmmEmZkZHj16xI0bNwTJotfl/Hnxd3VV48aNGyyvLFMsjfDZz35u+Hx+8MH7jI6W0TQdx3GpVqtYls3/5T/5v//bX4T/ijdfsiyjaRqZTIbJyUkymQyjo6OUSqXh3gMwVCsfUzqOGbfHJIlcLkcsFsMwjOHfOf57fxqBd1L//lUQBFQqFb71rW/xm7/5mywvLwu05Qkb9j/4+olOZAuFAm+++SaLC4s06nWuXL6MqmvcvXuXc+fO0ev1uPXxxzx19WkmJiYolUaYn19kY+MxW1tbnDt3jsnpSfr9HouLi2Lq5Po0Wy2uPvMMb739NleefAJVU4ee73PnljDNGJvrjyGETqc73C4PoiYrn8/z+PFjUqkUiqJQLpfZ2dlBkiRymSzZbJZ0KsP+fmV4l9/rCStSpyO260dGRnBdsa2+v79HsSSMSRKCE9rrdun1LTFF1E16HQvPh49vPyQe14mZ5jCbY5pxut2eMEwpEqVigfX1bWIxnVwuJ3Kjro9pmBiGSqGYIpfPEjfFBdg0DBRFQtNUjFSaRNwkdCxkz8Ue9FAVSTByQw8/8HA8FzcI0DQDx7YJEBlTudPFNE0IJQaWPczIapqKpioEkoTnOAJ3pSgMggDb8nBsC8/1kKPvPfR9IYUQKVWxLBWEguIQis498ERT6LkeiiSjyDL9Xo8gCLEUFTNmCDWvaQq2LGAT0G62GPS6eCK0SxCGOJ5HKEHeMAQhwHaQZQUtpomoReBj9W1c1x5GHLRjDrCq4Aa+MHf5HhIyjjvAdzx8x8UPAogaebE9D44juKuKohIzhW0NxOKK4zrDLLMcRQ9CxHtPMGrFwlSoqPQdj0DS6dkevqxTTGdpHx2hGwaqpnF0JAQgui5yqvF4HMuyUGSZysFhJK/QqdVq9Pt9DMMgmUwiayr9KM/b6XSGH+7iFKJJsVhkc3MzitD0SCaTGIZAzXmex+7uHiMjY+Sy+WGmLJlMDqUm4xPjSJLExNQ06+vr1Op1Dg8r5HI5DMMU8RtkbrVv4Xke6XSayclJEokEb775Jpubm/y1X/4VkCXW1tbY3d1l6dx5RkdH6ff7PFpbJZaI89JnPyt+r9djY2ODZrPJU08/zdtvvYUfhnzjG98gXyzwR3/0R6ytrXHr1sdoqsqXv/Qltra3aa21uXLlCoPBgMXFRVzX5Z2338E0DPqdDi+9+Bk+uX2Hw0qFixcvsru7y9bWDnNzc6yurvDJxzd4+fNfZPnBA8ZGR3n/3Xep1xucWlhkZWWFd995l5npKd57591hfvf06dP4QcC3v/1HmGaM6elpstkc9+8/IJPNkUqlebC8zMULF/+81+aT+lN1rMutVCpUKhWAYeN53MT+6V+Pp7THjalpmmQyGWKxGIlEgnK5zPT0NJOTk5RKJQqFAmNjY4yPj5PNZgV67wQN9u9NBUFAvV7nD//wD/nn//yfc//+/WGc6qROCv4cjaxt23S7XdbXH3N4cEi1WiVfLAgBQvUIgpDRcpl2q8Pi4gKapost5GqVr7/ydZYfPiRuxum0W6ytrQl2axiQTKfJ5fOYpsnDhw8ZKRZJpzN8+OGHzM7NUigUmZ9f4JNPPiEWjw0fy/GH6vr6+p9Cbnl0Wm0mxyewbDuatrl0Ol0gHH6Aa5rOwcEh2Wx26GMO/JBarR3B5N1oohhycLBPIpGIppoDPM+nPDpCvV6nUEjR6/UIpRBZVWg0miRSSZBDzISOLMk4nkMsrhEEPvVGHdOM0el0icXiNBpt8oXYcHpsWx6FQpq5uRmmJifR4wGqL5NOZsG1CSUZKXCwbTGdi8dMuv0uhhmnPxgQ+j6SLKOqGkEIvV4fQzcEJN91gRBZCinkc0MzGRFJQYvMYN1OG8JIogbo6VSEeRIkBlVVBacVwWY9vlmSZSnKGjtIIWJ5zfVwQwfHGmDETDzHRTdFE2ZoGu1WW0ycVTWyrAVCLKEoKLIscr+WLfKnvk/g+2iaGkUaVBzPE/atXk9sRGs6rutgxkyQJcEfliR8xWUQ+OARUScEbs33QyxLWN0SiQSaKp4rwhAjHiceCs2wqpq02l1CT+CwHNdFk2Vc38ezXDw/JJBU1FgCe9CmWCphJpIkLBufEGcwYGxslMFgQCqVIgwDGo0G9XpdKJQTcZBlkukUuUKBalVQObwgILRFFCQIAkZHR5EkiYODAxqNBoVCAc/zGBkZwXEcEokkliWy5GLBqkSxVGZ1dU3g0OJxctFUc2BZTE5N0mg0ODw85JlnniORSJDLZVEVlWazycPlZU6dPo3v+WQyGZaWznNwcMDy8iP29oTu8YnLT7B/sEer3WZ9fYPp6Wl836PRrJPOZNjZ2SKTyTI6epG1tTVsy6LVarGwuMjdu3dRVZVisUC9XueTO7d58cUXCcOQdCrNvbt3+d4f/7E4JQhDSsUiH310A0KJV37hFbqdDteuXeOJy09gmgYT46O0O222t7YYm5jgf/9/+N+xsrzM0WGFL3/5y6iKyq1bN1lf3yCdztDrdWm1WjQaDeZmZ1lbXcN1XerNBn/7b/9tkf/f3WVqaopr164PbV63b9+h3e3xa7/2a/zyL/8K3/nOd36Cl+STgj9ZGvs01e12/4ys4bjZPZ7gJhIJxsdF7OSzn/0sX/va14YM4L/q0/C/7HWciX3nnXf4nd/5HZaXl0+a2JP6n9SnbmRVVWUhyp6eOXMGWZbpDfpcunSJsfIoD+7fx7YdpiYn2d3Z5dGjVebn59E1jXffeRdFlqjX68wvzDI6NsajR49Ip9N89NENLGuAosicWzrL0tlzvPvO25w9dw5JkkglUyydPcdgMODRoxVkRSKRiJNMxtne3qbX6zE6Oko8LqZp9WpN0Awch26nQxCJCNqdNtqRSqPRGP5dSRIK02MuqKpqOI5QecqyTCIRJ5PJRFgtj1wuT7fbZWB1UDUJw9BJpRO02y3AJwxd6o0qruMBAbF4DN8LyRcy1Gs1cRw96BKGPpbVJRaT0VQD23bRVBU/8Nje3qPT6dHvWaTSWWImoOjIiowaBuApJKSQQU8SilsjISxcMR3LEYtKuiG2/F3fxw8C2q0Whq5HW/8SjWYTQxc3GrqmMxiImIY1GDDoD9ANHU0RmKrjI+xjNavjiEZJbI2KSaZlieNyVVHwFAXPdiAUYgJJknB8X4gHdI2Y7yMh0Q2EVCH0fVzVwxoM8FwH23WJxRO4thMdh/t4vseAEHvQR1KIjguFNjdmxkhmMkONbhjFMmRZRo/F0BUVz3UIfR9CkbOSo7/b64pNf03TcB1vOAkVDbkbcYVdgkAmk0mj2w5u4CNFmmbb8QSVIQRZN1FiSSTNY+C41BstEqkUrusQT8UiPJvHzs42uVyORCKBbdtDzrCqqsSim6dkKhXlev0hVsswDGxbLCE5jjNE2YVhSCqV4uDgAF3X0TSNXF5MXxPJVBShyQxfP9u2qVaryIqCYYr4xsTEJEGUU/Z9n36/QzsyeF04f0GcTkgye/v7dDpdxsbHebS2RjqVZHRcqGdd1+Hv//2/x/LyMgcHFcbGxtjb3eHUqVPMzc3xm7/5m/z6r/86lUqFU6dO4fk++Xyej2/dotfr8Xu/9/ssnjqF4ziYpsmVK1fIpNP81//8v+GrX/sKmUyGR6urfOaFF0in0+zu7OC6LgsLCziOw+/+3v+A63p86ctfIZlKM7cwz5tvvomm65hGgV63z9NXn+Jv/NrfYLQ8xtbWFtvb27Rabfb29hgdLfO1r32VD69d48y5szx69IggEIzq2dkyphmjUjlicnKCZrPJr//6/4qjapXN9Q1Onzr107o+n9Sfo46PII9P7LzoRrfX63F0dMS9e/d4//33WVtb4x/8g3/A1NTUCeP2L3n5vs/m5iavvvrqUJR0Uif1P65PnZF9eO8mH77/AclkklJJwMQbrSa9Xo9mvcHczAxvvf2OoAWk0+Ry+eguGapHR0iEzMzMcP36h4yOjzMzM8P7H1xjbLzMyMgIhq5TOTzE6g9wPZdYzKQ8MsKdO3fY2d5mamqSmZkpOp029+7fxTTFB3s6naLZFI8jlUrhe2JyN1Ie4fDgEMdxiCcSKKrgnXbaHSxLsEWTyaTIjEbA/GNc17GF63g7++joiFwuR78/QJLAti16vW60JGNgWQNxjG7Z2LaDNRigKgqGrqFGy2iSJNPp9iKjl5j8tVptYrE4evT3+r0+jmOTyWSQJHj2uWdZWjpPLpfGNBSkwMO3uoTugDCafAa+j+M6Qw0r+BD6xEyd0PewLRtrMIAwJB6P4bkOjm0RM03SmbSIFfT70WSzi+96pNNJVFkRC1iS0MdqmoosSUMV6nFO0jRjw3/3/YD+YECv1ycMod1uY0axiyAMhsfsx9vJYejjOS6GoYu4g+9hOw6pdJpCsURxZEQIMCJWq6ZpQnChKKiajq4b4k0cHTMKdauH6wnFru96ApfluziWhRSKTKeItXi4juD5drs9bMtBUdVhtMD3PBRVQVVUQoRQQlZVgjCk2+vS6nQY2B6W7eMBthLHQSOZztDudMnkcniBT6NeI5vJkExG01LHRtM1UskU1Vp1yFhut9v0ej1mZ2eHR9uGYdDpdJiamoqEIGJhJpvNcnBwgCzLjIyMoGkanU4Xx3GYnJxCUmRqtRoL84t0Ol2SySR7e3uAwGodHR3heh7ZXDa6MfGZmJyi2+kwNjZKq9VCUdQIOedSKBTodHooqsr5ixeoVCp0u12KxSI3btzg9OlTHA+2lpeX2ds7IJPJMDE5ycsvv8yDBw/pdIQAJJfNsr+/T+XoiLNnz5JKJvG9kO9///ucPXeOyalJtre3mZub484nt7n0xBNsbG7QqNeZnZ3j4oULHB4esrGxwdHREZ1OB9txkIC/+Tf/lqAxuB7vffAB5ZERkskkge+xu73NzIyIT3z44TVOnz7DSy+9yGuvvc709AypVILdvV0+/3M/R6PVpF6vo6qquPmen6fd7qJpGnfu3GVhYZ54LI7vBwwGgnzwn/0//vN/+4vwyVTwL6yOlc7/6B/9I371V391eJp3Un85q91u893vfpd/+k//KXfv3sWO6DQn9VenfqIZ2QcPHnDx4kV2dnaGIfqVlRVGRkYYGRmhPxjQajYYHxtlYW6WWqMlJpmOzcMH9ymNjDAxMcHS0hKbG1vc7dzny1/+Inv7e5imSTqV4nBvn2azyYVLFzk8PARkLly4wOL8Aptbm3iej207xGJxstkMq6urjI2Nsre3R7VaZXJyknq9jmbo9Pp9+oMBnuti2zbZKCOYSafFNCudYnt7m0wmM1RTWpZFv98nl8uRz+cBaLVaqKpKs9lCVTQKhTyNZoNebyAat/4gWh5yyeVy+F6bbDYmcFqDgYhTdDqoqkzCjNPr9/EcYZ1SFRXbFh/Cuq6L427PY9AX9qRKpcrUVJdcLoekmsQMFV/XcPoacuijSKDIEvbAwrZtjFgSy+qi6yr2oEsinsDzQ/RQZFp1XSxuBUGI7fk4rs+gPxC6Wd9DjZonRRMT3SAEx7HF0S7ScIJt2y6qqg2XucTGqISigut50fG9RiqdEuxZQFZUzFhsGFERG8YhiiTytJqmEgY+kiQa4jCaJHu+mKpoiogDmDGNUBWIKt91MWNx1IiyEAS+MHvJIv+WiMUJPYHp6oUhUgiyLKbLrVYH8PD8gBAJ3RSa3/7AEsIL3yMENE0nmUwRhhK26yKFIbqqYWoGISqB7GMPHGzHI1BVBpYlctW9LolknFQqOVTbJpNJapUeeiyGH/ik0+nhwlaxWIyeW3sobajVapRKJXq93vDrHceJMrAWo6PloXq4UCjQ7fZAluh2u7TbbQ4rFapHVRYXFymVSrRaLer1OiMjI4RALJ4Y5s9UVSWXy/HjH7/B2NgYqWSKRCIhZBGyQjIjft78MODhw4c8++yzrKysMBgM2NnZJR6Ps7e3w7kzZ5mbXcDzBabs9u3bbG5uc+XKE+zs7LC7u8vOzg7j4+O88847ZDMZpiZnKJfLQuSg6+TyeZrNpngO6jU0TWNmZoZUMsnu7i67u7tR/neXENg/OGJuboZ33nuPZ555hocPH/LWG2/w8ssvo8gyuVyOerNFEG4iSTJPPHEZ23Z5770POHPmDOeWziHJEpcuX6JWq3N4eMTR0SHFYhHf97l18xaNRpPK0VHEF1aZm5tjcnKSZrOJ53t/jsvySf0sy4/4wz/4wQ948kmhWtZ1/Wf9sE7q31BhGEaik3scHBwIrOVJndS/oT51I/v48WPu3r7Ds88+y/b2Nv1+f2j6ipsxYrEYTz71FLt7e3xy5w6WZXH+/Hnu3bvHxSee4PLlJ/j45k0yGbG5r+r60HP/8ce3iBsGe9s7lMfG8DyhAf2DP/gWxWIWqz+gWCxw926FbDbD3OwcvX6XbDaLrutMTEwgyzLtdhsQU7d2u41hGswvzNNoNNFVoYkV1IKQ/f09RsqiEWg0GuJIN5Fg0B/g2g5Wf4BlCXyX7/sR67bFUbVKOpXC0A2OqhUURSGTydBsNhkMBmi6SuCLoy1Z1Wm1xZRT1wwanQaSJJNOJ7Ftl2Q6STqdGoLmjxuwbDZLOptBkVUa9SbZXA4jHsMPJPRYihAZ1xqgaSqxmImR8LEGAyRCYqk0g36buKajazJhKKO5Dulkgl63SxAKHJPrOtHCg45lWyiygqkbwwyqbhhYAwvX85BVlXjCQI2WL3TTERaxqDHUDRHPUGQZXTeIxeL4gU8ynqbX62Em4vi+TywWo9vtRkKIUPBuJRlNVRkMxOKTqorp1GAgGmxZlgkcB1dyCDybMDRRZBVJUZGjKbBm2yK/q2vETBNCUCL7VRApZR3HYdAbIMsKIJNIJAhDCVU1AIl+f4DjeKKZ7ffFVF5VaXV7aK0WumaiKSqqouDYIiPsuR6SrIAk0e50yI6kSKdS7OzuoRkayVSC8fExsczluMgmQ/h+PJnk9JnTPHr0SMQBcjnS6TQ7OzsA5HI5CoUCsViM7e3tKEMscoOdaHJq2zaWZUXK2SIjIyMCWRYEnDt3Ds8LqNfqOI5Dr9cbAujL5TKVyhGe4yJFdjprIG7gnrl6lbm5eXZ2dqhWq6iGye7uPvv7Bzx99WkMQ6Pb7bKzs8Ps7DyzM/OoqsK3v/MqFy6cY2tzm/GJKebnFvD9gNt3bjM3O82tmzeJxWLMzs5y+fJlBpZFeXQUVVFQZHEZWl55xP7BAflCntpRleeef05kv8OQTDpDr9vl3XffJZvNMjs3z/mLIgf55dExzl+4wPe+9zr/1X/1/yYRi3FqYZat9TUGvS6LC1/g/PklyiNltjY3GVg2iWSCo6MjkCXu3b/PqVOLKIrM9773Ov/rv/W/4eZHH2HbFjPTM3iuy/LyMrIk8+zzz3Ht2jUePnyI53ns7Oz8lVfU/vtUxydvKysrfPLJJ5w6dYpsNnsylf1LWL7vU6lUePToEZ1O5wSxdVL/s/WpG9kvfelL/OD73+fBgwe0Wi1KIyVGjTG63S66pvN4dZWZ2dlhBnV+YYGJyUniiQQPHzzg1q1bdLptHq4sc+70WS5dvMjK2iMmpya5dOkidq+PgoQXBPR7PbY2tymXS1y+fIluu0O+kOP69et8/PEnnDq1ICDpwNbWNr7vkcvl2NraQtcNpqenkCSJSqUyVMiGfkAsZtBqCb+8qsj0e10MQ6Pf70bWI9Fkdrs9+v0uruuRTqeIxQyazRauK0QLSBA4PuOTY+zt7RGEHrIskUzGI+9zn4FtY8ZMQi8glcqKrwkhkdBBCbFdC0MWqKh+1LQZho6ixuj2ewTA+vo2vcGA8ckJCCSCUCaUNHxs7EAmbiZJZAWarJgvge8LLmcigT3oIBNimAn6nTaKrqMa4v8j9H1kCRRVRlNUTNPAsSO0V7Q0J9S4KoYsY8ZMDMOMMFegawLCHyKUsWZkKzMMAz8MMeIiE3osaDieeLiuO4xthGFILBYn8ITSV5ZlZFVB0cRb0nPd4WMiFBNNSQJrYJBIp4axDsJwGA3xfR/HslE1DcmVwQ8IAw9VkVFkBV3XcBwPz/OEaS36Wsf18AFJkYV8QDfwPH/IU5UUCddx8DyXwBOoLiRZ5HQdl3gqRTrQiMdiyJKMpmroqoahqvTaHQb9ATEzTqPRwDR1pqam6PS6w+ni6dOnabXECYYdWdo8z+PixYtsbGyQzWaHeWVNEznudDqNacaQZQXDMIcLYJPTUwwGA2RZpt9vk8mkh5nxMAzZ29vDsmwymSyNZoNUOo2u62QyGRqNBom4UEovr6ygGToFM8bZc0u88JkXsW0Lw9C4evUqs7NzTE5Msb6+Tq/X42/9rb9Js1GncnBAq92iUjkSmLFEgsePHxOLxThz5gz1ep0HD+6TSCTo9vqkkklkyWd6epqZ2VmarSb7+/uUSyN02h2qtRorjx7x9Vd+gffefx9VVUmlUzxcXiafz4sYUz7H4eEhpmGwuLDAM08/yYfvf0BIyPvvv8eZM2fIZDLYjsPk1BRvvf02MzMzfP3rX+f27ds0Wy1ee/11Ot0O1mDAzs4OR0dH/PzPf43dnW0+/OADKpUKo6Pj2LbNz3/tF9jZ3aFWr/HU009z5+7dn+Q1+aR+yuX7PltbW7z55pu88MILQ436ScTjL1fZts3u7i7b29t/sv9wUif1b6hP3cgeHVZYOrfE/v4+g4FFOpXB9wIW5ubJZrNc//BDXv7iFymOjEAY8vbbb0MYcuvWLSRganqaiYkJcoUiuqqSSCUYLZcZ9Hp0O12qR1WK5RExNdnaZKRQ4NzSGQTySWF9c4OXv/gF+laf3b09ioUCo+VRrl+/zunTp6PjPQlZFrzTvd09SqUivU4XwzQBiUQySSweR9c0FEXh/v37uK7LYDBgdHR0OBV1PA/bccVCW69PoVAEZA4PDmk2mnieSzyZwHVcivnicPM9nc7QarUwTTPS4YrsaECIY1mUSkLLaJgm7VaXIAhotZtCg6rI0aatQEnJskQ2m6TX7VCv1wmAdDpFNpMWuU1JBcVANpOkTXF8beg6oWqiSAH9XhvPscmk4uixBr5jEZNUQT0Y9Ah8j7geIwx9zFgcw4wjSQKnpShiuh2LxwGQJHA9f7jx74UhgSyTKxRQFBlJkpE1FZ8QRZZJxGJouo4VNbCdTncYaUgkkjiOi6JIBJ6P67homoppmICIBYSBmHaKPFREMiCIJBRqFAMO0RQVLwgE8zYMQdeEAUwRIgSR75XQVJ1MOkO/38P3xURYkiTCIEBRZExDZJYHtiOiBiFIkkwQClWwoavIkoKHjxPZ2fzAF38uawSygaQGdHs9VE1jdHSEblfcCHmuh6ZqKIqMbpoC/aNpYgmvWiOXydLtClSaruvCZGUKDubW1haWZTE+Po7v+yQSCXZ3d8nlcsNlxUajQT6fY2pqmkera8JaFkp0Oz2huFXdYfa7WCxSr9cZWDbnzk/gBT7JZFJg60bHiCWSIn9bqfDc8y+AJFGtVvF9j8ePV2nU64yNlsll0rz54x/ieD7NZpOvfOWrrKw8FAizRIKPbtwglUwIg5zvsbBwik9u38a7e5cH9+9RLBQolkp4fsBqt0sYSrz4mRfJZNJU16rksjl8z2dkfIxev8f01CSDQZ/Hq2tcvfo0ezv7OJ7HC889z97+Ho9XH2HG4iRicZbOnac/cLj63GeQVYVnXvwcnVaHtccbPPvss+zsbDM/P0+5XGZlZWV4tNzvDSiPjDI3N8f+7h5PPfU0d+/eo9frsXT+Ap//QhnHdviX//J3+PKXv8La2ip373zCzevXmF9Y+MlelU/qp1rHN7DLy8vcunWLXC5HqVQ6iRj8JaowFLrwra0tKpXKCS/2pP4X61M3sltbW3ieRyKRIJ1ORQshCtvbW4yMjPDKL/wC1aMjdnZ32d7aotvpUK1UCDyPw0oFz/dZOr/E/PwCnU6LH7/5BhfOLfHad37AF7/0BXq9PnsH+5EStoiuahweHNDt9Tg4PCCTzfDHf/zHSJKMaZpiwaXdYWnpPAsLixxWDqK8Xw1VVbFsi163N1wC2tndFdleVSWfzw+bV8MwyBfyAkk0GDAxMTnEsqysrFMuFyKqQUA6nSbwPcDAssXkz40armMuaRiKJbJsNku9XhfLRb0++ZzI6DabTTzPo1DIC9d87QhVU0jkC7SaTQLfRtVk+v0etm2TTCZ49GiFTC7HaLlMOnWOQJZIpjLEk2kkRSceT+D7PhIhqheiyJCNJ/FcG02RiKOg4NFp1rC6bWIJmV6nLRoqT6hNZUlQEExTJwx8EqkkvuchHbtb4U9g5KZJUtfRdY1Br4eiiKN6oaJV0VSxGBVCNGV0hN7WF9lg6GLbFmEgmlM1wm9JYShIC76PH0kACAPCwEdGZFxdx8FxXHTXFbQISQZZRpYlFFnwdxVFJoiEB6qqYvX7EddWHM+7rhsJBsRjsywHTRUTVSHtCgEJTRdGNM9x6Ft9/FBkd6UQQiRcTyKQNRTFQNWFbKBSERv7XpR1zuVydLodNEPHjJk0Gg1yuRyaqg4zn6lMerhkWCwWabWapFIp6vU68biY5AKMjIwwOTnJ0dGRmHg7Fu1Wh9HRMWKxGPl8gcHAZXy8TDKZxHVtZElM2LPZLPF4nLGxcY5qNXZ3d1FVlXa7LSa4isj3rq+vYxgGFy5cpNfrI0nSEAc2Uh5BkmVWHz3Csm22tndJpVL86Ec/4LnnnmdxcQHHdkgl43z44QdcefJJkqkU8wsLdHsDbt64TqFQwvNsWo0mZjLJF7/4RSzXo1GtMbBEpn1tdZXFxUWuX7vOzu42586e5fXvvs4LLzyPacY4deoMqqZx7/59kskEkizx7jvvUCoWeebqM7z51ltcffZZUmacIPDpdPeZnZ3l8PCQXr+Ppmm0222uXbtOKhknHo/z1S9/kfHxcR49WmW0OMLK8rJABAY+C/NzhGFIo9lkZnaGre0t5ufn6HfbLC+voKraT/7KfFI/1Tqeyn7zm98E4OWXX2ZsbOwkYvCXpPxI0722tjbMy5/USf3P1aduZEdGRmi328iyTDqdJpvNUiqVkGWJjY0NDE2j0WxSq9dZXFyM8qZ9xsbGuHb9OoVSCUVVSSQTZDJp3nn7bbKpFBcuLCFJMD4+jizDBx9+iAzMTM+wtbWF7dgsnT9PrVblqaee4u7du5SKRUZKJba2NsnnCzx+/JjZ2Rk6nTbPPPMsDx/eR5ZlkqkUnXabdCbNeDgmlLURIfXY/pXL5+j1++i6zuzs3BBPlEwmMU2Vfr+H57lomkav1yOfy1KpVHBdl1g8Ptx07/V6HBwcDA1Yx6y7Y1FDv98XTMNkkl5fNFWaqzM2NkbgiwlkEATohgYhxGIGsbhJt9um97hPvlCimM9jWZawg0kStuMSdnu4rpisxeIJ/CAk8FxUTWQ3FUVGMVw0ySeW9CDwkUMxkTRMA88TU03PdYdT02M4vy8rgtGq62iqGvFkQ7LZLKqq0miIJaFjFbCmCX2rJEkiWyvLERlC3EyYMZGlVVUVVU0ICkEglrQIxDQXieGNRDwew/dcup0Ovuvg+z6WNUDuqQRhQCKC/4cBOJGettfriYUuRRUKhzAk9AUq7DhSIGIKYpLsOILL6/sBlu3geQGeL5BawiQWgyAQTWwYIiEmuZ4fICmGmParGqmUOPIvFou0220SiYQwzwRi4p1IJmm324LgEAR4rgdhSD6XI5vJsL+/L7KgmQyEkMlkqFQqQ4bxscFLlmWyWSH6OKwcMjExAUgcHR2RSiWZmspF34/P/MIC+3v7rK9vDBcz5+cXqRxVh69hPp9nc3NzuNx17do1EVswDHZ29/DcgOeff5b8wiJ/9O0/4sqVKyxduMDq6ipf+erXSKdT7O/v02wK49bzzz/PX/8bf4PdvX260WlLt9ulXC7xpS99ka2tDVaWl3nppadptjtMTk6ysbXN7Tu3ObVwimeeeZaN9XW63S65fI52p8PKyirPPvc82UyWo2oVIxZD01QG1oBGs8GZM6eZmZlk+cFD3nrzTZ559llipk7lcJ+dnV2y6TT5fI71zQ3a7TbFYoEg8Cnks2ysrzMxPk4uk+He7U/Y3t7h0dpjMpksyWSCS5cuUT06YnV1lcmpacIgYHFhnpFSiZhpoulGlLs+qX+fKggCWq0WH374IdlslqWlJZExP2lk/1KU53kcHBywvr7OIMrJn9RJ/c/Vp25kXddld3eXhYUFZmdnefDgAaqqMjk5yf7eHjOzs7Ru3+a5554bHte4jsPp06f5pW98g3v37tEfDHi8scF4Wfi1O50uszMzHB1VSWczlMtlCrkc2xtbxKNj7emZGVKpFPl8gUQiznZ6mwcPV5AQjerW1hYHBwesrj7imWevsru7w97eHuPj4xweHhL4Pq12m6evPs2DBw8YKZbY2tpCjRqzQX+AZVkMBgPS6QxBEFAoFCINrkU2m6XdFqIEzxNKynQ6RbVaxfUcPN/DdT2KxSK6rpNKpdjb2xPgfMcRIfWouQsj61YYQrFYpFKp4DgmjiWQVsmEsHsJpmufUAJFUcEP2d3d4dLFC4KDKsvohgmRWzwMQzw/IJAUdDNOr9NGCiSQDSQZNDOOZ/dQDBM9nkQOHAxDWLIUSULTPXGkrakCL2YJ9aysyCRTSRzLHjagsiwPt+olpCF03LbtSGvqR5pUj2w2F4H646jREllIgBk3iZuxiKvbwx5YeL5DMp4AJJqtJjHTxHGE+KHb66EQ4qsqihSi2BaGYdDriam1fxxJEKJY4okEphlD07QIteUO38Niyhbge8GQ4+r7PrbjoBkG8UQkRYgm1MfT+DAMBdot8PEdn1gihaTrdByXZruCkUii6wLcn06nh/KNRDKJHD1v+XyeWrR8ValUKI+M4Hkh+3uHaIZGLBYb3ihWq1VisdjQ1lWr1ZAkiXw+P1xOGfQHhEGILCuoqmDIEpnHLMui2WySL+TxPJ/x8Qls2xI6Ydfhgw+u8fzzz9Jut8lkMuxsb6EoKp95/gVM0xTmrcuX+cEPfsjtjz9GlhXipsm5c+fIZESEptvtMjo6iuOIeM7s7CyTk5OsrKwiKTKbm5uMjY3R7/bQNY167YhcLs/CwiLpdJpuf8D/8D/8HlMzM5xaPMUTly5x7+49NE2jVquh6QZPPvkUr7/+OrfvCINgu9MRFIJGnampKdrtNq7rcOniBS5dvMDDByuMjo5CGNBuNpmbnSaVSGJbA9qtJv/6W9/mV3/lG0Pk3/PPPceNGzd47TvfoVY9wvU9ZmbmmJiY4MyZMziOw+/93u8Ri8gmS0tL3Lp1k8APyGZzfP7zL/Otb33rJ39lPqmfenmeR6vV4uHDh+zu7nL+/PnoZ+ikfpZ1zLve2tpiZ2fnRIBwUv9/61M3sqdPn2Zvb493332Xl156iVKpxAcffMDc3Bye66JHF4C9vT0Mw2BiYoJPPvmEw0qFO/fuMTE5wf7+PrGEQFDNzc2hKUK/GYYBnU6HTqeDa1tMTk7QaXcwYzFKpTKtViea6oxQLo9y9eoz/Kt/9QcUijkyuTwzc3PcunmTdrvLxMQkk5NTVCoVTDPO/t4+shJycHCA4zgcHR3R7/eFyUnTGAwGHFYOmZubY2dnB9OM4Tg+uq4Jc9jjbSYmy7RaLVKpNJ7rRgakHNs7O5gxk8PDOomEaOqON/KPgdyOI2xQpmnS7/dJZ9L0+/2IGCBRO6pFmUzwfXEErCgK7XaHUALDAEmWyGaztNotWq0WQRCQyebQDUNMUIMQx/WQFB3D1AklBccV34OiaXi+h6KaYkIp9ZAVnTBqgjU5yhUHPp7nEPoeWrS8ZVkWiXh8CO0/XpA6/v4kSXwYHE9QHcdBlmVisRhB0Bse7QtklI7tQGBZUTzBQFHEVE03Y8QTCULfF7lYSTSdmqZEeWEZAp+QEFUR8YYwmiLbto2iKDjRHbthGDiWje+HmKYpNJfRZPi4QRv0xVRUVVVc10NWVBSNIVPYD8XXHpvhjukAgeeLfLWkRLloM3r+hbSh3+xHIo2EmHYWC7ieFwkFJAqFgkCJyQrjY2Ok02nK5TKrq6vk8hlGymUePXpEuVwWxq+YoIEcHByQSCT+zMLXn/jnNeYX5lFUjdVHa1SrVbHYFE2XR0fLbG3tIMsyV556crj0FAQB29vbfOELX+CoUmXP32dqahxN02g2RbQhHo/z4oufYWpqhjfeeINf/et/g0QqzY0bN8gXSmTSSW7cuMFgMKAf/Uzv7OyQTov3+NraGqXSCNVqVUQYrD6eJyQGy49WGfRtLl16gsFgwFGrzfXr1ynkCzx48IBMJsfj9Q1isTjf+MY3ePONNzlz6jQTE+N88sltTFNnfn6ejY0N7ty+zY9/9GNxQhSGbK6vIysq4xMTbG1scv/+fVLJJOcvXuI/+0//r8Nj5QcPVnjxxef5tV//df74e9+j2qgyP7fI5z73eV597VV29naHz1u/3xc3jNFrfeniE9y9c5e9vT2Wzi/9xC/MJ/XTr+MF0Xa7zfr6OrZtDznSJ/WzrW63y8rKykk+9qQ+VX3qRnZtbY2pqSl2d3dZXV0llUoJ29fcHP1ul48//ph6vc6Xnn4awzDY29vD9wUrsxc1jk8//TT1Ro379+5RKhY5qlRwLBvX85ienUFVVR7cWyWVSGIaJrbjUa3WmJ6ewvd9Dg8rGIaBJCm89NJnaDabJJIiQ5hKp7l//wG5XJZsNk0qlcJxHKamJlldXeXw8JAwDEkkEkOMRxiKXKNhGKTTaXw/wHFcms0jIEahkGNxcZZGvU7g+ZRGSlQODyPbU0ChWKDdblMuF/A8kcmsVquCi6oomIYRKXE1qtXqkL+rqmrEllXIRHamTqeD57kcHOxFkHwD3TDp9gacWpjj4KBK5UAcJcdiMXr9HiHg+WLpKJ5I0el0CP0Ehm5Ei1kK/X4PQzMIwhCZkEy2QLdVxTBMrH5XILUUGVmRsKwBhqbh+F50/C7R7/WRowZP1/UhA1Y07T5E6trjJjeZTEZNokar045kEFIkTPDRdQNNFc+BJElCqaspkbggyrUqGpIMtuPie54QMhg6gScaXVXXCIIQRVYJo6Y3DMNI0uCiDAaoqo5lGKIJ1zRkScLzPGRJiRrtANt28X3RkEuSROALbFdMNyJW62D4HtE0lVBW8D2PQAJFkXC9AEUzSOsxFN3AjdTGsVhMTDrzuT/DeW232oyVy8ObGysyhCUSCTrtzpDzK94LQj2bTqfZ3t4mmUwCIqpimiaHh4cUiyOYsRiP19cZKZUZGxsTefCdHaampognEvStAYViEU0XC471eh1ZVnj4cJUnnrjA/t4BExMT6LrO6uoq+/v7mKbJ+fPnIw10hoODfWKxGMvLywwsh0w2QzqdZmNzE1XTuHL2LPl8nt///d/H81xmZmYxTZN8Ps/W5haVyhEvvfQSV65coVarMTpWpt8fMOjbGIZBLpcjk8lw/949tra2uHr1GTKZLJ/9uc9xdHiITMjc7DS/+7v/UqDwRkfIF/K8/947zM3PMzExzuzMLKqqcnRwFBn3Mrz7/nvEEwmee+4FttY36LTa2AOblUePiMVifOWrX2VhcZ5PPvmY0YkJ8iNFLly4iOcFfOnLXyWby7GxucHBwSGpTI7xsTE812VkpExIyOd+7rN0e13yhamfxrX5pP4CSlEUms2meG8PBqTT6RN6wc+4jrFby8vLJ9itk/pU9akb2U6vC0FIIhGn1W6g6Srjo2V+//d/j4mJSa5cucLm1hZvvfUWo6OjrK+vo+s6H330EYeVCg8fPuDKlcv0el1e/Mxn2NrcxLYs0qk0iWSScrnM/v4+aqQ8TSaTFAr5IYKj2+3SaDQIwpBUJo3reSw/WmN6aoLFxQUURWFqaprVRyuois709CymIRqK6ekZzJhBPJ7g1o3bPP30E9y7d5/Z2Rkera5gGAb3799nZmaOg4NDyiMlXMdldeURs7OzdLtdceTvuIyOj0PgU6/X8QKfeDwu8pSKQEiZpokqK5imsGIlE3H6gz6Li4tDucLm5jaxmDFcnmo2m+Ry2eio3Bo2eZ7rEYvFaDWb9Lpd7Fwa2xZLSoK20I80pQGyBAQevudiWx7ZTIZev4ck1qSQZBk3CJDDAFXXUFUZxVEZ9DpoioRp6miaOsyR9nt9YZzqtEklk7jR8Y7nedRqNZLJ5PAoHxhqbAEcRxzlHx8RSdH0V9cNVFXGDwJUXadWr+H7IYQBlm3juS6+55OMx+h02miaSiqdiabFHj27iyKBYzuC1RtaeJ4/bNIC38fQDezARtW84ZHUMd5LVVXC6Jooy2oUyxCEgjD08cMAt2/T7w8EgswPIATPF4/LsiwkRNMfhg6GHiIpCpqqYcRi1Goidy2mugGmIRpiscDVQlNFblfTtGga7JKP4P+6Lni+x4SCw8NDms0m8bjQJB9P+o+5xo7joGo6h5VDRkZG8AOP6qHQI6uqyvTMLGuP15ibnaehigXDVrPF9PQ0iqzgn/HpdrqMlke5eesWhWKBp5+5yurqKpqu4wUh12/cJJvNEovFmZyeZmV1lVKxRNkYYWd7h9GRMoeVQ+7dvc/8whzPPfcs1eoRyWQay7KIxWKMjJSZm5sXZIB+n16vR6/bZzCwSKZS3Lhxg8nJSSBkfn6emBnjjTfe5JVXvs69O3fRNJX33rvPxYsXOH16kRvXPyL0C/z4Rz9CkiTOnDnD2NgY8XiK3/4Xv83Pf+WrGIbB4dERCwuLjIyMMDU1yYXzFxhYAx49WuX80hJH1Spra2vce3iftdVV/o//0X/E3v4un9y+zYWlC2iaRqFYxLJtDENM8tceP8Z1XVKpNNeuXWNiYpRLly6xt7f7k7gWn9RfcEnRzW2r1WJ/f/9Ef/qXpCzLYmVlhcePH5+8Jif1qepTN7KaplEeKaNqCp98/DGtRp2dzU2KxQIHBwe8//77gEAtTU1pXL58mVarxdHREe1Om73dHZJxsRSVTqfxHId7d++xsLBAznPJ5LIUCgUWTy1Sq9bodDo8ffUZms0msViMSqWCoirkC0XWNzYIgoAvfukLfPLxJ1y/fpMXnn+Oza0NDDPG4WEF3w8wTZOpyWna7TZH1QrNZovLT1ykXmvQbndotzvomkE8Gcd13SiOYGLGYpiGGaGHfE6fPo1pmqw9XiMWjxFKEqVSiRs3bzI2PkY2m2UwsMTkTo0jJWTq9SqeJxpRSZaGd5b1ej1qGjWxQNYX6s92u0U8HkeWJWzbZmxsPGqofNqtNrom0+t2o8mii+RYKKqgGyiKTL1WJZlMQeijKBqOY6PI4s9VNUa/1yWmq4DQwHpOgEwIhDiOSxiIXKzrOji2jaaq2JZoqq3BYJi7DKMcRKPZRJElEtHxNwidoG3b2FGTpes6tuWgG7rIodo2kqygGwa1eoN6vUkqmSSUZAwjxqBvIcsSvYFFOp0Rj8228FxXHO3CUNOq6+aweXZsF98fEAQ+fUlspSuaN3yOxQeWjzWwcBwvysr6SJKMH4R4ni9kFBLoSQNJkrEt4Wi3bJvBYBA17BK25wMKiqZg6iZ9x0VVdIhiFZ7noWgqoQ35QoHNzc1hxCGRTNKwanieR7PZxDAMEomE+BpFQdf0oV3ueGHwmCsrohwSOzs7jI2NkcvliCdThECj0WB2dpZ8vsCd23cpl8scHB5SKo0II1giiW3btFptNje30HWdZCLJ+vo6H3/8MYlEAttJ02y1mZmdIwgC1tYeMz0zw/b2NuXRUcYnxjFjMTTNwLZsHq+tIQGyJDM7O8v09Azf+c63I4JFinv37g3teJOTk8TjcYrFImEYUqlUCIOQs0tnKJdH6PcH9Podms0mTszhc5/7HLIsc3BwwNj4KNVajR/9+MdcufIEfhgwUh7hpdxLTE9P88abb3JUrVMqjfAbv/EbVPYPaDabbKyvYyYSKJrKBx9+yNWrV3E9l3Q6SbVWFRY93+PK5ct87atfZXNjA8e1OXf2LN97/bvs7O7zzDNPDxvZpaUlFubniMViHB4cUKse8WhllUcrqwRBwP/pJ3ZJPqm/qDqOFkiSRLPZpNvtDk+QTupnU77vs7e3xzvvvMPm5uZwv+GkTup/qf7c+C3fc5mdnaFZbxAbiZFMJhkZKVMoFFE1MYVMpVJiwUdVSSQS5PM5TF1jcWGRg4MD6vU6qyuPmJmZYWRkhFq9RiwW49GjR8iSjKqp3L5zh1Q6g23btNttZmdnKZZKhMDY2BimKfKJkixzdHTE/fv3CcOAixcu8v577zM3N08qlaJWrRL4Ar7farXQNJ1YPM7i4gKaptHt6kNtajyeIJkUG+Jj5VGmpqao1+tsbW0Ri8VJpVOomobVFxv0hUIeXdcZDAZiESo6iu90uoyMlCKskYIZMzk4OETXRYThGF2WyWQ4ODggZuq0m/aQpCAiCjWazRayrJBKpmi1xeLQoN9H08ooioQ16EEY0OtJKLJKEPikUilAxjB0NE3HcR0Gllga88MQOcqS2pZFIqbhug6GruLYNo4l7GCqokIY5VQVJQL5C32qFilpgyDAsSzC6IZB08RCkyzLBKFQ1UqSRBCE0SRRodXqoOo6fhAOv1dZllE1LWqcbVzXGU5trX6fdrsZGcN0gohwoCgKjuOIrGwIIEV/FmB7NiDhuD6WLG4uxAeW4MMGvtDgiqYzmhwDQRDiuC5hCLbt4Ht+tBgWoqoGnu/hBR6yriNrMfRECjQdOZDwQ8gkU1SrNZKpFK1Om3w+T7VapVwuE4Yhuq7TbrU4ODhgbm6OTCaDoihsbW2J+E2vRzyVpNPsIMsyc3NzuK47JIWMjIxEzWiLvb09FEVhVDOGC4ZhGKJpKsViUbw2jpB3pNOZKC4QY35+Htu2o2mzeK/Mzc2JLHQyiWXZ9Hp92u02MzMzXLp0iQ8/vEa302Frc4uLFy/RarX5vd/7Pb7xjW9QLBZRFIVXX32VnZ0dnn32WW7fvk2r1eLy5csAeJ7P/v4+ruvSarW4cuVJJicnuXdPMFqnpqai5kHm5Zdf5tbNW/R6PY6OqrhRHv1zP/c5EvE4tmPxd3/jN3jw4AFnz55je2eHxcVTJFMpCvkCb7zxY1RJod1pM7+4yNz8PBubG7z02Zf41re+xd7uHkEgcsaLp07x0osvcrh/wNHhIfsH+5SKBZrVKtlMmvXHa7zx4ze4fOUyl5+4TLfTodWoc3C4z/KDhzz77HMosoJlDchksj/BS/JJ/UXWcebftu2h4fGkfjYVhiHtdpv33nuPd955h2azeRIrOKlPVZ+6kZVlmR//+MecP7/E1OQEphmDMCQRj3N4WCGdTmM5DsXiCAcH+/T7vSEzM5NOc/bMWeLRVrrIyz6FNbCIx+OMjo3xwx/+ULivU2nWVh+Ry+VxPY/z589j2Rb37t7DjMdwXJdMJsO9e/e4dOkSn//859na3GRzc5Ols+ewbZu52TnW1tZRVJnRcpniSIlqVWJzY5PaUVWYXAyNfr9Fv99nYPUj3FMCEE3e2uPHxGMx8vk89XqdmZkZDMOgWqsyPjYq9J2KiiLLyIqCNbBIZ9JRE2EPt9R7vR6arpHLZukPrOF0Ute1IUqr1WpRKBapHh1hWTbJZApN06nXGmSzOWRJZnS0hGHq0bQuoN/tASGBF6GrFAXPd3Fdh3g8QaejEovHyeYyNBpVUnEDx7Ew5BBD17F7bZqNLrqmYfX7uLZN6Pt4ng1BgKIo9LpdTMMQuVRVxQ8C3AgBZZomcixGt9cHScayrUgAoSLJMrYjNLaGYWDbDqqiomoasVgczxN4rzAIUDXx3LiOS7FUol47olGvEQY+vicyrIEf0Ov2UVQFTVPRZWVoDnNdsQggYgLiotfr9QAJRRNoNJGdFbYyKQTHsaMJpyKa2DDE9XyCIMR2XbwoGjEYDAiCkCAESVaQZA1ZN/EkFSOeJtQM4prB5u4+iUQSw9AJQtHkJxIJer3eEMkVBAHpTIZsNovnecTjcTzPY35+nnqjARKUSuLmJ5lMijyvLA+nsUEgssgjIyPUajUURSWTyQ0z4kdHVSqVo2GcxnJcxsbG8H2fsYkJMuk0nVZ7uOxYLBaHWeGJiXEePlrlzJmzpNNp3njjDbLZLNvb2ywunqLb6QIhh4cV1tfXefbZZ7Ftm+9+9zWmpqZZWlrCMAy2t3fQNJ2LFy9SrVZJxBOsPHpEGMCpU6e4f/8B165dp1Qq8cILL/LxxzfZ2NwknogzOlrm/fffx7IsHtx/gKbplMtlRkbKmHGTZpSDz+UL1OoN4vFDZqZn6PX7fPDBhwz6fRYXFhkfn0CSZB6truAFPusbG7iuy6/88i+ztb3J4eEhkiSTz+dYXl6mUW+weGqB2elpbty4weHhAYvz8/zdv/O/JZPN0e31+Ze/89tIQK/bI56I8dSTT1Or13nq6lVCPyCVTv/krsgn9Rdex1rq4xM4sYh7Un+RFYYh/X6fu3fv8u1vf5v19XU8z/tZP6yT+vekPnUj+3h1jctPXMaMmxzVGly6cAFCeOuNN8Sx+/o6k5OTLC8/wLIsJicnyRXypFIpYqaJYcbY3NwkVygwPT3N/v4e03OzrK9vUDk8wnV8mo02o+VxZuYXyRVL9Hpd1jbWmZubY25+FkVVCEI4e/Yckixz+84d7t+7x5UnLpOIxdnfPyCVSvH0M1f53ve+z7ml0xwdHQkMUT5PMpHC9z3y+Rz1WpVSocDo6CjLEfy8URdEgPmFeSyrj2sLLNaxgCEWi9Fpt3EK+WGzkUqlxES33aFRqxOLxYjH43S7XXxfZGnL5TIx06TX7dJqNkilEnQ6gsTg+QGFfF4ssckKyUQSzxPihEw2jaYpSLKEZqhUqxUmp6bwvAAfUCQhAvBcG8+V8MIALfDxA6HMtawB2WwWTVUi5auDJPsokYELEBIGz8WxLDRVwYkkBK7rEoQhfcvC9X2sP9VQHWt4FVlYr/q2ReD7olm0HBLJJCEyjucQIOH6AX1LHJdrnk+32xVyCc/H6vfZ6/eGGdxkIk42nabX64ImptyO46AbZhRrEKgxRVYIAiK1sDL8MDqesMiyjOILzNaf8HGP/1k0hZ5n4fkhsqrjA34ImiIjqTL9vjBkSZKEEvr4hISKDloc1wdXUmk3O+SKBoqk4bkupmFSOxJLfe1mi3gyMVzyy2az7O/vo6iqkAuMjDAYDBhYFqqu4fsy29vbNJtNioUCVn8AsoRpmnieJ/LjqkoulxPq16RQv168eBEJmWw2hxTdJOaLJWzLYXdnD8sacOr0KXrtDltbW8Pp7vGUfXtnmyD0yaZSdLttrl37EE0T0Zfvfve7GIZBqVRC0zQSiSStVmu40FcaKTIzO8VIaYT/9r/97zh//jz1WoMbH91iamqKO3fuoagKE5OTDGyLqZkpXpyZ4f79+zRadSamppidneGTTz6hWhWnMnt7e1x56knmZma5efMm/69/+k8Zn5zgM595gbHRMnfv3uXi+QvU6lV+//d/jycuXSQVTzI1McnY2DiDgUWtXuf8+Qts72zTqNXA96gc7HHh0iU+97nPsbGxwcOHD0mlU0zPTJHN5nFcl69/46+x/vgxF84vsbG+zvont6lUKjz33AssLZ1lc3OTo6Mqqq4jBSHpXJZmvcHG1uZP49p8Un9BFYYhzWZTIBVd98Tw9Rdcx03s8vIyf/AHf8CHH34oFpdPpuMn9SnrUzeyiUSCUqlEtVFnamoS1/WQgOnpaTzfZ2p6Gt/3mZubo9vtsr6+zvjkBCsrK/ieT6lY5KmnnuL27dusrDyi02nj+wHnzp3j3NklfN9ndXUVWZZxHZepySnu3rsjFjLu3UMKA56++jS5fIFqtQoRImlidIz9/X0++ugjJiYmGB8fp16vUioVuHHjJqlUkiuXr3D/7n1anTaGptNoNBkbn6DTaTOSy7G0tITtOrRbHWq1OoQhsViMRq1FMhnDcRyWl5fJ5XLkcqLprNfrYgEpYpkWCsIA1m6LY2Xbtoc/jI1GA8uySKfTDCJYvWEI/FSn0yWZTNLr9USTIst4nsB45fN5oTp1XBRZJZ8rAsJBretiOcswDHzfJwhDAsdGDgNCz6UThpRKZezBAN938AgIPJdWq4oSWiiBR7/bwRkMsK0+rmOjIGFZfUxDF8tUQYjj2EMe63FZli3ypb6Haxoo0XG1qmpDg9cxNut4ycuy/sSVfYy8SZgxOp0Ovu+RiLb9gzDEth1ATFi9CL1ynM8VExP5z6DO/gRiLomcr+fieYEQI8gSiqKiKH8idAjDP5lw+gGEXkAQZeNsy8b3fUJAUhQEzFdDVhRkI06jNyCVL9Fsd3AilqgsK7i2NWS+emGAFjXMYRhSq9XI5XI4toOqKHS7QhIgKwqWY5NMJmk2m4AQg7Q7HeKxGJ1uN1qYGmF7exvDMIY3T+vrG1x95nkODg7o9/ucPXuWvb09jo6qFEdG6PctRkdHuX//PssPV4jH45TLZQaDAZlMhnq9STKZJJlMYjsWtuWQK+R55ZVXWF/fYHt7m3Q6PWTBWpbF7u4uS+eWmJgUP2cr33zIW2+9zYXzF7lw4QKDwYBCoUClUuGZZ55hcnISWVGo1kRefGdnB0mSWFpain42IAwDZmZmUBSFZ599lldffZWHDx9SrRyhaRp/7zf+Lq12m7hukE1lGCuP8tv/4l+yvv6YIAi4du0Gv/zLv0y1Wsc0TQ4OD1lZWWZvb5diqciv/fqvo0jw27/929y69QmSJDM9PUkmk2FrQ1gJSyMjdHo9nnryScIw5J/8F/+EwcBi0Lf4T/+T/xhZUVhdW6XZbHLu3BKdbpfF06fwg4Bmu0W+WPh3vQ6f1M+wwjAcCm1s2yYeIQdP6qdfx2KKW7du8Yd/+Ie89tprIkN/0sSe1J+jPnUjOz4+LhZQbJt0KsWDe/dp1Bt8+ctfZmNjgyDwefDwHqmU2Fje3t4klAJazRb1eo1qNc/u3ja9bo/TZ04zOTnB1tY29+89oNFocPXqVRzHYX39MY8erTA+McHc3ByXL1/mhz/8IYN+n1sf3+bKlSuk0xmSySQLySTbGxsCDB+GXLx4Edu2cBwbgMXFBUZGRsRGqm0RM2MYpkG9XsV2bZ544gmOKhVqtRqFYpGJiUlyuTzNZoNev0ssbhIEotlut9tomoZpCmC+7/tDnuqxIOB4OceyLCRJTNNisRiHh4eUy2XBwwtCEskkfuATi8WJxeIoioIiy7R6vSGHNZlMDlFdINGoNwgliWKpOGSF6rqG74sjaKRQ5EUDDzVq2o4qByTiSXRdRVMlOq0WvmPRG7QJHBu730GTgRBsyyEIfEJfNOemIZBdnufhD7whtqzZaEAkQjAMMakOgoCRkVExYfa84a9BtEh1vAQVi8WoVqti2pzJIIdgmga1Wpdut4eqqJimjmNbBJ5LGKG9JEkSGV7HQZL4H9l3JPHvkTY2DAJ8P8SyHBELiGISsqwKgYN6jALz8IKAIADfD1AUFdfxxNJbCJbr4YWApBLKKigqiViChBrDCyGVzdJqd4bNtappSFFjWh4dxXVdjo6OopufHJubmyiqgq7GKZVKtLudKOO5KIxuuo4kSYyPj3P//n1c12V2dpZqtcrR0ZHIJ2s6sViCTqdHsVCk0aijaeLrVldXURQF27aZnJik0+qRz+eRJInJyUmx9BWZ0FRV5dy5M0PRRzqVYae1w/vvvce5pRaLp07TarU4e/YsrVaLer0+nFrphs7m5ia3bt2i1Wpx9eqzEIJpmsOY0NVnrtLtiBOJWx9/TL6QZ2xsjNu3bwMwOjrKe++9h+M4xGIxCoUCuVyOf/bP/hmf//znOXPmDI1aU2QXB33qlSO+f/MGV69e5emnn+bFFz+DJIub62wux4fXryGFEv1+DySJX/v1X2Nvb4+ZmRmOjo64e+cTAkLOnDnN+Pg4b7/1Fns7O/zCK68wMTHBRzdusvroEdXDQ558+mlGR8cxTYOx0VHefvtt7t69R7vd5szZ0ywsniKdydCoN2g1G0yOT6Cpn/oyelJ/Scu2bdbX16lUKsP8+kn9dMt1XWq1Gh988AHf/OY3efvttzk4ODiJFJzUn7uk8FPe+nzr93+bWDyGF7E+6/U6nVabU4sLuJ6LZdtUa1Uc2yaTyaCqKrGYmGb++Mc/RlXF9PDq1avMzy/Q6/Z4+PAhq6trgMjQ1etV9vb3eO6551hfX4+wOnEuXLjAu+++y40bNzh37hyJREJocJNJatUqtVqN/b09ZmdmuHPnDoVCnoWFBWRZYn1jg3arLbiytoOswMOHD6nXawCcOXOa7e1tMpksiXicmZkZ9vb22N3bAUJ0VcM0TR49esTk5CSNRoNyuUS1Wh1umyeTSSzLGi4g9Xq9IW/1+Aag1WoNiQ2artFoNJAkYehqNBoQiOOVY6OZ7/sUi0Xx2NJZ6vUG6UyGRDLB6PgYU1NTJBJxTNNAVmQ0TSEMwdC04fQxHo+jaQaqIqFIIVa/i2d3sfttHKuHZ/XxbAspDLBtS0QFDJ1uuyWO9F0XXRP/rWOhQ6/bFVvvyRSKLDMY9PF9YUMDQS4Qr7sbqXkHQ4SKYQhO6vHxnRzCYNCjVqvhuh66phMSkIgLyoLr2IRRlCEMAqRocSsIfEASzXf4JzEDSSJqXgVf1/M8CBHNagCpdAJZAtcTr5MXTbJ9T0QQPE9Ma30kfElC1nT0eBLLl7DcgGK5jBdKdAcWs/ML0WRaZCfT6dSw8R4bG2NnZ4dut0uxWAJCNE1jf3+f8dExkIT+dnNzk1QqRSqVQtM0Dg4PmZ6eEiIEM4YZi4kGVVXE9+GLxrzX61Eul1k8dYZ6vU6tVsNxnEhlO+DZZ59l/fEGiqpQq9V46umncRyHlZUVpqamODg4IBkpc0FkgY+zuZVqjUtPPMHi4iKpVIqDgwM0TWNra4t4LEYmnaHZbvHuu+9y5swZfvVX/jo7O7usPX7MzMwMvX6PdrOF53ncv3+fU6dOEUvEGR8fZ2RkhD/+4+9Tq9W5cuUJLMuiWq0Sj4vmPpFIYBgG//y//m8Y9C2mp6doNeroqko8EadYKnHz44/5m3/zbzIxNSXsX5qGqiisLD+k2WyRLxaZnJwin8/zcHmZ3//9f8WTT13BtgZcvHCej2/dIp1K02w2ohhHiUq1xkipSDqdZnJqiompafZ2d1AVhY9v3hzi8J557jnGJye5/+AhtVqN80tL9Pt9dra3+T//x/+3f/uL8Mn072deqqqytLTEP/7H/5hXXnklWpo9qZ9WHfOuP/zwQ1577TXeeecdDg8PTyxeJ/U/qU/Ton7qRvZH3/s2jx8/5pPbt3n55Zcpl0eoVWuMjhS5c+8ud+8vMzMzydzsLPl8npWVFWzbJp1OU6/XyeVy9Pt9FhYW6Hb6Q0tRGIbDplXVZJrNJufPn6dWq/Haa69x7tw5rl69Sjab5Y033hhioAxdp1KpUCgWMQyDTDqNpijk8znCMOSjjz76M7KDBw+W+bnPfw7LGrC3u8vG5gaOY2HbNk899RSSJLH84CGpVIput0ssZtLptqkeVclmMnQiNeb6+hbJpIDlT09Ps7u7S7lcpt1uC85tEJDNCibsMQc0nU7/mRej1+sNm0NF0xn0+/R6/SGT1XGcoXTB930M3SQMQdd1/DCgUCyyeGqRqakJgZpSRFZWNw1CP0CJGj6hsjVQFQVDk/Fdm363RbdVB9fG6nWw+l3CwMfQNILAw3NcTNOAMESWJXzPw/M94rEYnufR6XQwDIMwCJGQ0DQFy7IiVa2YEPt+OFxWEs1slI/VtGiyKH6VghDbHgyFCZbtRs2rj+e5KDLD78X1PMIgGE4gjxFanufjOC5BECJLEiKJEIrGL5IkhCF4fkgQBqiqjKoqQjUbiNdEluSISysTSDJOEOIjo8ZixFIZBi50BzaSLFMaG6PRbA7Zx4P+YKghLpeLuK5LNpvl6OiIwWDA+Pj4MAIxGAyGj71QKNBsNmm322SzWbLZLMuPVpmYmGC0PCKed89jYFuRICGIsGjacNJ/bulC9N5+wPj4OJZlc3hYIZlMMjU5RT5f4Nr1awInZ5rs7e0JzrGqkslk6Pf7jE9O8PDBQyYnJtjZ2aFWbzNSLnH23FlSqRQbGxvivzc1RSIep3J4SKfXixBgeW7d/BjLspiYnMBxbN54401KxRJXr17F8zwerz/m8pUrwwm1rus0m01Onz7NYDDAMAwqlQrxeJzz589z7dp16vUG87NzhGFINpPi+vXrLJ46JX6WMmmOKkck02liZozXX/8eTz11hYsXL9Dv9fn2q68Sj8dJJFPk8nn29vZ44YUXxCmM1afZaGANrKGNbG9vn+npGQb9Pql0mla7TTqbo16tMlIskkmnmBgfZ2dnl1CW2d3fpzBS4szpM/zu7/wuR0cVlpbO88/+y//qz3t9/pOL8Ekj+5ei0uk0X//61/mH//AfcvHixeg07KR+0jUYDHjw4AFvvvkmP/jBD7h9+zbVajXSt59ECk7qz9aneU986p/U//6///9y4cIFvvKVr2CYBhIS648fc7C3Qzaf41d++ZfY39/n4cOHTE5ODo9KHz16RCKRoNvtks/nuX37NpXDI5566mlGRkaGWdAg8DFNg4X5ebrdDocH+0yMj3N0dMSNGzd44oknmJ2d5Z133uGLX/gCR4cV8tkctaZoHu/evcNIsUitJgL7o6Oj7O7uIiGxs71DJpNl+eFD0uk0qXSKl156CVmW+OSTjzF0g7W1VUZHRxkMBlSrVUzTJJmMEwbBkL4gyzIXLy6xv7+LF+GlDMMYqk+z2ezwGH18fFzwOW2bfr+P4zhkMplIvapFH+xVxscnkCWZeDS9bjZFdlEco4t4gmXZUZ62QzqbwXUcjioVMpn0EHOmaRqh46DKMqEvppaqqoq8qOvguhD6IhIhjvw9QgkCEMgp18VzXeKmIbS2jsPAsgW31g/o9vrREb5Eu9Uhk8kwGPSx7DBqMDU8Lxg2J/1+H13Xh6inZDI5jGMcK1DbzSaqotBut3E9H1kVVi0zHoMwiJph8SGvRsdNx49dUhQ0RUVSfDTDgFCwYqN3PqqiIKuqoB5EWdVjA5hAcinIocjG+q5HGC2leZJEoKiosQQoGoFqUioVcPcPkWQZwzAxzdhwgVCWQJElQj/k8OCAZCrFYDAYyg6Op53HRq5W1AQfHBxQLBaJx+NDA97ZM2c4ODhgkE6hRgtsuq4zNTUzxNDEzBiObdPpdLFte7jMKEePTVEU9vf3abfaTE1Nk8lkKBTFtPFY7GFZFkfVKjMzMzz19NMgKWxtrDM1NcXZs0k+uX2Hvb09cjlhJjuOzOzv73H//n2SSaGv3drcZnl5me3tbWZmpnnxpc/geQ7TM9OUy2U2NjaYn19gbW2NbDY7NL+1Wi3u3LlDLpcbGsuuXbuGJEk0Gg1GSiUcx+Hs2bP85m/9Fp/93ItDVF2338N2bBqtFt1OF1mCTrvNP/nP/5+Uy6PsHxzy4kufJZPN4gcBtm1z584dYjGTs2dPU6vV2d7dpVQq8fO/8AqNRoO9vT1SqRSra2s0mg2efPoqjXyehBnDsS1efe27LC4s0OoKXNjShfOsPVpldnqaXCbD6Ejpz3NdPqm/pNXv93n//ff53ve+NzxBOLnJ+MnVcR72+vXrvPrqq1y7do3V1VWhpo+uzSd1Uv829akb2dOnT/Hkk1c4rBzSbLYwNI3Ha2t0u22eef45Mtksjx49olqtDnV/mUyGlz//Mp7vkc1m2djYpNFokM1muXv3LmPjY+SyYlIrK7C9sRl52ntY1oAzp05z6cplvvOd7/DJJ59QLBZp1OtsPBYkgxs3blAoFZFkmVOLp8TCkqJwGGlkTcNAU8Wi0tj4CFtbG2SzWYIg4IMPPmBmZoZEIsHmxgaPVh4RhgGnT5/hzJkz3Lt3b5hXjQ2h/yGDQW/It1RVdcjsjMViSJI0pBHYtljiCcNwyBT90w1dr9cjkxFM2ePn6pgte5xlPI4sHC86hWGI4/p0Oh0cxyEej1EeLZNIJMU2vgsowXA6qqoKuqYxGPSxHRdZCghckR0dDCwMVUFRVCzHESrYICAMA0JJQkLCD0Is10ZVFcLo+xxYA8yIICDJMr7nEouJI+Fet4tlWcP4gO/7SMgYpgEIf3a73R7miQPXw40aMNtpE/pSlOFUkBCKWkVR8Txxpy4rMpIkY6janwGXB1GMQA+ItLdCGqGpesSxFVNueRhNEI2tIotssyxJ+AHomgooSEaSeCZPz7ZJ5wocVuvkIzuX67oYuo6WzRH6otEul0eoHBySSmcJQ3FsNjMzIx5bEFCr1Ya2Osd2kMIu6VR62MTu7e0xPT2NLEEYBBweCPpGrVYjmU7R71vDzJ7n+cTMOK12B3t1lVOnTnH69OloAtynUCiQyWSQkFlfX+eLX/oSb739FoVCYXg6sbCwgOXYvP/BB/Qtm8nJSZbOniMej7Oxucnc3Dy96H1eKBSIxWL88Ic/5PLlyyQSSSRJ0BE21jfJ5/MoqspnP/sZer0eTzxxkS996WUGA4tMNk0hX6Q8Wuajjz7CtsXC38TEBO12e0hiWFxc5PHjxyjRicrU9CSaonNwcMBXvvoleoM+/+pf/4Ewlk1PMz09zcOHt/jcS5/lrcMDrMGAhfl5eoM+T165TCIhcufdXo87d+6QSqV5+uqTfPzJJ7zz3vsiwpNM8v3vf5/p6Rnu3bsnLHzpFKXyCKlUirOnT/Pw/gN+9KMfs70jpBDFonhuNVWj3+1xenGRqakp3nnnnZ/kNfmkfkbl+4J5/L3vfY/z58/z8ssvk0gkftYP6z+IOo7XvfHGG/zWb/0Wd+7coVqt0uv1hgOOkzqpf9v61I3smTNn8AKfy1eu8OD+fQzdIJ/Lsba2xvdf/z6vfP3rXL78JKlkir29Pba2tnBdl2vXPuLnf/7nsSwL27J54fkX8QMBem812+RyOfZ2d/FcoaK9desWL7zwAolEEiR49913h9D246P6vb09RkdHsW2bTDZLLBZja3MDz3WRJInp6Wl6nS57e3u02x3S6QzpZIJWo8mqv8rE5AS5XI6JiXF+/KMf8dmXXhLH4KpMLpen3Wpz5swZDg8PCRHb57lcjr293cglP0Oz2eTg4ABVVQVZwHWFBSuyYSmKwmAwGJqlJEkimUwOjUWxWIxUKkWn08MwDLpR9tQPAhxPxArEkbJHLpej2+uBBJbTwbYcer0eW5s6phnDMEzBL3UDpFAmDES2V5ZkHNsRx+u+h+94eK5Qr2q6TrvZQFeFwtZxPYFJM3R6vZ5oDFUNWVYAiQAwzRiu6+F6HlgWtmVFDau4SB039Z4rCAaypAzz1Mf50ePJouu64IvfU1UTVVHQdRFvsG1h5Tre0pdkFU2VicfjuNECl2ka+L5Ht9MhBLSISxtGkYh4PInrurhugKZoSJJoZm3XYTCwMUwdTZJRVIVQVejbDhIyiWQWyUziBGAmUjjRlHlqapJut83u7jbTU1O4toNlWUIPGzXSvU6XsTFB0XBS4n0gKwqGqmGYJo16nXw2JzLDQUC/10NWFEZGRjg4OKBQKDI2Nk4iEaPRaCArCrlcDtt2IzqGg4RCsVBibGyM7e1tHj9+jCzLtFotLMvil37pCVZWVpiemqHT6dButykWi6yuCgPV1atXh5GViYlJxsfHmZiY4Hd+67dYWFggmUqhBgHxZJx+v8+ZM2eGX+f7PgsLC1QqFWrVOsViSSC36jV816GUz7G2sswf/dG3SSaT3Lx5k8tXrjAzM0c8HufOnXtMTExSKpWGlI/R0VHGxsb43Oc+N1xwvHPnDtubW0xOTjIyMkJAiKnpPPvcczQaDWYmp1icm+fWjZt87nOfw7YtLj/5BO+9+wGdTpexcZVHKyucOnWKv/cbv8H2zhapZJL1jS2+9tWfp1wuk0qlODo8ZG9vD98P+fmf/yrtTptev8/62mM+fP8Dwoi+8ff//t8nl8+xvr7Oo5UV4rEY7U6bc0vnaLZbPHHlyk/n6nxSf6F1LEa4e/cu3/rWt5icnOT8+fMnOK6fQLmuy9raGq+99ho3b96k2WwyGAxOmtiT+onUp25kx8ZH2d7Zodmss/pojfm5efLZLKVikdOnT+P5vlgEaTYpFkVWMBGP8+EHH/B4bY1YPI7vC0WrrAjHdTqTZn9/j9FymcGgR6/XY3p6GsMwBK7IcahXqxQKBSYmpvC9LX7hF76O5whEykipxObGBl/80pdYf/yYqZlpfFccZU+MjZNIJNnc3KLZbLK8vMzk5CQbWxucO3sGTZH519/8JrIsc+vWLXzXY2D38VyPSuWIsbExlpaWWFtbY6RUIJlMUq1W0TRtuMDV6XRIJBKk02mWl5cZHx/HMIRt6bixOFaNHk9Wk8nkkHvabrcpZAs0O+2o6XKxrAHxRHyYZdze3gYppNFoUiyVyOdztFsdOp0u9Xqd9cfrABSDIrquIekavuSjyjK+5yHJErIkQSi2833PR1ZkAl9BkmUGAwvf9whBmK0CP4omBBG1wMWxbSDEjTbeRcQgRFYUkpEwQehtXSRZpt/ro6raMOfr+e4QE3b8YaFpGtlUGkVRaDabQ3bp8eRR1bThr7qu4Xo+ummiQmTpCglDCd0wsLExNJ0gFNPVIEJ0mWYC3w9xHA8v8AkIh0QIwhDfcyBq6kxdI1RN0HXalo0eT+P4AbubW8RjJgQBmVQKezCg3WqhaSq+FWBoOq1BG9u2GCn9yRHz7du3efbZZ4fZ4HQqJeQT1oBcLoemiYW/gW0xMTkZfd8iP9us2yiKTKlYpNft4bgiY5svFCiXR5EUGWRpmMWemZkREYJCkfX19UhCYXHlyhWWl5exHZtsNovjOEORyP7hAbKi0mm32d3d5ckrV/jwww9ZWFxE1XWmZqZZXFjg8PCQkZERgQVrtykUiziuy8OHy7z44ov0+l0O9vcwdI3r1x/Sbrc4OKqSSCTJZPJMTkyysrLCmTNnOH3qFFvb29RrdXL5PI2GuDFtNptCDW2KSX/gB4yPj5NKpTjc38eyLE4tLLK5vs6Zs2f55JNPkCQwDZ39gz1836PTFVSRdDrNW2+/xcTEJIZhUKtVGS2XqdfrXL36NH4QUK1W+e6rr7G9vYPve3zhCy/j+wGPVh7x3HPPUjmscfuT23S7Hb7+9Vd4/Xuv8/TTT5NMJvn85z8vTH6KyoN796lUKpw9d/YndT0+qZ9xHV+X3377bWZnZ8lms0xPT/+VoBgcn3D9pBvL41Ow45M413VxHOekiT2pn1h96kb2u69/l8+88AJrjx/j+R7jkxNY/QFOxNwcHR1lY2MDSQrR9RExQbIsfuGVV3jtu68hyxKJZBJZkcRmc6tNv98jk86Qz+eZX1xkenaW5eWHhEHI/YcPOHPmDIunTnHjxg3Onj3H4qnjadARnVabQi5Pq9XkD7/5TTq9Lol4jIP9faGYHR2lXB7ja+cv8OGHH7C29ohcPs/42DiKorKxsclgYHP+/BKNRoNioYBumlSrNWzbIZ1Os7GxQRiGeF4g8oAP1/ja175Eo96KdLZJHMelUCyQO8pi2xbz8wu0Wq0hd/Xo6AjTNBkdHWVra2s47QyjRaS+1SeTSWNHZqxur4PnOki6TqvdJJ6Mo2k6uq5zVKmgRx/WlirT63Vod0x2d3aQJJliqYAiKyi6hmXZmKaBKqn4nksQeLiOjW1ZyIQ4loXjuBCGOK6H5/qRlEHoYGVXSBT8IMAwTRIx0WS4UV7ScRwc20bX9KFkoN8Tx9Ge60WCBDEh9z0PKxAYLQkJI9LZBkGAGYsRTyZQFVksV0iRUjYI0TQdVRccWjXwkSTBfD1eDhNxhgBTN3Bsi0wqheuKiXAul41wYS0810EOAxIxA8d2MAwNRVZwJR/PCZBkcD0XVTax7R5xPUkQ+vS6AxKJJPl8hmarOVTtBr5PMpdD13R2d3YYKY8gSxK9XneoKzYMg0ajMUTMCFVznpVHy3i+Rz5XoNvr4XoezWaLsbExDg4OcByHRCKBouhMTE5ycHhICMiSaNoz6TSdTgdNVQkhomiUuXLlCn/4h68yOTnOxUsX+fa3v8PExCSB7zM1NUVOluj3+7Q7bVrtFt1Oh0KhgN3v8+Hdu2QyaZaWzlEqj2BZFndu3cKyLPL5PHrMJJFIYMYTzM7NMzs7x/KDFTbW16lWj1iYm2V7awvHtsnnCwxshxCJmKnz8c2brK49JvQ9tra2BIYuymOPlUepVY6oVCqCgxyGvPDC8+RyOeLxGJZlgyxTKBZ58+23ePbZ5zBNk6NKhXK5TL9v8WhlRfBqJQVN03Acl/NL53nq6af5+OOP2djYwLYHTE5P8cMf/IBOu00sHqdUGiWXzRCEAY8fr7G1ucHS0hLXr9/g0hNP8NnPfRZd1zg8POCv//VfHU7db9/+GFXV6Xa7vPqd1+gP+rzzzjv8+t/6uz+dK/RJ/YWX67rs7u7y2muvMTMzwyuvvDLcfzipP39JkoSqqoyPj3P+/HmuX79Os9k8aWJP6idWn7qRTUVLGqcWT7G6+jqO4zAzN8va+mOSmTS1Wo1avcbq6gpjo+MUCkXm5+dJpdNcvHQR0zQIgoB79+6Ry+f5wQ9+xOzMDBfPX6DdbkfoDZu7d+7yxS9/iWQ6xbXr11lcXIyO5RNsbG5gGAaz8/PUK0c0anXmZue4dv0aY+NjPLh/H8/zMAyD6ZkZHj9ep1gq0Wg2mJ2bo1arceXKFfb39igWS6TT6Uhhqoo4gKpx5swZVFVlY0NMOo/B/slUivLoCLt7+wR+gG5otNs9HMelVq1F+VWHzc1NEonEMLwej8dJJBJDLFM8Hmd9fX34e41mA8M0aLfbGIbBzPR0BMzvAFAqFel1+yQSCTRVFXisbod43ERSJNrtFr7voagqfuBTLpeRZJnAd3EcGzNmYGoagecJu5fj4Lk2eJ7IivoCZSXLCrbtIssw8IVCVVEDZEXGdWxa7TaqoojmFMRyWRQTGAwGgkIQiotWEPh0e1bEb5UFIkvSIoJASCiBYcbwgoC+bSErKvFkAiQwovxtiFhC01SVQdTsS4R0Or1IKJEgDAMKuRyB7yOlEhD6aIpMppwWk2bPJW7qxE2DZrOFJEkUcyOYhoHrOvR6YCuy4ObqOp7voisKXujQ6jokzBSqYQrNsKbi2A66rlHIiwl9o9GgVquJTOWZM2xtbzM/v8DR0dHwVCKVSuG6LvF4nHq9hqEbgvdLSDqdRlZVSqWRKLZRIQgCCvkim1vbTExORwuB49F032ZrM2oGPV/caPg+6+vrxGIxTp2a5+DgkEazyctfeBmQKBVLbG1tcv78eV597TWmpqeF5jcydjVqTfr9PkfVCl/+ylfEItjRkcDNTUwQBD4bj9fY2NrC9Xy2NreZm5/nF3/x62yub0R2OZUf/ODH/NI3XsHQdQ6OaswvLKBrKttbOxTyeTqdNjvbO1x+4gl03aCYz+M5NrlshvJIiR/+6A3mF+a5e+cuY2OjXL9+h739fU6dOs3tu3f4whe/KBrsO3cYKY1w985dzp8/TzZXQFV18vkC3W6Xe/cekEgm+ej6da5d/wjbtvja176CJMsQBjTrdaanp1haOkWvN2Asem7rNfHaTIyN02o2xUmGIvPSSy/y3nvvcf36dXZ3d7EsiwsXLvLE5Sv8nd/4O8xMT/MH3/zmT/SifFI/+7Isi+XlZV577TXm5+d56qmnME3zP+jlr59mYynLMrlcjmeeeYYPPviASqUyzMyf1En9u9anbmQnJiZoNpssLp5CU3W63R737t1jfHycdDpNqSiOvWVZIvBDPN8nnojT6/V44YXP8L3vvc7Y2Cijo6PU63WuXLlE3IyRSibxXBfbtrn50Q3Gx8bY2dpmfHKC0dFRZmZmsC2bXC6HYZrs7++Lo4rIxjIzN8u5pSUBzXccCoUC/X6fR48e4fsBN2/dolAsosgS+XxeHEsC8/Nzw0br8ePHQ4lBMjlCqVQiFhMNTKfTwTRNtra2mF+YZ2Nji8nxcVzX4erVq2xsrGNZFtlMDtu2qdUaqKqBLCuUyyPDHO3x/2RZJpPJRJNej0wmM5zCHSOB0pkMtmMziHLBvV4fRVHJZXNYVp9+X0wKU5rO3v4+juMM6QkAmUwaw9DQdTVq6DyIcFOSpCAh4XgiBqDKIv/lSz6yBLquIiNiAYoiEQYhsiSOsnv9PkSb9Mf2q36vNzwukpHwfFfEAiQpep0kfCQMzSCUJHRNI56Io6kaIBrWwPdRdB3bttCBXLFIs9Egl89hDSyMmEE8Jr4/WVEY9AckEzHCIEBXVSRCdF1Dk2U8XzTrpqaSME18z8NxHVLJOK7rIUsyvucTBpH5SxELb6qmIss6DgqDAOKGSte1IFpAkiSJo8MKxZGRYZ5ZlkVut9PtEIuZDAYDjo6Ohnloy7Ki7GtBRAaaLeJxERspFkvISoMAhua3WCwmjjaj91zlqMLc3Bzb29vkcuIxrKys4LourVaHJ5+8TKlUotvt0uv1Sacz+L7PzZs3mZmZQ1EVev0+rUaLjc0tzp5b4qhaZf/xIa+88gtUq1Xm5vN0el3y2QyDwYDKUQXDMBgdLZPJZvja175Gt9+j2+vxnVdfxXUtrn3wHq1alUKhRDwR45Pbt/nFX/pFLly8yO7uLs+fPociS3R7XU6dOcVTV5/ivfffZ3R8lFany/7eI65f/4ipyTGmp6cZDCw+/3OfZWFxkRs3b7K9s8PFixdYWJgnncny2c9+ltHR0SEH9/q1a1y6dIkwDLly+Qkerz/md373dykWC5w7u4RmGBwdHTE3N0c6nYzECgM63S5/7Vf+GrV6nUrlCFXTOaxUkCQYKZd55713aTVazMzNoigKC/NzfPuPvs3y8jKVSoV6o8Ff+2vfiAQXGxSLJY6OKswvzP+kr8sn9TOu4+jYBx98wMLCAmNj4r2qRZGnk/rzlTA86oyPj3Pq1Clu3rxJu90e7kyc1En9u9SnbmTffvttzp49R6Pe4MKFC2xG09GlpSUMw8DQdXKjozTbbTKZDAB3791jdnaW9Y0NiqUShmly5coV3nrrLRQkup3OsNFrtVoiYjA/LxqCwwpnzpwRqsiBTeWwyrnzS7iuT6vVpHr0/2Pvv58kvfP7TvD1+PS2MrO8d+19N4CGdzMgAYwhJXJ4R4mxkkLUbWh3L+6HlW7/i9vTubg4RTDElUhxhhyOIWcwABqu0d53dbkubzIrvc/H3w9PdpK6XUogOTxyqHr/ggAi0FWVXfnNz/P5vt+v9wGu4DFZ2+0OMzMzyLKEJEmcPHmSzz77DF/QT3//AEuLy2xvbfK1t9/i4cMHtFotYrEYu7u7tNvt3jV3PO6RF7LZbO/7aTabbGxsEAwGu6UGLR48eEg63Uc0GsFxXEolr6mqXK6TSqV4+nSLdDrWtVqi1seYAAEAAElEQVR4T/DtdhvHcXp1tF5CO4Ft27Rard71i8/nQxQE/D6vrtVLytsEAn5y+RzhYBC/30ej4bWApfpSVKoVD8EkKYiSgCC4+Hwa4XDIKzbQdW+QtU3cLn7LcUEQRGRV6dXNOo7t4aq6hARBkHFsj9HabrUQBA9r9azowu3+PO1OG7vu0Om0AVA0iYAvgCiIHsM0FEKWFYqlEpFwmEQiQbVcJhgMoChyt7zABBECkRAIApFYDFGSECSBdrOFT1MQBQFJgHgsgigI3nWyJKNKEj6/htHRkSUNTZGh+6DgODI0bQzTRJZEHMsBXEzTA2+rqoYoeBxeQZJQXRlbd6g1dUTBR6NRpy+VolAo4fcHUVW1S9ZoEQj60Y0OpmlQqVZ6KClJ8ti6Pp+vF/h79vvT6XRQVS9QFwgG2N7ZpdVqMzs3i+bzoes6um6QSHqtXH19fZ5FotuGNjw8TKVSRdcd1C7mbG9vj6GhEdKZDKIssbi4yObGFom+OP39/ViGRaVW5/Tp09iOwKuvvcn21haffPIFL7/8AqfOnCbXDWiGI2GWFj1Pa24/y0cfXqF/sB/N7+P4sWM06nUGMmlKxRLBYIiNjU1OnT5NKBym3mxx8vRZFp4soGkaqb4k2VyW9fV1pqenmZ2dp1Ao8Orrr7Hw+BFLC4/Z3t5CFGX6+/vRNBVF9ipkXRevyrbRZHt7mw8//JjZ2RlKpfu4jvcQu76xzs7ONjdu3eDy5ZewbZtAKMDIyCj9/f2oikIsHuX+/fvguqTTacYmJkCUUFWNg0Keqx9d4dvf/ib1Rp3Lly/z+edf8PHHHzMw0M+RuVnWnq6R3d9ndnaW8ckJtrd32N3dY31jk3/8j/8xt27e/K/CP/lfo2zbJpfL8ZOf/ISJiQneffddUqnU4d/3X0HP7GDhcJiBgQEikQi5XO7QJ3uon4u+sunn7be+TrFQYmdnl4nxcQQEtre3+ff//t9z48YNrl69SrvdZnh4mEajwdraWi8s9eTJE0CgUChy6/Zt3n33XV569RXanQ7379+nWq0yOTnp+UDzeYLBIAODAywuLiGJMrOzXvvW/t4+fd0q2VAw4vXaWxahUIj19TX29/epVqu4osCJ06e6G88Io2PDiALcuXOHaq1KKp3i4aOH3L9/nwcPHhAIBHrQ/t3dXa5fv47P5/O2k12ovyB4HsPxsZEeZaBardHf308ikeh6gPppNpvMH5lGlmWazSbhcLhX8VkoFKhWqwSDQURR7AHZg8EgnU4Hx3FoNBpdL20LTVEJB0OMj40SCgUJh0Ndr56NJEmoqoqqKEiCiCRKqKr3QFCpVOh0dCoVr1603mhgOQ6W40L3KlhRNQRR8v5dUXEQMCwLy/LwW7KieF/LtnsYMvDCEM/8v7bjYNoWgiih+vyEY3Ei8SR9mUEGR8cZmZxCC4ZR/AFSA4NMTE/jD4WpNVs4okDHMJFUlXgyQSKZIJHoQ1U8C4o/4Mfv9+HaFobeoS8RB9fG71ORBBfHNnBtC8vooMgC7WYDQ28jSwKK7FEaRNfBNnR8qko4EEQRRSQRXNtGkWXv9sDxgmGmYaC329im9+eGgkEEUSSeSFCr1XBdm76+BODZPcwuEiwQCOC6LslEEkny/s6fDfrtdptIJIJt2702rWfDra7rCIJINBojFAohiGJvs60oSu8ae3Nz02tU67bFnTlzhsnJCUIhlccLj9FNi3A0zvrmNpLsfVCEQiFeeukyk5NTlEolr3rYsmg1vTDjztY2+YM8X//6W17grN2iWqvRPzjI2vo6c0fmOX78OMlUHzdu3cZ1XSYmJhkYHGRnd5dqpUZ//wCbm5v4fH6ufnGV5aUlNjY2uHvnDgF/gFKxQD5/wNjoKIlEgrW1NWKxKJ1Oh9nZWZ5//gXe/NrXSA8Msrq+xoPHj/jyxnWCoTAHuQLXr91ify/HJ598SqfT4Y03XqPdbtGo1QkEAiSScV555SUajTp+zbupGRoa4syZMx7juNWm3Wrh2g5PHi9w5/YdhoeGMXSTU6dOe4UMzRZTE2Nsb26iqRqWZfLLv/wO//yf/VP+D7/929TrdVzX4Zvf/Cbf+c53uHjxIs89d4lms4GqaqysrPRCaof6+ynDMHpp+7t379JoNA63iH9FPfscmZiYYHBw8O+9VeNQ///TV97I3r59m729PRKJBD6fj7NnzrC9vY3P77UM5XI5niw+IZ/P02g0OHHiBI4Dp06d4tatW9y6dYu5uTkmJyf58to1gsEgr77+Gutr6zTbLTa2tzh6/DjRaISDfJ6+VIqjx46S2z/oJZifMTeDwSC1Wo1IKECj4aX3nz5dpVqtoGgqI+NjPZ7p97//x/yDf/Cr+N/yo4gSuYMcW1ub2JbNsWPHvMOp1WR0bIyB/gzBYICHDx/SaDRw8QaV4eFhdF1nYGDAS192yxAajRrlSrHbTrbFCy9cQBC8Tefc3ByxmGcheDb4xWIxVFXtAfMlSSIejyHLMvF4HMdx2N/fRxS99qlisUh/fz+mafTKFwwXotEYuq4DdMsWLAzDJhrTyR8c0D8wgK7rpNMpNNW7Cms0W7iO12wl4SIJApKiYbsuCCBIMpo/gKl3EEQJx3VRVNU7tN1nXloR07ZodVr4/X5kWcXo6LR1i0gkSiAYRPP7cbvbXsXnI6EFSGXSIAhIrRaGaWPaFulMP4IAkgh+n4aqhHoYM1VVaDWbOLKEpqoM9fcjCQKaLBMJxKnVa4iCiiwKREIhXMdBwgVVodloAN429hkGzTAsOp0Olm3T0T3PsyhJSLaNIwh/xpWVJBAFQgE/oWACxVZomS65XJZkLM7+3j7JZJJbt+4zMtrvcVc3NgBvqBcEoRs4MgiFQrRaLXw+n0foiERoNpuoqo9sdp9oPIFp2aTSaaxuMM4wDKKxGKbh4ekGBwe7toEmJ06cYGdnh6WlJSzL4sKli2xt7dBsNpmbG+PGjRs8evSIbDbL6dOnKZfLWI5D/uCAuZkZ+gcGaTabCK7N5vpTpqenkUSRZDxG4SDPyPAwgizx7V/5FW7cuMnm9hapVIqjR+e4fv06uYMDzl+8wOWXXkHv6IyPjXH0xEnWVlfJZvfpS8Y5yOco5LK8/PLL3Lx+nQcPHvLmm2+g+jQGBgZYXFhkdmaW//O//p94552vMTY2xsbmNv/yv/vvvdeqW+jwZGmZf/Br/4Af/PEPWFld7pWMKIrCxsYG6XSat7/2FoVCnvGJcUbHx1heXqVYLPLpp5+yu7tHq+kFSbNZj3pw6tQpkskk4VCY9adrVCoVVpdXUFSFF557vtcWKLhQrVa5fv065XKZRCJBIpFgd3eXvew+q6urnDx5mkAwiM/nY+3pGvl84ed6KB/q747croXt9u3bDAwM0NfXx9zcXA+leKi/nDRNY2RkhCNHjrC8vEyr1Tp8MDjUX1tfHb81MEg8HqdS8a6xi8UiQ0ND6LqOaVseGiqeIBgIsLe7hySI3L51k1qtxpkzZ8B1GRoYpFDK9+ppJ8bHqVarhELeEPPF1S8YGx/n2NGjlMpeF7osi0iiSMDn88ItlsXo8AjlfB5N84bCTCaD4zgIgsvG5ib/9t/+Ds89dwFJktje3mZpaZkL589x48YNfJrG9PQ0nXYHXJe+VIpzZ8+xuLhIq93GcWH+yFF8mofQKhaLvWFka2sLRZaZnppmP7vHfnaXcDiMKIocPz7vsVG7fs2trc1eBW8+nyeTyTAwMND7eZ+VI2Sz2d7W99mmNpFIEIlE8Pv9niEe7wAQRQHbtPD5AtRqDfb3S8TjQfr707T1DuVy2StlqNVwHcdr6vL7EAQRx7G6h3IbSRTwKRI+TQZcBCQUTcJ1bTTNj20aSCLYlgmijN5pIyAQCEfotDsIkg2iiOWKROJJUj4/iqYhShKBQJB6w0vvN8sVj4IQ8BMIBOnoBsFQiHA4TDDgJ5mI0m428Ps0LNMg4Pcj+P2UysUeBizg01BEAWwbRRQ9q0SngyyJKD6Ver2C4LpdeoKEz6f1qBAe+sxElhWi0Si1eh1RFBEEiXang6DKuLaJ4Tq9JjrDtnAEEywLvz+EL+Qjl93HMHTi8RiVSolI1E8gEKBarWLbNslEkoPcQe9Q1jQNSZKIxWKUSiUymYzHP85mOTgoc/bsSfb29kil0+zt7aFq3teuVCqUKxWOzB/l1KlTSJLH4U2lUmxtbRGLx1lbe0ow6G125+ZmqVSqJJNJJsYnPNtDOEKr5f19hUKeteTO7Ts897xGp6OT7uvj2vVrVKsVzp49S3Z/n/39fZKJJJVShXA4SjQaZ28vy7kzZwgGQ7Tb93jyZBFF83H81CmWF5dYXF4hGAhQrdY4d/YMfr+PcGiSbHafh/cf4FNVzpw65V3p96UQEVhZWSKVSvHLv/QOkixTKJY5f/4C7XaHeDxJoeDV+vr9fh48eMiJkyf51re+QbVaYWHBo5iYXaLIk4VFQuEQA/2D3fdOuPeamaZJdj/L5599RjQa5eLFi0SjURzb5vd/7/dode1EZ8+eJRr1tsTXr1+nXq8zOTmJ5tNYXlnltddeZXZmhg8++IBavU40FuX119+g0WjQl0rx9OlTwOXFFy//zZzOh/o7IcuyyOVyXL9+nbm5OeLxePfG7pAv+5fRM556OBxmcnKS/v5+9vf3/7a/rUP9PdBXHmRTqTSBgJ+rV6/y4Ycf8vbbb5PL5SgUCr1QSTgUZqDfC3R5QYtIbwM5NjqGaRqEQyEGBwdZXl7m8ePHTE5OcnBw0A1Y+b00vOuSzWY9vqei8sFPf8rJkyeZGB/n4aNHbG9v02jUKZcMjp84wfb2Fn19SSTJS0Yapsn4xDhra+sMD4/gOC737j+gVC7jWBbTU1MIwP17D5AVmadP1xgeHqVarbC1vUM2u8+Lly+zn81jGl4Aq91uo8gysiSxsblBKp0iHk8gSs+sB9Bqt3Fd2NvfxzQNYtEo+/v7TE5OUqlUWFtbY3x8HNM08fv95PN50uk0+Xy+d0Xt9/t715WNhuelbbaaHkVAFL1NsSugaQqJRBB/wE+r3cYwDaSuXUFT1V6Dms/nQxQ9tq4oCkiKgiyKCLKEIMmoiteiJQigyhKiAILr0Go1ESwDmw6yIGGbJorPjxaI9LaHoighqipN3aRTaxCNxUE28QVDhKMe43Rvb4+n694WLd2XIhDwYxo6kXAQx3EJhYI06lWPI6uqaIqMJIm0200ioQDF/AGOKyBLIq5jYxkm4WCIgF9DlkWMjneFXO/UcGy3V0krdVu8BMC2LTqdNqahI0syrusgi4JXtCAFsR0BRJFOu01I1TCQMGWRmt5EECUkQcC2LVqtFpIsYVmWZ2FxXeLxBKrmIxxWe7YAWZbRDZ3x8XHm5+e5eesWHUOnXCkTT0QYHBrCtL1yCsuyCAQDDA0N4TgOOzs7GIZBOBTuVfw+Yy6m0inSmTRXrlxhd3cXRdG61bTelmN7c8sLXcbiCN3ijUqlQrlU4sMPf0Yqnfa4tqpMrVah0ahhWR43+c6dO5y7eIEvvvicb37zm2xvbbGzs8Py8jK1Wg1V0yhXKoSCQUZHR/nhD3/I4EA//d1CiCtXrtBut3jjjTe4c/sOr7z8MtMz0/yH3/s9Hj58wPDwCK+8+gqlYpnlpVV+43/3GwTDYbLZLI8fe17Z8fExfD4fQ0PDXZtQBUWGzc1NFheXScQT9A9kcF14/OgxKysrvP/++ziOi8/n49NPP+XkiZMsLy+RP8hz9OhRFEXh6dOnDAwM8OjRIyzbpl5v8E/+yX+Drut89vlnbG1tYxg6uVwBUZI4dvwY3/6VbxGNRrn/4AEjo6MsLS3z0ksvU63WKJVK+P1+Cvk8w8MjjI6O/o0d0If6uyHTNNnY2OCLL75gdHSUeDzeqy0/1FeXKIooikI4HO61WR7qUH9dfeVB9sUXX2RjY4PhYY9ekM/ne+1Tb7z1Jvfu3SOTTtPX18e9e/d4+PAhMzMzZDIZ7t+/j2Ho9A94W8lrX35JMBgkX62hqirxeJytzU1u377N8ePHCfj9NOt1jysqK7z99lvcvXuPcCTCkSNHAIcH9+7QqNUJhUOEQiFyuay3TdE0CoUCPlVjbHTMG7ZEkWKxxOTkJHvbOwiiQCAQ5MjRI5TLFe7du8flF19mcHCIvr4+rl27xt7ePj6fxonjR/H7faw9fUq71aZcLuPzB6jXGwSC4W4XvU6z6eGyhoeHqVZrzEzPUKmUSSaT5HK5Hrx+fX0dy7Lo7+/vJdGDwSCKolAoFNB1g+Fhr5WqXC4RiUTQVA3bsmgbBj6fr1f/mslkqNaquDhomoJtWlim1/r1LDXfbneQJBFJ8ryxAK4oIqsapm3h8mctWdVGC1n0+J+S4kNSffiC3iZLb7dQFQWl6511HAe/z4+sql5IzHHQDYOBoSGGBgcoFApk9/aIRKKEImH6M/0E/H40VaXRqOG6oPk0RMEhEomiqar3dO4qxGJR/D4F1/W2kZah4zoeVaHd6aCqCpqq4tgerzYUDNFsNel0vBYzn6Z5nFvDoNPuEAj4wXXQFAXLdrBtyyMddLm1huViOQ6qonhbaGyMjgWCD8N2GB4apFQuI8sy/QP9qKrSfaBwKeSLlMoVzpw+TaVSoVqtMTQ0xO7eDjdv3ujWugbRDYPJyUl03ezSHKDR0hkbG+nVtcbjcW94uv+AI/NHOXbsGIuLq4BNXypJuVymUCigaRp+v59qtU4ikeSTK58wkOknGvU2wH3zfexn91leXuHYsaN8/evvsLj4hEKxQDAUJBaLUqvV+OEPf8jY2ATPPfc8t27doFQs4DgOS0uLTE5MsL+7iyrLDA0NemEsn4+7t28zODiI0vUVp1JpDEMn0edV0VZqNaZmplleWWJnb4dypewh7mSJwcFBms02wVCA3/md3+Hd997j+o3ryLLE/Pws7Xaber3GsWNHyWQ8GkO9u/V+/vlLFIoHbO9sIiCxuLjE/PwcoiSxsrzM7v4e58+d48c/+hHlcpn9/SxPnixy7Phxzp49y+rqKh99dIUXXnieV155FZ/Pz+bmJkeOHuX8xYtsbW0RjUS9muq5OT755BPCoRD5gveQ+d7777G7u8e9e/eJx2Pk8weEQiGSySTf/e53eeGl1/8GjudD/V3Rs4rVmzdvkkwmiUQinDt3rncjd6ivJqkbFvasafLha3eon4u+8iB7/fp1Jqcmex7Zhw8fMjIyQj6fZ3VlhbGxMUrFItmchxt61lsdCAbY2d0hFouhaV6QZ7jbZKSpKo5ls7ezy8rSMuFQiNXlFWzT4tVXX+Gzzz+nUCgwNDTE2NgIN29cBxyCoSDpdJrHDx/h4PDSSy8xOTmJz+fjiy+uEotF2d3b49jR40iCSL1eR1VVSsUShmEQ8HsIpIA/QCYzQCqVYWtnm1a7RTwewzBN7LqNqilcu/YlmUyGWDRKvVbvwrL3uHjxIrqudytn91lf3+Xs2ZOUy1UikSgdXUeSvDS2qqrs7Oz00u7VahWxuzF8xpO1bZvJyUkeP35Co9EgFAr1BlxN02g2Wx5WyqdRqzW8gc3no1AsgCAgS92tqaJg6AZtqUMul0PXvVYnRZE9RJWqguW1jSmyjKSoiN0KVVVVPcKBpJBMxjEtE8vQvdfPH/SengUBEJEVETXg+QR9fr8XljIMVE2jWK6AIBKKRIlF4/gCAVRNJRgIoCoezsq1LURssvs7+H0qsuqxQKvVCoGAH0UWsUwdEXBtDdF1KeYLRKNhKpUKjWoFRZYIBH2UiiUcHAzDw2vp7TYiAooo4Y9GMAwTx7IxLRMEgVgsiiB4LVrttkGr5bFp/yx44BL0aWB7bWeyzwu6iZKHaksmEwwNDXH37l1wBQaHh3i08BifphGPezSMTH+Gg4MDZFmh3qgzMOhdgT989Jj9XJZ0OsX4+BgbGxsYhvc71d/fz+joCIZu9GqYT5w8yv179wiGQmiaZxO5f/8B/f0DXLr4HFubW1imRUfXSaVSZLNZlpeXcV0XTdPoS6WIxOJEojEWlxYJBgOMjo6wvr7B6TOn8ftCzB85giRL1Oo1KpUqAKZlEYvHsd01zp49R7vVolgqcfvObd584w3ef/eXefx4gR/9+Ee8+957jIyNdYNlLum+JLfvfEw4EqFSa/Ibv/EPuXfvPn/yJ3/K+fMX+Na3v83HH3/MBz/9KaqqcPz4cTY21zl58gRra2usPV1la2uLQqGA3+fDtEzGxsap1xsc5PLoukE4EubsubM0Wy36BweYmvKKSHx+P0qjwcWLFxkaGmR4eJgnT57gOA7f+c6v88qrr1KpVvn444/Z3d3mV37lV9je2SEWjxEJR4hEIoQiYYZHR5ienPQeJDWN3d0dsvu5brWuzmuvvUqn0+HOnbvs7u79HI/kQ/1dlW3bbG9v893vfpdyuUyr1eLSpUvE43Fv6XKo/6KeBb6eNVwehr0O9fPQV3733bpzE0kRCUcizMzMsLKy0quv9Pv87G7vEE/EGRsfY3pmpgdpl2WZUCiM1kUO4Tg8fvKE5557jqPHjnkwer+fk2dO8+D+PdZWV9jd3WZvbxdRhGDQT7GYp91uUioVaNRr7O/t4Lou3/7Vb5HPF5AkmYODAqZpMj09g90N+yCJDI+Nsrm5QSIa5Qc/+DE+n8rIyAj37z9A07wQytDQAIlEjGa7Q63eYHxiknxuHwSXo0ePUa1WCEcijI2P02w0yO7tUy4Wun48m9HhEYYHB3nw4AFDwwM06hWkgJ9yo0kk4l2fSLJIIhknHA71iAOlUqnXN60oGpKkMDIyQqVSYXt7l0wmTafT7obDHHTdwufTiMUiNBoNWq0GoaDn1dRCAdrtNpIkIcsSPlXDNhxq1Qblcpn+/jSxWKyL1QKp68t1cHr1uJIoEgpHEUWBVscLmMmaH78DrWYDx7bxaT58moaiqOiGQb1URpZqBAPe37XrCtDlzg4OjRAK+AhFw6iqQrvRoNNuYXS5wHq7zelzF9lYf4qkyiTTAeq1Knu7uyRjERrVKn2JBPVWExEvjFUpFz1SRTiI0dFpNtoIgkir3kQQBERFodlsEvT7UFUfruugKBKu6xCNRLxq2FoVXddpt3Va7Q56p4MkCh7JQVagC893HQHNF8IXjVFvtggGguzu7JFJZ3CdZ0GQBpIAsiSi+XxEwhFWunXIsuRtryOhMPfu3OXlV15maLAfvd0i22xy+vRZHEvApwWZnUmxsbWJPxDAwUGSBVRNJhaNI6sKCwsLzMzMEovFUWU/oUCIsZExioUCpVKRQNBPoO1HUkUEWSAZTzIzN8P//f/5/+aNt97k9ddfYXd/l2g0hiBIdDo6pmUxd2SUZqfJ0ePH+elPf8r8/Dx/8Ad/yNfe/hrxZJznX3oZQRQpFIqcOHmSzc1t1tc3MQyLcrmCIsn85Md/wsmTJ+lLJMlls9y9c5cjR44hKyrxRIJkIs2v/oNf56OPPqJSrRJv1Dl+4jjRWJRms8m1694DaiQUYndrm0LhgP39fWRZZmpmFtuBg3yRqelZzl+4RLlcotlssLe/x+DgEJlMBsMwyBdLNFttfu07v4HRbaCTZIW+dApZltnc2uJ7f/Q9Thw/Tq1WYWBggAf37rO7t8Po2Cj53D71aplbN2+ytrZGPBJFlmW2NreYmZnGMkzOnz9Pq9Xi937/P3KQL3DhwnkmJyf+Bo/oQ/1dkm3blMtlvvzyS/x+P4Ig8Pzzzx82f31FPQvEyrLcqzA/1KH+uvrKg+zw0DCFgzyu66IqCslkkkuXLrG1tcXm5iayLFMqlcCFRsurYZ2eniafz/P+N97ns88+ZW9vj3gkSrlQZHNtnUw6jSAI3Lp1i+cuXWJ+/gjpvhQ3b9xka2ubUydPcv/efR4+fEg4HObll1/C7/djWd4bYGtri3K5yuuvv+H9MLJMJpNhaWkJn9/H3n7W43sGA3Q6HV5//VUePLjP6uoqkuRVWj5+/JhAIEC5XKZcrfPW228yNDvNQaqPK598TDgYYm9vj4WFBaanpxkaGqLd6aBpGnb3mjqfLxAI+IjFYkSjXlLadZ2er6q/P82J4ydYWV1BlmTC4bBX4fvnmk3i8QCVShlRFIlEIt3BvUgqlaLT6ZBMxnrXW6FQqLfdfrZ5K5VKaF0GbavVQZZlKtUG0e41eKsVQpZl/H4/wWCg9/+6joDtOr3h1jQtbNtClj3vUq2m49iWN3BbFgWrAraDLMtMTE7SPzCMbRo4jmcDiMU8ooLPpxEKBHAcE82noCoyomOjiAJVw6BerWAYOqoi0p9Js7+7gyPLpNNpSvkcrVbTg+o3GrQaTWzTQOxWySZicRzLxnBdLNNEluUewqzVavW2I51Op9smJnjDbrtFu6JjWRaNRgPbdjEtj2Frd0s2VElGFgUsx8E0XJpWm5ZdYmBggHZb9wolBAHHtXvbOoDBoUGerq5RLTWYn5/n/v3HDA56Ia9EXxJ9cbUbNpPY2dkhkxnwkFHDg6ysrDMyMoSiyV6zVzyJado8fPCYqZlpisWi5zFOpVlZXmF8fARRFLl16xaiJHoeUb+fS5eeY319nT/5k5/wtbffQpYV/rv//l+yuLTE/t4+7733Pk9XVxEkCVlR6Rgm9+7do1qtMzIywumTp6iUy1x+/nnyhQOC4SCzs+Nsbmxw8/YtfH4f03MznnfXNKk26iRTKWZnZ5BlmUQyyfGTJ2jU62x1SxzisTibW1sUSwWKhQPW155Sq1bodDqMjoxx7sxZTh4/gSgIrD1d5fLly1y/fp1arU7A7+fYsWO0dYP5+aOUyxU+/PBjdL3N889f4sSJ4/zsZx+i6wbPPfccQ0NDPSvHZ599Rq1W5ezZM6T7UhwcHBAJhtjb3aV4kGdkeIS93V1sy2J2fp5gKEQqnaZardJotvnGN76Bz+fj5s2bVCsVJicm0HWdH//4x4iiSDIZ5+y5s2Qy6R43+1D/dciyLIrFIrdu3SKZTNLf38/8/DzBYPBv+1v7hZAgCFiWRa3mefQPdai/rr7yIHvp0gUa9Trf+973iMYijI+P8sEHP2FgcJBjx48SjUa5d/ceqqZRy+5TKpV62KHHjx9z8uQpdra3qFbKWJZJo17j6coKtVqNeCRKq9Fke2uLdtuD6t+8foNKudTzID2zB/T19aF3r7ERBbZ3dvjxn/wpF8575IFoNNr7MzRVwTJMogNRYlHvWv/999/nypUrDA8Pc+7cOe8qc22NQCBApVan3WqiSDJ9fX289+57LDx6zNzcEQxDp1gscPvWbcbHJ2i02vh8PlLpNKtPn5JITtBqeeGmTkenVCozMDDA9vYWGxsbDAwMIMsKAgLRaJRWq0Wp5Hlg6/V6jxsai3k988+YowC6rvdCcM/IBl5tajdYpOuA15pVa3fw+wO0Ox30jkGt7gXG2u2O9xCiqpim1QuV2baNKwjgOojdNi4cLzRlWSau63QPGxFF85FIhr3yAFzmjhwhncqgqiquY9Nutbwh3xcgEY8BNo1Gi2axAo5DJBTAaDexrW6ZQsCH3mlg6y6aIuHXVMKJKJrosL25QSgQoNNqegE0WcZ1LMLBEILr8R2bzSayLNPpdDBNs3co1mp1/JqGLEvYtoOiyEiyTLPVxuxew5uGgYuLZXsPEq7jeEOv43aHfBHDNGnbENS8UFK73WF0dJhmq0HUitDf38/BwQGqqrK7s4NpmJy+cArTMJiY8HjDB/k8hWKBC+dP9TjBnY6B5tPIHeTodAzOnz/LJ598Ql8qwcTkJEPDw2SzWUqVMuNdy8n6+gZPnz5lZGSEVqtFuVxmaGiYra0tTp4+xeTkBB9++CGu6zI9PU2oWyl97foNXnjxRWKxOOVymZWnT0n2JekYBprm4/jxEzx6+JjnLz3H5uYGhUKBvlSKcDTCrdu3sSyLvd1dKtUKu3u77OcOeOGFFzh77hwdXWdkZIRSqUQoEqFWq5HOZFhZWSYYDFCrVbhy5SMkQWRra4sXL79ItVjk6mefMj0zC8OjXLt6ld3dXYxu9bH3YKbywguX0TSVg4MDgqEI62trLC2tUCqWePmVFymXSvzw8SMikSiJhGdl8vs1yuUi//P//H9BFEVOnzrF/u4eoVAIXddRZYWtjW3OnjnH8PAIp0+dZmNzkz/6wQ/4zX/0m5TLVVxcJiYmqNfrfPDBB1y4cIETJ05w//59lldXSCaTrK+uAl7boSLLFPL5n8dZfKhfILXbbba2tnrhr1gsxtjY2KHF4CtI6H7O6Lp+uJE91M9FX/ldt7S0yMDAAGPjY7RaTY4ePUqj6cH7q9UKly9fJhAMsL+3x5kzZ/D7/dy7dx9BEDh27BgAsegJvve9P+Brb79NtVJhZ2ebYrHISy+9wpPFJ2xubuLaDgF/gMHBQVKpP0v067rO06dP8fl8GIaB47oMDY/QrDep1yocHOQwDJ2dnW3i8Ri2bdNpt8kf5JAlgUj4CLIsUy6XMU2Tvb09wuEwyWSS8+fPA7CwuMC9u3fxaxq6bhCPJ2g222QyKaampnjy5LGX+tZU/MEgfp+PtbU1gsEgjUaz1wQWDofpdLyt6MzMTBdXVkBTtV6rU7vd7npXFdLpdK/dS5JEdF3vNUA9Ixg8S8Q/4xo+g/EDKL0Qlle7Gg6HvZCX7KGqfH4Fw/ACYoFAC0VRcBwX07TQNM1j3+L2/hxZEr0qV9vGNA0c10FVVALBAJqioMgy/f0ZbMf1bBvxOOHuNiLg95PsS2Cb3rY5EgliqiJ6u4Wpd5AlgVDQh97pYOptBBxa7SaD/f3kczmK2V0USSSdTFIqFjwKg6Lg4mJ0Oji2Tc2y0Luv77Pgm+u6vfpIX0rzgm+WhSiCYZjUyxUs28HpUg0sy0IQQVFUHMsrgFAUBUGWEUQJ23bxaRqOGKDeaoAo4TgWmf4UzWaz92c8IxgossLFi+c5ODig0+kwODCEaZn4A35iTpxg0OPK9qXSKKpG/8AgmqqxvLzCRx99hCRLHsHi4IBEIsnk5CQ/+vGP2dnZZX5+Hr8/iOs4vQefza0t0pl+Nre3+Ye/9g9ZX1/HcV1OnjzJ4pNFfvrTD3jppZfIZNJc+fgKp0+d5uVXX+LYseM8WXxCOBxhZHiUvmQK23Z4srBAMOhxmZdXlvkX/+1/i6KqBINBAoEA29tblCsVEokE9+7d6wWdyuUyo2NjfPrJJ3R0nb39fcqlEpubm5w7dwafz4csiHzzG9/g9KlTtJtNGvUGR2ZnefDgIUePzFNvNJBlmXa7zaNHj/jWt77F1PQUf/AHf4AgCrxw+UVu37qNPxDk9OlTWKbJlU+uYFkmL730MsePHePO3bsEg0Fc1+W1117lzOkzrCwvs7a2hmVZ+Hw+QsEQb7z5BovLSywsPqHV6ZCIx/nHv/mb1Gt1vvzyGqFQENe1WVtbo9VqYVkWV65cYWtrh+HhYV599VUeP17gy6tfsrW5xf1791lZWeUf/Tf/4ud4LB/q77qePZSurq5y5coVhoaGSKVShMPhQ9/nf0HPqr0PCxEO9fPSVzb1SJLE0tISmuY12jx58oRjx44xPj7O3t4+16/foC/Zh6Kq1Ot1bty4gWGYVKtVHj16xJUrV9je2WF6egZZUfDWbJAvFLh2/QbBUIhoLMaFSxf59q98G0GS+eijKywvr+Lz+QgGg/T19Xmgd9NicnIKQRBJpVOUyyUePLiPaRp8/vln/Mf/+Pvs7e3yxhuvc/r0Ke7cuU+73UYQBCKRCAMDA94GtlJhY2ODJ0+eUCgUmJqY5O233yKby7G+vt61DjisrDxlY2OTZLKPmZkZBFGkf6AfFwiFwxiGV1FarlSxLNtL4Wtat2XJG2pt26Za9byZgUCAcDhMIBDoNWYBvcYwwzB6G1Nv0PTIBslksjucib3Nc7PpeUP9/gC27aCqGrmcN9SHw0Ei4SBqdwCu1xt0Op0ezsmrQ/WKFSTZq6oFAdtxcXARJIlQJILPH8CwbArFMtlcnngiQTyRQBBcBMGhVi2zv7dNu1XHdUxc26RRr7C/t0W5lKfT8di1mqai+VQ01UNVlYoFggE/iViUWrVMs17FpyrYhkG9VsWxbSzTpFAoUK9W0NttSsUixUIBURR7VgLHcbzCA8vySBqNBvV6nWazSavVRtcNHIfeEOs4bncr4G0DRFFCEMReiYIsS4iSQCgUIBQM0mw2GRjoR/N5Fo5n207wPHOxWIxIJEKlUmFmZoZarY6Ly+TUFLbj0N8/wPLyCoqi0mq3mZub5yCXp93uMDQ0xNzcHFOTU/j9ASLhCO1Oh7X1DY4cOUo6nUHTfJi6welTp2m32zx58gRD14lGoxw9doxsLgeCwNDwMNVajbHRMWZnZ2k2m5w9c5ZWvYHf7+Pu3XsEAkHefutrTE1NE415JRaXX3iecDjI9evXuHDhPD7Nx4cffoimaV5RgKZx5uxZELyygEw6A67LyPAwjx49opjP89ylS2xubDM0NMQLLzzPxQvnuXv3Lol4ghMnTxKORPnJBx9wUCzQNkzuPXxIXzLB3v4+s3NzXHruOZ57/nn+x3/9r5mYmuTOvfscO36C6ZlpXNchGAxy9swZZNk7hxKJBJcuXWKgf4Af/+jHZLNZdN0LJmYyGfb392m1Wt0H6ns8fPgIfyhAIBJE86nUGjUymRTzc3MMZDIcZLOUikVOnzzJW2++hShI/OZv/iYzMzPs7++TSMQJBAIUi0XGxkZ57713iURiLCws8corr/z8TuRD/cLIcRyq1SoPHjzgiy++oFgsYtv23/a39XdeguDdSh5acg7189JX3sgmk0kKhQLlcpm5uTlOnz5Nq9VicHCQYGCRkydOEQ5HkCSZ4dERTNMkEAiytbVJf38/5XLZu/4LBNjZ28WxLCLRGOcvXkTXTaamppAkidWnTwmGQgwNDzE6MkIqlaTTaVOpVFhfX+fEiRN0Ojr37t1jfHycbDbL4OBg73tLpdJsbW3h8/m5des2V69eZWRkiGw2y8jICLlcjqGhIeLxOPl8nv39fVZWVtja2qLRrDMwMEAm048oiDx48IBOu006naLdbnP//l0uXrzYS122220cxyEWiyEIAqlUH+1mq7v5DFKv1ykUCjSbLVRVAwR0Xe8VIpRKpe6QNNC7/nzGk83lcjQaDa+FShQRBO//TSaTvaKFZwepoijkcln8/iCS5A25jYaH4KrXPSxYs9xGVRU6bW/4CwaDRCIRxG41quM4PSuDLCu9v3ddNxFFiWAghCgJDA8Pkc5kOMjnUGWJUECjVCyBa6PIApbeolErYpk6gYCC3m5hIGFbFpoik+7ro+OCYej09SXB8Zi1rmXh2jatep16tYIie15iVVVpyDLZvV10XUdT1Z4Pt9Vq9YoMnmHBat0yCMeyu0MruF0Q9zNSgWna+P1+bAdv84wDoojQfZ0VRUYQoeW47Oxu4wtEALhw4QJffvkl0ahHPSiXyyTiSYqFErF4DHC5f/8+siQTCIXY2NwkFIrw6NFjwuEw6XQaRAHb9q7Vcrkc7XabEydOUCqVqFZqXoOdK+DzSeTzBYaHR9hc38AwDO7cucPExARTU1PUajV2d3cJhkMkEwmWV5bZ3d2lWq2SiMbp7++n0WgwMjzKmTNniEQi7Oey1Op1nnvuOeq1Gvfu3ePVV17hypVPGOhPYRoGx48ewzJt+tIp9rL7hCMRBgcHSae9oe/WzdtMjo8TCAR4dP8B337/mzx89JDRkRGGBjNYpoljOczPzhMMhtje2aHebKFoPkzb4eJzzxOJRjF0g6XFJXTdQFJknj5dxbIdFpeXSKfTBENBpqenWV5aRFU1Ll9+gVZbp91ueZzqyTHi8Tg727vIisJzzz/X3RzvkM1mCYfCuK7LJ59+xtCQV+YSCPhxXItgKEDa7cNxHLK5fb689iVTU1O89urLfPaZV4n72quvkM8d8PjhIzqdDoqsIAqQy2YpFAq0Wh1Mw+Rb3/omp0+f/nmdx4f6BdOz273r16/z9ttvk06nD9P4/wU9W8Q8s8kd6lB/XX3lQfajDz8kEAxy+vRp6vU6GxsbPHr0CFGQmZqaJhaLkS8UyPRnyOVyaJrG06ervPryK3z22WdcOHeezc1N5o/MUk7GyOc9Zqqu60xPT3XpBiHK5Qp+v594PMZ3/+N3+drX3kYUhZ5P1OyWHTzzqDYaLUaGR7l8+aVe97njuHzxxVWOHz9OKpWhWq3QaDRYXFzsVd2urKxgGAYXLlxgc3MTSZJotdpUq1X8fj9DA8OMDnt4Mcsy2d7Z6fbSt1lZfcr+/j6hUIj5+Xn2dncRRYHBwQGye/uYpsnY+ChbW5tEIp6XslQq0Wg0ekG1Z2/mTCZDMBik1W7hEzVc16VYLDI+MUaz0aLV8qwAiUSCYrHY28J6iVnvEHj2Z0mSjN8foFAoEAoF8fv9vWtwWRaxLI9O4LpujwXr+WaV3lWZrxsie9Y2lkgkicXjREJhkn0eNqtRr2IZBj7Fh6G3kSUX13YJBTRv81ypMDwyhKIIlAp5mg2PQWsahodk8/tQVMlrPTvI4doGpq5jmyadZhPHtWm1dcCl09HJFwqYpk0gEEBVFFqtVs8X6/f7MU0TTdO8VijNh2PbdFydlt5BFCRA6OG1PPuEhmmaCILntQUBTVXwBQNIsoxP83lFCLZCPGqzW2lRKBTI5/PUarUe0sw0LAKBAIFAgP6BAZaXliiXK/Sl0ziOQ7vdodFo/SdDdLPZZH7uKKIo8rOffcj09BS7u7sEAgF2drzra1XTSCaTKJJCfzpDuVii0+kwNDzM0soylmUxNT3NF19c9XjB7TZnzp5BEEQKhRL+gI9KpUKz2SQajfHmW29y5+5dstk8yWSMjz/6yCNTNOs8evSAd77+Jr/7u7/L4NAQP/zRD0mnM1z94gvOXbzAx1c+odPp8Pxzl7zCjUaDtbU1JicnqVaq/P7v/z7TM9OUS2Vmp2e4e/cunU6HF198kWAoBHihu2arRTQWo6+vj2qt1ntwjMXjTE5NeMQLxyUSjdJqtTk4OPA4y6LA559/xs5OFk3TeOnFFzhy5Ah9fQks22J3b5eR4RE++ugTwuEQy8uLjIyMsL/vvQ/f/8Z7TE9PUy6X+ejDn5Hd26VQKDI6Nooky6ian5mZGT748GNc18LQDXBcz4uv69i2TaNWZ3Zmlr5kEsdxaDaaVKs1IpGoF04slf4GjuZD/aKo0+mwurrKtWvXOHbsmMdNPgT9/4V6djM6MjKCqqp0Op2/7W/pUL/g+sqDbF8iic/vJ5fNsp/NkkqlMA2LCxfO8rOf/YxwJEKpXCIUDlEsFikVSyiyzP7+Po1Gg4UnCwT8Pm7fvs3U1BSKomIYZm+zGA6H+dM//VMSsRiC43L86DGEX6W7bdzvtancv3+f3d09jhw5imvZvPXmm6ytrVGtVkmn01QqFYZGRwiEQ/QPDXLs5Al2tre5ce1LJiYmCIVCXurccVhaWiIQCDA8PEx/fz/Dw8OMj49z5+4dFpeeEI1EmJiYYG93jyNH5hkZGWZ9fZ1kX5J6vY5rO/g0DZ/PRy63j9/v6w6rFkvLiyiK9/Lu7OwQCHi+306njWmaLC2tMDQ0gCiKXYqCSCQawbZtgsEgqqoiRiQPT+bzUSqVUBSlF2QrFr1/j0ajWJYX3qrXmxSKe0iiiN+vUSoV8Pk0RNHDfdXrDVotr6ksHA57PtFnAS8gkUh4X7c7dMmyTLPZRFVVQoEg2f0sjVqFYEAjFAzgOl64SlFk/KEg9XoF14W+VBJZkqiWyui6hSCAZZqoikyr3USRBdJ9KdrNBqYsIcka9XKRerWGIkoencAwKXeqdHQDTfV1EWQ2rUYbWZZpNb2ig3q97m3MFAVV9ooSLNtGNw3vdwuv3UtV1Z4d4dn1X6vVRO42ihmGgezTkFUBXG8wtwwDWZIYHx9HVlUKhQLhcNjDnWm+np0hEokQDoUxLZt0/wCJRIJYLMHOzh6O4/wnNwamabK2vkosluDll18ml8uys7PDc889Ry6XZ28vSzKZIJVKEQoFuXbtGufOneOzzz5jd3eXyalJiqUS4WiU55+7xNrGOpqm8sXnnzM+Ps7rr72Coet8+umnzM7OEk/EERWvyKFWq5HL7ePTNEbHxtDbLe7fvUM+l2V4eNijZbQ62N334+bmJqIgUSqVWVlZ8agZjTqi7JWM1JsNXnn1FW7cuMHQyDDvf+ubfP/738d2HB4vLDA8NNSDx2ezWWKxGACaoiJLEpubm95tgO1tyGOxGLZt4fP7mZmeZHt7m431DRzH5b13f5lCocDg4CC/+7/8Lxw9Ok9fX5Irn3zGt771LY4fP87t27eoVmvMzwdJpVJkMhkGBwc5ODjwHkKqNS5cuIhhGFRrDXRdJ55MMD4+zoXzF3BckCWJUrHAwcEBfr+fvb092u020UiEzc1NkknPvxwKhXuNYl9eu8Y/+if//Od1Jh/qF0yu61KpVPj88885f/48sViMUPch7lD/az2zyj2r+63X673PoEMd6q+irzzIjo+PMz4+zmdffA4I7O7s8cILl8lmsxw/foKnT9eYnpn0wj+JJE9XV3tPW7ms17Lz2msvc/f2Hfyaj/7+flr1BvlcjlAgwOryMuOjY+xsb7O9vc0Pf/Qj4ok4tmkxMTGG3++nWCyiKAr3799DVTVCoRDb29tMTU2xtLREPJEglU7hVipMnT/P+vo6jUaDI0eOoLc9v9yjR494+eWXCQS8YMvU1FTvAzUYDCIKIqFAkHK5xNraU/r6EgwMZqhWaySTSURRpFytUK/WiAwN8eTJE8BhbW2N3d1d5mfnek+ce3u7ZDKZXrd0oVBgZ2eX6ekpZmam2NjYQO8mvxEAvIraWq1GsVhEEr3mE13XiXRT4c/sApqm9viZougFsyKRCIIA7Xarhzh55p8VRbEblLN6FbOSJHU3xPafEQxcF0EWsTs2kiQx0N+PqmoUi0UMvU046EeRZVrNOo5toXfaiIKDT1V6X6PdatNpd9AUBU31YwkCAZ9KtVwm6Pexu7NDIh4l6NOwTJ1arYrreLxV0zBwbBNZ9lq4vO/RwrYcGs0aIkK3dlekVqtjmB2i0SiyKKHIMq7joHef8EVRxHE837AgiLTbbQzD6LaxmThdOoPsuDgO2JaDYZjda0ER11UJh8PoioRhmszOznL16pcMDAxQKhV7HlJZlsl30/4dXcc0PR/ziRMnWFxcJBAIMDY6yn42i+3YNBpNfL4Aw8NDhMMh1tfXWV5e5dixYxwc5JFlke2tLZ48eUIwGOTSpUv4fL6upcKgVKrwwguXaSSTVKo1bly/xfMvXEJRFFrNJul0mrfeeouPPvqIjc0tTpw8zezMDG+8/hq/++/+HYIL1XKZ/kyGnZ1tTNtiamaWZr1JOKKws7NDLB7HdQUmpyZRNYW+vjQD/f04OFz5+GNK1QrnL16gWCzy1tfeplgqsbu765UwpPsIhgJk9/d58623aFRrDA8O8R/+w+8jIvDo4UOyuRxjY2Mkk0k2NtZ7lJNAIMD4+Dj7+3teC1DAKz85efIEBwcHhMNh4vEoxWKRjz6+wtGjR6hUyqiqxsWLFzl9+jSapnL79i0UVcVybH76sw+9W5axUSZmZroe+0k6HZ1HDx/xx9//AX7VRyAQ4Pz586xvrnlh0U6HO3fu8N5779Fut9nd2eHB/fskEgl00+Sll15ia8fbLB/qv26Zpsn9+/f54Q9/2KumPtzK/sVSFIWZmRlGRkbY3d09xHAd6q+lrzzIyqqCoqnMzs2xsPCEYCDEysoKU1Ne6KpSrXg1p9Uq8/PzXLh4nnze6zu//OILfPbJJ0SjUcbHJ1h4vMDkxASTk97W5c7tOwSDQWZnZ2k0mhiGyeuvvc7m9ibRcATXddjfz5JKpXs+3I2NDd555x06egfTNpmamSaRSHCQzzMzO8unn37q1ZtaFnfu3vWqcJMJZuZmuXvvHul0moGhQVSfj/mjR7yO+7bO3Tu3UTWNVCpFu91icXGJRNLbwH7961/Hsm3SmQySIHYDYRbHjh3j/fe/werqKs1OB7Prg+3v78d13W4iu4XrOgQCHgdXEASOHDmCZVlUKpUewD0WjeLz+WnU62iqx0ctl8sEAoEeszQUChEIeGxcp5tk97BO7T/HToVIJNKtqW15rVeiiKbKVCsNAoEgzVYLUQqjybI3wOJtTm3bIhAMEIvGkGQZwzSJRCM4lp9GvYLQsBEFF8sy8fk0ouEgmiIj4vau/QN+P8FomHa7RSwc4yC3jyC4+DSVvmQCn6ZidDzbRLPVQhHAcWwMXadardDRDRzbQVFVXMdBEAVUn4bZ8Zi1kiwiOSIRf8RridM0LNPCNC0cx8UyvYNRlmRAoN3uYFk2oiTRbLWxbQdJVZBlj0YAErZhgOv5Zh1ETKBjWUgxH6srS9QqFWrVmtdOE/AQZ+n+DLFYnGqljCQrhEIhGo0W6xubjIyMkM5kMC2LocFBFFXl2o2buK5ILJpga3OLeq1OLBJDUhRUTSV3UODll1/g6eoqoZD3YCKIAsm+JO1Om2AoxMbGJmtPn3KQyxGLRXn33Xd4+PARiiyzvLLK2Ng46UyGF02ba9evAS6ff/E5AU2jry9Jp6Pz3HPPo2oqoiRz8/ZtRoYaBEMhHj167LFYQyGazTaWbTI7O8P42Di6oTMzM8Pm5iZbW1vMzswAcOPGDYKBIIZhsLO9QzgSJhGPs7uzQ6vRxOf3ce/ufY4enedHP/4xA/39DA6OcvzESUZGRvD5AywsLFCvVymVK5w4EaVaq6EqGi5w7tx5JEWmVC7TaNSJxWLcvnWbqckpTpw4Sf/AAIqssLu7iyzLXO96Xgf7B8ikM/zWb/0jtja3EQSIxxNkszkKxRLLS8tYpsW7777H0NAQnXabhYUFKrUahYJXsDJ3ZJ6h4WH8fj87u7vMzM562987d0AAWZb4tV/7hz/XQ/lQv3h6tpX95JNPuHTpEqOjo73bv0P9ryVJEiMjI5w4cYI7d+4cDrKH+mvpKw+yz9A6Q0NDPLj/EEURyWazrK+v8+qrr+K6NhPj45imSafTZmt7i3g8zu7eDqZlMDUz7dXCBgIsL6+wtLzMxMQ4b7z5JtevX8Pn8zM+MUEgGOKnP/mATCYNOGQyGcrlMsFgEFn2nuIkSebzzz/36iJtk1gsRrVaZW9/n0ePHtFsNonH4ziOQyqVIpFIsLuzQzabY3h4mL6+PtbW1gB4+nSVwaEhDgoFBtIpTCPYC1GdOnUa0zTRTY9b+8XVq56Xz3Y4e/Ys7Xa760Vs8cknn9Lf3086naFQyNNq1BFFEUVRqFarrK2tkctlu55KP7Ztew1Uwe7Xq3i1tfm89wE6MDBAq9VC1/WeKf4ZcSAcDvdCXJFIhGq12i148LBYnU6HUqlCPB7t4b6ebZgc20VWFNrtDq1WG3/Aj2iJiKJAo+FxWSORCKqiel33jQbpVBrd0FEkkdHRERq1MoVCjkxfAr9PxWi3abRbSKKAYbQRAEWGdruO1emwV9jHNLymsHy+jV/TaDcN9HaTeDRCNBKhUiigtzs0m01qNe9ni8fjXk2p34/f78MQQBEkwKXRbHTrfT3SgG6YGLrhNVaZJqIgeP5Zy6LdaXsDqiShGwaiJHl2AtPwcGOigCpL2JaJiEDLbiBqfgQZYsEQdaNF2KeiiCLpviQBf4BcIY8gCN7vXq1GIh7nzt17zM7PIcoisqoQi8dpt9ssLz/F6RIRxsanyWTSNGo1mvUGlW67WyAUwhXgtTdeQZIkiqUyAH2pNJVqlWwux8mTJxkeHqZSKbOxsU6hUOD06dMM9A8gIPB7v//7RCNRctkctXqTeCJJOBKlVqsSCPgZ6h/ANE12dnZYffqUFy6/yNHjJxBllY21VcYmxnn3vfcQRZF4IsHm5iYbGxtcuniRhw8fsLe3Ry6b5dLFi/zhH/4hd27fwdBNhocHmZmeRtM00n19rDx9SjgcJhyKcOfOHRKJBOcvXGBvb49vfftbtNsd5ueP4g/4efLkCclUive+8Q0M3SAaiaDrOidPncZ1XdL9GT744APGx8dZW19DFgUatRr/4p//Nq4o8nT9Ka4ADx/e5/Hjx0iSxODAICdPnmBvb4+9HS84WavXiMcTlEtl4vEEuWyWmzdvMjk1RbVeQy54NI35Y0c9ukHQz5kzZ3my8IRqrYbjehQKVVVYWlkhFo9x6tQpPv/8c65evco77/7Kz/VgPtQvnizLYnd3l48//pgLFy4wNzd3yJX9CySKIolEgrNnz/LDH/6wt5Q51KH+KvrK77KdnR2KxSIDAwOcPnOajfUt3n33XX70ox+xvLxMNBbh/oMH1Go1UqkUqVSKSqXC06dP2draAtdlcHCIwcEBguEgaxvrfPHldS5ePE88mSQcDnPz9i1ikQivvPIiKyurTExMUqvV+OV33+XRw4ekMxlu3bqFbdsMDQ3x2WefMX/sKKVSmYODA/r6UoyPjzM5OUWlUmZ1ddVjmYYjbBomu9u72KbJyZMnWXj02AuTCAKmYRAOhYjFYuzv7VEqlqjVaszMznD67BkWFxfRNI1ms4mmqtSqNZaWlojFYmiaRiAQIB6Pc+vWXU6ePE4ymcDUdZ48ecz4+Hi37SuLqqoMDw9jmiY+n6+XXHecPxvYbdumr6+Per1OtVr12re6PmJJknoe2mcNVs1mE6B3CNTr9a6dwAtt+f1+Wq0WrusSCoW8lKhHnqfVbBCLR7s2BBtHcJAkmU67gygK3c2uSy67T39/hkDQz0F2n2a9QiIRRe+0aTVqdJoNTL1DKBggFAp4HsRyyfM+ahqW3qFRqxGORlAkhU6rjabI2KZFtVTBsTwU2LPQjKqqvX+3LKuHC5MQcIFmo4nfH8CxvVazTruDrps9Fi+ArGnopoFl2djd1w7X25yY3QFWU1Q0WSXg0xBwkXweekyQFURFRPVrOJKAIkoUFAFFEhkZGWN9Y4tgwE8sEWFzY4O52SPcvnufcCzC5tYG6XSGeDRCLrfP+voaly6c4fq160xMTDI/N4ML1Ks1ypUqQ8ODHOTzDESjBEJBfvazn3Hu7FnCkTDTM9OUSiUeP35MX18frWYT0zRJpTJ8/vkXjIwM8vDhQwQXUqkUgwODZNIZL4jVaCKKIq7jMNDf7yGpdvcIBoNkMhkePnxIq9UmHIty5849FMVj6rZaLYrFIvV6ndXVVZ4sLCBLEltbW71muWfvq1SqjyPzR9jc3OTa9et8+9vf4qBQYGdnxyvlaLfp60uSzxf4+OOPERAYGh5ifm4ex7G5evUqiiyTyx3gOA4DAwMYus7BwQHVapVAIMDu3i6XLl2iVqvxW7/1W+QPDtha30DVNDa2tgCBpaUldna2CQY9C0cgEGBzc53bt29TLBRQVBXHcZifP8ro2BjlcpFGo0G71WJ6aoqRkWE6HZ1qucyNmzcBl0QigU/1eY1wzQaJWIwvPvuMZDLJzs4O/QMDtNsdbNvi4cNHP8cj+VC/yPLoNve5d+8eY2NjBIPBw63s/4ae+WSPHz/eawA9DH0d6q+qrzzIttttbt++ze7uLuVylWgkyvr6Ot/+9rf58ssvSSaTVGveFXk8Hufg4IBUyhssc7kcrWaL7H6OaCTGpUuXqFarnD9/npWVFUqlIqqq8OjRYzKZDBfPX0AQRZZWV1lZWebYyROkB/pptVpEo1HW1tZIJpPYXWSUoqoMaz4e3H/IW2+9RbVaoZAv0ag32N3dRZFlRkdHMQwDRZF5/PgxkUiE+fl5SqWSd9AkRdJpb5uZznjkhatffslBPk+5XObMmTPYtu19wGk+FhYWiEajHDt2jK2tLQYGBtA0H+vrG6TTKWKxOJLkY3R0lN3d3R48PhgMs7b2FEWRe81cgiAQCoWIRqN0Oh1CoRAHBwe9zbDjOCiKgmEY3fraNrquIwgCsiz3XnO/38/a2lqvGKDdbv85hJeApmk9q0OpWEIQIRqLdosYJDRVw3Y8b+wzxm2r1SLg9yGLAuViAcfu4DomnWYDXBu900YSIBwKoikKnVYT27ZQJAnbNLBFgVql4lERqjXP7tBuUq/oYFvYloljmtQq3s9p2zaapvWwYKqqond0FElCkESarRa27XRpA/QKEer1eo+2IMsyLh6ZwbS80NqfsWZNVFVDkWQCPj9+n4amykiigKLKWLaNJMsEgkEkRSEYjdIxHZq1AEIoiKMG0Ro19g6yOKJLMp2m3m4RjoSYmZnkzp07+H0+QoEAt+/cxTAMGs0Ws/NHyefzFB8+4tKlS/T3p/H7VWZmZrh27TrFYplYLEar2WRjY4MTJ09Sq1aJRCIsLy8zOzvL4pNF9nb3OH78OOfOnKJar1EqFHskhVarxeOFBY6fPEHbMEkkEpw5c4ZQMMCTxwtsb2/z/vvv94o19rNZxiYn+JVf+SaFQqHnAdd1HVEQCfiCHD16lHPnvNY8n8/HZ599xujoKH19fcQjURYWFpg/eoSl1VX+b/+P/xevv/4qX//aO2xubqGqCnY3EJhOp8nl8kTCMVwXVEVFlZXuBnWAer1Odn+f8+fOoes6169fp1gscuz4cTa3ttjd9QbaZrOJ0dG5ffcusqLw8iuvIKsKsiAgCDA/NwfAxx99xMbaGqIg0mi3GB4ept1uU6/WWF5eptPpcPbMaRq1Kn/0vRu0Wm0GB4cwdQPTNJkcn0DvtPjhD3/A2Og4kVCE73znN9jZ2SYWj/DyK69xcFCgWCwSiyV+3ufyoX5BZdt2D8f1/PPPMzo6eriV/QukKApzc3P80i/9Equrq+zu7h5uZQ/1V9JfapBNJpOMjU2QiNeYnJzCtm2uX7/eS9MLgkChUODq1asAnDp1CkEQyWQGPDSSz48sSezt7XnFAoJAs9nklVdeYXPtKZeff45qpcLK8iIDAxlsYG5ulps3b3LixAki0QiBblHA8vIyhWKR+w8f09E7HD9+nOWVFU6eOsne3h4vv/gSg4P91Oo1Un0pPr1yhWKxyPT0FH19SXRdZ39/n3KtSjye5PMvrnLpwjnW170a0L6+PpLJJIFAgIGBATY2Nsjn88iyRCqZIh6PI0kSt27dIhKJcLVrOxgaGqRUKmDoOseOHmF/L4dP8+OEHGZmZrAsy6u4bdS7TNkguq6zs7PDwMAAgiB426LusJpIJNB1ndXV1Z431rKsXl0teAfCM/tFNBrt2QjAGyCazSaBgGdPaDdbqD4NVVWo1ep02h0URfUIC46LLEkYlkm700FRJAb7M8SiEarlEpbRxui0iIYCyJKAZVoEfCqaqiACrXoNTfO2X7ZrY7RbOEYHRZYAyUutuy4N00JTFNqGTqvewNA7vZ+j0+mg6zqyLCNJErIkUW+3MQRvEJdkCRdotNqosozj2F4Y7M+1e8myim3Z4LpIoohjeegtrWsjCIdDKJKELMr4VRVZEfH5VGRFwnYcZEVGkSWisQiBgA/dtjk6NcTCdomWYaH5VAaHh1FkGUWRELCJRSOE/CHCgTDbG9tEQhEGBwY4KOSRVQV/KISNQ+Egz8bGGrPzcwRCAar1GlMz0+QPCqTTaaYnp1A0z9YxNT3Nj3/0ExKJBPF4nLNnz/Bk4QnZbBbDMDA6OqdPnyYej2PbNrOzM7Tb7R4mLhwKEfQHaDVbPSzQ/v5+1//dRtM0Wq0GGxvrvPDCZUqlEtPT0/z4xz/usYqfPn3K6dOnef211/jkyieMj49z8uTJXvW0dyNS4vjxYwiC4HlNdRNFU3Fdl0z/AKZpkT8ooioq1WqVUCjE1tYWqVSKn/zkJ7z++uuoqsrGxgbXr1+nVqtx8vQpjszP87MPP2R4eJharUY2m+0SEHK8+uqrIMBiN+T50iuvsLO9TaFQQhBEFFWjL+0F1EbHxhgcHOT0qTPcv/8A13W5desWqqr1mvfC4TB7e3tMT08yMJghny/y+NETioUq8Vid/ewu7U4Dx3E5cfw00UicO3fuMTc3x5kzZ35+J/KhfqHlui6NRoN79+6xtbVFJpM55Mr+ZxSJRHj//fe5f/8+3//+93uWuUMd6i+jrzzIzs7OUqvVCAYDZNKZHhLKMAwSiQR7e3vkC3nOnj3LBx98wNGjR1lYeEK5XGVubpZTp05RKpVYW1vj6eoymqJy6uRJoqEw8WgUe3iURr3KQDrDRx99BILIG2+9RblcptPxkumO5WGTRsfG+P4PfsTwyCC/9au/SigU7raqeBu9aCRK7iBL7uCAhYXHjI6O4uAyNDJMsVxCUiQ63UDW0NAQ+YJnJdja2uLs2bOIosje3h4HBwfUajXGx8dJp1MMDw+xsb6OqVscOXIEx3H43d/9D7z33i8xMTFBrVZDkkSePn3KxQsXaTaaBAJec1dH1+l0dC/QZBgoiorfH6BaLSOKIsFgkEQiwf7+PpqmoWkauq73bAiDg4O4rks4HO75ZS3Lol73vLi9PnlVxbbtbkOVTKPRwHVd2u0O9XqDZ/7SSDSCpMjUarVeZaCA0Pt6A5kMAZ+GKArsbG9iGR0UEVRFoNNuEvCpqLKIbTtUikVUWSIej2JbFpbp0Gm3abebvWICSZbo6B38Ph+yLOLYNrZtY9sWuq73WrV8Po+BGolEaLVaNLsFE88ellTV16M06N0KXUmScBwHARBcEHCwDINgKIRhdLBdB1VVwHXx+8LIskggEMS1HWRZQpYlXGwUTSPUbR3z+zRvSFcURFEmFpIY7HPZq+rkDoroDgwMDDKY7mfh4X18gQi+QIjxySlWllfY2t5lcGgARVXZ3t7ihcsvomkKub19mo0mxWKRfD5PqVTyNpypPmq1GtVq1RtsCwVS6TTJZJRUKsXy8jJTk1McP36cfD5PIpFgbc1L1z+7ERgdHUUURdbWNyiXyyB6pIZSodCr0FxbW+fgIE86ncLv83Hvzl2azSZ7e/vMzc2x8PgxjmWzv7vL6OgYsXCElaVlpqam+M53ft1DYm1t4fP5GB4e9vi2Q0O0u0Gpa9euMTMzx8b6BtFohGQiSSQcYW5mllwu5/lsczk+/vhjr63r7FnOnj3LgwcPvIDW4CCXX7yMgMDW9jbvfP2dXoB0bGyMYrHI5rr3UPkM9ddstb2r/k4HUZbZ392l1dZ56eVXMU2TcDiEqvr47PPPiccTTM/OYFoWL7zwAju7O1iOzR9893u8+eYbnDl3FkVR2d3L8njhEVMzE0iyTKlU4Sc/+RBJFohFo0xNTaGqGj/84Q+Ix+O8/NrbfxPn86F+AWUYBtvb2ywtLTE3N4emaYdb2b9AoigyNjbGt7/9bRYXF3nw4EHvtu1Qh/qq+srvrkQiwfDwMEtLK7SabXK5HOFwmKNHj1Iul8lmsxw7dpT+/n7ef/99qpUKIyMjfPe730OWRYoFrwDBsixqtRqarHD37l0v6XnlE1566SWWnjwhGAyQy+WIJuLohoGqaRwcHHD9y2t02m2vDjQa4Z//9j/rDWngMjg4wGuvvYIoCOidDrZj8+TJApOTk4iiyPyRI/j9fr788ir+gJ/RsTHabY+pOjExwdtf+xp3b91gfW2d0bExTp8+zbVr12i32xw9epTr16+xsbFBPB5nfX2Deq2GoiqMjo6yuLjI5cuXWVpaQpIEz+/THRwNQ8fn05AlmWQyydbWJo7jXY177VZ9VCoVotEo9Xod0zSRJAmfz0etVvOKJvJ5otEorVaLarWKLMtomka5XO6FvwRBoFQq9a7RnyGq2u0OwWCAer3RxRv5AdcLPdk2olhHURTC4XDPdpBMJBAFF1kSsS0TTZEIqEFMo4Wp2wR8Cj5NRW+3aDRq6J02gqZiGgaiCLreptNuYRkGlXIFw/KKC7xa3SaxSASj06HRbGBaJpIsgyB4/zRNwpFIr27WMA1cvCCFF+Lq4rhME9NxutQBB1Xx8F+apiKJIr5QCE1TkUUBRZEIBYNYloXP5wfXwbItBEnAdkxwHBRRAtfB0DuIojfciqLoeWoNA9cV6YsEqDYNgj6VkC/C4NAo5WqTekun2sqTKuaJxuNMTk/RbDZxBZFwMEy+UKBWqZDb28c0TBrNBotPFhkcGsQ0TW7fvkMoFOa5S895/uhazXs43N2l2Wwy3g1R7uxsIyD0bj5mZmZYW1sjk8mw+tS7SQgGAj02sK538Gla1/biebkFAUbGRrEti/X1dYaGhpianOTxkyccHOSYn5uj1ahTq9WpVSt84xvvsbm5jSxJFIslCsUizWazZycSRZGDgwMGBgY4deoUlUoF13G4dPEitVqNBw8e0NeX4sc/+jEvvfQihmlw//4DYvEYx48dJxAIcO3aNSqVSpedGyK7n+Xq1atks1neeecdWq0miXicjY114vE4L754mfX1dfpSfSSTCebmj5DN7qOqCidOnMC2LKZnZpmZmWF7e5u9vT0eLTzBMHTvFqDVIj2Q4ctrX1IoFJBlmd/+F/+cg4McP/jBHyPLKl/72tc5etTbMnc6ber1OpdffIGbN291b1LCLC0usraxyW/8xq//jR3Qh/rFk+M4FItFbt++zdmzZ4lEIodb2f+MVFXl+eef5xvf+AYHBwfs7e0dUgwO9ZfSVx5kNzc3icVihMMh+pIpFEXhzp07pNNpZmZmmJiY4MmTBTKZDLs7O9y7dw/XdfnOd37dC3vhsrW1iSCKnDh+gqnJSR4+fIDl2ITCYZaWlzkoFnj5yEt869u/wvDoCHfv32d4eJhUXx+PHz1CQPA2M+Pj3L57x/MU7myjdzrMz8+zvb1NJp2hUCgwOTnJxQsXqFTKLC4uceb0GeKxKCdPHKdarbC+9pRoNMHK8ipHjh4nHIogug5PV1fo62uSzWaZmJhAkiQ+//xzDg4OyKQzuK5LNOYhsianJpmcnOTGzRu9pq9arcLU1BTBUIjcQYlatcb2dqUbsHngeWx9PkqlIqOjI73GMoBazfOQ+nxeAYDf70fTtF5Iq1gsMjo62vP1DgwMdFP+tV5d7rOnf0mSei1l3n9Xcd1nlYACpmFhOV4lLgjdjvo0iUScVquBbXZwTAPHNsC1Mbq8WMvsILkm+dw+ODaSJCDiBeYqlTK2bXjX0pZNNBIhGAhSrdd6Pl1REGi32ujtFvVaHds0cG27OzSCJMlIkocrs20H16U7yNrYtkOr2UKSRCzLQus2kgWDAWTJK33w+Xz4NA1D11FVBVkO4/Nr6J0Ooa4Vw6upNXDcZzYCBVkSMHUDURQIhXw9P3G71fJS66KMGoqTSYbZOShSb1bI7u/SandQAn4Ocllsq0MuV6FabRKJRDENk/HxSYyOwfUvrtI/OMDA0CDVWpVEIgEuTIyPs72zw9zsEcTuMF+tVpFkhUQ8TjqdwbIsQqEwuWyO48ePsbW5xcTEOIVCgVwuhyiJ5HIH9KX6qDfq+P0+NJ+PQDBIs9Hg3JkzrKyssr29TTqTJpNJU6vWmJ+f5/jx4zx69IiXXnqJ/ew+Q0OD2JaJqqpc+/Ia7VaLWq3K7u4Omf5+NjY3CYe9G5BnrMzFxUUmJyfZWF8nFAoxMj3M1vY2e7t7AHz22af09fXhui5ra2sMDQ9x/tx5nC65A0DTNCKRCIuLiywtLfH48WPOnj3L4pMFpqanWV5eIhqLsru7wwvPP8/6+jo/+elPULt2k2azyZlTpyjm80xPT/HJlU/Z291DVmSmp2cYGh7hwcP7vQrRVCpFqVCkVCrxztff4cTJ4/zwB3+MruucOXOOVqvZK2Do7+/H5/Oxu7vD8ePHGRsbp91qcfHiRVqtFjs7Oz/PM/lQfw/U6XS4d+8eDx486D1IHm5l/2L19fXxzW9+k1wux5/8yZ+Qy+V6JINngedDHeov0ld+Z0W6nevFYol6vc74+Djb29tUq1UePnxIX18foiTy8MED+pJJRoaH0Tsdrn7xBS5w+/ZtTpw4QSwWIxAMkj84YGhkhHK1yvbeLo16g+2dHfpSaVxcdMvkzp07RMIRpiYmiYYjFItFAH72wQdMz81SqVQIhYOk+hIEg35q1SrZ/ayHa/L5iMeiKJJIqa+PrY0NOu0mutFhbHSUjz/6iKlpmaNH5rlz6xazs3NEwhFmZmZQFIXNjS10XefsuTOoioprO5w+dZrV1VUcB4rlErFynHanzbFjxynk891iBQ+RtckW58+do1CIkM3uIYqiF4irVgGXQMArPlC6lav1er2H4gLvempsbIzNzU0AqtUqajd9res6kuR9eAuC0As4gZcGNQyDWCzW21g3Gg38fs/i4JUjSDSaDVygVKpiGCaTk+Oe17ZUolGTGMykqNdMTFPHpyrgWrTbXsDLaFrIsuRtUB0bx7WhG7YxTc8i4AiCh7cS5d6G0DJNXNuh0apjWyaSICArGrrTAQR03fhz9bkgihKiIKFpMoLresO6ZXfrjIMoioxPVXpYt0a9TsDvIxKOYJhe25fgFXURCoe8xjLDRNc7tNotr7Cj3UFwwRYFcGzC4RCaouLaNh3bG6b1ThvZF6BeLREOJ0gFRMK2iF82CPgFkILEtX5kq43ZrCMjoCoyqfQAuYM8sqqhV6soqsb07Cz37t/3tjaFArVazbOlVKsEggHiiTiLS0u8+OJL3Lhxg8nJSa/BLRLlycITPvnkU9544w0EQehZSWRZYbjbOjc4OMjM7AyhaARV1XjpxRf52Qc/JZvNcuH8RXTLZOHJEy6cP4/e6XD3rhdIKxYLWJZFLpelUMiTPzigVq3wox/9kGwux5EjR7l16ybTs3PMzc1x/vx5CoUCmUyGdDqNLMlEwxE+++wz7t6+w+uvv06rWWd4eJTTp06xtr6OIAi88eabXL16lUIhj6b5+OSTT5ienkZVVf70T/+UhYVF+vqSRCJRTp48yf7uDl988TkbWzv82q/9qvfgeOMGuYMsp06dpFqtMzE2RrGQ53f/3e+QTPYR8PtJpdJsba57tzqqwurqKslkEhwX27HY2dzm2NGj5A/ylMsl/vC736PRqONYNo8ePkJWFNbXnpLpz/BL7/wSS0srbG9vMzk5STwe7z1Ajo+OUavWfm4H8qH+fsi2bdbX17ly5QpTU1O9TMXhVvZ/W5IkMTk5yXe+8x0mJiZYXFwkl8txcHBAoVCgWq32cJSH29pD/f/qLzXIrqysEPAHsW2bjz76iMHBQeLxGH6/B+uPRqIsPHnM7MyMt0EzLWzLq5wsFotks1mOHj1KrV4nGouRyWRoNJuEw1F8Ph/f//4fo5smg4MD6J0OI0PDrD99SjwaZWZmxqsKlWWmZ2a43t2CDg0P0t+fQe/oXoinSwMIBQOIgtANlfRhdEwWF55Qq9cwOgZbm1sk4gma9Raff3GVvkQSx7FRVZV8ocD29o5XkmDoTE5MMDExwc2bN0kmkwwODuDiUqmUyR3k2N3Z5fy5c2QyKer1Orlslv6BAZaXlzEMb+M6OjpKvnCALMv09fURiYS4du0asqx4Fa9+P4ODg2xvb3ev+JUecuvZAO/B9hskEgkkSaLdbnuBKNn7mQOBAKZp4jgOlUoFTdM8G4emEQwGe6QDVVNx6g6djo5l2yiKTLPRoJgv4g/6iYZDlIpFBNcmFPQjuDaObWC02yiKgE9RcB0Pa+VTFURBwLZNTMMkFApimia4LrZp0Wg26LS8bbEiS8iSiKHr2JaF0dFpNZsosuJhtkzDY8J2B3Vd17FMj4AgS5KXtpdENFVFlv0Eg35CgSCKoiCJApLoIaQcxxt2VdXbdIuiiCAIXlmDodPqtDEtCwTR2xB3W8h8qofkEkSwHQvHdTFNm45ho4o25VoF66BIXJbRgioIDVqCjWkJ2KqIz2rRH1KptU0G4mHCkSBPFh9ju1BrtShWKlTv3CaTSTM4MMCD+w+ZnJwkn88jih7w/8ixo5iGwc3rNxgcGKA/nWF3f4/R0VEA9vf3AejoHS+kFAkjiAIzM17Qaz+b9RBlzRb37t1neXERQfCuO0OhEAPRCH/4R39Eus/7XZ2d9byrWztb1BsNtjY38Ps0ivkCjUaTdrvN8NAQrWaT4eFhYrFYr3L5D//oj/j1X/91wqEQS0uLlIslEokEzXoDQzeIxxPU63WuXb/JzOw0uq5z9YsvmD8yTzQaYXXlKZlMhlarRSKRYHJy0kt5SxKiIFCv1RgbG6XerPP+e79Eq9mkVCpxv/sgUKlUOH78BLVand2dbfyqRqVYRIjHGTyRQVEUCsUi60/XKJfKTE1N84d/+H00VSWfz/PmG6/z/HPPsbS0RHY/y/PPXaI+1mRvP4vjwFtvvk0+n2fh8QKiAJZlsLT4hL3dXcqVCoaucy98n2q1yj/57X/5cz6aD/WLrGcLhEePHnH79m3m5ubw+/2Hg+x/Rn6/n7Nnz3LkyJHeg2I+n+/Zg3Z2dnj06BFLS0uUSiV0XT/c1B4KAMH9ir8Jv/P/+TekUikGBga4c+eON0QODXHy5ElarRZ37txh/ekaxUIB1adhmCb/+9/8TQJ+H8Vud3k2myUUCVMul3nt1ddQFZWDg7zXS91dne3v7xMJR0mn+3h47x7XvvySkbExMpk0T58+xR8IkkqnOX3mDMVSia3NDUZHR9nb22NpaZlMOk08GusGYuIMD4+QSqcQRZFCvkAg4OfB/Qdc+fgj3n//fTID/dy7d49as8GlS5eIhMPcvHmTcDCE3+/n7t27vPjiiziOQy6XI5fdJ5v1honnnnuOer3W62MHeOGFF9jb3WZicop8voCu61QqFVTVq5Td2tpicHCQWr1Kq9mgVq/TbDYZGhgkm83SannhplgsRqvVwLEcREmg1W6jKN7A96x6tdPR8fn8tFrNbh2iiyiK5HK5HjdW13Xq9bpXHtGts7Usi0ajSbPp4cxanTau6zA5OcHg4CDRSAhVhIBPJeDXELCxzDayAKoEqiyjKjKq7FXSmoaBbeiEwmFMU6fVbiFKEo5lIbjeNZtpeAgt2zBoNRt02p1ekM+naj3UlqIo2LaDaZoIuLiOi6oqqJJENBJBFFxEQSAajeK6bu/ncRynN/i3Wk1EwXv4Au/rt1qtHt3Atm1EWcQ2LNzuBjwajRLwqciyRCQSxAFESeHgoECt3iQciVKu1FFUlWDAT8CnEfD7cUWPwdvWDRBEQuEogUgcRwmwWaixU2py6/4iiubj/LnzhMNB7wHJNLlw0auVvX79OnNzc/h8PlRVpZgvsLe3x8jICJVKhXQ6jeN4vmbTMjFtj7sbCXlD/MLCAkNDQ8wdOUI0EqHZaLC4uIiu65SLJcbHxtE0H319fVy/eYNIJEokEuHYsaNcvXqVU6dOYdkmu7u7VCqV3nD7ZGGBgD+Az+djamoKzR/AsGyy2ay3JY5GMS2LRCLB4pMnNBoNarUaZ06dwe/z02g2mZ2bY29vj939PT744Gf8D//DvySXy+HTfHR0o7dhfeedd3iy8IRIOMz+/j7PXbrE/fv3MU2ddqtFJpOho+usrqyws7uDKMkk+1IomsrY2Dh9yQSSKHHl448JhyO89NJLBINBKpUKjx8/ZnFxkVq9SV+qj5dffpF2s8XPfvYzJicnsW2bTCbTIzlEYtEuVUXk+rVrfPbpp2xv79DfnyIUDDA5Oc3M7Dym6YUtg4EA/8f/8X/6qx/Ch8PN30uJokgkEuHll1/mX/2rf8Xp06fx+Xx/29/WL4Se2QmeMdRt2wtJHxwccPv2bT788EM+/fRT1tbWDje0f8/1VUbUr7yRjcVipNNpOp0OuVyOcrnc+xAaGBhgaGiIoD9AJBgilz/gxVdeptPpsLKyjNgNvUy+MEW1ViMUCPPRRx/zysuvsLq6iqqqjI+Pc/XqVc6cOYOiyhwcHDA4OEBfOsX6+lqXvapQq9fJDPRj2zbxWIxqJcbg4BDtdoeXX34ZXPBrWhfc/pSNjU1euPwC/YODaJqGIIiMjozw9a9/Hd0wWFtbQ1VVLp++zOrqKrZtc+zYcRYXFojFYrzxxhvouo4/4GdoeJC+vgTnz5/nw49+xp27d5iemeatr71No9GgWqnSaDRwHNjZ2fUamwIB1tbWeOutt9jZ2cFxnN6Q3Ww2EBEIBYJsb29jWRapVIrV1VWCQW+zqcgKiWQCtcuDfeaPdV0Xy7Kp12skEklyuRySJHrXo93hzO/3I4qiF5LqBpeeFSn4/T7K5QrVaoNINASC2/MjiaKIIIqIskxH1xEFu+uHFTFNC0UUsUyDdtPwSA2it6XNHxxg2yY+vw/N78cWRfyar3sQmbiOQ7vdoVqpous6huERBwzTxLJswMA0vUFdVRVkSUZvt5BFgXgizsjwoMeTxUXXdRzH6QXkAoEAjuNQLpdRFW8gbbVa3cBbm2az2SuUEAQwOt629xnOTVWVLsNWwbBsTMtCFE2vMlk3qdWadDodREHAtbUe7cBxHQzbRHItXFegU69jd9ok+1NcnB3kuBhhe3OPfLVBrVqivz/tvb5AqVQklUpz/vx5LMsin8+haZpXtSrJVCoVPv/8c44ePcqpU6ep1etEIhG2treIxeL4FB/JVJLqoFfQoWg+xsfH+O7v/wGnT59mbnqOaqrKtWvXmJ6exnI8L3KjUe8GvQZRVZW7d+4wOj7KCy+8wOeff94rHNnf3++FDh88esiZM+dQFJV4PM7rr78OrsDdu/dYXHyCYRi89dZb3Qe1YYJBr57TMA3krv0jHApQq1axDJOVzS2K5Srr6xu88MLz/ORP/xTLtBgaGuL48ePcun0b13WJR2NYpsnGxgYDAwMUS0WGRkaYnpohkUyyvrHByMiI9zBl27z2+uvs7+3z05/+lEAgwPDwMD6fj/n5ecqVKmfPnWVvdwcBgRMnTtBoNJiZmekVk0SjUfpSaa5evcbBwQF+v593fumXcWybQMDHzRs3iUQjXWuOwPjEeO8h9lCH+vNyHIdms8ny8jILCwvMzMygqmo3p3Co/5wEQeg94End2zifz0ckEmFsbIxXX32VW7du8W/+zb/h448/Rtf1v+Xv+FB/m/rKg+xnn33G7OxsL2Tk8/nY3t5mZWWFkydPcu7cOWqVKnt7ezRaLdaerrOxucmRuTm2Njfx+f2ossaDew8JhgIe2/XTT1EUhUgkwsLCAgGfj92dHY7MH0GSJLLZfd58823u379HrVblxIkTrKysEAoGqVTKRKNR5ubmuHPnDsvLy7zxxhsU8nmCfj+vvfYalUoFQRDY2d1lb3+PdF8KWZaYnZ8lGApQLJW4fv06ly9f7m2dlpeWKZdKvPLKK9y5c4fcQY6B/n46nXZv2Dx/7hzxRBK/30c+X+T2nbteE9j0FI8XFkhn0jSKRYaGhnqFB8vLy9TrdQYHBr160XyBarXM2NgoqVSq90GqKAp+vx/btpAkCVVTKZc9ziXQS4kPDg6yu5sjEFBpNhveoOh6V+iJRALT9AI7jUajx5Z9tvEEqNcbxGIxFMWPaem4eBtNy7JottqEA17gTJYEcEwUCSzHRBZcbzssiciSV8Hr01SwvTCWi4Btu5i6Nzw/C6Lp7Q6OZWGa3oFjmma30EHBMi3v4EJEU1RESeweXhKJWD/JRJxYLEosGqHVqNNutajXawiCSKNeR5QkKpUK4H14OK6DKCqYpkmtVsO2bcBr9PIGWaE77Ls9AoRHPNCwHAunOxTZtotpeq+H5ojohokgiARDQVrtDq12G031YTsOrZZOu9PBsGwioSCW1abdqNM3MsX/6V/8Bv/Xf/s9Nta3aLXbBINBZmZmWHjyhKerq5w/f4F79+6iaSqpVIpoJEKtWqdaqTI0NITf7/dCgH4fGxsbKIpCfyZNPpfHMCxeffU1HBdu3brH1NQ0A4NDPHq8gKGbHD16hH/6z/4pv/u7v4uiqSQSiS7HdZs7t+8wOTnO8vIyn37yKQcHeY7MH+Hhw4ecPHmCTDrD6OgoN27cxLTahMJhKtUaTxYWmRifJBQKEw6Hef6553my+IRCocDoyAiGZbO1u8PBwQFnTp+mVqvRl0zSn+nnT378E9J9Cd544038oRCtdptKucyd23cYHhkhlUryB9/9j2xubtLf388vvfMOQyPD6GvrfHTlCtlslhdfeoVYPMGjx484fvw421tbPH78GEVRmJmaRhRF3nzzTX7wgx+QTqd58PABx4+f4OzZ03z6yRU67Q6nTp3i5MmTNBoNHjx4wMHBAcPDw9y+fQdfIEAmk6Fer/Pqq69SKhaZmJhgf3+fiakpSqUinY7hFZfksuRyuZ/roXyovz/yfOc5rl27xqVLlwiFQqiqeriF/2tIURQymQxvv/02yWSSSqXCjRs3DssU/ivWVx5kOx2Der1Bu+2ldSORCI8ePeLy5cv09fXRaDRIpVM4tk2+VMK0TGq1Kg8fPmKo67E7OMgTCAapVWtEIpDJZOjr6yMajbKzvY0sSoyNjGIaBtFYjHqwyc1bt0lnUpiWRT5f4MiRI3xx9QumZ2dpt1skk157mCRJlMtlMpkMS08WmZ+fR5ZlbNtmoL+ftfWnLCw8ZmhoiJ2dHVqtFv39/bzxxhssLy/z4Ucf8e677zI6MkIiHmd3d5dYLMrm1gaaprK3t0cikaBWq3Gj65X1+/0oquYNyzu7jAwPMzQ8TL1ep9FocPv2bUqlEkNDQ5w6dYp7d++hqSqxaAxd15mcmKJSKWJbNrqhI4oizW4NqW07pFJplpaWujWHXuo/Eon2iAazs5MUi0WqVc8P6/f7abfbtNvtboCnSCwW+0+CQbqu/9nGU1a8/2YIdDodms0W5XLFG+5UCZ8WwDJ1cGwE10WSvcFVFgVEwUXpsmoFQURWJGIx79fpmXVBFEX0Tptmo45ldLqe2AZ290rWMAwUWUFTNVRFQVVUJElCkiQi0TCJeIy+ZIJYNIKiyHTaLQxdx9B1cKHT8SppLdPsWS4AGvU6nXa7V2/rui5+v69nrXj2NVrNFoZpEhQERNHbDJum57sSBBFBkBBFCUlUMC3bC6MBuXwBHAdVUYnF44QjURzBQJBUXKtDoVyl0WxhOw6O6zISDPH+O6/y3T/9jKHhYWJRjw1bKBSIRqPIkkQ0EkXXO6wsr3Lh7DlM00ZVFS5eusidO/f49NPPmJ6Z4tSpUzx6/Oj/y95/BUmWn2fe2O+49N6W97a9754e0z3dYzAgAIIAlsSSBJZc7vKTdKOILxQhhULStWIj9EkKrWKlmzXfLndhSA4GfjC2e6a97y7vXVZmZWalt8fq4lQnVyETw11QG8L0c9M3Y7KqTv37Pe//eX4PzVaTnZ0dJFnBNC2OHz/O0MgI5XKFr33jG/zNj/6W6UOH+OiTj5mcmiAQCmFikc6kOX/+ApcuvcbKygq1Wu3gZ2aQy+bAwh7MWy1Gx8YJhcN09/ba3mvLolarU63W2N1NYxg7GIbB8PAw09OHmJl5ytzsLJphMTo+Rjweo96osbqygqapHD12hJ7ubm7euMHyyjKnz5zj889+g8ftYXBwgLe/8jbLy0tks3t4vR52dnaoN+rMLyywvLRMpVLjT7//fWRFYWt7i3K5TKFQ4M7t22iaRn//APl8Hq/Xy/z8PJOTkxw5coTe/j4ymQzVSpV2y+ZHFwoFPvnkU7q7u0kk4ng8HjY2Njh9+jSibG/njx49yq1bt+yX4nKZe/fvE49HMS0LwzSo1Wt4vPbW94Ve6P+dLMuiXq/z+PFjnj17Rnd3dyfX8EL/dVIUhUOHDvGNb3yDmZmZzln2Ql8+feHfpm9/+w+YnZ3F5/PicDoJiiJOl6uz+Wu328iShNfvY3xyHFmR+cY3vs6vfvlrms0mmq7R3duDx+/j3p07NJttnC4XkihSKVd448pVNjY2EEWRUqlEvdHEQmBufglE0FSVarVKIOBnanKKmfk5uru6cDpcjIyMkEmnqddq9Pf1MTg0RKlcplIpk8vlOHL4CJFwmGKhgPsgeAZ265XLZV99nz1zhtWVFRKJBNevX8fjcXP23Fl6e3up1+sMDg4yMjLCL37xC3p7ehkZGUHVVBqNBpcuXeLUyZMUCgVarU1cLje6ptHd3YUoiDgcDrLZLCdOHGd5aZlAIEAqlbLbkWae2htB2b4+EUXRDoblcui6weDgAPPzixQKRQzDoq+vh0AgQLFYxOPxEIlEUBSlw599Plg+txW0WjZF4XnBAthEBFmW7daqtkq9VuuErbxeH5qqgeBD002wQJFlRMHANGxrgISJQ5E7/iVTNzAlCcPQEEWhMzA+l6qqNOsN2s0mpqbRbDRtn6ooYhq2nSEcDuP3+TtVupFoiP7eXhs5gIkoYJc8KPLBtZPNH5QkuTOcP29DqzcaHcuAy/V3KC3LslBVFbfbbT+3TgemZR5U2wogSKiqPYg7nW50zaTdVlF1HYdLQdV0VN1AarUPAlQ1WppOudbABKrVKpZpIcoytbaG0+PC7/dTyWUJx8eYmJzA4/HicrmxLHt43t1N02i0bExZqczxYycIhcPspjP4/DZPNxqNkMvlWV5aplgsIisy9XqdeDxOtVZhZXWFb33nO+T29zs/73e++hbtlt0MJ8kKp8+eweVy0Wq3GRkd4Te/fh/TNFheWqa7p5vhkVEbedNuEw6H0Q2TVHqPZltlaHiEeDxOLpdnanIan9dvN4+NjgLw/vvvc+7cORYWFkjE4gR8XpyKA0NTefdvfoKi2C8PgUCAvWwWt9dLs93mk08+YaDfDrFdvfo6a+trdHd34/P5OHXqFG63i9W1VQRB5NDhw0xOTjMyMszq6iqKrBCLRtnY2ECSJN64+kbH/9xoNKjWqgz3DvPxp59QqVRYX9/A6/agaTqjo6NMT08TDAapVCq43W6+9rWvUSwW2djYoKevj+2tbXK5HFvb22QyGU6dOsno6AiJRJzd3V3K5TIXX3oJQze48fnnv6Xj+IV+F6VpGuvr63z00Uf09/dz/Pjxg+XEi63sf60cDgd9fX0dksiL8NeXU194kE1nMvT29RGJRGg0GgwNDYEgoOs6sXgcTdPI53Isryzh8thBD0EQmD40RSwW4/bt29RqFWKxGFffuEKtVqPVavHhBx/w5tU3+OSTTzpbEFVV2U2n6eru5X/1v/5fcvPGZ6wuLzM4MMDq6iqBQIBjR47S3dvDXnqPD3/zAd3d3SytL1IqFOkbHGBsbIzt7W00w6DZbhGJRBgYGCCbzdJqtZAVhd3dXUqlEmtra+zt7dFut+np6SEej9Pf3086ncbv95PJZOxQkstFIp5gfnaeRq1BMBREQOA//If/QCgYwu1ydbZsFy5cwMIik8mQy2ZxOe3GKiyLYDBINptldXUVry/A6NgwMzMzSJJEMpmkXC4foKME/P4gXq+PsbFRZmYXSCaTFAr5A4yXPTwFg0G8Xi/VapVsNouiOBAEOlfm1WoVp9OJw2HXhrpcLnK5HNVqFYfDDhg5nU4URaFUKqFpGq12k2DQTzTowzQtNNPAtHSQBBwOGUmyPbe6YdButRAt62CwtAf3ZrNJq9mk1WrSqNftLapp0W7Z4R3dNDpFDNFI1C668PvxeD1EIiGCPj/2OW8hYG9fG40GrVabRrOFaQGCiIVJ6eD71TzgDoYOvh9A52u2AwFCpzBCkiScTieGYdotaQc+YsUhIQh2kK7dtoNVmq6hNSw0w0TVdUzTwON22z5mw6JeKNoFE8/tCbqBy+2irRkUKzUEbw2Hp4Hf52c3vYco7h+k9Zu89tplqpUKiUSS6alDyLKMqqqcOHGSUqlEdi+HKIgMDw2xsbWB0+UkkUjw6NEjnLKTK29ctdvYnA76+3splSo8ffqYV19+hVKxyKVLlyhVKpRKFY4e7ee1114jm8uR3stwaGqajbV1+voGcHk9jE1OMDo6RqVSPSB26J2tfrFQol5r4PPazXInT57kRz/6a1555SJvvfUWoiRy+dIluru62dzaYubZU06ePMEff/cP2UnZm1u3x8Pdew84c+YUW1tbzM7O0dVl38rE4nF207u0222+970/ZWNjnUAgyPZ2ihMnTjIyMkKzaW+hk8kkPo8Xh6KgqWmuXrlKJBLh6dOnbG9vMzg8xNb2Nq22zUnu7+/H5XIRDoZwuVy43W4++OBDdF0jFAoxNDTEzs4OyyvLJJJJ/F4vkigQi0ZwOR1sbW1RLhbp7e9je3sbMBns72Pm6TOWFhd5eP8B//v/4bd7ML/Q744sy6JcLvPpp58SCAQIBAJMTEzgdDr/W3+0/7/X81u3F77jL7e+8CBbLpcRRZH5+XkGBwe5du0aOzs7jI6OUiqVkCSJE8eP0WzWUXU7fPPRhx+zvbXNX/zZn6M2W1y/dp1DRw6DadrYJFlmsH+ASqXCO++8Q7FYZHNzk93dXSYnp/jRX/8NCCZXr14ll83Saqs4nC4sUeLUmbOUy2V0fZd6vU5XV1cHQfXjv/0btra26Orqore3l/d+8hPGR23+YzQR59iJ4zicTrBg+vAhQqEQm5ubnD17llKphMdj48Q2NzdxuuxwS61Wo6urC1mSUVsqpVKJjY0Njp04xtDQEHNzc3z7D77F1tYWe3t7bG/vYB34MqOxGJgWW1tbOBUHqmo3nPX12exPTTU4f+48s3OzHSbs9PQ0lUoFTdMIhYLU63VeunCWfD6LZVnE43G2tmzWrcfjIZ/PY5omXV1dnWAT2NsA+2rdTavV6iC8LMsikUiwubmFZZmEQmE0TaNarVMp1XAoEh63C0GUwNIRsANmWDYr1jJAlEQ7yON24XE4MU27fav9/PofAMH2fBYNKvUG2oEfVpHsRy8SDjM0NIgoivgPOKrRUBhNax/8fP/uoFI1A80EUxCpNRuYhomh6TQaLVwuME1wuVwoDgfqwYa63mhgmX/n/5UkCcuiEzZTFAUEgZaq4lQULNVAkiR0QwcBnE4HlVrTtmdoOs2WhiQJNFsaCC1M00AQRVwu+y8l3TLBsrA0jVZTpOw2MJs6ze0UhaqBx+Pl1ddeY2ZmhuMnTvL02TOePHnC9OQUyWSSQCDA6NgoG5ubFEpFQqEQpVKJZHcXbU1lamqKarXK73/jm9y4+TkLCwtYApQfP+LEiVNYlkUyFufJ48eYhsnXvv51/vrdn9BsNjl69CipVIq9vT2GhodJdndRKZeJxeOouk6hUGJt7UMymQynT59mYmKcd999l1AohKqqvP3WWxiaYdfEbm5y8eIFFEUhHA5z//59wpEgitOBoWu8dfUqDx484Ponn9Lf30/f4AB9fX185x99m4GhQbLpDNm9Av/0n/45CwsLfPLJxzidTmq1Wue5LhQKdHX1oOs6P/7xjwmFQmxvb1Ot2J7x119/nc3NFnvpXR4+fIhpmrg9HmZmZnnllZe5ceMGx48fZ3RkFJ/Hy9raGkNDQySTSa5d+4yBgT4sy+L655+xvr5BT083umGQy2YIh8O889Y7pHZSxOJxlhYXyWQyDA0NIUoCwWCIldV1Lrx8ka985Su/3VP5hX7npOs629vb/OpXv2JiYoKenp4XXtn/SqmqyubmJjdu3KBYLL7Yxn6J9YUH2bWVFY4fP46mqpRLJQRgfm6OrkSS3p4eHIpCpVyhVCwzPjHBD37wIw5NTxENhsntZVFkGcMy2drcZKC3l+3tLbxeD5ZlcOPm56xv2vWvc3MLXH3jil2gcOwIlmXxm9/8hnKlQjKZpK+/n51UCrWts7Ozy34+f1A9al/jer1evvtdu00sEAggCDZjc2tjndHRUQYGBlBVlWfPnjExMYFhmvj9fhTFhqaHw2F8Ph+ff/45PT09dHf3UKvW6DqRBMDr85Ls6sI0DcLRCMmuLtbWVrly5Qr5wj4enxchKzAyMsLa+jpOp10VW2/YntF6s4FVhNHxMSqVCtF4DI/Pi2GZTExN2vilfbtxaH9/n2w2i9frIRLpZmFhjmw2SywWIxwOEwgEaDabGIZ1sFmV8Xq9FIslnE4Bl8tFvV7H7XZTr9fxeDz2hrRRR1EUWq0WbreLer1Bo1HH5XLj87mQJAXDNJEkGU3TkSTbQuCQJEQRLEwUlwtFkTuDJoaJy6l0rrZVVcU8CFk1D5Bipmli6DqiKOHzeRkaGsLvtzd84XAIv8+DadpQflVtU6/XabXa5PP7CIKAz+ezW7lUFdMSKFVsPFmzreN0i7jcbkzDoFgsIUlyxxvs99vXeE6nE03TOi8Sz4Nfz3m8mqEjWqBqGiCgKA4sDALBAPliGdO0aDTbKA4HJgaCqOMPeGm1m9QbVWTFgdsbsl8iRDAcHjRXBMHfQzFXxhLAH/Dx8NED9jJ7BIJ+pqYmCYWD7GztUGvUicZjPJ2Zwev3cfLMaZrNJtu7KTLZPfoGBojEE1iCyOLyCr5AENOy8Hp9eLx+nj59RigY4tWXL/LjH/4IWRa5f+8eyUScZzMzLCwsUK9XCYVCmKaF3x/k1ddf7zyjz29JZFlmb2+PtbU1+xmNRmm17IKJSqnC8aNHaGltKuXaQfOcl3Pnz/Lw4QO2t7dptWzbgKragahYLEZ3Mklhf59UKsXO9jZzs3NEw0GWl5cxTZP5uUX8AR+tVpN8Ps+VK1fo6uqip6eXe/fuYugGW5ub1OsNTp06xd27d/nwNx9gmgZrrTZThw5z+fLrBENBHj9+zL17D5iYmERRFMqlEsvLy6R2d9kvFJiemmJkZIh4PE6xVGI6meDSpcv4fF7GJsb5+Xs/5cbN26iqwYcffcLpUyeIxKKMjY4Sj8fJZrNsbm1x5MhhatUan3zyCd/5kz//hzmhX+h3RpqmkU6nefz4MVeuXCEUCnUWDi/0xfTcHlar1VheXua9997j+vXrnYbAF/py6gsPsnvpDF1vvIUsSgz09rGuapw/c5a5mRkyu7sk4nG8Xh/tVpsnj54QDgYJ+YMcnT7Mj3/0YxLJBJdff51HTx4xM/MMWZZJJpOcOnWK0bFRSpUKIPD6lctMTEzQbDbZ2Njo2BIikQh9/f22T9YfxDRNopEYEvDzn/+MW7ducejQIebn5xEVmWPHjrK2tk4kEmFsbJStjXWCoRDLy8tEIpEOeD+bzbE0v4AgiDQadba2tvjWt75FJBLh2bNnzM7McuLECVaWVwmHwwRDQV69/BpbW1ssLi4iyRInTp7ENE2ePn1KKBhkfGKcVqtNpVKhu7uLpaVFurq6GB4doVIqd5pKZFmhqyvC1tYm29ubTExO4HA4CEfCNBtNKpUKPp+PSCTM5uYmoigyPDyMw+GgUCggSTLRaIx6vQHYNgPDMOyrbZeAJEl4PJ7OEGdZlv3PmAa6oSMIEAgGDqp1q4iigMPhxDTtw6Jer+NxKjjcMoooIoqWXUkriAf1saqNo7IsdNOg2TI6Pl3D0BEFaNTrtFo2/qpRryMikEjY1o2urq4OEqvVaqKpTRqNBvv5PIqsIIkirZY90NbrTbZ3UjQaTRwOBafThWVYqO02um6g6ya6pqNpKlgWJjqSIB4kWW3WqyzLuD0eXE4njUaDQqGIrpuYZhufz4uqqggCB/YIJ5Ik4XM6aR8wDAXB9nqqqo5p2liYSq1qc37rDRRZR3L4cLu8xPoGcQTi5Os6QUcQb1AmFAygGQYWgGjj0lK7Oxw9chTTMAmGQjSaDeKJOO2DsF42m2V8fNzGkkky9+7dw7IsotEo1ardhlMslNjc3KLZaDI8NMz6+gaRaJRcNsuNGze5+uabHDlyhHK5zMjIMJqm0dXdw8bGBoVi6aBK1uLS5UsYhkGlUmFnZ4eenh7arRaxSJShgUHSqV3arRbxRIKFJ3PspjP09fXh9XmYm5/j1q1bnD59mpMnTlAqlykWCzQbTTKZDPv7+/j8fqrVCpYFk+MTpHZSfPrxJ7x66TVOnjzJz3/+M6ampnjt1Usk4km6urrYz+fo6+1lbX2d8fFRuru76erqolIq0z6wkhSKRc6cOUO5UubJ0yfMz89z9aptN7h58yaLi4tsbGxQrlSoNxqUy2VcLheSLPHSxYtIkmSXXxg6t+/cwRcMcO78ecbHxonG4vj9fpaWFpEVB1vbO0iSzP0HD2k0GxT2CwwNDf8DHM0v9Lsm66CdcGFhgY0DbNyLQfaLyTRttngul+PJkyfMzMxw//59njx5ws7OzgGZ5oW+rPrCg2wum2V5Zdn+S6lQIJFM0NPXS61mNzMZhoVlcYBEKqPpGhubG8iyRDAc4uz5c/zsFz/H5/NSKBQwTYs7d+4wOjZKT28ve7kcrVab9fV10uldEvEEE2PjbG5scmh6mmAoxObmFrlcnlw2R6ulMjAwyOz8IorDSXdPD/fu3aNaLVOqVqjVKoRCYbuuMpZgYHCIu3fvUSyX6O3tJRAMsL29QygU5vDRIzTqDYaHBrl//z7Ly8sMDQ3R3d1NLBbroKLy+Ty5XI7mwbVnb18vm1tbCIKAy+mkXCohYm+q6wdw+GajTl9vL8VSCafD9qG2220UxcHc/DJdyQi9vb34/bbHVTnAdfn8Po4cPUK5XLLbvkyTcDiMIAid7erzWttms4FpmXR3d1MsFolGwx1/7PMglO27lQmFwxSLBZxOxwFZooIk2pvVVgvK5apNNWgoOB0Ogj4vuBU7DIU9hFnY3lhFkOzGowOfrNPpQBYlJEVBsQwq5QrtVotmo4mqtnG53SiiRCQSJR6Po6oq7ZZ9xW/oKmq7SaVapdmyt7kO2fa9aqpGW1XRDZNSqQ4IeDwudM0kEY+itdoUShVkSUDXVBRFBsHmCf/njWbAQcOX3ewlStIBY9euCX4+INt4LnC7HXDge/X6PKilBg7FiWWoyKKAaeqoOjhEF5InhNsfJtzTRzTZj+wJ0ULh0MlR9oslNMNkZW2dN954g8dPn6DrOg8ePsTr9dJoNhFEkbnZWdLpNJOTk/QPDhLu6uL2rVscOXKE7oPBs1gs4PP5Oi8ohmEyPz/P0WPHOHToELdv3eTK668TDp1EFCRu373DxtYm8UQCfX8fl8vNjRs3GZ8Y58yZM2xvbvHwwX0GBgbIZDIEAgG6urp4++23uX79M65cucLO9g6VSqVjITrmcFCrNTh9+gyyIpHP5yjs72PoGmNjI/j8fpxuF9PdhxgeHOLTTz4hHA4TDodZWV4mEo6Qy+ZQFIXBoSEMwyAWj/Gtb3+H0dERqtUakijyr/5v/3ecil2sUW82EQWR7u4e1tc3iCcTaKqGy+liGHj33XepVisUSyUGBwf59a9/dVCLrPOVt79ih728Pi5fucTy8jKbG1t8+zvfpl6vs7Ozw97eHgtLC1x86SKF/QLhcJjV5WVGR0cxTZPenh5cTmdnSI9GI/zyl7/E4/bwzW9+4x/ibH6h30FpmsbS0hKff/45R48eJZlMvrAX/H+RaZo0m/bL8MOHD7l+/TqPHj1ie3v7IFzdejHEvtAXH2Tf/spXSHQl0UyDSCyKquskurqQJAWPx0ulUuHxo8ccOjTF6bHT3L1/j3PnziEgcPnqZfaLRYZGh4mEwwyPDHHv7l2isQTVWo3V9XWKxSKHDx+mXq/x5MljJsbHiQYj7GxuorZaDA4OsrG+QSQSYXJiku3tFF6vh4nJSY4cPYLLoeDzeZg+NMnO7i7NZoONjU021taYmpqmp7cPp8tpB8A0nY31TbZ3dvnqO2+T2k1x6NAhnC4nk5OTGIZBKpWiUCjgcrnY399nf3+f8+fPU6lWePDgQcdHKwgikxMTaGqbrY0NNtY3CAUD+DwekokE9Ubd9pcaJs+ePiUajVKpVLAsiz/9kz+iVq+SSu1Qq9eoVMqo7TayImMBXV0J2mobv89HX18fa2trRKNRGg07+BSLxQBQFBlV1zqM2GAwSLvdxjCMA99rFYfDgcvtYnd3FwCv14vf70fXdXv7Kckoil0kYaf47a1rvd4g5HNhSQKIAlg2p9WywHEQmHK5/g5tJR5c1dcbbVqtNqqugyDYiC1ZIRwK4XA62S8UkUSRdrNFsVCkVi0fHEqWTQfQdJxOJ/V64yCspWFZApYl0mgYgG4TBbSc7YcVTTwuuwLXQkCSRayDMKJh6Hg9tu3AsqCtagAHYTW73cvtduPxeDt1thYgSCKSJBMIBFDcHorPFg58zwaKImKJ4AuE8AeiBJMDBBM9eAMRVFPA6fbTl+zmk0+vMTI6gqapJJJJdrZ3SCYSNJtNjh8/TqVcYWtzG5/XR39fHz3dPRSKBbY2N+nt7uHEsWNsbGzi83jZ2tykq7ubWDzG+voaoyOjSKLIpcuX2NhYZy+ToVIuYpo6uT3bS+322pSOw4cPg2WxsLDIqVMnyeWy3L97h0gozOjwEMVKmXa7RbFoN4n9/Oe/5rVXX+bZzFOOHT9GJpNhcHgIQ9f56OOP6e7uQ5JkZEnG4/Hw2muvcub0KWq1GnvZPSYmJ0nG43z0wQc4nU5kWabVauH3+zl6/OjBDUiLaq1Gd3c3s/Nz9PT08NHHH7Ozs0MkFMbpcNJqVhnqH6BWbzAxPomhmzx6/ARBsPD7A7zxxpvMzsxQKhaRZJHxsVEkSaRYLNLV1c329g7vvvser776MgNDg7S1NolknLNnTjM/P0coGGYvs0elWsbn8VAtFYlHoty8eZNmo05md4djx46hq20++uguD+7fJ7O3RyAQYmhgCKfLaVM+XuiFvoAsy6JYLHLv3j3eeecdotFo59x+of9naZrG7u4u9+7d46OPPuLGjRukUikajUaniv2FXgj+HoNstVrFsuxGpZ2dHfr6+hCAoeFBdlMZjhw5QiQaZmNjnWA4xNTUVCcZ73Q6GR8fZzeVwrIsNF3nyhtXefLkKYIooWkGY2NjHQakosgM9PWxMLdAqVigrdqDrK5pxBIhRkeHyefzFAr7FApFJicnkASB7u5edlNpTp46xdraKsVihZXVNer1JtFYlHPnz+NyuQ44pzXeeOMquq7x4ME9hoeHqZYrzB/UfUYikY6Z/JVXXuHp06coikKtWmNgYIBWs0k0GsXldLKwsIDf5yUYCuH3+dnb22NqahJNU2m3bdRVNpfDsEwQBJs/qyjMzc0iyRKLi4vIsszhw4dpNpqk02lUTWV7K4Ug2tf/2WwWQRCo1Wp4PB5EUbSB7NmsjWGqVtnb28PtdtNu27YGURRpNOxB0K740/B67Sv0UChkD7GKgiDYfNharYbb7QagXC5Rr9Wo+zw0Wx4csgNZBATsMJNloaptZBEcTlfn+9psNjFME0EQkGQZBBFZVrCw8VnPSwrA/u/YWK4WjUaTaq2JLEvUak10A1S1hSgKB/YFQDTBMnl+G2c3jbVxOhVEwf5wbo8XAQtZkmjUm4SCfhTF5sbaLWcqLpe9UTQsCwsB8eDz2X7gA86sLGOaFqJsB75auoHL5aJZ13A4FUSHgjsYxB/rIRjqpqlL1HIl2qk8Xb39iE0N3RJIxGOsLC8RCgWoVQ3qtRper5ehgQH2MhlM0+r4thPxBKnUDgklzt179zh69Aj5/TwPHz4kGo2ysb7F8ePHSaV3efbsGdsbGxw7dox4MkG5XGJnZ5tLr76GYRhks1nK5TJbqR36+gfJ5XK4XS5EQWB1dZVoNMLNW7doN5p885vfZHV9naXFBZqtNoVCme99708olUrMzMzT19dHsVjE7/PhdroIBYKkUimOHTvK48d2u929u3cZ6OtnaXmRI8eP093TiyTLuH0+Njc2QBAIBYOcOnOGfGEfh+LA5XRx6tQpVFWlUW+wubnJ48dPicdjrK6uc+XKZQ4fmsTtcrFfKLGxvkFqdxdZljl16gSBQBBVVYnGorx26VX6+/vRdZ3BwUH29wv86Ic/5vixE0SjUZaXl6lUq0xNT4Jl8fDhQ9qtFtFonMGBAebmZpkYG2dwcJDd3Qw9vb3MPHtikzzKZZZXV7h48SU+/+wW+f19QuEIg8P2FvvmrZv88ff/2W/tUH6h322pqsrc3Bx3797l8OHDndKcF/o72a2gy/z85z/nV7/6FYuLi5RKJXRdfxHqeqH/FwnWF3wq/umf/CFOp4PJ6UnqjXqn6z4Wi9Fut4mEQoTCYRaXlggGg52GKV3XmZmZIRwO4/V66evrw+GQSaXSPHjwAE3TCAYDjI6OMTk2yvvvv9/hgToPAPm6aQ+6jx8/Znr6EH19/fgDAe7du8foxASmbpLd22N4aIj9/Txev59AMIDL5aSwv8/M02eoaov9/X3OnDvL1PQ02WyWx48fMzExwfLCIuVyGbfbfTAIakQiYRKJOA8fPuTSpUvMz89jWRbd3d3cf/CA3p4epqamAHj/N+/jOKjhfOXiy9TqNaqVKqurtq9W13Vm52dsH1+5jMftplgo2kD3Yh6Hw0E8GsM0TQKBALu7uzidTtbX10l0xdE1nVaz2UEzPf8chUKBRsP2xz4fQp8Pp5VKhVarBdiHgu1dlQ4awgSKxSKmZQewmo0WoijRaqmIokUgYPNLFYeMQ5YYHxkgGQ3g9zpwSWAaGm21hYiAU1bw+f0dEz4Alo20ardbNKpVWvUaeltFBNxOl00TqFdtfq2m43G6cDpdNFptTNOmGtQbLTRVZHe3hiRbuN0SDoeI4pAP6mwFwMIwdGTJ9u9iWQT9PpwOxcZoWSYejwssy97ImkbHk/YcrdVsNZFEyf5sbjeSJOH1+XB73LjcLptGIEnsF6ts7uyxsLCOKCkEohEiPT1I7jCVskFDNzhz8Rxr6+t4vD4GBofsqllZZnVlhQvnz1Gt1lAO6pOPHDnERx99DIh4PV7eeOMNVldWKVWKXLx4kZs3b1IoFPB4PGT3crRaLZLJJC+/+gqqptm1qKbF1uYmq6urXLp0iWDQLsuYn5/H6XSSTCbp6uomlUqzubnJ8PAArVaLRCJBoVRkN51G13W6urrIpGz01fj4BI+fPOWd3/sq9QOE3uzsLFeuXOGjDz5EFAQcDgflcpnDh4/gcrnZ3NzA5/OSz+cRRAHVMLAEuHT5MhYWjx88wuf24VQURFkm3p2kt7eXm59dp1KpMDMzR1cyyfkLL1Fv1Llw7jyFQoGdnR10tU1qdxeny0Mms0exuM/pM6d46aUL5HI59vb2ePToEdpBKcbw0CiJRAJdN+nv70VRFD765GMePrxve+pFEcPUaTQa9Pf343Z7cTnd1Os1Thw7yn/4j3+F2+3l29/+Nnfu3iaTSXduHDRNo1Zt2PW/01OomkY8FuPu3bv8H/5P/+q//BB+McR86eT1evnKV77Cv/gX/4LBwcEX+Kj/TO12m5mZGX70ox/xy1/+ktXVVdrt9osB9kuqL/Jz/8Ib2e9//0+4d+8+pq7jdrq4c+sesWiI/WwOWVGYn5llYmoSp9PJkydPiMfjfPbZZ4yMjPDmm2/SbNqbxmq1is/n69RI7u3toaoqlUqFn7z3Uxr1OpcvXyKVShGNRKnWqmxsbNhX6YkEmzvbXP/8c4ZHRpAliVKpyH4+TzgYplQqMTV9iLX1dfK5fRBMNNVOrZumm83NTT756GPm5uaYnJrC6XCwurSMYRicOHGCZDLJ1tZWp4d+b2+PyclJGo1G5y+bTCbDoelp3G43W1tb1Ot1+nr7WF1d5aULF/EHA+iGQTaXY2h4GNMyqVQqnD17jmLRZtYeP3aMsbExNjc3WVldore3F9M0SaVSdogtGrU3aG43LocbnBbJZJLdVArDMAgGg6ytrXXaYTweDw6HjfV6Pqg9T1dLkkQkEkEQBHK5LMVSCZ/XhyAIuF0eRFHoDMh+fxi329PBd9UbNZwBv339DsiSjIWNsHK73MiShIjQ8eG6XPaQ2mw2kBXFrtx1ujDUNqamYekmjUbD3ohXqsiKiN/nA9NCbTcRLAMs7QCdJeDwKfT2ealWbQ+w1+dBlu1B1rRMNEPH6wrQqjcwDR1ZFimW63g9Mj7cSJJIvd5EcUjQAJfTiSQpdmBNlBE1lVq9ZlsiFAVBllCcTnTToK2qCJJd+oFlHQyGCSqVFuVai1A0Se/QJJ5Qko2tLF1eL4lkD5F4knQ6zfr6Gm+++Qa3b9+hUq0QDkfo7x9gdn6eer1OqVTm0KFDuFxuFuYX2dpK4XA6UWQH6dQuQwODNjbMolNmoaoqWxubxOJx/B4vrVYLQRA6AcBEIsG1a9fY29ujp6eHSCTC7OwMq6tr1Os1FEVkZWWDf/7P/5xavc6xY8dYWVkhl8thWRZdXV1cuHCeQmGfrY11pg8f4f79+53ns2+gn1QqxWuvX+b/+i//FW6vj3/8x38Mokg+n0M3IRlP0G43efx0BlmWcTideDxeHLLC0OAgugWK297gt1ptZmZmmZqaQlEcGLpOMp7gxo0b1OsNJEkikYizvrHJkSNHUNU2kWiEyckJ7t69g8PhsPm21Rpur5tgMMrk1BQ72ykkSWJ2bp5CoUAoFOI73/lH3L93F1EUOxad0dFRJFGhUChRLJa4/tnnnDhxEguBRFcSUZSYmj7E3OwMAgJ9vQOEw2EmJydJdCVZWFjg2bNnnZfJF3qhL6rnw9rc3Fyn8v2FwDAM0uk07733Hu+++y7b29ud5c0LvdD/J33hQXYnvctLL7/ET979CceOHuWf/cWfsbKy0rnGnpiYIBqNEk8kyGQyuFwu+vr6+OUv3ycQCFAoFHj69CknTpwgGAzSarWYn5/H7/czPDxMrVbj/p276LrG/v4+o2Nj+ANBZmdnicYTiLLC229/hZ1UinZbJZ/PEwqHCQR9lMsF5uZmKJfKfPjhB1x9403KlRL5fI7BgX7C4TCWZdHf38/CwgK1ao18NsfMs2eIokh/fz+aplGv24isyclJIpEIa2trqKrKxsYGvb29nWuNZqNBPp+n2WwiiiIjIyN0d3ezsbHByuoyrVaLhw8f2te+8fgBAspPJByh1dXE6/Hw7NkzorEo4VCEM6fPkstlO6ETt9uNqqrEYjG8Xi+VaqWDwhIEgXA4jNvtJpVK/WdsVAvtYFPn8/ls/JVpoqoquVzO3ry2GgQCwc4AZG9Ga4TDYYrFIpquoVbKCNgm+0gkilORaDZatNsa7baK2yEhyQoIJpZpX80jCfafogiigChJqAcBLQtAkDAtgbaqorVVGvUakigQCkaQJRFJFhEsCd3QsCwZw7QHt0azgUORCYfd1BttO4zlsX3J6gEf1zJNlJCferWCy+HAEZARBQHDslAkGV3X0BoagkfA4/Wg6hoO0WH7Xy0ZSZKo1WqEQiHb+qDrSJKM0WpjWiA7nLjdLjxeD42WitvtxEDB7QshOny0TQFLFljfWMOyTHwBP612E0yT2ZkZBgcGmZubZze9RyDQxOPxUCwW0XW7ES8ajSKKIisrK5w7d5p0epfddJqXLlxgL7tHIBikr7cP0zT51a9+QzAYxO/34/f5ePr0KfV6nXa7jdvtpqenh1AoxOT0FDs7O1RqVQrFAoX9fX7va79HoVDgyJFpnjx5Qi6f55XXXuWll17i4cOHrCwuceqUzaGdmpoiFAqRzdsbz/7+fhYXFxkYGECUJObn5+nr72H60BTz87Pk8lm7mS0YRG2rVMslfv/rv8dn167T19+PQ3Fw985dXA4HiBJuv59IJITb7eb48RNcuvQqP3n3p+yI9vOvaRqyLOPzeYlGoxw/cYJmq004EqG7p4tr166xsrKE1tYwdIPR0VEmpqe4f/8+f/s379LX18/Fixf5q7/6D5iWxdtfeZPBwYGDFwOLSDTKsaNHCYXDPH06Q24/T3dPD/FEjGgkwr/9d/8jxVIR0zQ5cvQob77xJhubG2xubNHV3cWNGzcQRJFKxS7iGB+f+Ac7oF/od1OGYZDP57l//z5nz549yFu82Mzruk46nWZ2dpZsNvtiiH2hL6QvPMgKgoDL7eb1K6+zurKKsbYGwNGjR9ne3iaRSBCNxdAMnenpaTKZDPF4nDffvMLS0hK5XI4/+7M/Y3l5meHhYeZm5wmHIgCkdlL09vYxNGJjbJJd3QQDIeaXlnA4XHR1+5mbm+P+gweMjIzw7W9/m/mFBcrlEj09PTQbDXJ7OQb6+2m1WgwO9FKq+NjeWkeWRErlMh733zX8mKaJpqq8+uqrpFIpVFVldnaWM2fOHAxwEfL5fMcbaJomXq/3gNFapN1uEfVEKRQKhEMhSuUSsmSzUZutZqeYwN7s9pJKpdhN7XL82DG8Xg+PHz+h1bJrWnt7+6jXbbj/wMAgkUiY2dlZe8OWTKLrOuWdMs1mk1DIJg48b+cKh8O0Wi3C4TBbW1udBGcoFGJlZYVms9k5HAOBANFYhFbLDoHZtbZqp9IzEol0vlZNVREFkXKxiCyJmLqfcMhPOOhDlB2Y6GBxUFFrIQkisizRVtsdE74ky1htQBBAENFNC1037eHWsvB6vYRDQWKRMB6XE0USME2TdkvDEuya2/x+nmx+n2ZbxeO2P6/f4cPCQlZcyLJMo9FAVVW8Xg+KImHo9vZYwObBOhwKGCKiLNNotmwMGTY6yzwY9m3vrEatVsPhtDm6kqxgWKAbJlgCWrtNu93E6ZTRkYjEkoQiSZzBAJlchkajSigYBMFCbbU4e+YsW9tbOBwOTp44yeraOidOHMcy7e26y+Umm81iGLZNpL9/gM3NTWRZxuV0out2mK3VaqOpGt09PRw+Ms3jp0/QdJ16vc6hQ4eIRqPcvn2b+fn5TmuQVRPo6u4mGAoxNT3N1MQU6+vrHD9+nN/85jecPn2GkZFR7t9/wOTkJEeOHOXC2fM0Go2DIXGF7p4e9osFXn75FW7fvk29Xmd1ba3zezEwMMDKyirPns3wta99lUwmzcWXXyGXy7Gb2iab3ePk8ePEYnEC/iD1ao1Pr19HEGXi8Ti3b93i4sXztFotrl/7jG984+sUiyWWlpaYmJigt7eXra0tdnZ2yGVzaIbOqVOnMQyNG59fRxBEvH4fQX+Qq2+8yaMnjzh54hR+f5CtrW2Wl5cYGRnh8OFDLC4toMgSXV3diJJIIhEnHA4fUCCKduMe4PN7WV5Z4Z13vkIikaCvrw+Xy8XPf/5zvF4vtXqNdruNaVlg6Jw4fqLzQvhCL/T3kWVZ1Go17ty5wzvvvEMoFMLhcPy3/lj/zaVpGnt7e+RyOTTtRYjyhb6YvvAg++FHH+J0OjFNg3Pnz3H902v09fVRrVaZmpri4cOH7OymmJyaYmxsjP7+fnZ3d0kkEliWRTqdZmtrC9M0yef3cThsPFQ6nT4YoCwmJ6fY3Nrk5q1b+AMBBgeHKRaLCIKHSDjMzvY2qZ0dpqanmBgfZye1za9++Uv6+vqQJJFWq4nL5aJUKiLKEo1mk9988Bv+4i/+GaWijeX5+c9/TrFUYmJigmAwSDKZ5PHjx2SzWT7//HN6e3sB2N/fp6enh1OnThEKhahUKvb2U5a4+elN3njjDU6fPsX6+jobG+t4PJ6OT1UUbX5pf38/Pp+PocEhNjc2ePr0Kb293TSbDY4ePcqTJ0/o7e3tbHwN075WCYZCFAr7LC0v8eabb9Jut+1EeqWCrhtUKlV0XWNra4tz586xt7cHQDQa7ZQp2F3eErGYPZS7XC5MyyQUdGFZ0GjUMS0Br9eLZVmdAJZhGITCYTiobhUEAUEUaTSaVGoNRMHC7ZSRJBlJtJAQ0A2DWsPuuXYe1N2qqoobL616A1WWkWQFSxRsS4PbTTwWo7srQdDnQcJCkWUsy0R3GoiShIWF0yEgCCbpvTwyIroJ4VCAtqYdcGwtPB4PjUaDZCxGrVoBSULX7QNQtCwUS8Ht8aAbOppu4HS6ME0LXVc7zNtWq4VuGIiGgQN7c2wJ4HS5Dup227QNDZfHTUiQcekOvH4ftXqdQDxGNBqhkqiwvbXFbnqXM2fPsrK8TL3RoKunh0AwQKPeoFKrE/R7cTgcBAIBNFXj889vcOTwEWrVKrupFANDg/T29fFsZobDRw5z4/ObOJxOLrz8MoFQCF/ATyadxuP1YJgmS0tLJJNJ9vf3WV1dpdFo4PF5icZirKyssLayxqXXXkWSJBwOB4cOHe542W2MmY9sNk/WNHn69DHLyyv0D/Szub3F+Pg45XLZrn9eXMI0DL7+ta/ZLOdAgEcPH+L3eejp6ebll19mJ7XDwEA/3d1d3Lp5kx/+8IccOXyEo0eP8fLLL+P1ellf36C/v4/+gX5GRob59No1ZFkhm83x7//9X9Hb241h6KRSOwBEolFef/0SqqqRLxTw+bwMj4zg83oRBJHTp89QLBTJ5wtMTx/m/r37LC4t4fX4OXbsKA6HwssXXwZMcvl9lpZXOHXyOJ988gmSJDE9Pc2hQ0fQdY2HDx+iKApvv/UWT58+47333iMajVKr1UmnM5w+fYpoNMqx48fQVI2A337Bfl4X/UIv9PeRpmmsrKwwMzPDxMREp5b8y67nS4UXVIIX+qL6woPs4SOHuHX7Jt1d3TTr9tbx2rVrJJNJzp07h8Ph4N79+9TqdY4cOcLy8jIul4uBgQHu3LnTCWttbm7y3//3/wtqVXvoe/ToMSMjI/j9fmKxmA1yz2XJ5/Ps7u6wvbWF2mqTTCaIRyJousZHH3zA4PAQlmnicDrZTe1iGAZ7e3sHbE0DfzDA1OQk+VyejfUNnE4XuVyORqPBxZcvouk6jWaTSDRCNBrtNIM875avVqvUanWWl5cZGRlhfX2dUqlEMBhkamqKubk5Wq0WtVqNixcvdv7/uVwOXde5ePFi5/q/WNhH09r09PSwuLDIyOgIa2trHcyXz2d7Vnd30wgidstSvW53wG/vUilXSCQSmKY9XNpXr1bHOtBqtUCAZrNJsVgmm90nEPBhWZBKpTqBPAsTTbevbSPRCK1Wq+Pvsw5IBKFQCMuyKFXKCAjUG3aLCqaOz+PC53aCSzqA+oOqqbSaTcDeaDkUBf2AuysIAoJsEwAEWUKUZCRZxuNyEItGELHANLAwkAQRBAunV8GyTBBEXC6FRDxOs6WzX66gtltYlmVX3CrKAfu2hcfjAWwvqa5rB8EJC4fDDguKsoJpWbicDlRdQ1YUJFGm2bJ/5g6HA8uyEEWbWOBwuWwEmmXRarVwOj12i1mrjSlAIOIn3hXj9qNFUtk8Xo+LEyfO2I1qHjePnzwhHAkRDke5c/suoXCISCzEyZPHyOf3yWb3WFldo1lv4PN6bW5pKEx3dzerqyuUSyUazQaSLFEsFqk1VZ4+neHNN984wK/V2dzcJL2XoVGr842vf90eLB894uzZs7RaLYrlEiNjY4yOjJHP7pFKpXjppZdwezzcvnOXnt4eHj54wvDwKJnMHj293QTDEQKhKIFgiLPnzpLLFexBrlojGo1x9OhRvB4v2axtJXj15ZfZ28vwL//P/5ILF8+RSu3S09vL6bPncLndOGUH9UqFZ8+eYiDw1ttvsbK2yvbWJh6X0+YOyzKW08knn3xCf38vI6MjeL1uVldX2d7eJhKJcPny6+iawdLiApFIhHPnzlOtVvB6fKiqTi6XZ/ygpc8X8FOpljl27Bjnz5+hWq3xwQcf4na7WV3boLCfR9dUbt2+iWHYLzaXXrvEXjZLb083k1NT3Lxxk8ePn3D02DFKpSLxeIxLl16jUCiQz+ftOmjDYHRkFKdrjfOHpn97J/ILfWlkmib7+/s8fvyY119/Hb/f/6Xf7kuS1MGRvbAUvNAX1RceZCfGJ5ienmZhfgFJkfD6fQwNDTE0NEQkEsHj8/Lp9Ws8e/yEzG4aSZERRZHHjx9z7Ngxm3AQj3Pu/DnKpTL7+/tUq1W6u7swDKNzNT4w2MfU1BTp3TRbGxu8+vLL3Lt7F7XVIlOrkUwm6O5K0mo0WF1d53v/5PsYhsn66gpKPMHc3BwLCwvEEnEOHzrM9NQhbt68hcvlolKp4vJ4UTWdWq3K2toabre7s1VuNBp4vV5cLhftdpv33/+AU6eOUygUWF1dJZvN0Wo16e2zgzSPHj1iaGgIVVVxOBwcOXKEjz76CMswWV1ZxeP1sLGxgYiNWMpnc5SKRTLpNIFgEIBKzQ6/NRoNDNNAa6v09vZSKBRIp9OASCaTYWdH49y5c1iWxd7eHuPjY1SrVdLpNC63G1G2g1emaaLrOrqud1L4u7u7xGIxVLWN1+fF7XbTarUolUoHG+xSZ4v8fKBzKA4MwyAeC1Nv1rEQEaWD63bdwOGQbU6tbiAril1BbBi0DQNRFDuHkCjYnlpJkglHI0yOnEERTEr5HKIk4HDISAiIWFiCgCRx8O8LCBaIiMSjcZqqTrPdRtN0dNNE09q43R4kScGyBBuVJUhYpkYoFKLRshvABAQsLIwDP+9zBJimaQjYQ/HzAdY0TWRZRFHkTlgNQUA1NBwOD5JsgtCm0ayh6U38AS+aKVLcL+N2+5EUmeMnT+Lz+9nZ2aG3t5eXXrrAxuY6Xq8HQ9NYX10jm8sRjUQYGxsjndq1Q30uF2JFwOVwUqtWQRTweDxcvnqFH/3or6nVqvziF78gkYhjGDqBQIBMJkMqvccPfvhDuru6eP3118nn8ySTSe789T0Gh4Y4feoYjx60uXz5dT6/dZvd3Qz/7J/9U+bnFhgY6Of69c/5vd97hydPH5PJpHn11YuUy2WWl9d4/PgZ3/nOt3E53UxPH2Jzc4OtjXVEUeSvf/hD3rx6lWQyiSTB08dP6O7uZnlpiYuvvcbUoWk+/fBjVFVD0VT2yxXK1Sr9AwP4nG6Wl1doair9/f08emAXQ3R1J4lGw7z66qv4D0gYpWKR+/fusra+xfDQIHuqhqar9Pb0kM1lcTm9VGs1+gf6uHXrFn19vfzJn/wxuq6T38/x+PFjdna2WV5cJRgOcfLkcTweD4cPHWJycpKx0QkWFxb5T//pB/T0dFEqFTh+7CSqqtLX28Pa2go9vT2d7+vHH3+MZVl8/Wtfw6E4cXu8jE9M/YMczi/0u696vc78/Dybm5t0dXV18IdfVj0fZJ8HmV8Msy/0RfSFB9loNMbNGzcZGh7C5/PjcnvwT3pZXFxAkGzW59HDh3E4nCwuLfL2O2/TaDSoVqtsb2/xlXe+ytZ2irm5RXqSXfQPDLCysoKu6yS6kiAK9A/2s76xTi6X49zZc1iCyF4ujzcQoLBfwO1xU6k3SXT1EI5GeOmVV9lO7XD8+HH2shncbhff+INvMjs7S25vj6dPnjA7M4MkSQiCRbNZ5+SJE3z4wQe2z6+3j52tbQzDIJPJkMvleOWVV/D5fCwuLuLxOPn00+v8wR98k9OnT1Or1SiVSnh9HkKhEKFQmEQ8Qa1WJxpz43Q4GRwcxOf1sr2zzejoKGtrK/T29jE5OUmlXLabnOoNZFlBVmSuXr1qV4UWChw/foJioUAwFECSJNLpNLraJhwOUa/X2d3dpauri0AgQDabwzQtMhl7G12ptXj90suoqkogECCdTuPxeCiVSgiCQLlc7jBcxQNWqt1qJXb4wL29vYiiSLFQxO32YBoGXp8Hl0vB5XKgmSYtzcDpBFE3sEwdSRIQBPHgvwU6ll1Ra9neU3s7KuFweTkyPYFHkWmWiwSDIWTJHi5Ny7K3sU6b52oJIpIo4vd6qdf3ETDw+73Umg1UXe80limKjMMh28OnJFOvVXG6naiahoCIoRmdal6ny4UgCmi6jkNRkJ0O1FYLWXGi6yaipCDLEvVWGwMBF4AAZruF2+unXqvRbmtg2fQDWYSjhyewJC/bu1nm5xeYnJigUi5Tr9ep1WrU6jXSe3sMj4zx/vvv4/Ot4JQVmrUmW5VtpiancXk8+AMBguEQ1VqVI4eOEIlGefT4MWtr63z3u99lby/Ls2fPGB4eZmd7i9HhYcpFm/M7Pj7K7MwzVpeXcSoO6vU61WqVcCTM4uIChfw+h6YPEY5ESGUydHXZNynT09OcC57h3r0HOJ1OSvtF3n7rK0RjUer1Gqurq4yMlPnBD35Ao1bn5YsXqVcquJ1O0uldVLXN46dPGBkZIZZI2v54TWN0bIJWo0Uul+PQkSNUyhW6kj289dZbCKLI9OQ4169dR3ZI3LhxkytXXicQChEIBYnFYxiGjetrt9v09fTjcnnY2dnh5VdeZmRokEcPHlDM71PM77O9vU0snmS/sA+CXdu7tLDE2NiIHbZ7+oxsPkdPXzfHTp5AADvcGIswPDJCs9mkUChw7dp1+vr7GJ8YR5JE7t27w9T0FIVSAd0wiEQilMu2Tz0ajjA3P8u1Tz/F7w8w0NfH9U8/5vKVt/+BjugX+l2Wrutsb28zMzPDkSNHcLlcX3p7gcvlevF9eKG/l77wILu5sXlwffmYixcvMjJsd7an02l8Ph8TY2O0mi329rLkczm2NzdxeTyk02l2d3dJ7aR46403WVhYoNFscufeXdpqm91MmuMnT5DdS/PwwX12d3eRJYnl5SWazQaDQ4OMT4xz7949JiYmcLncuN0uu0Fob4/U9jaSKOBwONnZ3mGgf8BOgls2P/Xlly8yNzfH0NAw77//PrGdHUZHR2m1Wmxt2WGciYmJTvf1zs4OpmkyPT1NOp3mT//0Dfr7+1ldXbV9jZqG0+HE6XAR8AdYWllmN53mtVdfpdm0t5yzs7P09HSxvLSIz2NX8j558gSAI0ePIgjw6NFjhkeH7Y2tINJq2kGt/f19dtMp2u02rgPmajQaJRwOd3yssVjMHlbCEer1OoGAn+pBJW6xWMQwDDweD263u2OVKBaLJBIJu8RAkSkUCvj9fkRRpNlsoiiKvVFtt2mrbUqFIuFwqDP81moClmUiCeB1O1FEAQkQLFBkGadDQdcP2lYsC0VSMLFAOGjpcnvQLAsDgXA8iWiaSJKJjIneqNGqV6k3msiygiBJINmFBw5FQtVFHA7ZpjG0VeKJBO22htPp6vhhG60mz9/dLeu5rUCkVCoRCgYQRRsT5nQoOA8Cf6amY2DgcDoxDAPTAssw0HQdtVLF5XKDqGOJMrKk2IxZxY0/HGFocJCdXBVJkYgl4oxqGru7KdxuD4cPHyYejxMM2ySE7e1tpqanyWWztBotzp07w142i2HoTE5NorZVdF1naGiI1E6KnZ0dCoX9g1IGk5MnT1CrVZmcnKA72UVqZ4dKtUogGGRsbIS99C4rS8usrK7w+pUrFApFXnnlFRYWFsjl82xsbLK6usbV16+wub3F0tISe3t7tFttJicn2dvbwzB03G4Xjx49JBQK0d3dzcLCAjs7O5T2C1TKZeKxGJIk0dXdw8LSMoFQCK/fzz//y7/kX//rf8PQ8AjT09NsrNu/Sxf++AJLi4s8evyQW7duoes61WqVRrPByy+/zNz8Andv3+Fr3/gGe3sZYrEYu6kdFhcXmZmZIRaN09XTQ/dBz/ra2jrHjh3jr//6r+3ntN3m0KFDdHUnGRsZpdVu4XQoNOp1lpYWSSa7OHfuHJIsEwiGSCYSrK2tMjU9ja4ZzD6b4fbMLXp7eojFY/T19yErCvfu3mF7ZxvdsPjWt79N/0A/rlyOZr2By+2mp6cXn9+Pw+XkwaMHZNKZ3+qh/EJfHpmmSS6X4+7du7z88ssEAoEvdejreXnPl91i8UJ/P31hCrPLZbfwXDh/nqmpKVbX1tje3iKVSrGxsUG90SQSjfLSSy8xNjbG6soqyUSCK1euEImE+clP/patrU28Xg+vvPrKwVBqe2g9bhc+nw9d03ArTpKxBMuLSxSKNrIrEokwMDBArVaju7uLer1Os9mg3W7R09ODpmrsZTKkUinm5ubo67VB6OFwCMM0OXrsGIZpcv7AIzg+OQGCQCq9i2GZFIpFmq0WhUKBQCBw4FfdJRwO43A47M2orrO8vIwoiqRSKWbn53B7vYxPTBwMKzukUinOnDnD9PQ0alslnc50/L+FQgFZlvH6vOiGYVeNxuJoqoamqowMD5PeTXPkyFGSiSShYJB6rcbMzAy6YV/fJ7uSVKtVZmdnqdfrOBwOuru7mZqaJhFPsL+/j8/nszdspRKqqtLV3UUg4EdWZFqtJpVqlVQqhaIoqKpKqVQiEAjQ29tLs9nsNIdJikS73aZcrlAqldF1A8MwwQThuW1ABEEUsDAxTQOsg5oC00JTNRsBZoAliiCJqIZJKJ6gWG3Q1C10QcFS3PgjSSKJbrz+EIrT5inaW1QH0WiYUDiEx+VGEkR0VUfXTZs7api0D4ZAy7I6G1fhP4OLPycA2HQCCZfLhdPpxOfzEQyFgL+7zhJEwUaKHbBbAQzTOijoUHE6Xfj9PhLxmD3IOFxsbe8SiUQYHRtFdjiQHTIIIMoSjx49YnFxkb6+PmrVqk2p6O8lm89x4sQJXC4XsWgUyzTZWF9nfn6eweFBFIeCods0iVs3b3UCXZlMhsWlRVZWVgj4/dTrdVZWVgmFwrg9PlxuNzs7O3g8bj7//HNSqRQCom1l8ft4+OA+iwsLhEMhotEomq7T09PD+Pg4586d5d13/7aDcwM4dOgQFy5cYHhkCF3XWFldYb9YZPrwYc6dP4csK3h9fmq1GhOTE1iWSbVaRVEU0uk0lUoZn99LMBigVquRyWRYX7eDkbdu3eK1V1/B7fEwPz9Ld3cXpVKR1bU1VlZX+drXvo7H6+XIkSP4fD4y6TS5XJ7PP/8cp9NNd3c3Y+Pj1Bt19vfzbG1vEgj4GRjoJxqLsl8ssryySq1WY319nfd/9WsePXjA3Ows1z+9xsMHD1hfX6fZaBAOh4jHYmSzObulz+/H6/N37EafXrtGKpViZmYGwzQ4fPgITqcLURTRdZ0333rzt3EWv9CXVPV6nZmZGZ48edJp0PyyyrLs8/b5mf1CL/RF9IU3sj6fr8OHNXQdSRRxOBx0dXXRbLb46OOP6e/rR7Dg1KnTbG1t0mo0yWs68Vicudk5rl//lEOHDlEql0h2dXHyxAlK5SLlStkO3BgmJ06cQD3YCia7u0ntpqhUKgiCwK9//Rtu3rzJ+PgY0UiYtdUVXnrpJYLBEIFAgJ/97Kfs5/Lsh2wsldfr4fbtWwRDYUxLoL+/n0qlTLPV5vDRo1RqVSYmJtjf3ycaj7G2ssrCwgJHjhwhFovh8/k6X38sFmN0dJQnT54Qi8fx+f0EgkGCwYC9KbUsMpkMtXqVcDjM/bt3mJiY4OnTp8RiMQb6+1E1jdXVVXp7+4jF4oyNjjM3Z0Oxjx49yv7+PmDhdChEwhES8QTxeBxZlhElkf39AvVaDYfDgSiK5HI5+vr6KJXKRCJRNjc3UBSFSCRis2FLRUKhEK12m0gkfNBOZPt5W61Wh3HbaDQol8u4XK6OZ1gQRZxuF7qq4XZ7cDrdNBot9rJZBEulOxFBcAg4HXZgxzQMm7SFiKTImJJdxdhqa/amV9XQTcgXy+TLNQSrSqNRJR4OIJsG/YkYXl8QWRJpNuu0mzU0TUUQLIIBP822zs7uHvV6A7lQIhaLIkoirVYLt9tFvV5H1+0iA900kAUJj8eNKEmYph2MczqdGAcBi+cMWrfLRbPZpNlq4XC5MA0LQzdpGE0QBJxul22xCPsIBEMoLidunxfDsPB6g0CR2bk5IpEIkizhcrvx+f04XS5SqRQOh4NcLkez2cTtdhONxTAMgw9+8xuSySQnTpygUNinVqtRrlYQZBG/x8frV65w995d7t+/zze/9QdUazW2trYIdXdjaLZHNhKJoGkaPb09/Hd/+c9ptZr2dtU0GR0Z5YMPP+H40WPkMnuMjo6wvLKCz+enddBSdejQIRYXF5mcnGR4eJhsPsvMzDM+//wzvve97zE+Po6ua5w6dYrd3RSf37hJOBqhf3CAUCTMhx99RKFYZC+bxbIgnc6wvr5BX18/ly69RrVWxXEQmpuensblcpHL55mdnQPLIp1KcfrUcSxgduYZYFdhy7KCpmuMjY916piXl1fx+7y4nQ7+6Lt/aHMm8zmisRhzc3PomsadO7dptdqIkszA4CAvvXQBSbRfUtZWNthN7VIulXjw4CEul4doJEJPdzf1ep2NDbv+9tLrl0jEoywsLhEKhRgZGSEai6G22ywvLgMQDodZWV3B7/eTSmXIZH7NP/+f/M9/m+fyC32JpOs6u7u73L17lxMnThAIBDqBpy+TnrPQS6US9Xr9Sz3Qv9DfT194kK3X67z77k+5cuUSpVKJXC7H/v4+Ho+Pq1ev0mw2mZudpVqucOHCBTweD5VKGbdb5uTx4zTrdba3t7EMHZfDz69++QsuXLhAVzJJu9Uim81y+PBhAsEAGxubSLJEJBphfWOdW7duMTw8zOXLr3H79k2WlxY580ffxTJM6tUasiihtlocmprmwYMHnb71hcV5Go0G4UiU/XwBn8/HgwMW7eDgIOPjk/j9Pubm5hgcHKSnp4dSsci9e/c61/lAB1/ldrsZGR0llc7Q09tHKpVif3/fHvQcDho1+5dvYWGB3r4+VlZWANje3kZrqygOB8ePnyCV2uXp06d4PG5M06S7u5tUKsXgwACRSITNzXUymQxDQ0MHoZV9BFFAEu1A0vDwcCdRv7Ozg9ttM0n7+voAm16AAOFw6MBP2qLVahGJRGw8k8dDpVKx/bKiiN/vt4ekUAiXy+azulwuXG43hVoDWVKwTItas4HXpaDqB3YBxYnicNiUAstCkmWwBNS2RrPZotFs0my1MXS7yKFQKGLoJorLQ7PRRLck6m2D7liEYq2B4ZIJBrw4HS50tQWYyAropkQ0EsXl3EHNlw8sHGWcTkfH3/t8kxEKheymMVmm1Wrjcrtot5o4ZecBL1ZFkmXUdtvGyQEm0NZUZMVpt5xpdpGD0+UEBGRFoVav4/EGcMoKhimg6gb+QIhsLk8oZjOFNU0jHA7z0UcfMz4+djAA7na2uyOjoygOB5VKhWAoSCwWo9lssri4yp//0++zsbmB2+ulkNsnHk/gcDhwezwoDgdjY2PMz8/bBRklG/d0+PBh7t27RzaXAwvu3b2LKEk4XE7eeOMNEskEv/rFL3FIMk+fPmVsfBxV1fH6fVy7fp2trS36+we5f/8eb795tWMvaLddXLv2KSMjI5w/fx5Xd5f90jc5SVtVWVldpVgsEYlE6O/vJ5vNEo1GSSaS5Pf3URQHd+/eIZ3eJZlM4lCUzvMlywqnT5+h2Whw6/PPWPybRQ4fO8zk5BTvvfceiUQSry/A4uJip+jj/Pnz9HT3YBoG7733Hn/7k3fp6ekln8t3qB8iAg7Fga7rxJJxTMuiWqtz7MgRFFmmr7efn//spwyPDGMJAt09PThkJ+fPn2Nra4vd3V1Gx8cOgptOurt7iEYipFMpLMsis7dHMpHg3PlzHd/xhZcuUCqVePbs2W/rPH6hL6FM06R2cPu2uLjI8PBw52bwy6ZGo8HOzg61Wu3FIPtCX1hf2FpQq9Xo6UmyuLhop+kP3p58Ph/5fJ5EIkEsGkeWFYrFIs1mk3w+Tzqd5vbt2xw+fJgLF+x+dEkQSURjLMzOMTcza1+5e70oLieZbBbZoTB16FAHCZXJZNjfz+FwyPT09FCpVMnlcgwPD5PJZLhz5w7z8/PcvXcffyCI2+0++IwCsqSgaXaS3ev1MjQ0xObmJsFgkNHREVRV5eLFizZ9IRymt7eXI0eO4PV6uXbtM1wuN9vb2+zupsjv51hYXGBzc5MHDx7QbrcRBIGpqUlM0yAcDvHo0SM8LjcCNi81Eong8XjsK1Wvh0wmjSxLDAwMoOsGXq+fkZERbt26jaZpuJxOcrncwddZOeC82iUNsXgMh8OBrhu43W76+/tpNBr4fD57kEja1oNsNouuaQQCAYrFYsc8/3zozefz+P1+3G43sixTrVaJRqOAXXyhaRqKolAqVYgnEzg9blweL5YJmm7SamnUG01U3bD/VDXamk693iKfz1MoFqjUarRVG8Plcjo729BKtUqpUgFJxO3zky9X2djZpdHWWN9OUa7VMUwLj9eH0+VCkhUcTgcutwufz0+zqVOpVDrhG8Mw7MEdME2LUqlCq6XaXmFAbbcP6k8NVFVFURyYpmlTAg5IDYIg4lBc6LqOqmuday1DNzEMA0EQ8Xg9mIBmWqiGxNLqFkurayQSCVwueyO8ubmJqqpMTEzR19dPPB7H67WrZBOJBMVCgQcPHjA6Osr5CxdYXVtlfn4e01Rpte2XOb/Phz/gx+V0MjU1RbFQ4Pbt2/bPVNfJZrOYpsVf/ccf0G63OXnyJKIo8vTZUyRJwu/34/N6+cm77yIAo6OjVKpV7j94gM/nY3s3xZ27d7ly5QqyLLO/n0PTVdbW13DICsePHOXPv/9PkAWRarWKptm84mq1yoULL/H661eIx+PMzMySz+8zOztLf38/qqrxwW8+QhJEBgf6URSFS5cu0Wo26enp4cSJExw8YPT29tLX18df/uVf4nI5uH/nLtm9Pa5evcrI6Bjd3d328z3Qx+raKul0+iCIJfG9732PC+cv8sbVNzlx4hTT04eJRmKsrq7i8/u4/PrrJJNdXL16lUAgwI3Pb3Dt2jVu37pJNBYlGAoxNj5OMBzh1x98SFvTUJwOTp4+xeDgIHfu3uP+vQeUCkV+8fNf8POf/Zw7t++wsrTCb97/Dc+ePMXn8+H3+Xj3b/6WH/6nHzA3M/vbPZVf6EundrvNxsYGt2/fZnd3F13X/1t/pP+f63noem5uzkbcvbAWvNAX1BceZEUsEtEITkXGpSjIokQoEKSry/as3rp1i67uLoLBUMd/Wa3WCIftNqlSqcTw8DA9PT2sr68xMjSMy+Wi0WjYCe9ajYXFRT7+5BrDIyP09vZSr1Z58803OX78OF6vn3qzyfETJyiWKmxsb5HJZHB63Dg9bhqtJqViiUx6z8b2lEr09/fj8Xjo6e5hcnLSrmltNohEwty/f4+9vQyCIKDrOl6vl+6ebuLxOLGDUMvv//7XSad3CYYCXHjpgo2sKhboSSaIhUMMDwwQ8PmolSsUCwWWlpc6bFNZlhEEgePHj3Ps2DFGxkap1+ssLCyQz+c4duwIPp+HcrnM+vo6pilQLJW4c/cuA/2DFAoFyuUy8XgcwzCYmJiwB5HtHZ4+tYd/XdcJh8PU61VcLgfb29s0Gg27wvTAl1upVHC5XAQCAeLxOP39/UQiEZwHw2UoZNsy/H4/kUgE4wCfZZqgKAqVA29nZi+D7HTQaLXJ7RfJFSrUGm3qTZWWZm9oNU1HlGT8gSCBQACPx4PT4cLt8eLxeg8QXTq1WoVMJoMpQKwrieJy0zIs2qbFfqlGudZAMyxCsSSS04UpSPiCIcYmJtE0mUajTaPRRNN0NE3DMCwkSUHX7aGz1Wp3vFZt3aDRbFKt1Wi12zSbLUDE5XJhIdBqazRbberNhk07EOwNrGHY1AXhAEXmdLkRZRkkJ7lijZn5FZ7OzKMbBm6XB7fLjWVZ/OhHf4Nl6czMPOPevXtIkkSlUrET9rEY8ViMcqVCq9VifHwCX8DP2Pg4n392g6NHjiGKEvVanVwuhyiKDA8PI0kS+Xye48eP02q1qVQriILF0vwCsiDSbjQ5feoUL128QFcywZFDh+nv7WN5cYmJ8XFcbheDg4MUK9WOXeb69eu02226u7tptVosLCzQ39/faYN74403wDT58Y//hsXFZarVOj/4wQ9pNposLiwwOTGGLImUyxWye3sk4jHaaoO9vTSffPwxv/7V+2xvbVGr1fD5fOzu2rcQlmWh6zp+v5+d3V2GRkdpaW1UTaXRaOJxeWk2mvT19aNpKqsrK2xsrPOzn/2M9F6G5dVV1jbWmZ2fQzcNJiYn+drXv86f/fmf29g4h4P+/gH8/iAffvgRjx4/QZZl3F4PlWqVr3719zh3/jyxeIy3v/Imc/NzHU9wsVRkc3OLRrOBy+Xi8OHDmJbB4uI8ExPjTE5O8OjRI/b29pAkiWazSSAQYHt7+x/kcH6hL4+eV9beunWLe/fufSmv1uv1Onfv3uXRo0dfeq/wC/399IWtBe6DYUhRFCYnJ6jVGhSLRfxeH4rD3nJVazV2dlM43A57GzQ+hmGYnD17lmw2Rzqd4ciRo2xtbuN0OYk345w8fYpavc7AwAALCwusr61TLpepV6rE43HW19c5fPgwS0tLHJo+TKGwz8lTJxgYGCAcCtM3MMCn165RKVdwuJz4An6cThenT5/lwYP7tFpNdE3D43GRyTQZGhqk3W6zv7/P8vIyjUaDw4cPs7GxwcbqGvF4nJs3b+J0OpmYmKDZbNJ1EDALhUK4XW58Xi+NZpPNzQ1u3rxJd3c3CHDq1CnW1tYYHhyirbYJBIOUy1WGhoYxDJO1lRUcDgelUolsNkuz2WRwcJC1tVXeeOOyfUVeqbCwsMDg0AButxvDMJiemmZhfh5N0wkGbXLC7OwMJ0+ewOlU2Nvbo1qtous6w8PDtNv2YKDIDuKxOOGQXSRhmRbZvSzBYBDLsiiXy7jd7s6LR7FYxOcLUChUkCURWZHxejydYVZWFLtfXg5QKtcJBgMoDgVZUbAwERBQZBmH04kg6himhSjKKLLNBRRlkUatjtPpwDDblMplHE4HAbebXLGI2qhjIeB0JDDqKi6/gMMTpFwoEQ1HiONkcnqQra1tNNXAMHR8fq/toRZFREnGQkBVNWRFshFhVguXw4FlgWmY6II9/LYaTWSHQr3eOEjKmqioeEUfkizh9XlRNQ1V1bAXAxaWKKCZImtbu9x7uMT5ly8wNDJCtVJleHiE/f19HIqDH//4rxkZHuHsuXNUKjUs08TldNGoNxkeGibgD1Aql0gkkySlbgRR5s6tu+i6TjQYJR6Lk8mkiUSjHD58mL/9yU9RFAfT01OcOH6cne1tWs0m6+vrZDJ7DA0NIIoC8XicaDTK7Owsx48fZ2Fh4aAV7CKZdJbMQTvc5uZmp35ZFMHjclKpVDos583NLfz+AEuLK5y7cAGX20U4HOHmrbu4nI7OVfzbb79NqVTi0aNHPHnyhHfe+QrpdJpsNs//7H/637Gzs83rly7z0/d+yh/94++yt7eHiIDb5eLGjZt4fV5GR0dxOhXW1taoVRt85zt/hCSJ9HR3MzuX5+JLL5HL77O4uMj4+DiTk5OkUjvk83k0TaNet5+nDz/6iOPHT6BqGoszc4SCIa5cfp2dnR0mJsaYmZmhq6uHtbV15hbmkRQFr89LPGJ/v6vVMr95/9cosoSm67Tabd544wqRWJhcLoc/4OPo8WNk0hnu3b+HJMlUymWCwSADAwP/YAf0C315pKoqGxsbXLt2jVOnTtm3lF8Sr6yu66ytrfHrX/+a7W0biflCL/RF9YUH2UajQb1eJ5VKMTJi46uKxSKSJOHyekgmk+zs7PC9732vE4iqVMoYlsHtO3eIhCO4XC5u377DfrHAt7/9HSr1GnMLCxT29zl58iSvvPIKsUiUpYUFdndSDA0PUygVMU0TxeFgfX2d8fFxgsEg2WwOVdUYHBoiFotz+fLrrKyssry8QqlURpIk3G4Pt27d5uy5c506wN7eXk6dOkU+n2dnZ4doNEqz2cTn85HOZAA7FBYIBOyhdHiY+YU5UqkU9Xqd0dFRDENnYX4eVW0zOTnB9s4O586dI5VKEQ6HaTQaLC4vkUwkiHZFmZ9foFqtYpgmvT29OBwKM8+ekUgm2draQhBETp06RbFY5MbnNzhy9Cip1DZut7vTIJbP5xkbG2N8fKyDxHoeJOvq6qKtquwftA4JgkA4HO5wZ+v1OtlsFgBFkanX6x1E1/OteDqdxuFw4Pd7URSJYqGEz++jVqvSbDZQHAqFYhGHItNWDQJ+F/VGi4DfiyBKYAmYWLicLhTFgSjKgIAgSPZmUxLx+304FQeVUhk3IrplFxVohgWyE8mpg+yk3tIwDY1CdQ3ZoeD2+WnpJuVanf6BAdLpLBYa4oFnWJQkKpUqmmbgcokYpgW6gSzJWJaBKmidAcU0TRvrJdsbXFEUURSFRqOJotieWwu7lMHlciHJDpyKEywT2aHQ0kwc7iB9/X3s5bLs7WXQNdNu5kp00ag1qVTsVraV5RUkSUYUIRKJsL29TbPRoOqrsrC0yOTUFFNTU2xsbNHd28Wv3/+Q7/7hd3j44CEIFrNzi3z/+3/CSxfPA7C+vk671cLtdnPs2DGuXbtGq9VicHCQDz78AI/HQywWo9Fskt/PE4lEuHbtGlOHDjG/uEQsEefYsWMIosi//tf/mv/d//Z/g2WZDA0NsjC/gMvlwuFw8sEHH/POO2/TaGr09fczPT2Fruu88spLPH36BF3VOHbkKPValWa9TlcyQSgcOfhaNujt7SGfy2PqBk+fPEFTVR7ef8Dk5CSNepN3//YnqLrGmTOnuXz5NX7205/g8Xh59nSG5aUlTp44wfLiIpFwGFl2IIgyf/ZnZzEMw745OUCDSZLE9vY2GxsbXL5yhSePn/6dt1zV2NneplQuUywWeeutt6hX67z305+S2dvjzNmz9Pf3c/vmLXZ3dvAH/AwPDREKhxElmZ7eXurNBidOnsQ0TcrlMltbOwwMDRJLJthY22B4ZIThoSFKpdJv/2R+oS+dTNOkVCrx4MED7ty5Q3d3N5FI5Evhla3Valy/fp0HDx50rGIv9EJfVF/YWrCXzbG1vUMgEGRmZoZSscjG+gb//t//e1qNJs+ePuXRw0f8+le/JJNO09PVjSRKWFgkkklM06Svr49kMkl2L8uPf/xjnC4Xd+/epdlqcu/eXX7xi5+T3k1RyOc5efIExWKh4z1Mp9N4vV477DQ0zMjoGFubW/z61+8TDAa5ceMWw8NDTIyPUK1WcLtdxOMx/vE//i77+/vcv/+Aq1ffoLu7h/v3H/DTn/7MDlLlcqytrnaaiWJx++oXQaStatx/8ID1jQ1WV1cZGhoiFouiqiq9vd2cO3cWXVcZGhqkVrP9hE8ePyYYDIJlsbm5yQ9/+CMEQSASifD666/jcXt4+PCxvcGuVlhaXMDr9bC1vUU+nzugIfgJBAK0Wi0CgQBer5dgMNjZ0BqGgdvtotVq4XA4aDQbGIbR8VW1Wi10XScejxGPx6nVqgQCAdxu2wdqGAY+n6/jSfJ6vUxOTuJwONjdTdNqtunq6gILZFnuDLwOh93QJSkyLU0jnd0nkyvQaGlIihOvP4AoyYiihKzYm1lRsq97dU2j0bCvbAPBAMFQiEg0TCQSRpRFBFnE4fXiC0fxxZPg9KGLTtqmRKnS5M7dB2xub5POpKlU6ySSCXwBP7LiwLLsbazPH6BebwISFiKaYWJYAropoBkWhmUhiCIWUKvXabdbB9YSDbfbDnoJooAs20l3j9tNKBTCH7SrIy1Rplhr0TswjM/vJ7ObRmurjIyMsJvO4A8E+MM//A6XL7/G+fPniYTD/P7vf53Z2XkM0yQajZLdy1Kr1Xj77a9QKBQQBJEjR47icDqZmBhjaWUFl9tFMBjk5ZdfYmFhifHRMVqNJm6njQ5LJOKIoojX6+G1115lN51mYHAQwzTp6e3FtCyePH3Kq6+9RigSZWNjk8HBPnZ3M8zNzxONxbh8+XV++ctfUqlUCYXC5PcL3Lh5k+2dHfr6ewgGA/yjf/QH/OhHf83q6ipzc3O8/NJL1KtV8rksH3zwIQMDA1QqZSKRCGNjo+SzB6GzO/eIxaJ2uM3pRHE42draxjTsJrWzZ88yNTFJMpkgn8/z0ksXGR0d4/iJkxiGwU9++lP2sll+9KMfU66UicWi7OfzbGxs8OzZM3Z2dpicnKTZbJJMJjhy5AjBYJBIJMy5c2cRRYF7d+/y8MFDerp7WFxY4te/+jW//NUv2d7e4cyZs/i8XjxuNw8fPmRgaJC2puJ2e4hGYxSKJSrVGtc/u8F/+sEP2dvLkk5nUNU2qd0UuqZx5cplXn7pAhsb6+zt7f0DHc8v9GWTpmlsbGzwk5/8hKdPn6Kq6n/rj/QPLsuySKfT3Lhx44U39oX+i/SFN7KvX73Kp59+CqbFk0eP+fa3vsXpPz3NL3/9K7weD8PDw5imyacff8zk1BTtVoNms0EoFCQejZHe3eXhw4fomk5XMkmlUqHVaOD3+ejp7qZYLNBsNtDaTUZHRgEQBJGenh5GR0fZ29tjcGCAvb098nk7ray2VUaHR+wwk9PBvbt3Ke7v4/HYlZ9TUzbsPbW7Sz6/f7C10ykWS0SjMUqlCtVqmXAgyOTkJE6P227BqlZ48uwpfX39+AJ++gb6efONN9G0Nnfu3ObVl1/hwYMHZDJpLCy6upKkUruoqorH42VxcRFZEnG7XJw7exZRFPH5fFSqNZrtNqZlMdBvc3HdcTdLS/MUSyUUReHs2TMgYDeBVSrUajWq1SrtdhtZlvH5/KiqSrvdpLe3l0ajYSftVZV2u00kEqHVahGLRcnv5ymWCrTaLWi36O7uptlsdkgF6XSaYDCI02lfLcdiMUrFMg6Hk3q9TqlUIh6PIQjCAb7KQfvg86fSGZLxGPvFKvFEF4rTgywLyCJIgoUsS8gOk3a7TbPRQNd1XJaTtqqimQaCJGIaGmq7idZWadTraKqGaQpUmy1ajSatRoO11WXajQa6pmFoOppmEo2HiSViKA4H5XIZXyBAS9NptXUkxUWlUsHtdtp2CguCQQftRhuHQ6TZauM9CHpJkoRhGAebWHB73bhdbhxOB06nE4fDgcfjRnLImKaF7PDRP9bL8vIOZ06fpFavUNwv0exrMzo+xtMnj8ns7REIBrlz+w6BgJ8njx/znX/0HVbXV8nt7+M/sIY8ffqEo0ePsrKybA/NHjeJLjs4Zpg6e+kMuq7ZzFuvl8GBAdbX13E5HTx98phms8nm5iYnT54k2dXFqH+c1dVVZMVBIBTCAm7dvcPly69x795dNjY2aaslvvb138PhdLG0tEI4HKZcqZLP73PqzBkWF+cZGBpgeGiIZqOJIIlEoyH+3b/7N1y+fImN9VWq1QrhSBjdsnj0+Amj4xNUKhXu3b1Hb3cPmCbhcICHjx7xzlffIZKLcuJ0gEqpTDab4/Dhw6ytreH1edje2uTpk8e0VRVDN5mYnGRmZoaTp08RDAYYHR8nm92j1WyRzeYolmxM3+DgII1GgzNnTlOrVSns76NpGqraIhTup9Focv/Bb9DUNqVCgcGBIT77/Bo+n58zZ88wOTlBuVxmdWWVs2fPEgyFiMZiNBoNcrk8hmHR291Ld7KLz65d5+MPP2Z8bIx0Oo3T7cLjdrO2tkK9XME6KDF5oRf6bciyLGq1Gg8fPuTDDz9kenqaRCJx0JD4u6nn7WZra2tfisH9hX77+sKDbDqd5qtf/Srv/+rX9Pb1YglQqVU5fPgwsViMnr5egsEgi/MLrK2tsbGxweryMtvb25w6dYqBgQG6u7spFIt0JZNcv36dmzdv4vX5kCTJRm8FAggWGLpOoVikb6Af/QDdFI1GuXfvHrFYjAcPHvCd73yHer3O4uIijXqNgM9HOp1GkmQuX75CoVCgWCyzsbFFIplkL5fH5/ORTCYZGRmhWq3yb/7Nv0WWRGJhm8dZTJcIRyKcOnWKxcVVRkeH+eyzz4jFYkyOjzMz84xMJsujR49svquiMDwyzKNHj1EUhXarhXng7ZEkmUQiitNpt5Bdu3aNb37zm0xMjFGvV5mcmqJWrbK6ukokEkOSZaLRCI8ePWJwcBBvv4f9fZsvapomhw4dAmBgYIBf/OIX9Pf30tXVRTabZXNzk56eHsbGxjp/qS4tL9PVlaTRaDA4OEir1aLZbJLJZOjr60PXdXw+H+12m2KxSKvVIhwO09fXh2kaqKpmB7PqtYM6WAWXy4WqqrZfVlZAEHC5PWi6zYl1u30osoRgGTidCsIBr1SUZayDFwjsElokUUBV26jNJlq7Ra1ex7AEyhUbLYVpYeg6bVXDBHtrKyrE4kGmpybxeL3k9vN4vD6y2Sxuj4d6vYCq6siKgqabtvfVNKjVGkgSiLqAQ5HRNANRsA6KEGwObltV0TWDtqASCARxu9x2ra0kIUgyikOmrRlIukE6k8HE4pVXXuX/+D/8X8js53n7K1/h1JmzPHv6lOmpKe7de8ihI0ewLJNSuczY2ATJZJJPPvqQttrGHwiQSCbZ2Njg5MmTeDwe+vv7yefz1Ko2xD8QCByUUtjlFqIoks3lUFWV/v5+hgaHWV/foFAqEovHO5SKUydOsrm5xfb2Dn09PRw/cpTMbobevgSffPwp3/3uHzE4MIDb7eTxo0ccP36cnp4e+vp6WFpa4sc//jFf/cpXsYA33niDarWCx+NmbfUmE2PjjE9NkslkEUWRWq3Gp59eI5vNcuHCebqTSVZWVtja2mRpaYn+gX6y2Rz1ag2f14thGAflIBLRWITl5WUkSaLRbBEMBlEUB3Nzcxw+fIiRkRF2treZn5/n3PlznD5zlv39/c7XubOzw/3793nj6huIgkAgGGZzcxNFUfj2t7+FaRhsbWwwMzuLpMi4PR7bbz43TzKZxOvxMDoyQiQSsX3WFuRzOcKxKJVykSdPntDdnWTm2QyfffYZg4ODTB8+hKqqPHnyiGKhQCQS5ZVXXvntncgv9KWXecC6vn37Nm+99VYHi/i7qlarxfLyMplM5oU39oX+i/SFX/Nu3rpFu93mtcuXOHv+PE+ePGFubpbl5UVu3brB4uI88UScb33n24yMjHDnzh3a7TaVik00WF5e4dncPLppEQyFOHToEMMHNbfttsrKytrBAOEik8mwt5exU+9OJ7/85S/58MMPEUWRzc1NPB4PjYMtX2prm9ROyma39vYyNjbG48dPcThcVKt1RkfHqZTLvHrxJSrFAtn0LrVKhSePHnP08CH+6Lt/iGYa7OVzjE9MkM/ncTqd/MVf/BPADnBtbW1x89ZNDMNgcnISTTdAEBFEidnZeSRJpru7m8mJyQ6SzDAMuyHoAL/Ubre5du06qVSKqakpHj16xMeffILH52VgYODg6t9ttwnVG9y+fZtgMEhvby+CIODz+YjFYty/fx+/34/T6ezwO3t6eg6qagMkEgn29jLUalWWlpawLLuD3uv1dsJdlUrFxksd2BEURSGZTKLrOpquks1lye/ncDgdB1QAG/fldDpxu+10vqbaCK7cfoFsrkCl1qbe0tGRsCQF3QRFsRu0ZMWBIEmYpk6zUadWrVAs5NnPZijm9yjnc0hYOGQRWZJxu90Eg0GisQjdvV30DvQxPjnBydMnOXX6FIFgEIsDVJhuUwcsy0KSRRRFxumySQmtto7H7UM3TCxEDPPgkZdEnC43DsWF2+3DtMAwLDTNoNlsU6nUaLZUdNNCECRMC1qayeZOGlUzOHriuH0FuLnOmbMn7SKGtsrMzBymBTOzs7x66VX+7f/4V4iygqraODNJknj10mtout7Z0p86dYrV1VUUReHmzZvkcjl+//d/n6tXr6IoCseOHUOWZeIHg6rT6SQYtG8QnltEVFWlUCiwtLREMBgmny/g8/k5deoUOzspctkc5VKJp48eUquW2U3tcOHCOWrVqk2rCIaoVqskEgl2dnbsAV4WiUajBwP2ADs7KdweD5ppoSg2F1cQBCRJwuFwMTY2YRd/DA/x6muvsrCwwuPHjzsc48zeLm63XRJx8uRJbt68xdzcPFNTU0xOTnLu7Dl2dnY4fvwYPT3dbKytUykXKRZKjI9NUC5VWF5eJh6P43Q6icfj+P1+DMPgydMnFAoFzp49yyuvvIKiKBw9epRAIIDL4+Gll15Clhy88sor/OY373c27nNzczidzs7LnGEYTIxPkM/u8eEH72MaGqnUNt09Ser1KgODfVz79GPm5mYoFgoIgoAgCKytr/8DHM0v9GWWpmnMzMzw3nvvsb6+/ju7qbQsi3w+z8OHDymXyy9IBS/0X6QvvJFttzXW1jeJRkLIiszQyDD7uTy6rpNOpymWSnzv+98nGovx5ttv8/jhQyLhMFcuv85//E//kelD01iixO7uLusbm/iDQd46eoRPPvkEURRZWFi0wf57e5gWSLLCxsYGfX19nevy1y5fZnFhgVAoxNramt2MdPIkatv2dAaDQWRZYX19jU8//RiHw66+7e5OksmkaTSafPzxx7TbKocPH2JyYoK5/wd7/x0j6Z2f96KfN1TOubqqq3MOkwM5M+QMyeVyg3a5K61WwZLsIwdZPtaxb9A/1n/GBS5gwNeAcewjHesAlmxpJdmbd0kOMzmcnGc651BVXaEr57fqrff+8fa0r3Ev7iGspbQr9QMMCAyG3dVV3b/+1vf3PJ9nbo5ms0m322VpSWfEBgIBFEXBbrfjdDo5f/Yce3tJIuEewqEwlQPP6dbWFqIoIoqiHrhqNBkaGkIURep1vckpHk8wOjqKqnZYX9+gp+cMa2trqF2VsfERCoUCNpsNh92B2umiKG0CgSDpVIpoNMrc3BwOhwOAfD6PpmkEg0FMJhNWqxWLxUIikWBkZITV1VXy+TydToeTp04Sj8cxm83s7u6SSqUYHBzEYtHtE/v7+xgMBjoHQ1W3q9sAJElCkvR6WofDgcfjIZVKYTTqtgKn04ksyZhNFqxWC8VSgb3MPm21S0fTMFttGIxGEA6qBlQRm9WCLEJd0DCbDHQUhVqlBEYDHTQ0UUQyGDBb7SCKGIxGZElCliQkyUO3q+Kw2RAAul26dA82xQqVWhVJlrFYbbTbKpoGahfqjSa+oA9B05ANImazEVkUsFlMGA0SsijSajZoqzrFoN1u66FCg4F6s4Hd5URVO4iigMlmJ1uo0dEE6vUG08dPsbm5wWBsgGPHTrKT2EMArFYLFouZ6598wvDwIEMDvfzhH/w+v/1P/gmFQoGPP/yAX/7VX+HylSu89+67LC8v4/XqIcje3l4cDofuU95LYjCb8JsCDAwMUKvVqFQq+P1+VlZXaLXbIAjs7O5w5fIV6s0GRpOZYDDE22+/y+nTJ6lUKjorVwCXw4Esy3zulc+xvRunXq9z6+ZNyuUy8XgCn8/Dzk6cixefp9PpYLFY6O/v58njOXZ2dgmFgqhqF7fbg8PhIBKNona7lIpl4vE4v/u7/1cajQaPHz/Wv5c0janpCSrV6uEbzosXL3LzkxsEQkHUbpuBwX52dnaIRHro6enBYDRitdlIpVIEAz72M1n+7b/9d3zulZcJBoOMT4yzG49TKBQolUqMjY0jCCJXrlzBbDKxtrrG06dPifUPMDN7jO2tbfb2UgCcPXuW4dERtra2CASDDAwOcvPmTbw+Lza7jU8+uU4+l6NWqzE5OYmAjgKKRqMcP36c9fV1Xv/a67zy8uco5EvcuHkTu93GmTNnMJlM9EQiP/GD+Uh/u6VpGvl8nh/96EeYzWZ+6Zd+ifHx8b9xm9lOp3PowW82m3/dD+dIP6P61INso9FA62qUyxXdW+l0HjAuBcxmM2vr67z/wQf0xvoYHhpCFkVufHKdRDzBV77yFWRZpm9wkKGhQf7D7//vhMIhHE4n/f39hEIhVlbWyGSyyAYDMX8Aq9WKw+VEVVUd6l4uM//06WFq2W63Y7FYUFpNLly6gCiI7CUTBIMBbtxI0NPTg6K0sVqtqKpKoVigWCgSCunX7efPn6darTI1PU2j2WRhYYFYLMbOzg7f/vZ3GB0d0etyFQWbzUZ/Xz/J5B7BYJBSpYyqqni9XmRZZnFxkcePH6O29SGg0WggiCI3btxEEATcbjcmk5GLF59ndXWVQqHAxMQ47U6H7e07WK1W+vr6sNtsFApFbDYr0Ugv+XwBQZDY3tKB9F6vF7vdjiAIeuEDGmazmbGxscPGrkgkgqZ1aSn6UCqK4uFm+1miu9vtks/nDwJD+sbYbDbjcDjQNA2Px0On0zmsVbXb7fq2tt1GFCQ4YO8qShubzUGpXKKjqkgGI0ajib7eHgRJRJQkBEnDKGjQ7dA1m2i3NOxWExazTKvZpFmt0Wo26XRUoIssStgtZgTAefD6C4KA0mxikGUazaZeoSuICKKA0+kERNrtNla7jWq1jtliQtW6erCt0zlgxnbpqCodVUWWRbpaF4PRoNsXWg2azSYmkxFJElHVDo1GHUkSMdttyBpUmgrpTAGTq0KjoaO7isUC1UoNl8eHorQQ6GIxm/jKl7/E6uoKszMzmAwGtjY2KFfKuF1OEokEsd5eXnnlFaxWK/F4nCdPnjA1NUUkEqFer9Nstdjd3cVitvD06VMURSEQCHDv3j3iiTjBcJh0OkOj3mBubo6NrW0uX7mC3+/ni198jfX1dTY3Nzl16hTHjs3SajbY2tlhJ77LbjzOrVs3mZqawuXq5913P+T113+ORGKPVCrF0NAQRqOR9fV1JFni/PnnWFxaoFwuHb55m5tbIBrt4emTOUZGhvnBD35ANpvVEWuiSLVW4+///d9kc2uLjY0NRkdG+M53voPDZmdvL8nM7Ayrq2vIsszCwgJmsxmDwUA8HqdSrTI1OYnZYuTLX/4Cg4PD3Lxxk5XVVS5dvEgmk8Hr9RIKBSkU8gwNDfL40SP6+vro7Y3x4MFDrBYLy0vLNBt1fuPXf41CsUCr1ULtdhkaGaZUqdDbF8NoNNHb34fywUfY7DbGxsfo7e0lEulhfn6edrvDvbv3D4gtDb7//R/SE4nyj37rt+i02zp3uaty9epV/u5v/vZndUYf6W+pVFVla2uLb33rW9RqNf7e3/t7TE1NHTYF/k1Qq9XiyZMn7OzsHIW8jvQ/rE9tLfi5n/syXbVDtVJBlmWq1SqNZhN/MMjA0BBevw9BENjd2WF+bg5FUQj3hHn85DFP5+ZYXFzgv/6Xv+CD999DkvWt38bG+mFV6i/8wteRZQmn00mj2aBcKXPnzh3effdddnd32d7e5s0332RnZ4d0Ok21WgVgfWOdldUVbt66wZ27d1lZXSESjWAyGbl06QL5fI5Go4YoiDidTiRJwmqzsZdOIx1Uj5ZKJRwOB+l0GovFwqVLFymXy9y4cYNEIsH42BhOp5O5uTlu3bqFx+tjfGwcAQGvx0swGEJR2qysrtJutwmFw4TDYTqqis1uZ38/S6VSIZfL4fP5GBoa0rmlLYXp6enDbef8/DyVchlJlAgGQ6wsr/LwwSOsNjtms5mRkRGOHz+O2WzGZDIyODjIyMjIQRe9Hhp6Zo149Ej37T4LajkcjsN/t7u7S7fbJRwOH9o7yuUydrudZrN5eGXbbDbJ5/Oggap2sdnsdLtd+mIxor1RPZikqhhkA41Gi+3tHR49nmNja5e2KiAZLIgGC0aTFZvDiT/gx+/3Y7ZYMBqN+AMBAuEwXr8fu8OOxWzGYbchoCFLEh2ljQiUCgXaikI+l6Ner9Pt6kOqJEmIkqhvp202NEFAPcBx2WxWDAYDGvrfNQ+2zWq3i6IodNQOGhpKu4XaVTGbTXS73QN/sN601el2MJsttBQFyWzHG+ghnc5y584dLBYrW1tb1Oo1OkqLG9euoyhNfvTD75NMJpAkkY8+vobL5UQUBYwGAzabjWq5TKfdwev2IIk6L9Xv8/Piiy9Sr9d5+vQJjUad2dlZ7t2/x8bGOpVqhc3NDWZmZjh37jwTExNEe3vpjcXI5XIsLq5gMBhIJBLs7e0Ri8X4lV/5Fdrttt4UlEoxPTtDNpcju79Pp6OSSu3R2xvlm9/8Ovfu3Tu0xMRiMfr6+rh79x4ff/QJQ0NDeDxecvkCFy5coL+/H0kSuHv3LidOnqB/oJ9CocDDh0/48pe/jNvtJhgMshtP8PTJUywWC9VqFb/PhySKpFIpDEYjZ8+d5R/8/X/I6199nWRyj0AgQDKZZGhwEEEQ6Iv1kdiN43I6uXDhAo16nZWVZTqdNprW5e2rV8lms1y9elXn3jqdPH06x61bt7l96zYCGpGeHjqdDvl8nmQywfnnztMbi/F07imVahW7w869+/eZOTbNr/76rzE1M0MXDVk2cvz4SYLBMOsbm4iSTDab4/6Dh+zs7qIobTY2N/nBD3/A3t4eIyMjn9X5fKS/5ep0OsTjcf78z/+cf/Wv/hV37tz5G1OWoGkalUqF1dXVo0raI/2l9Kk3stubm/j8vgNPnJG5uTleffVVrt+4yfj4OMeOHcdstvDB+x+wtrbO6NAQmUyGaq3G0NAQ5UpF5z1evozJZKJYLOJ0OqlUKiwvLzMxMXE4iE1PT5NOp7ly5QpbW1tkMhlUVeWb3/zmYbe53W5nemaG6ZkZ1tc3qFar1GpVtnd3mJiY4KMPPiSRTNBsNrBYTayurnHyxEl8fjOywcjtO3cZGOjH6XSQzWbZ29vj0qVLpPb0ti+bzYbX68Vht/N07ik/+P6PGB8bYXR0jFw2i9Vsplavk3j0GEVR8Hq9OJ0uhkdG2dvbY2pqmumZGZYWF1lfW6PVavLcc+eZmZlhd3eXcrmMJElkMhmmpqZYWFggk85Qq+rFC+l0mmAwSE+kh8GBft66+pZOalAUZFnWU/YWC4qiUCwWMZlMOqtWVclkskxNTrGX2iOXyxGLxRAE4aBSFywWMz0HLWzJZFLffh8MryaT6dAyoeO+uvogJ0qoHZV2p025or/50DSNZqMFaDQaTSTRxt5eim5HpdPuMD42gtVsQjAYkAULnVYd2STSVjuYbXZkSUQ/u/TQmHZg9BdF8TA4p6odtG4XQZIOhy2j0UilWqXdaSMeDLNqp4vVagWEQzKD/lxJKO02kqhvkpvNFqok0FUlJEmkqSg0W20kQf+8zz5eo9nAK/poNlsYHHYGhweoLu+SzsXxh8OcOnWKcDDAn/zJn/HylctMT0/gdjpxu1y8+eYbjI+P88KlCzgcDpaXlrAdWCMePnxAqVhGlmW8Xi8XL17EbrVy69YtxsbGyGT0cgtRlHA6nNTqTYaGvSwvL3Ps2HHKFf37JplMcv7cOebn50EUD0oy9CKEWCzGtY8/ZmR4hBu39OKBF158gY7aYXtrG0kU6e3tpVIuI8sSmxsbBIJhZmdnaTab3Lt3D9AIBP0sLMzjcNip12o8fvKEqclJnjx5gsfjQVX1bXd/fz/b29t89NEHjI+Pc/HiJX78xptk93PMzh4jHO6h1WgyOTnF9Owst2/fplqtMTM1Q6fTwel08OjRIwYGBpifn6e3t5d8dh+DLPP0yRNWVjcYGx/B7dJb0D788CNcLjf9fX1YrRZqtTo+r5cHDx9y+fILXLxwgcX5eaqVCouLi0iywNjYKKlUip3dXfw+P9PTU/h8PowGA0aTiWqtxtzCPAaDgSdPnhIO95DbzxHrH+Dll1/G7XKxsbHB9773fYaGhmg0Godkkb+p/sUj/XRIVVWy2Sw//vGPyWQy/PZv/zYvv/wyHo/nZ5ox+6yUJ51O/62s5D3ST06fepB95+pVXrh0iVhfH1PjE+Qy+/z4x28yNqYn5UdHR7GYrQwNjejgd6WFxWLhpZdewuHQkVFCV+P2jVtcfPESq2trLC4u4vP5aLfbZLNZTp8+zfLyMisrK0xMTLCfyx2m9Z8FS1wuF5OTk8TjceLxOK2mwuDgEK1Wi83NTarVGrVajRcuv4jBYOD69evcvf+A55+/QP/QEKHDEgIBg8FwuNk9duwYWxtbVMpV/IEAr7zyCtevX2cvEcdoNDIyOojJbELTuhiNBj7++CN8Xj/tdgdBgNOnT6MoCtvb21RrVYLBoB7GsdkpFou4XC5cLjeLi4uYzWYKhQJ+vx+DwYCqqvh8PmRJxuPWK35dLheDg4M0mk1yhTzBYPAQFB0IBGg26+TzearVKtlslkajwcTEFKIIDoeD5sFWOxaLUSzqqXe/34+mddnfzyLLEtVqjVwuh91ux+Px0O12sVgsSJJErVYjGAyS28+jdbWDwdaMJOue4GchmUqlSk9PCIvFQqFQwuFwUq3VuXvvIaVyhZMnTuDxOlG7HZSOSKvRRhQMmMwmWs0aoA/WAsJ/Y+FqGorSQkPDZDLp9gLAbDYjCPq/s1ltNJpNmkpLbyMrlhG6XTqdtl4fWm9iMpnodDp0OiqS0UBXg1ZbwWy202g2sNutSJIBg6FDt6Miy0ZkowlNA7PJAgiAQFvp8PDOPYwWHyPDoyAL3L9/j5mJCWw2I/vZLNFoFIfDgdlsJhQKIYoi7U6b7d0dpmdmuHv3Hqtr61y+8iLJxB672zt02h1cLpfewrW6wp07d2irbS7OXiK3n2NkZIjhoSF++EOdeXz16lsEgiGiTifFYhGbWQ/gDQ8Psba2qtsWYjEGBwboj/WxsbFOLBbj5KmTrK6sIAkiiwsLuB1OEju7zMzM4HA4CAWCHDtxgk8+uUG7rehtduEI0WgUVVXxB/ycPHWcJ08e4bDbGR4e5p133gHgpZdeYnR0lFRqj7W1NdbW1lhaXMXt8TI5OUmz1eKNH71BOByhtzfGTjyO0mrjsDt5/OQpx2ZnaDSarKzoW2WLxUI6lcJmsSJJErfv3OZLX/4S62sbVIoFnjx6TKeromldMhkzU9PT5HN51tfXaSstmvUaH37wPm6Xi2Qyyc1bt5iaGqdYKnHhwiVEBEwmE6FQiLXVNZqtJnt7ezx48IDeWIxITwStK3D8xMmDGxyRRCJBIZ+nWqvS1xdjeXn5IIgZo9NR+OCDD35yJ/KRjvT/Q8+wXDdu3CCXy7Gzs8Ov/uqv/kyjuZ7RGeLxOO12+6/74RzpZ1ifepCdGB9nfHycpaVl3n33XRwOB6VCHjSNaDTK3bt3+YVv/CJf/MIXuHr1Kmq3i9/nB01jeXmZoaFBBK3LRx+8z14qza/82q9w586dQw9nKBQim81iMpkYGhrigw8+YHBwEK2rb9q63a5+LWkwIIoix44dQ5QkTp48RS6Xp1arUm80cLtcDA4OE4/HyeezCILEP/qt38JgMJJOpQ4HWP163oSioHNUSyVazSZOhwOn3UF8Vw9KbReLBINB7HY7dpsdSRLRBBm/30+j0WBrM865c6cPG0lMFgtj4+N89NHHTExMUKtVee6550gkEjx9+hTQsFgsh0UEvb29ZDIZ3G43rUaTRCJBqVRicnLyYMjqIssily5d4vr169y+fRtRFBkaGkRRFAwHV9bPvKyKotsBnE4nDruDYrGIqqo4HU6dnVvSSyZGR8dot/Wmq3pdH4rr9fphoCuXy7Gf3UftauRyJfr6IvprXiodDsZaV6MnFEBpNFEUhW5bwe/Tr6ELxQLzi8uIspHz58/pnmbJhCwZ6LSqGI0iWrcLkgG10wZNw2iQcZicVMpljKoZWRJROyqdVgtR4HDrDNDVDvBZspFKuYKIgChJOBwOCvkigiBgNJppNsvIspF2p4skdjCZTMgGA0ZZOvDHtlHaKnQ1uq02xnZbb/SSdFqBIIiIBpnpmVkWlnYYHBrC7rKzuLDAzs4OA30Dh6iriy9eYnB4mIcPH2JzOHC6PSgdFX8oxD/6x/+Y1ZVl0qkUA3393Ll1B5/Px4P793G6XAz09bO1vYXaUllfX8ftcvPiiy9y7+5dnE4nr7zyCttb26ytb1Ct1RgZGUXTNFwe98F1dwu/30tPTw/rGxsU8nni8QSvvPoKayurmM1mnjx5QiwaxWa14Xa62M9mKRWKJBMJhoZHOXv2HPfu3cHpdGI0mmi322xsbHL6zCnsDhvBUAiLyUI6ndZbh1xu3rl6lVgsxujoCJIkHgQSoVQu8eKLL9Ko16GroamqHqCKRAiFQxSLpYMwn0QqldJpHfU6xWKRyYlJTCYjS4tLmMwmnjx+zPTUJB9//BFLi0u67eLuHRxOJz09PSwsLJBM7pHOZLDabBiNRuK7cTLpNIMDfcTjcTRN47vf+S7lUgm73U6hWMBoMDI2MU6z2cTlcHLp+Qu0Wgo9PVF6ImHMJiOdjspHH31Is9nk1VdfZWRkiLevvo2qdsjlclTKZXpC4c/qfD7Skf47PbOg/Zt/82+oVqv81m/9FsFg8GdyM6uqKslkkv39/SPs1pH+UvrUg+zI6Dj5YpHR8TH6+vqI7+6iNFskduPQ1dhcX+ftq29x8dIlvH4PFrNF9yd2OmjAk7l5+oeGaXU6JJMJatUqr7/+Otdv3GR7e5dIJMKDe/cZHhmmWq3S39fHe2+/w2/83b9L6OAHdX19nWg0SjKZJB6PEwj4MRiMhMM97GeztBoK4fEIb7/9NgBWq5XjJ04gICDQZX1llXKlwtj4GLFYjFy+wNbmBs8/9xyaqmKQjXTULtHeXsqVCnuJBGOjY6TTGVotnWxgNpvJprMYjAamp2boqhput5tUKqUPxq0GSrOJ0SCTjMeJ9kbodDqEwyHee+9dJsbHsVtt9EaiSKLI8tICpaKeSNd9nzLhcIRyuUw4HObxw4fYHVYMRn34brVaDAwM4PF4SSTiBzW541SqZZaXFzEa9ZrVZ8guSZIP27/y+RyNpr5tq9XqeluVph1sUwu02216enqo1+u4XC7MZp2Ba7OZUdot0pk6skFGbOnoqL29PZwuJ6JBIhzooVQskclmaDZbWC1mOkqbuadPEUVJH2ZtVoyyAclkQRa7CLIJAyqtRpVyqYhBEKlUaoiSAdmoIUsCrVYFs9VCo15B0EA2SKhdFUHVaNRrGIxGBDTdX6XJ1OoNzFYrSrtMs9Wg3qghG2Qk9MG53e3QajYwGWTdtqBptA8QZKIk6RtcVaXd6YIgY3a4qXQklEaN3v4IO/Ed6it1LEYjD588RVXb+H0+FLXD7m6cEydPMTo2zq1btzGZdUzcjeufUMhlCYeDCKKB3mO9/PP/2/+Ft958E5vdjj8YxO5wMjg6zPe/+z1u3bjJmVOnKeRyrK6ts5dO02opXLhwkVqtzs7ODraZWSRJ1q/mknuUKxXK1QrZbJpIJEIymeTCxQssLy3TaevfM6++/Arf+8H36BvoZ3FhkePHT9BqNgmGw4gGkVwug81mAw0eP3xEPpfD6/Xx5PETor1RfB4fKysrdLtdXrh4kd2dBHNP50mn0nzhi1/g4cPHnDlzlucvvIAoSnz44Qdk0mnS6T2WFpeYmJzg7NmzGIxGVlaXWFxc4lz3PCOjY3i9HjY3t0ilV7HZN/nFb/wiNoeLyZlZ2u02LpcDl8fH2OQUDreLvYwednv36tt0Oiq1RoO+WB/PPX+RYqnEJ9eucf655/C43eT20ywszLO+t44oSQzbhxkcGsJkNGI2m7HZbBw7dgyXy02j1WJzY53V5UXsNhupAz/+8xcvUCgWqNZqfOnnvsyd23fRNJVTp0+yvrb+WZ3PRzrS/5eeNTL+4R/+IQC/+Zu/SSQS+ZnbzD4rQjjCbh3pL6tPPchu7exw9uxpatUq1gNc0NzcHMFgkFarRaw3hlE2sLy0hCiK9PX3ce3ja8zMzOLz++iJ9CDLMrLRwHf+63f59re/zauf/zxf+MIXWJhfYGN9k5HRESLRKE6nk/v37uF2usik07hcrkNMh81mo7+/n2AgwNrqCtc+/ui/XQnSJZmI4/P58Pl8GAwG8oUCAwMDPHzwAEmWmZ2d1QcYQWB8bJRgwE+1WmFjbR2r3YHX52N9fZ1QMKhX2O7vE4lEaDYbmExm7HYHkiAhHwSpBgYGKBQKlMtlzp49y43rn+Cw2Q8S9g0++eQTent7KRRy9PT0cObsWVIH9IOPP/6Yer3GiRMn8fl8rK2tMTQ8iNJuk0mlyOfzNJsNxiZGefToIb29vQc0BoVMJoPBYGRvL0kun8N1UGWbSqXo6+tjd3cXg8FArVYjFApht9sQRYHRsVEWFxcplUr4fD46Hf16OxwOH1oUntkLGo0Gmqbh9jixWq3s7u5iNBqx2+3U6/XDcJjVaqXR1EkNqqoiigKKohxuup8+fUq32+XMmdO43S5ksxXUNkarhESHtqpisrYR6SJIArIoIYkAOgNXaembZ0VRMIkiaFCr19EEBQ3weL20Wm2aLQWjwUit3sBgNBwO551OB0HTkOxmDJKIoEGrqXt7O522/gtA0xBE4cDCIiPIBoxmCxa7i729POVWi3Jdbw4rlUoYZYmZ2WmOnzjJ/PwCT58+AXTPV6yvn/HxCe7evYsoamxtrGExylQrZj73+S/yZ9/6My5cvEQoGODJkycUrn3M8xcuMjwyjNViwWqx0G63yRcK+i2DW/fCLS8v89rnX+PO7dvcv3+P3lhMZ7f2xag36iSSe4f+1URiF7/fTyAYJL67w14qQzyR4OSp01itVl7/2tdIH7SQOVwu/uRP/5QLzz/HieMnMMgG+vv6uHvvLtu7cSZnpllfX6fRaKCqKuVymYH+Afb2ktTrNdodF+ubm1itVlKpPe7cuYPf76deryEIMDg4SCaTwe/343K5ULtd7HY7n/vc59jdTfLCCy+Qz+eZmZlBEATq9Tp7qSSSLBHr6+PJkyeMjI4yODSCsLXJ8RPH8Xh87Gf2OXPmNIrSRpQNWGw2bDYbn1y/Tl9/Hx6Ph0I+T75QwGS2EAwFCQZDnDp5inA4QrPZ5D/95/+E1+tFURR2dj/m4qUXuHXzNsVCDr/PT7vdZmpqiqdPnjIxpbcsGU2mQ2qK/hr/bA0QR/rZl6qqJBIJ/t2/+3dks1n+6T/9pwwPDyPLn/pX+l+72u02Ozs7R9itI/2l9alPYI/HjdFoRFVVbt66RafT4cyZM/gDAY4fP44gCMQTcX7wgx+wu7vLo0ePEESBdlsfuiIR3XPn8Xj4xjd+nkg0ytjYGLHeXiYnJrHbHZhM+i/wQqGA0WhENhq4du0aDx4+oNPp6NfvrRYAiUSC3Z0dLl26yF4ySS63T7FYYHFpUfd25nIkEonDmtdYLIaqdSkU8iwvLXH7xg1KxSLdrqon3UWJifFxkok49+/do9VscvbsWfr7+zl+/DjT0zPU63XK5TKBYIB2p304yD+rO20pLRqNBjs7O/gDfkZG9KrdZrPJ6dOnGR4eZnt7m1q9Rukg7BUO92Aym7n69lVS6RQrqytsbW1isVp48PABRpP+nJ87dw6bzUan09GHO0Wht7eXcDhCwB+g01H1NHs0ysTExOHzaLPZACiXy5hMJrLZLOVymVAohNVqJRqNoijKoU/JbDbTaDQOG8JcLhdWq5V2W4f6GwwGgMP/1+l00mg0qFQq1Bt1bDbboYfW7/djNlswm4zMPX3Kj370I+LxOIIgIRhMtFVodyUkkw2z3Y1ksmCy2jBbzUiSgHKwBRdlGdFoQTJZEWUjgiTT1cBstSHKBiqV6kGQTQCti81qxmQ04XF7cDocSKKILEtIol4bLAh6qEvTuvprJwp6oYIo6bcIBx/b5vZgtjsRBCNaV8RkNLG5uYXP68VgNGCxWdnY2mL2xAm8Pi+NepX0XpIf//iH1Os1vvGNn0eWZYaGRnA63dRqTf7wP/wHyuUS9+/exWwyYTIZQdPY3dkik9pjoK8Po8HI6uoaTqeDS5cu0dcbQz7Yvt64cR1JlpBliY31DVLpFD2RCFarlf6+PmRZZmlpiVwuR7vdwul00D8wiNFkIpcvYLXaUNUuS0vLLC4u4fF4sdsdXHjuOe7cvs3jRw95//33mJqe4v/+u7/LlZcuUymX2VzfILW3h9vt1otIkgmOnzxOIBQkncnQbreRZRmHw8X9e/d49913yO3vk81kMMgyg/0DFIvFA8Zyneeff55Tp06yvb1FIpEgGo2yu6vfzFSrFVrNJmazCbPJRKPeoFatEQwE6Qn3sLK8yuzsMWKxGDdu6GUrXQ1mZma59sk11tfXOH3yJIODAywsLLCfyxMK9+B2uXn5pZcwGIz8l7/4C957913OnzuH1+s9tPeEwkF+4+/+Bn39AwwMDBAIBBgcGqQnHKatKOSy2YPnwYXRaMTpdDI6OvoTPZSPdKRPo2dlAv/xP/5H/tk/+2fcuHHjZyY09YxYsLu7+zPzmI/006tP/fZNabdYWV1BPQhmbe/s6EOALOELBIhEIiSSSb761a8eJqgdDgf7uX0qlQpPnj5lZmaGcE8Pg/39bG1vc+/ePQYHh8jnCrjdbr0eVVNxezzIBgMmk4lkPKGzXhsNRkZGGBsb440f/5hwMMTly5cplMpMT0/TbrcZHx+nUa8jCgKDg7qH1Gq14vV62draZnp6mrnHj3C7nDQbdebn5zCaTASDISLRKK1mg6DfT7fT4cc//hFOp5Pjx4+jaRrxeJzNrS2MRiMej0f31blc3L59m2g0ytlzZykVC3Q6HTweD7IsHyayJyYmDrdSq6urhEKhQx9kuKeH1dUV+gcGcDgcjI6OcvfuHa59co2TJ47T1TQ2Ntdp1BucOnUKv99PT08PHo+Xjc1NZo/NsrS0hIbun+p2u+zt7aFp2mGblKqquFwuisUijUYDo9FItVql3W7jOIDl9/b2srOzc0hFcDqdCIJAs9k8RHjZ7XbK5QpGo0FHLO3u4vPpJIt2u00qlUZAONyeLiys4PPpXky91lbi+9//IS+/8hLT01MYLA7othFNVjTJiCYYaDWq1Go1RAQsdgdooHU1LAYTcqeDIGjQ7SLJBmq1Oqqq0lbaGE26p9NiMSOIIs1GUScfdLuIgEHSW8M0TcMg6wQGvQRC3wbIshEEAYPRjM3hwur04O/pRTbbKdWbbO/s0VA6WEwWzGYzw8OD3H9wnxMnT+P0uOnpCVPK52jUazx37hxmi5VOu43VYqHVauILBLGYzARDYVJ7aZwOF6FQmK6mYbHqH/P2rVscnz3OqZOn2M/lmJ2ZxWAyIgsijx8/xu12cePmTb7w2msYDAaajQJbm5s4nY6DN1Mifp8Xk8mEz6fj8CqVCrVanXv37nHy5EkK+QKNRoO5+Xmq1SoOp4sLzz+P1+VCRmQ/u4/D6eTNq29x5coVisUi9+7cY2hwkMtXLhNPJjh79iylUolwOMzrX/sa3/rWt6jX6zidTux2O+lUit7eKKIo0BMOMz46xumTp3jr7assLy/z5ptv8Uu//EtYrVZGRgbZ3NhgY30d2SDT1xfDYbfx0Ycf0dsbxWAwIQDLS0sYjUbaShuP28vW5jaybGB1dY3xiUlC4TDz8/Mk4rt84bVXqdeq3Lx+HYvFgsfrxeny4HS6WF/bQFW7B89LDYPBgNFs4sUXX6RYKpHbz7GxvsmZM2cJ+HVkmNvtJpW+zc7Ojs4QlmTKlbKO/XI4mJgY5xe++eufzQl9pCP9/5GmadRqNT788EPy+Ty/93u/x2uvvfZTX5zQ7XbZ2dlhe3v7yB97pL+0PvUgGw6HUVWVB/fvoygK+7l9HeJvt3P92jUMBgPFYpFIJIIsy9hsNn17GQhQKBZ58OCBzjFdWSEU8FMqV7j+3e/yuc+9yuTE1KHH1O50cP/hQxr1OgGfl9Pnzh5eVV68eJHbt25js1gZHx8nm92nVK1gtzvo7+tjP5OlVq7w7tvv8Nprr/Hg0cODileRbHaf6akJHHYHK8tLON0uNK2L0+nkrbeuEg6H8bpcTE9PIYoiy8vLjI2N0Wg0yGQyhMNhLBYL0d5estksu7u7OJ1Ozp49i6Io7CX3WF7RW8eMRiP7+/vIssz4+AQrK0sIgp46DQaDyLJMtLcXTdPw+rwgwPb2NiaTCUmW+NrXX8ftcelWg6EhVtdWcblcbG5vUW/U2djYoK10yBXyxBMJBFFEkg08ePBAr+U0m4lGozQaDVwuF7VajY2NDbxe7yFqK5vN4na7KRQK+huIbpdAIEC9XkdRFHw+H7lcjnQ6jclkOty0druaTiaoVg9pFC6XiydPnhx0gluoVqpYrVZ8Po1ms4nRaDxsDhNEiTffvEqzpXDu7FmsDgea2sVicyN0VbqdNpVijkppHwQVkS4GSQC6mCwGrCYDpULh4LGoVCsVNEHDYDKiCSAB1UoNu8NOV9NQWk1MZiNupwNVbSMIIEkibUVn0eoDvxFZljGZLTjdbly+AKHefhzeAKpgIJHeZ3Rimq6m0emoWC0Wtrd3E2LjvQAA1zlJREFUaDZalMsVUskUVy5fZmNliWvXPqJWq1EolXnx8hUdmVUqsrqyQqPVQpKNzMzMYDabefzkMRcuXuT2ndtomkYmnWHHtYOqarg9HpaXl/XyEZcLp9NJNBolHA6RyWYwWy24PW78fh+pvRRuj5vNzU0cDgf+QJDzfX188sknjIyMYjAY8bhdtOo1XJEeJAEG+2LcvnuXdCrF7s4OtWoNv89HrVolubdHb1+MzH4GURTp74sxPa2D2MPhMI8fPyYYDAIwNzeH1+slEAjg8XiQJInLV16kWq0S392ldyrCjRs3OH/+PC63m/X1dRDAdfB92mo22d7cJhgMEe4J8eYbP6atKPi9Pq6++SYTE1McO3GScDhMo9E4/N7d3t5ibGyMxF6GcDTK4uIiuVyWM6dP0e10SMR3ePr4EZevvITXH0QTNDqKwu1bt+h2u3i9XkRRpFgs8vzFC8TjcUrlEmarlZ5IhLWVFcqlEgF/gLW1dYoHoU+308WDBw+QRInnn3+ezc1NVlZWPqPj+UhH+nRSFIWHDx/yu7/7u6RSKb7xjW/g9Xp/akNgOjP76SHT/EhH+svoUw+yXq8Xg8HA5voGL1y8xNraKjabBVEUyOVyXLlyBYvFwvLiElMz04eNWvfu3WN4eJhaVd+0DQwOkozv4vF4+frXv44oyezt7RGJRFhcXGR6ZoZvf/t7/M7v/BPsFjOpVIpkMonb7aZcLpNJpzlz5gztdptkco/BwUFUVWV1eQWXy4XD4cDlcpFIJMikUowOD9FptymVSty9exeDLDM8MsLM7Cyf3LiOqqrEYjFmZqYRtC7VWoWRkWFKpRJ+vx9BEJifn+dLX/oSr7zyCj/80ZvMTk/Q19dHp9NhbW2Vaq2KKIosLCzwC1//eT755BNEUUQQBL75zV9kYWGO+/fvY7PZDtm5ly5d4uOPPz58R+rz+RBFkbm5OZJJNysrK4RCIarVKi6Xi5mZGZLJJJqmkUqlGB0ZI7OvX+nabLZDPIvdbieVSrG3t4cs60GvWCyG0aSjxsQDKL3P5zs02SeTyf9uC1uv1xFFkVqthsfjOaQ86MUKHaxWC/v7+0SjUVKplO4ZNRqp1+sIgni4xRUEAYfDgc1mo16v02i2UJotnC4XH3/0Cbn9Aq+++jlcLpe+URREZLuM1eXFUQ1RLecQVAVNbWKUoFmvo7SbmC0WNK0LaLQadQQRWu0mqiZgMluwizLVSg2bw4babaOpKqIIFouNVrOBorTo0kUQhYOQl4jRbMZstSKbrXiDYQLhKDanl9XtPYwWO8FwCJPJzNtvv0t/f4yREd2PFt/ZQe2ooAxhsdjoCffQaDQYHR3l0cMHnDx9Gp8/gNvj1T2mSpuVlZWDNzpG9vN5vvRzX+G73/0uQ8Mj9PT0sLeXor8/dvj8O51OBgYGDtrb9FS+JEloqj6EO10uAsEANpsNRdG37PF4nGg0is/rwevxcu70Kf7Xf/e/0m4r9MVihMJBzp45zcOHj2jWqsR6e3G53dQbDV599VW2d3fQNI3x8VHcDiff+94PULtdRsfHGBgYYG9vj4WFBc6dO0cikWBjY4Px8XFu3brFyeMnuHzpBb73ve9ht9uJRCIoikJPTw+3bt3m7JlzJBMJRAT20/tcfP55bty4xWB/H1/8/Gs0Gg263S7lUolqtcLi/FMyqSRnzp5lJ76LhsrE5DipVIp//Nv/gI31Df6PP/w/OHZ8BlXt4LDbKBWLyLKBuadPkU1mvvq1r/H40UM2NjawWCyIoshXv/pVdnd3UVWVUql08HNg4OOPrtMTCrK8vEw4HGZ7e5tWq8GlS5cYHBrEZrORSCYZHhnm2LFZdnd3P8Mj+khH+nRSVZ148i/+xb9gfn6ef/7P/zkDAwM/dR7uZ9vYDz74gFKp9Nf9cI70N0CC9injgk8f3uD27dtYLBZCgQCdtnLwS8F26NXJZLNMTk8xNDTExsYGHo9HZ7COjZHf32djYwOHw8Xq6jKhUAiT2Yzb5WZnexePx0O9Xsdo1reyDoeNaql8uBG1Wm2srq7idrkYHR5mf3//sOEJoFgqMjo2jt1uZ2l5CYfdTqlYolwq8eKVK1y7foOAz0fA7yWZSCKIAnang7HxCZKJBK1GA5fTwb17d+nr78ditrCysoLdbmd3dxdJkujv7z8sFpiYmKC3t5drn1yj21VZXV3FbrczODDA0ydPD7ii+lA5ODhwWEeaTCaJRCJIkkShUEBVVRqNBslkkvHxcbxeL11Nr5B1u1x4PF46ahtZllhbW6Neq9NqNrHZbHo6fW8Pr89LvVYln8sdWh6eDbZGo94AtrG5gfGAfFCv1/H7/WxtbR2GdzweD263+3AAfhb2arVaaJqme4xVlVarRblcJpvN0tvbS71ex+PxHAbxQqEQuVyeek0Pg6mqiqZp1Ot1nRCgqqiqRrOh0FTaRCIRvvGNrzM8NITJbMZqtSKIAo16jWqliFKvIagt6CgozRpaR6HdbiGi0qxXqZbLeuBI7aIJMt5AkGZToVQsUimXaTXqSIKALGrIInRVlVajRqvZoNvpoCFgNJkxWW04vV4ivQOE+waJDoyxm87xeH6JRqtLpCdCOBTm3fc+xGSUmJqa0nmzZjPFYpHk7i7hcIitnR0EAcxWK4IgEumJEOmN8uTp3EFrVj8fffgR+/tZXnnlZbZ3trE57PT29tJqtMjv54jv7hKOhLGY9Da3UCjE7du32dzcpFav0zfQR8AfwGQwsrKycuhXrlQrNJsNECU2NzeZnJyk027T19vLysoK1z/5BE3TeP7557FarVSrVTY2NhgeGcHn9ZNJpxkYGqSltKg3m6jdLnfv3GVidIxqtUYqncJis9NqKZw6dYKH9x8SjfSAKHDs+HHsdjt3bt+jXCly6dIlvB4Pb7zxBuvr6wRDIaanp3G5XLRaLW7dvIXdYqHeaHLmzGl6Ir3k8nmikQjdrson1z5mf3+fdruNPxjA7XRRrVU5duIEN27cIJvNcu7cOZ57/nm+8+1vMzY6oZei1KsIBxvfvt4YhUIJp9uN0WRiN75LtVJBaSkHVheZfD7P2MQ43W6X+fl5dnZ2OHP2PEODg2xtbeg1odvbiLKE0WCkNxKhUirj8/sIBIPcvHkTp9PJ/+P/+f/6Hz+Ef0q3Zkf62ZXFYuHKlSv8y3/5Lzlx4gSSJP11P6RDlUol/uAP/oB/+2//Lclk8q/74Rzpp1yfZkT91BvZZ0l3u92OqnXZie+SzmSYmZ5mZyeO2+1mbn6ecKSHx48f4/f7D31oy8vLnD17Vi8d2Nzh+IkTmIxGnjydY3l5FZ/HSyQSYWVlBb/fh9FsQu109IYtu51Hb7/NieOnsFlt9A/0k0gmyedyDA0NkUwm9WrL4WGsNiuhcAirzcre3h6ddpvbt24xPDLC+NgoNqudnp4e5uYXaSotPjczi9FoQpZlcpUygqDhCwRIpzNcvHABWZZZXV1lbGxMLzew29na2sLlclEoFnF5XLg9buwHG1G73Y7JYKS/vx9FaZFIxA+3nFevXtU9ioWCHoyLxxkYGECWDYd1sSPDw5iMJlZWV3C73Hg8HtLpNGaLCbtdJxL0hMIYDwJXvb291GpVVLWD1Wale+A1UhSFsbExSqUSpVIJt9uNJOlNV5qm48IAnE7nIV3AZrNRKpVotVp62rtQQNM0AoHA4YZMEPTWrHK5fJiOrdfrVCoVNE3DZrPRbrdpHvz7Z4N0o9GgVqthMpkwyDJqu6VXjaoKqb04f/5nf84v/dI3GRwaQJJFOKiV7XQ0moqKxWRFw8BuKkEymcBuNRPyu7EYbTjdBsxWG/Vmk3KtSVsFo9VOwGLVN7QWK0ZZRBZA6yjUKiUcTpf+tVRrGAxGTFYrdpcLh9uL0+fH6fVTbSgsLq2zvLyhf021Omq7zamTxyiWymiCiMlsxmwy4vf5cNjsxGK9DAwOsbm9Tb6QZ3Jikhs3bjA1PU20J0K1WqVarWC1Wcit7BMKh7hx8wZOt4tms4nP4yO+s0M01ovb46ZUKOLz+w/Dih6Ph0w2QzAcxuVysbO9y8TUFO+88w6pTBpJknjtC6+xs7PL8ePH+eCDD/jqV77C9u4urXabVz73Ob79nW+TSCQwmc20lBaFYolytYo/GKauKDSaLbqqXhAxNz/H6dNn0Lpdevv6cXk95HI5Go06sWiUD979gGwmzfDICMVCkVpNf9PpdDlYWFggkUgQDvcwOjpOf38/+/v7WCwW9vb28Pt9lPJ62HJucYFSpUpLaeP2uLl37x7NpkKxVGFyagKTycTdO3eJ9fWxvLxKp60yPDzK3NwCrVaLer1OLqt//eFQELfHy+PHTyjki7icThLJOJVKFZvTwamTp3C5XCwuLlIpVygWi6ytrrK8skKt1uDv/J1fYWdnh3xuH7/Px+LSEhcuXGB0fIyNjQ1SeynMVgupVJr1jQ1cLtfRIHqknzo1Gg3eeecd6vU6//pf/2tOnDjxU7GZVRSF27dv853vfIdMJvPX/XCO9DdEn/o7W5Zlzp49y9tvv83NmzepNxpYbFZMZjOjo6OIokgwGGRxcZHl5WVisRixWEzfItbrB9fOAlNTU3TVLnupNHa7nUAgwM7OzuEVw/LSEuVyiUAggCAIOJ06yF8QRE6eOonZbKatdugf6KfVVqhWq6jdLpFolHK5zNraGtvb25TLZYKhEA6Hg/m5OYLBAG63G7vDyTe++Us8f+kFuoJIOpMhkUjg9Xoxmc04nE76BwdYXl2hXC6TSqU5efIkNpuNTCZDp9OhUq0iGw3cvHX70Ff66NEjAn4/+/v7WK1WstksDoeDs2fPks/n8fv9pNNppqamEASBU6dO4XC4cDic9Pb24nbrHsdyuYzD4aRWreJ2e/D5/Ph9+nMU8AeYnZ0lFAxSKhT58IMPMFvMhMMhcrkcfX199PX1Ua1WWVpaYnNzE1EUSafTqKp6eE1tsVgO/87pdBIOh/XmtQP2bDabPSypkCSJQCCALMsUCgWSySSiKB7U5OrvlFotvcVNEAT9vwf1ts9ec6PRSDQaxe/36+GstoLNasJiMeGw2chmMrzzznuUSmWqlQqNepV2q0lX7YAA7W6XrmygI5v5+M4cf/wXb/POR7dZ20yQL9ZoK13MZjsOh4tKpU48kaLZ0QhEegn1RHH7/DjcHgxGM+YDvrEgyhhNFmSDEYvVhslqw+5yY3U66SLx8NFT6s021UoLWRDothUy6RTFYlFvgxNERkZHcXs8uofZ7WFufgmlrTI2Ns7w0DD1ep3e3l4WFxbo7Y2ys71DYneX/r4YwUCAYrHAiRMnCAYCSILA2soykZ4emo06Pp+XYqnIX/zFn/POO+/w+PFjAJaWlqnXGzSbLU6cPMnm1jaSLLOfy6EB3a7G5OQkY6OjfOmLXyKeSHHphRfpHxzAYDJx+vQZEAQsZguzM7NcvnKFvVQah8vJxOQkSluhUCyyubnBxQsXMJv0ENzK6gr5fB6b1YrVYmF+bo7Tp0/oeKrJSTKpNOGgvnUdGx2lXq/T19dHIpFAlg1IkozBYOTO7buMjo4BoAkaDpeT/oEBtnZ2KFXLCAYZl8fL577wGl/9+a+ztLSK2WwhEo2hKB22Nrc5duw4FouF3t4oSruNw27now8/YGN9nYcPH7K2vo7P70dR2rz99lVu3bzB9vYm4XCY/UKe5dVVrDYbPr9fR5XFE1TKVX71V38Zh8OByWRie2uLjfUNgsEg3W6X6zdu4HS5GBoZ5rkLzzN7/Jh+ZphMB9XIRzrST5c6nQ43b97k93//9z/1Ff5nyXNVVZWNjQ3+6I/+iIWFhSNawZF+YvrUG9lEIoHdbmdsbIxIJILfr5MAnj59Sm80xqlTp9hNxLn4wiUd/ZTPI0kSQ4ODvPDii1y/fp1UKsWXv/QVvZv92ieoHZVypcznX3uNarXK5OQkm1ubxLd3efr4Cbs7O2TSWX7jN36NkVEdjTXQ34fT6eThw4cMDQ3RVVU8Pi+DgwPs7u6yurrGyOgI7XYbq83G6MQ4uf0cd27fIRQKIxtk1tY3kAwyXbXD+uoq0UgPtXqNdCqFL+CnUa/rTD5RptFo8Oabb+LxeOjr76fVaund7JUKfp+PTrtNW9H/NFstOp0OzVaL2dlZnE4H3/nOdyiXy1y6dImdnR16enqw2+1oCPSEI4DG06dPCIfDFPMFHj16hN/vp1arsrgwj9liodmsMTw0RD5f4ObNm4QCetNYKpNClmU++eQ64bBOQhBFkWq1Sj6fZ3p6mkQigaqqmC0mRFGkp6eH7e1t+vv7SSQSCIKAy+U6HLyfbZ7D4TDJZAqv10etphMOfD7f4UAMOtKrr6+PbDZLrVY7tEkYjUaEgyrQcrmMpmmHRAVBFDAYjXRVVWfOSiKq2mF5cYGlxSVOnDiO2WRE66oYDBLNpobSUXA4nPQNDvDcpRf4zn/9Pg/m1tnPFzkxPYrDKuOw2YjG+rA4VMRCEdlkoSccxmmz0KqVKedzlAUBWYBSR0VVu0iyjNXuwO316ZtYtxfRYGE3kSad2Sebr/CF117h4f0H2O12fauYL+DxuFhZXiQcChEI+AkEw2T29+l0u4iygYXFJV566QqLC/OcPn2atbV1jh07jslkwet18/TJEz738sssLS7T1x8jGBxiZ2ebYrHE1776Ou+89y7NZhNFaVEo5NDcHmSDxMLCAqVSkZ3tbbKZLENDw7z66ud5440fcurUKd58801u3LjB8ePHUdsq5VKJtbVVeiI9KO0O0d4YkZ4okiSyuLjI6Ng4hWKRialpPvr4Y+q1GhazhW63i98fJBgIc/36dS5cvEhfXx8mk4lisYgkiihKi1gsxokTxw8GOY0333gDr99HLNbLfjbLhecvIEsyN2/eBqC/rw+TycjjR49QFIULly7R6ahYLGY8Hi9jExN0OioDg0OEwhFKxTKBUJBKtcbpM6dpNlogQL6QQ5ZkzC4znU6bpYUF/Q2tqtLWuvzg+99HkmQ8bg+JxB4jI0N4PF69gS2ZwGa1IQL5fIGB/n4EUWBycoJkMkkqlcLv99FqNjHIBr7z7e/xldd/jnCkhyePHnH58mUEQecknzp1iuXlZXL53E/8YD7SkX4SUhSFt956i9dff50vfvGLn2or+6xQ5yepbrdLMpnkj/7oj3jvvfeo1Wo/0Y9/pL/d+tSDbCqdpVypMjg4gMVspt1WSSSSNJtNyuUqmqYxPDTE5sYGsViMx48eMj42htNuQxL1YUntqNy5cwdFUbCYTEyenGZza5NqrYrvwFLQG+0ltZeiVChx+fJlAl4fW9vbzD15Sl9fHz6vhx/+8IcEAgE9fOTS+9Dnnz7FbnfgsNvxuN36D4og6MPxxibVSoV7d+6Sz+fojcVwOO3sJZM47DaGhob4iz//Mwr5PJFqlf39fYyyAbdbB+273W4ivVGGR0aYm5vDKMvUNVhZXAZVJZ1OMzExTqfdpn9wAKvdzn46TTKZxGazUSzqlakmk4lcrgBAuKcHtavidDhoNVokdhPY7TZisRilUolob4SNjQ1OnzpNPBEnceCvHRkZQTLINJUWgUAQg8HE2Ng4W1tbVEpFxsbG8Hr1YJGiKHg8HiwWC6trengsnU4zMPDfmJ61Wo1isUi5XCaXy+lEhWiUZqOF0tJraD1uD4VigVQqdbiFkiSJnZ0dPB7PIVpMlmWazRYCAmazGafTye7uLrJRPtjK6U1iareCJBswmMyUyxVAw+6wsba2wsjIEJLk0tFhiBhNZt0+0VZwO2ycPjFLai/Dhx9fYytdpqGu4nNZiYZ8RIcnCfk8uAJRZKNA0OtGFrpU6aCpCu1Wg2qlTKulIMkG3RrgcGC2OXD7Arj8EfYLNR48mqfR6hDr7aXZqvOFL32BJ0+fsJOI0+2qZPczDAwMEd/ZJhQMYbU5MZlNSAYZ2WQgNjBAPJmkUqmSyTzRyRXLq9QbDUxV3ZdpMBhIpzPU6nVeeukKU1PTpJMZrt+4QaejsrubwGgw0mw0KHZVopEwwyNjNFsNsukUFovtoD3MRLujcvv2bZ577jyJRJLr16/z2mtfILG3R6lU4q033+AXfkFPMd+//4Bms3m4mU7vpVlbXcdoMOCORDDIRiwWK2fOnuH2rVtMTE7TUVW8Xi8Wq4X79+9iMpnY3Iwze+wYX/nKz3H9+g1K5RKNRo3Ebo39TJpcdp/NzQ1ESeL48eO6jaXVIptJY7dakUSRzc1tPv/q59na3qDTVnjrxz9GVTWGh0b4aOd92kqLYDDA0tIyZouZ+fn5wyKFSqVCqVTkzp3bmEwmJmdmCIfDaOibH4PByJPH8wyNjKIJGpogYbfbOXfuHOVSCbfTxXe/+z3dctNuMzA4QKVcYWJynN5olEwmjcPt5Lf/539MIZdn4ckcZrOZxbmnbG5tkUzu4fX6cbtdzB4//pkczkc60k9CmUyGq1ev8sorr/yfYrkEQWdqP9vM/iQG2mdNZH/8x3/Mt771LbLZ7FGT15F+ovrUg2wsFtWZi0bjoc/thRdeYHFxEbPZTPOgqMBgMHDto485dmxG9+KZTGysrRPyB/jRj36EJBn49b/36ywuLrK9vUH7YNhqt9t0lDa3b9/GarXy5S9/mUazztziAgaD4ZBasLW1jSRJBIPBw45mTe1SKe/jdjeRJQmz0USn08Hr8ZBKpXC7XSjNJtPTk5isFur1GrWaTgMYGBxkfu4Jsb4YL7/0EstLS0QikYOts59KpcT09DRLS0vsJfXBvVar4XHqoZVnaKuxsTHm5+YZGBokXyzSrNV5/OgppVKBUCh42MRiMplQlPZhIn0/k2V/fx+Px0UoNEQ6ncbv92MwGDh16hQfX/uY0dFRnE4nbrcbVVWpVquHg+Lq6gqmg6a1mkvHYgUCATqdDmaz+fBKyeFw8PjxY3w+H263m4WFBWZmZmg0GqTTaWRZJhAIHPTHV9jZ2dWHZkmiq2kUCgUcDgeNRoN2u42qqoRCIRRFIZVKHdoIOh0Vj9tzaDfodDp0uh36+oLE4wlEUaTd7mA2W5BlGYulrXN9my22trfJ7u9jdzgwiiKGA/9wq1mnmM/hcbvweux88bUryKLAo4dzbG5kWO+oTE60GZsoEFAlzBYTBtmMLMuo7Qadroogiri8XsqVCu2uhmww4fH6ka0WHN4AJrubrfge1VqbZquNbDSRKxQQDAZ2k0lcHg9TU1N8+OEHVKpVdna3yeUKDAwNMj0zzicff8Lg0CBdVeXOnbuYTQaGBwdwu13s7u7y4OEjvvlL3+Tx48eoqkqlUuHll67QRadG7O7uUqtVMJuNeL0+IpEoajDAXmqPv/N3fpXllRVu3b6DzxdgcHCYUDDIxvYONluYixcu8N3vfodyuUSz2WRsbJzNzS0AenujVCplms06ouinXC7R7ark8zkCfj8WiwWDwcB+Ia8HLms1HA4rDx/ex+G006jXMRgl7t69g9vt4rnnnmN1dQ1NE3gyN08qk8XmdNJQFOLJJH19fRw7dozt7W0Wl5aYn1/kS1/6MgMDA7ovtVbD6/fRBaLRGI8eP8Dn83Hv3j1kyUAgEMRms5JK6TXU4xNjDA/rhQQOm51r165x9/Ydpmem+Pija/T19zI8PEwhnyebzeL1enE6nUxNz/CVr77O/Pw8brebWCzG+vo6HqeLSrHEnTt3ePHFFygUCvT39zM+NsZbb77Fzes3abbqbGxu0u3C5OQkIyMjjAwPc/PmTTKZPUrlMs1Gi8RuktHxMfb38/zqr/7mT/psPtKRfiJqt9vcu3ePSqXyqfiyz4ZZ+MtvZ1VVZXNzkz/8wz/kT//0Tw/JO0c60k9Sn3qQjUYi9A8MkEnroYqzZ89y48YN8vk8p0+fJpfL0aw3GOwfoDcSJR6Ps7a2RrVSYXN9k/7+AaxmK5FIlIcPHjI1PcXc3Bz1ep1SqUgqleLcuXMcO3aMer3OyuoKkixhMplQVRVBErFYrQiSzn58xnkNBoO0FYX+vr7Dwe2DDz7A5XZx5+YtRsd1Fmy+UGBqdoZisUin02F4eJh4PM7K8jKoXRxWG3ablWg0wtjYOO+8846+RT5AiLndbna2t6nVakzPzlLKF4j1xXC6XExPT7O/v4/NZqPZbGI5wEO9+OILCAI8fvyYdruN0Wik1WrRbncIBJxYLGYWFhaZmJpkoL+P7a0t0uk0breb5F6RbDYL8N+hrJ5tpSKRiP61L7fJZLP09PTQqFXpdruoqnqILAPdw/oMVq9pGu12G4/Hw87OzsEwaTmsnXU6nYfhM7fbjcls4ubNmwwPDwF6iKBzEMTrdDqUSiUsFgu1Wo1gMEi9plMMSqUS8Xgcn9+H2WIhny8cHqKKolCpVBBFUUdSmS0IokCxXCZXKOD2ejBZzCCJOJ1ORLrk2i3q1QoOt4DNBM+dnkVUuzx4NEc+XyC9X6XZ1mirHdxmB2azCbXbQQOMJjOyJKGpHYLNFtlMFpNBxmSxoooS9XaX9Eac7fgeQ0OjOF0uQj0RCqUy7U6XRrPFyOgoJrMFny+A1WojHt/F5bLz9MkDQj09aLSpVspUqjVe+/zLPHnyhFAoiN1uY35hnhMnjuFwOrHZbYR7wiwvLVNr1OlqGqdOnWJoaIj3338fyWigi0ZLaREKBTl/7jnSmX0cTg9TM268Xg/vv/suxWIRt9eDy+1kfn4OUQCl2UQWRTrtNouLi5hMFl599VWWlhaQJJHtbZ15+mu/9nd0P/nqKsV8gVAoRPSghrlRq/HtD9/n2LFjAPTF+tjZ3MRokLHZ7Oztpel2df7yM2601WqlVCrxy7/8y6yvr9PpdJicmsJgMHD27Dk2t7ZZWVvl0ZOHBAIB+gcGMJvMbG/tkMtnOX58FqvVSiKRJBAIIogCoZ4wO/Ftcrl9RkZGiMd3SKVShHuCzM09oaU0mJ6e0L3enQ4zs7Pk9vf5+No1xsbGaLfbZPez+ENBgsEg5WoNTYPEbpzxsXFOnjiJwWAgeWCvuXP7Djdv3tR52KU8J46f5Itf/jKSJGGQDSTieqC1UqlgNJrwef14PV76+/up1Ko/wSP5SEf6yeoZYnFzc/MQ8/h/pp/UJnZ7e5s/+IM/4E/+5E/IZDJHzNgjfSb61GGvWrXO08dPkSUD1UoNSTIwPDTCieMnKZer+AMhWu02xXIJg9lErL+fV199jZmZY7Q7HfwBP8FggGAwQKNW5enjR5iMRrLZLENDQ3zu1Vd56623uXXzJo1alUqlQrfb5eOPrzM4NITD6Tzkuvb09PD5z38el8uFxWLh8aPHegXrAeu03W4zPzdPLpcjvrNLOpUmEPQTi8WYmJhgf3+ft956i92dHQq5HCaTCbPZzHvvv0cqneJHP/rhYRo6EAjQarVYXFxkY2MdtatfkzgcDiqVKjdu3MLv9xMOhxFFkcRunPxBK5PZbKZSqTI5OUWjoSOzEokEAwP97OzssLAwrwdQDobg3t5eqtUqwkEz2ZkzZxAEgVw+j9fno1qvMTk5yeDgIJ1Oh/39fQwGA+FQiEatTq3WwGq1IQjCIdYkGAxitVqxmK2HjWPxePwwnFWtVjEYDEQiEXw+H3a7/SDMJWE0GUin01itFlRVpa+v77BoweFw4HQ6CQaDNBqNwwY1g8FAMpmkUqlgtVpxOvTB2GKxIEkSFouFSCSCy+XAbrfjsNtRO/qGVhIk8rk81VqDWr1BS1GQjQYcTofeQCaJVEpFup0mFqPG7NQg509PE+sNoihNCsU8RqOMURYR0RAFEAXdk2ux2ZBkI0gy4YgeAKs1m2iCgQ4GktkivlCUxF6aSrXC7du3kQ0GpmammZtf4v333uPG9eucOXMGpaXQG41SrVbYSyV49Ogekihgt1lIJRMkd+Nsb24Rj8cPfKdmlJbC06ePCQYDKIpCrK+XZCKO0moeVilfuHABo9FIuVRiY20Ntd1GURTanQ5Ku83ExATNRpMrL10hGPRTKOS58ck17t+7i8vp5MqVK6jdLs1Wk2PHZjh9+gSLiwsArKysUCgUOXnyBEajkc3NLQrFEk6nG03Tn6fVlRVWVpYYGOjHZrOwtbXBvXt3KZdLNGp1MqkUHpeL5cUlVlZW9K8jFju0qCwsLOBwOKjV6zQbDaw2G4Io4PN5D8s6ZFlmcWGBtdVVRAFevPQCtWqNr33tq3zta6/T1x9ja2uLVCrFSy+9zPTMFPfu3eWNN37MyMgI4+PjXLx0kXa7TaPRYHZW57h+/NFH+o1Fp8Mbb7zBm2++wY9//Abrq2ssL61w69Zttra2qNfrLC8tkUgk2D+44kwkEjx48IBYLIbT6aSvt4/p6WkMBgONeoNkIkE6nWZ8fJwvfvGLvPLKK5w4eZKm0qLRahIOhz+Tw/lIR/pJKZfLcePGDRRF+Sv5fM/wj1evXuW73/3u0RB7pM9Un3ojCwKbm1toGsRiMZKJJKraZWRkFA2Nt65exWw24XZ70bQuFqtF3zSNDDM/N08+nwcBFpcW+Nyrr5BIJCiWyuSy+1z76GNcLhevf/XnuHf3HouLC/T2xfB6vfzO//I/E9/dJX3gOfV6vZw7d45isUi7rcPlW0pLZ2Kur5PJZA6Tx5FIBIfDwdj4GHvpPd599x1OnDjJ4OCgjr6SJN5/912mp6eIRqN0u13q9Tqra2vMzszSaDQolUpMTU3xn/7zf8LpdKC0WuSy+zTrDVwuJy6Xg8LBlrfb7WK1WvUt1kHdq8FgIJ/PMzw8gsNh49q1a/T29jI3N8fQ0BCNho6i2t7Z1rvqnQ7MVgu1eg1FUQ4rZBPJBL29vexn99nf32doaBC7zY4sy3i9XuLx+GGY6+nTJ4RCIQCsVivpdFp/BQU7e3t7BIO61eEZy7bT6aCqKoqi4HQ66enpYXd3l3g8jqqqBAIB0un0If+2v7//sMnt/zN5WqlUCId7qFar1Ot1stmsHvLS9APM6XTqHtkDtmyrpdBoNDDIBgyShIDAxtoGgwND1Kp1TCYTHbWL2WIlHO2lWi6Rz2XR1DY2qxFRsDExHsPpsXHr9l3WlucZivqJBr3Ikkir2aStNJENEkaDAUXtoAIOlxu1rZDLFxmI9pKrq1QbCrJZIZPNEA2H0boasWiU9bU13C4rfbEYSquNz+vF6/Hor43NQa1RxWQysTA/j4DImbNnuH//AU6HnWq1QjajN6jVG018Ph97e3vE4/FDbJMoiCwtLbG9vX24ZV9bXeXcmTOk02mKpSL7+Rwen5+5uTm2tjaxWcwYZBGz2ay3Z0WjWK1WHQ3ncDI4OER/fz+lUvnQDrS8vEJPT5RyuUKpVMblcpNJZ4lGo6iqSr1WR5YkHE4nrVaTVqtJp9OmUq1gNlswGk0UCwXu3b1Dq9kgEg5jMZuYe/IYo8lEqVBga2ODn//5n6feaJDL5djf32fw3Dk2NzcZHOjHYrXgdrnY3tqio3RwOpx8cu0aWztb+u2G00W3C9n9LMePH+PkyZPcvnWdQMBPJBJheXmZdDrL6Oiwzpf1+xkeHiaZTFIoFLhz5w67uwmOzR5jZWVVv/6Px3n8+ClnzpxhcmyU9957j3q9jtfr1VnNbjeBQJBOp8vZsyfZ2tqiv6+PnnAPP/rhDxEliVAwRPrAPuNyuYj0RMnuZ4nFYmxsbtLpHlVsHumnW41Ggx/+8Id87WtfO+Shf5bSNI1cLsfHH39MMpk8GmKP9JnqUxci/ON/8OsoB6n8iYkJqpUKFy9dwu3xUCqXyOfzdNUuLpcLRWmyurbGzMwMPq+XeqPB229dBU3DIBtwe5wYZAOq2iWdThMMBjGZTAwODrK6uoqiKHzx575MtVbjvffeQ+t2cbndTE1Nkc/l8Hq9tNttMpkMa6urWMwWhoeGDjeRIyMj3Llzh2QyyfPPP4/RZCSXz7G5uckLL7xIbyzGn//5n9NVO/SEQrTbbfr6+jCaDIiiSLPZYnhomFqtxurqqm6baDWx2XTMzkD/IKIo6p7RZgObTb9atdvsbG1uoqoqmWwGl9N1WARgNBpxOGx0Oh1sNhu5XI4XX3yR+flF7t+/h8ulV5A2m02OHZtlcWkBRVFI76UYHRujVNaZsC6Xi0qlgsPhwGqxYDAYWV5aQpIkor29lEolGo06A/19xONxGo0GkqQHXSRJIpfbx2A0oGkaiqIQCATY3d2l0+kgyzJ2u/3wyrhQKJDJZJidneXp06fY7faD11chGAzSbDZJp9N4PB663a7up1W7+Hx+lpdXSaXSRKNhnG4XKysr+Hy+w023HoIro3W7qB2VaqWKJBmxO5xMTk8yNj5OONKD2+3E7bJjNMpIgkCxkCeXTiFoHdpKi3y+SKejkUgkye9n8DhsjI2PYLZaESUBWRZwOh364F0oUimVaNZqFHN5as0WJ849z0c3H5KvthgYHOT+3VuEAj7sNid2pwePz09baeoBIsmAx+PFYXeQSMQxyBL5Yh5RFKjXG9gdThBENE3j4sWL3PjkOmNjY/j8fuqNOvlCkbGxUf7sz/4Mi9miVxln9wmGQxw7dpxisUC+UCC3v4+qdoj09Bxssa309vUjGwx02gqLCwuUinli/QMk4nEEQdCLMBxOjp84yQcffcjo6OjBGysbW1ubDAwMYrXaePLkyeEGvlwqoaldcrkc/kCAZqPOyMgw169fY3Nrk1gshqZBqVjm3LnzSLKMx+063PbrXNwq5XKZcrmM1WZF7ah4PD4cTgftjsqpUyd5990PGB8fRZJEctn9Q5/49vYu9UYFs9WMwWAkHO5hdnaWza1tAgE/brebmzeu09PTw+bmNpOTkzz//PNcv36dYDBIOp1iY2MTo9GIx+PB5XJx7959Ij09+ob/IFz43vsfEQgGMMkSmtblwsWLLC2vUK1UsDvsmE0mqrUaVy5fxufzkc1mWVhcYHtnB5vNRjKRxGw2E+vt1b9vS0UQRU6fOY16wFf+n/6n3/4fP4SPOLRH+iuQzWbj937v9/id3/kdbDbbZ/q5Op0ODx8+5B/+w3/I3Nzc0SB7pP9h/UQLEfx+L+PjegOOQZJZX1sjk0nRaNYxmc2cOHGc3Z04nXaHpaUl3B4PJpMJk9mMJEl4PG42N7fwuj1MTs2QTqVo1OtYrVY6nQ69vb2Hw1WsL8ajR4+YmJzUB7dymZGDzcuz8oFnBQRjI6OkUimy2Sz1ep3d3V3Onz9HT08PqVSKXG4fp9PB3JMnHD9+nFwuh/cg8BQOhXA5dN+o1WpF7ap88P77XLnykt4VH48fBr+q1SpLy0tYzGZsVivxRILV1VVifTFarSZ2ux1/wM9+Nsvm5iaBYJChoSFarRalYpFGvYHf70cUBe7fv8eLL77Izs4OY2OjVColstksJpMJn09v8mo2m+zs7OCw2dnY3CCfzzM1NYXT6aRUKrG7u6tf67ZaBINBstksjWaDQrHA8WPHsVrM7O3tYTQa9QKHQgG3243Pr19JP+PJttttQG+oeobeqlQqbG9vEwgE8Hq91Ot1fUjtdmm1WodEhGfWi2KxSDQa1es+O13K5QqNRo1QSC/F0AQIhULUarXDogW9VMGI0mphkA243G5SezkkWWZxYRF/IIDP56PRaCFKIgG/l47awWy24gkEadaqmK0aFqsLpdlC7GrQqtOolVice4zHH8BgkPH5PHqzlyzTVhTQoNloABoujw+T1cleKk1XNLKztY3JaEIQJERJolgsMT4xSafT5v79e/i8PuqNho4/s9loKQoD/YNkshlk2UguX8DhdOL1enXvZrfLJ598TL3RIBKJ4vX5iSeSnDp9Bq/XS7PRYO9gSFKaTWZnZ7l16zbnn3uOt99+G6PRSDadoVLbxmKxYDJb2M/tIxsMvPaFL7G+scm5888jSSKa2uXdd96l1WojivJh1e3i4iKBQJB6vUFfXz99fX1sbW0RiUT0IF6rxec+9zmW11bp6+ulv7+fvVSKnkiUQCDIxsYGvdEYsf4+PRRoMDA4OEQ2myF9wFV+VvNsMBqYm5vDYrFitVrxuFzsbG1z5cVLXL16ld7eXgwGA/HdXXoiUUbHx9nYWMNg1G8VYrEY9Xqd6ckpao0a9+/fx253YDSYOH78BIsLS8gGIxoCkmSgUCiytbWlE0xUDaXV5srlK4ekEK/Xi9Vq5ezZs3z/+z/gufPnaLVayAeDfKlcwu/3sby8jNlk4qMDe4LT5WR0bAyX283O7i6lUpkLz19gbu6pHnp0Oclkc/T19yHLBpxOx//wIX2kI/1VqV6v86d/+qe88MILXLhw4TN9A9XtdikUChQKhaMh9kifuT71IHvm7Fm6B2nrltKi2WzSUdrs7+/T199PpVJhfm6ORr2B1+ujNxZlbm6OQCDAiy+8wOXLlzEZjAetUSWqtRoT4+O4XC5A/yFbW1tjY2uDhtLAbrezvb3NhQsXePjwIW++8QYtRWF2dpZMJoPNZmNiYgK7w4GQTpPL5XC73Zw4cYJCIc/m5jpmqwmrw0aoJ8zk5CS7u7uEw2F2drZxu9309fchCiAJIh1VxeV00mg0D20BANFoFKPRqA+QxSKpvRQL87rvsNlsEk8kqFQrBPx+KuUKT548QVEUtna2WV1d5fz58wwMDvLeu+/i9XpZWFjA5XIxPz/PwMAAq6sruFwuSqUSxWIRTeuSy+9Tq9VwOBz09/eTz+cpl8uHr4XVaiUWi7GyskJvtJednZ3Dx9rf308ymWSnWj0YBBuoqorFovNBbTYrPp+XUqmEKIoIgnDoM3y22XtWjLC3t4fH42FrawuLxUKz2aS3t5disUg6nT4cbJvNJvv7+/h8Prpql0qlitvtPrRalMtl1K5Ks9kkEomQy+Ww2+2YzWb2M1nq9Qb1ep1Ib4Bsdp9Sucztm7dwOZ2YTEa6ZiPlSgW7zYpkMGC22OioKmga3a6G0dBBFjVEVLqqgtIUKOZyWK0WtI6CCMhG/QagWq5Qr9UwGgyY7Q5EkwWj2YIoGTl54gQLi3NYzGY0BHx+N7s7cfr6YrTbKharTbcJ1GqgdVHabRaWFhkeGcFsNODWNCTZgM3h5NTJ0zRqDdC62FtNDAaZW7fvck6ASE+Eer1O0B+g1WhSLBbZ29tjc3OTdrvNzPETjE9Oo3Q6nDx9ivW1NR4/eszg8DC5fIGhoUGcLjdenw+bzU4mk9E9o4pCtV7j3LlzaJrA1tY2Ho+X06dPH9I1yuUyRqORa9c+YmJ8HIfPy737dxFlA8vLy3QRQJQwWaxU6w1CPRHdh90TAUHk2rVrGI1GXn75ZdL7OTweD8VCntnpaTweD3vJFKFQEFGUkGWZDz74gAsXLvD5z3+eeDzO5cuXuXPnDj5/gInJaa5efYv5hafIskw4HCYRT3Br9TYutwOnw8Gx2ePcvXuPz716lkg0yve+9z1eeeUVBocG0TSNhw8eYrZY2NrZ4cSJ4wTDIYr5Akpb4cc//jF2ux2r1UpvbxSP14soiuzu7uL1efjil77Ag8ePCBTynD17FpvFyuPHj1laXkbpdBifnKA3FuPkiROEgyF2draZmpoiEAiQ2EsyNTHJ3Nwc6wfWnSMd6adZmqaxtLTEv//3/56ZmZnD372fhbrdLsVi8a/Mk3ukv9361IOs2+ViP5fDaDSyvblFMBjk8ePH5EtFzp49i8frxe1y0RMK43A4kCQDLqcTj9vNgwcPqFYqSKLIfjbDiy9/jgf3qzx8+JjTp05x/fo1JiYmqNfrAKytrWGz2enpiXDt2jXOnz+P2tYDL6FQiFAoxPDwMA8fPsTr9nD58mUePXpEMpnE4XDw5MkTxqcmMRqNqKpKOpPh1KlT3Lp1C4/Hw40btxgeHkTTuqgaLK4sQVdDAC5duoTD4TgAOO/xx3/8n/n7f/832dnewWF30HTr4Y5UKsX0QD8Ot5NGs8n6+jrpTJrxiXGq1Soej4f+gX4WFhZRFAWvz0cikWBqapqtrU1yuRwrK6uIosSLL15idHSUeCJBcm+PWr1KtVJhcHAQo9HI1NQUQ0NDVCoV+vv7cTqdNBoNBgcHScQT1A82288M9jabDaXVZH5+nmg0iiAIGAwGvTK4XkMUdbzKs2Bct6tbQloH1hGj0Ug4rL+OwWAQWZap1WqHKBZFUVAUBVEUMRgMtFqtw8KDZqNJONxDPB4/tCuoqkqlVj2kNoiiiMulY6mqZT0UpmpdZKOE3WmDrsDu7rbO+XU4MJmMetBL62IxGpCNEm6vh05HodiuQ6eL2Swhy+B06ZXAtWqNlgBqWz9IrXY7NpuNRr2G0mohCQI2m5PMfh673U6pVGNvL8nExCSSLLOzm6BcrdHtVmkoHV77wpeRDRKVcomtrS16eyO4PG4Ghoaw2e0U8nn8AWgp+vP5J3/yJ5w/dw5ZFqg3GmxsbDA9rb+ZmpicpFwq8/DRQ6xmCz6fj05HJR6P4/Z4qdcbTExPk07GqdTqRCJRSuUKiXgc2WhGko18cuMWBlnCM+nFYDBiszqYGJ9ifW2Tr371qxhNMjabjWw2Sz6fJ51OUyoVmJmZ4ZNr19jP7dNsNHj9q1+hcC/P6LiOmWq1FCwWG5Io6TclsV4ePLjP/MICPp+f889dwOFwUK01OH36LB988D4TE+Oks/uk93NMzsywl0zw6qufJ5fLEe2L4Q8FEQ0ytWaDP/rjP8Ygy2xsblMoVpidnSW5lyAYDGC3OWg2W4ckk6npKTY3txgeHuXBg0ds72xz5sw51tc3aTQahIMhvvjFL9HT00NH01C7KtduXKevN8bS8jKNVhO7Uw8VGg5qnVutFotLS+TyRexOB2++8QbPPfccDoeDT659Qjqd5tjx4zicDmRJJl/aJ51Msr62Cug+8Gg0itvp4sb1G2SzWTwHdJAjHemnXZ1Ohw8//JD33nuP119/HUmSPrPPk0qljgbZI/2V6FNTCyqlMsNDQ9RqNU6dPsVeOkWzrdDX14emaTgdDrxeD8dOHKPWrGF32JiZmWF9fZ1CoYCiKIyMjzE8NsrW1gYjo8Osrq2Qze1jtTtYXdvAHwzwpS99mVdeeZVCoUihUMBkMtFqtdAEDlmy6+vrxONxrFYr4XCYDz/8EFmW8Pm8gMb09DR+v5+pqSnS6QwGg5Fao47ZaqF/cIjXXnuNoaFh6vUm+XyB9ZVVDLJMW+kQ9AdRmm32kikymQzT05NsbKyzvrFOJpvB4/NSKpcxW8w0mk1KxRKCplEu6T7hQrEIaFSrFeK7cTLpNPuZLLIkY7WaCYWC+Hw+ZFkmGAxw4sRxUim9JretKJTLFVpNHU+1urpKJpOh2WiysrTKwtwi9+/f169nD3BABoOM2+PC7XZSrVSo1+oIaDRbTQaHh+iN9WEwmMjlchRL+uZvP5vD7fIQiUQQBAFVVbHZbNjtdqrVMqIoUKlUaDQaxONxWq0WDoeDvj79evlZA5jDYcdsNtHtdhFFEZ/Ph9FkJLmXJJPJoGka+/v7evCsq6F1NUql0iGmrNVqgSBgspixWCyUikUkUQINTEYzy8sr1BsN9vM5qvUarUaDWr1Op6O3grUVBYMsYzSZsNitRGJRQqEQPq8Xu92OyWxGaXcoFspoHY1apUq9WkPTuoiyiCRJZNIZCsUiHq8XDZH5+QU+eP8DBE0j0hOiry9GJKxv40qlEkq7w/jUNCaLjcRemnKpQrej0u2Cze5kY2MDr9eD0lZ4+PghTaWN2+tjZGyccE+Pnoy3O6jXawT8AfwBP75AgFK1jN1px+l2cvfOLdRWi9MnTyNJBpLJFG6Hi62NTUaGBhga6ufc+bOYTWbu33uA3+/HZDKQL+SoVMvMzT0hHo9jNJiwmCw8efSYVDJJLBqloygYJIloTwSv28N7775Ho96koyg0G00GBvpROgqhniAOlwObzcro6AibGxtUK2VUtU0ivovSalAplwgE/KRSKSanpgj39ADQVjWUThdBlJElA/NzC3jdbmampolEI/iDARA07ty5RTKZ5MyZs6AJNBpN3G43x4/PMjMzzeBgP5II5WIet8tBOp1CNIj0D/VTrdV444032NxYx2o24XE4uHPzJgZJ4tHjx+wm9rjy8kucOnWKnnCIdqvJ//77/xv/5b/8OZ1Oi2/8wlcp5PYxiBJry6u8+cabSJKE0+nEabfTEwxSKRaIb2+TTmfY3YmjoVGuVrh5+xbLq8s8evSAYNCP3Wn/bE7nIx3pM1Amk+HP/uzPKBaLn9nn6HQ6JBIJ/Yw/0pE+Y33qjey1T67R7Wr4/D6CwSAnTp6kVqshCAKhUIhYby/Xr98gnkwSDoV5+PABwWDw8Cp6cmqKUqnE1vY2Lpcbu91OT6QHk8WEx+uhv78fq9WC2+3mx2+8wfETJ0inUsRiMex2+4FHUK/IfAb39/v97Iois8ePobRa1Bp1qrUqQ0ODJJJJPv7wY/YzWbpqF03r0huLsZfa49ix4/rQWSjg9/kZGRlB0zR2d3f0oFZGR+2Mjo4gSgJrq2ucO3+W/f0c3/ve9zk2e5xotIfbt2/j9+vBFqdDR0RlMhlcB4B/h73L2TNnefz4McVigeHhIXZ2djCZTPT19VGv15FlA5VKmkAgQDy+i9/no91pYzTKJBIJGo2Gnmrf0lPt58+fJ51Ok8lk6OvrY2p6GrPZxI3rN1hbXaM3FqNxcNU/MjJCvlCg0WgwPDxMpVqmrbRZX9/QG74G+ymVSrRaLcLhMMvLS4iiSDQa5d69+1y8eJFarYYsy9y4cYNQKKRzXUWRYDCIw+EglUoxMDDA0tLSIdJL63bp6+vD7XYjCAJra2sYjUaUg5pbo9FIJpMBwGgyommaTi8wGFHbHaqVOgajkd3dHUrlIrJJolozIosCkiTSqDdR1Q6yJGA0mChUynQRsdod2G12mo0GzZaC2lWpVGp01DZqt4uqdJBkCa2L3jQmS9QPBmOr3YbN4cDrdeNxuXE69fKHrlYnFAjgN3sJhcIUikWCoRAmk5GPPvyIaqWCxWzGaDTotA6zhbHRUWqVCpubm4R6etjZ2eH48RMHW/gV5ufnuXDhAslEgqGBQe7cu8v29jazszP09vZy69YtSsUiD/b3MZpMjE9OUiuVGRwc5MatmywuLzE6Po7NbMdmtbG4uMjw8BChUJDZ2Rk2Nja4c/cOly9fxm6zc/z4CeKJXboabK5v0NfXhyTJ+Px+FhYW+cYv/jJPnzyhpbRIpVJ0u100BD1IuLyEoiioqsry8jJnz5xDbavsZ/b1jUu7jSRLWK12EERMZgv9/QPcu3ePsdFRgsEQU1MTbG/ptcipVIpoby+zs7Ps7aURBIHJiUmUlsI777zDhQvPMzE5TiqV4gc/+D657D6/9qu/zn/+02/xwuUX6Yv2Uq3V2C1XqFar3L1zh2q5wouXLyNoum1jdGyc5ZVlJicnWV1e4cnTp5hkAyMjo8wtzOPxenn76juoXZVQMITD4WBjcxO/34/H7eZb3/oWtWqFcCgEgsBLL73M5uYWYxPjh9aEa9euk0qlGR4ZpZnd/8wO6CMd6SctVVW5du0ac3NzvPjii5+JV/ZZGPtZBuNIR/os9akH2YHBQXK5HDabjbt373L58mWcTiftdpsnT54chIrcFIslisUSoWAIURIxmUzIskwymdTRVqtrTE5OUq832I0nmD12DNkgs7Wt+zDdbjdnz56lp6eH9997D4PBwN7eHplMhq9//evs7u4eJi5tNhtGo5FCocBQXx8Wm413332H7e0dBvoH2FzfRGm36enpIZfL4fP5aLdV3nzzTQqFApcvX6bVbDI5Ockbb7xBrC9GT08P6WyK4ZFhlpaXkCSRTDbDg/v3MRgNnDxxHFk2oKoq586dY219jZ2dHSYmJhgfG6etKCwsLnL65ClWVpax2exYLGYKhRxbW1v09PQcXnPu7OyQSmWIRMI8evQIi8WG0SgxMjJCX6yParXK3NwcPq8Pt9uF2u3QbreJx+OEQqFDtNLm5iZWm43V5RVEScLtcR0QCvLY7Q6azSbdbpdSqUShUDwM+lQqVSRR0rm78wtUKzUi0SiNRouBgQE2NzcRBIF6vY7FYtF9rBG9OjcajdJqtbBarYe92alUSkdsoTe8aZp2GBrL5/O43C46qsre3h5ut5tSqUQgEKBSqeihsUKRZrMJQKfTRjIYWFpa4rTjjN6oJomAhijoA61gMNJqtjAazbQNLcS2EUnUkNUuoZ4w+/s5NDREUdKrS7tdJEnGbLNhNBmRRJmVpSWUtqIPpBYb7VYDTdMIBoLkC3nyhQL3799neHiY7e1tvXXMaOTRo0fkc/tMjI/T7ig8nXvKl778ZUZGhmk2GrhcLux2O/fv3aelKIBAMBjk9OnTeDwe0uk06VQao2xgeHCIu3fvUq3W2NjYJBTSN8Bnz53D6/Oxl0jQ2x8jGU9gtzvQBDDIBrxeH8FQCI/HjSSJ1Ot1UqkUnU4Hv99Pp9Nha3ub55+/wKMnc1RrNYYHB3G7XThdLlLpDLLJTCqTIRKJ8ODRIzweL61mi9Reimg0yuNHD5AkiS984Qtcv36D+/cf8Iu/+IvcuHEDr8+PLMvcvXuXH/3oR1y+coVwuAeLxcLCwgJerxe73UYhn+fxkye89/77DI+M6IGyvZS+hS+VePDgAaVSif7+fja3tihXdP+22WzGaDTz1ttvEwwFcbtdVCplrFYrzz13Ho/bxYkTJ9jc2ODBw4d4fF4W5ud5/uJFzp87z4MHD2m3FELhHhx2B/l8jhMnTuL3+6lWq7RaLYaHhwmFQoyOjXHv/j2UVouTJ0/oWL92m6GhYXoiERpN3XYzOjqKLMs4nS5qtQbBYAA4aio60s+WisUi7733HmfOnPlMCAatVotisXgU9DrSX4k+9SDbarUol8tkszo/0eVysbe3RyqVYmRkhGw2i9Ploq+vn48++ggAf8CH1+tlfn6e5557jkKhoAebymVOnT7Nuf83e/8VbOl5pWeCz/bee3+8t+mRmUAikUk4kqCpKpWqilWt6ZJGM3OhmNatKhSKUMzMjaZb0xFSt6K7Fd1idRVZtCBAwhGZQHp78njvz/beezMX/86t0cVImBBJSRPnvUQidx7z72+vb613vc+F88jlcpRKJS9evMDlcjE1NYVYLGZ1ZbWXgSqXy3G73dy7dw+lUonT6aRWq7G3t4fNbsdssZDL5djZ3UWnN2Cz2ujzBXjl0hXu37vHlVevkMlnWFlZ4/z5c7181GKxiM/rpVIqUq1WiUQjeH0evF4PDx896G1dChfWDhNjY9TrTRRKFU6Xi2KhgFgi4vbt2xwcHEC7g0qpYnhwCL1ex8bGOkqlErPZjN1uZ21tjePjY6amppBKpQwMDGAymTk8PMbpdOH1ugkGg72lsLGxcRwOB5FwGKlMGKHfuXMHUzcRIpVK9TJi9To909PT5IuFXrj+9vY2Br2ecFDo7DqdLlqtNn19fRwdHfWisqrVKqlUSiCOWW2Uy2WymSwyuQy/308qler9vhuNBjKZjHK53Isgk8vl9PX1IZfLSaVS3U32JoVCAZfLxdbWDhaLiXqtjlwuRywWIxaLe79HnU7XS1CoVKoYNXry+TzNRoNQMMjZ82epVqoopFLEgEqlRCqT0mjUEUvEIBYjkclR6wy0Ww1EIimNWhWRWIJcqUQkElGr15GIxUhEUlqtNiq1FpFEjFQqQ9QRFtzqtRoul4NPn31CvV7n3PlziEViBgaHePHiBRaLhaPDQ6xWKw6HnVwmRSaTxuN209/XRzKRYG11lVq1is/nY2Jigq3tHeRyOcFQiGg0islkIp1O9+wZ1WqV3d1dblx/g2qjTjaTQa/TEQyHUamVVKtlao0az18s8srFSxhMZl68WGB8bJx8oYRSpWJjc4OBgQGKxSJSqZShoSFUKpWQCez2EAqHuXDxPL94/2f4fD6cbg8ajQaTxUosnqBaq3EQDFIuVygUily//gb1eh2tWsOF8xeo1ap8/vnnzM+fQSqRkUql8Pl8xLsFsMVq4f6DBzx8+BCLxYJep2N6eppf/OJ9zp09g8fjwR3zYLXbkMlk3L9/H4vFwvzcWSqVSjd/2IlGoyESES68rVYLq9WGXm9Cp9UhFItttBo1X9y+zejYGIjAarUglkgo5PNYrFYWXrzg5DiIxWJhZGiEk5MT1Go1Op2eoeFhjAY9z54966Y52Mjn85hMJoaHh9nb36O/r0+YII1PUK1UWV5ZZm9/H6PRSLPZpFwq02g0mBifJBKJ0mq3UCjkv/GD+VSn+m2q0Wjw/Plz8vn8b6WQrVQq3eXl00veqX77+soe2cnJSV577TUGBwd7H8bPnz9nZ2eHoeFhstksT548od1u8/rrrzMxMYFcpsDt9jA7K4zyDw8PMRqN9PX10Ww0uHnjBmazmbHRUcZGR4lFIuzv7fHhBx9Ap0MhX8Jhd3Lu3DmazSbb29vs7e1htdowGswk4ily2TyH+0csLCxitdq5fv0GJqMZl8dLMpNhZGyCldU10ukMm5tb5HJ5AoEAN2/e5OT4mJ2dXZaXVxkfH6cvEODWrVt8+eWXhMNhzpw5071RikinMkilch4+ekQ0HiOWiNNByMFtNpvYbQLhqlarkcvlePToIX/8x3/M9PQ0NpuN4eFh3nrrLfr6+nC5XGSzWUqlEj6fl7m5aRQKGWazmZmZGaLRKLVajUw6i9vlRq5QkO92LVUqFQAKhQKJRIJarRaipZoNtHodQ0MDmM0mNjY28PsDFPICX9vn81Epl7FarSQSCSQSSe+wkUgkzM/PCxje42Phw91s6tos4lSrVXQ6XS9j9uXCl8vlolQqoVAoejYTkUiE2WxCJpNRKpVIp9PU6y1cLhd6vb73/zebTSqVCgD5fJ5MJkOr1aZWr1Ms5UEEOr2edDpHuVBEKhZTqwmUq2azSavZpN3u0Gy2EMtkqDRaxHIFcpUGtcFAGxEyhQJEEhBJqNYadBDRRky13kAqlyORylCp1QwODNKoNzg6OkImk2O32wWE8UmQUrHE1sYmXq8XkUiEQa/n6OCAsZERVCo1mUyWbCbH3v4+Ozs7HBwcsL6+TrFYRKVS8fabbzLQP8Dg4CAWiw2Px8P09DRPniwwPT3dy1gMhUIYtDpEHSFXVKvR8MMf/rD7vFuJJ+J8efcOEqmEq5evsr+zy97uLul0GpVK3cMwZzIZXrxYpFDI0W43USqEy8X6+jpzc3OIxWKePn3KyckJ21tbDA8PUatVsVpsxOMJWq02FqsVq9XKv/7X/xqVQoleq+Ngf7+LI1ZycHBAOBzm5OSEg8MD2p0ODocDhUKB0WhErVahUStxOR1IJBK2t7cZGRnhzJkzvPXWW1y8eJGhQaHYHh0dRaVSkUqliEYjWG0WdDodGo2G/v5+3vvWt2g0WygUCnZ2tvng5z/jxfNnbKyvYzQaEEvEOB0O9EZDz+Mql8uolMscHR1RKJVodTq4vV4arRaZTA6Xy8PNm28il8splUpEIhE2NzYw6PREI1EMRiOPnzylUCoilkiQSCRoNBqCwSA/+psfk0qksVgszM3NoVKpuH379m/lcD7VqX5barfb7O/v9xohv2nV6/Xe+X6qU/229dU9snfvcunSpV7uq1gsZn5+nmg0yq3PP6darXL27FkWFxeRSqW9TptCIWNtbY1MJsPExAT5fJ5Oq8GTR4+4cOGiUEghYnRomHwmSzqRZGJ0FKlMzsjICLVajXA4jF4vAAPy+Tzlcpnnz59jNBrJpNJcu3aNp0+fIhaJyGWylCplNre30On0qHVq7CIne3s7wod9OoXX60Uuk6HX6ui0WshkMmQyNXa7FafTxa9//WvoiCiXKuh1esxmC4ODAywuL2EwGhkdG2NtbZXjw0P8fj/vvfced+7cZWZqqgcGKJfLpFIp5ubmWF5e7lGuzp49y8aGkGQgFG8t2u02xWIRt1uIZdrc3Ox6htW02+B2eRCJIZ1Oo1QqSSQStNttbt68yRdffMHAwIDAlk8k2NkRAAVymQyVQonH46FQKBAMhoRxfj5PvV6n3RY6s7u7u70Q+JdZsrVaDZPZiM1mY2VlpfcaarUam81GOBymWCyyvr6O1+ulWq32yGDFYrGXy5vOpGi32zicZqrVKul0mmaziUKhQIxQ9KpUKjqdDs1WC6lMgtvtpNNCGOW22zSbNWEz3GQUoARSMQ2pRPDc1ht02sLfQyRGodYgBpq1Khq9kXyxgkypEoq9VgdVt+hvtlogliKWSpHLFWh1WsqVGjKplMPDI1QaDSKxmFqtRqvVYmN9kz/8wz8kHI0glytIJhNEIpEebarebFKvN+l0OkJnb++Azz77jPPnz/eWFs+eO08+XyAcDlEoFLh27Qr//J//cwb6+6lUKr0iPxAIUKlWqTXqJJNJjg4OUSmVDAwOUsjliUZjRENhFAoF51+5SDyRYH9/j+GhIQJ+P0+ePOHy5UvUaoJPGkSYTQZUSjmbm5vIZBLy+Txffnmbubk59vd2sNkc6LV6ZmdmWF1dQW/QYzAYsNlsfPHlF9y8cYPvfOfbaLQajk+O8Pl8yOVyJFIJI6Oj5PN5jEY9f/VXP+Dy5Vd49FDY5p+enmZvbw+lUkmtVqPRaHD//n2KxSKtVpt4PEEiEUcileBwOGg0hQ+/arWKTCZjfX2DxaVVAHQ6DSMjI+xsbmEymSgXi4SDIWLxBP0DA0xNTRGNRpmdmaVRq9GRtQn095OIJ8jl8uzs7pCMx6kUS0JKRquF0+lkd3cXg8HQy8OtVCp8+OEvaTZb7O/vc+7c2Z5FJuD3C9Fe9Spra6skkym2d3Y4e3b+t3Q8n+pUvz1Fo1EODg6Ym5v7rbz+aWLBqX5X+sqF7NWrV1lfX6fZbFKv14WRosXSIwW1Wi0ePXqEViOMmsfGRihXKmzv7NDpdHA6nZTLZS5fvswvf/E+arWWFwsLJJNJ1Go1r7/+OiaTiTt37jA9PcXG5ibTM/MkEnFy+RwajRqlUsnQ4CAvnj8nlUhgNZtxO+wsPH1Go17H7/HSBsrVCjqdjkwmK5ChZAbUahUXLgjYz1KxiEImR6PRoNPpsNlsAvBgc5upqUn+7t/9e+zu7hAMBnnnnXdZWlri2bPnIBKy+D74xfuYjMbeElo6nUYikZBMp7DZbOh0OiwWKw8fPgTAYrGwuLiI3+8nFAqRSCQ4e/YsQK+ABFhaWmJwcBC9Xk9fXx/VahWJREI0VsNms1KpVHqd4nQ6ze3btzk+PkYkEhGPx7lw4QLb25votDp0Wi21WpV0OkuxWEQiEZHPZykUi7Sa/xZ8oNfrSafTZLPZXnpBs9kkkRDwpUqlEpfLxcbGBjqdjkajgUaj6Y2xX47LLRZLL4nA4/H0cnBbrRYGvZCT+zLm62Ukl1wp2CMkEgmtWg2RWIRKoaRUKFOv16jUahgMBsrlCsViGYVCjkQsRIm1221EIjFiiVAQy+VygeREB4lERrlUQa3VIVfmUapryGRSJDIFiDrIFErqzRadjohypQxioZASicS0Om1SqSTlUgmzycTu7h4ej4eVlRXGxsdotVtsbW0SCoVQq9WMj08gk8q4cvUy8UQCabnMG2+8zsLCAmtra/i8PrQ6PU8ePWJ8cpJUKkkg4CcWjTI1NYVCLmd4eJhWq8Xu7i5arZbrN25weHzE7u4eAZ8fvU5Pf98A9+8/IJlMCp7wgQFq1QoqpYJEIo7dZsPbXaI6OQlSr1ex2+3kcnmmpqbotFvMzUyzvr5GLBYnkUhgtVhotdsEgyfsbO0yMjLKtWuvIxaLKebz7O1uMzc7S6UixGFtbKwzMzVNLBKm3mgQjsQQS4TLyPb2Ns1mnQ8+fF+wkMjk3e6ovHdhkUqlxONxstksGo2WDz/4iDNnZxgbG0OhUHD//n3cbjdejxeDxcR+/RCX24XD4UQiFrG6sozH70etUiGWSHj05DEul5u9vZ1uNFoBhULBwMAoB/sHrCwuIpJImJmdpd1qkZfKaMll7O3tsLGxxd/5O3+GWq0W3rvJJLFYDIfDwRvXr5PL55DJZEgkQh5uIBBgb2+PyclJ8vk89+/dZf7MGaxmEwd7+7/5k/lUp/ot62V2+8vUmVOd6r9UfeVCNpVK8fjxYy5evMhbb73Fo0ePSCaTSKVS3n77bSqVCqVSmXwuz/7+HkvLS+RyOWKxOMPDQ8zOznB4eMiTJ49RKpXYrBaMJjPtdht/IECj1WR3b49Wp8XewR4XL13i448/5/XXX0Wn1zI2NkatKpCQnA4HlXKFeDyOx+2iUq2Qy+dZ39jg/IULvULKaNCzt7tLPp/D6XAydGGIJ48eE42EEYlEvP7663z++S30ep3QTSzkefTwEbValT/8o7+NzWYjmUxSKBZxOJ1YrBY8Hg/bW5u9D+V4PI7FYkGn07K/v49KpaLWqOP1+RgZGSGfz3NycsLIyAj9/f189tlnGI1GlpeXcbvd1OuCb1Qmk6FUKnujHolEWPq6e/duN+pKh0gkIplM9nCxtVoNh8OBUqlEqVLx8OFDJienqNdqRMIRwqEIg4NDjIyMcHi4T7PVRCFXEIwHe5z5nZ0dAgE/0MEf8JFMplAo5Kg1ag4PDxkeHu52rGW9gqRSqWCxWADBOy2RSCiVSj3c8MuFLbPZTKVSIZVK4XA4aLfbPYiCWCym012SabcFuIBIIiaVSiFGTKNRRy6TUavVSSQS9PX1IRaLqUnENFttJFIpErGEdrcjKxKJabdBIpHSpIlcpaGRySGRKZBI5LTbHTodqNXrtDttEEsQSSW43G7aLei0O5gsRjoiQAw2h51sOkM+l6evbxCzxUwoFEIilfQK6Xw+j9FgpFavoVSrmJ6e4ejoCJ1Ww6uvvsr9+/fp6+vDYDCyu7vLpx9/TKvTptVo4nK5sE1aOTg4oN1udz3MTo5OTtjd3+PDDz8i4PfRbrYIHh3z7MkzNFotTpeL2dkZaLVZXV5mdHwMiUjE4cFBN7pqtosmLrO4uNhFSo9Tq9dJxBP09w1w7bXX+Rf/8l/2tu6NRiM7WztYrGYMBh0rKyscHh7SbrU4PNxnZWWJvoF+ItEIlXKJo8Mj6q0WKpUGk8mI3WbD6XCQ8fmIRWNYLBYCgQAnJycsLi7R19+PVqvFZDZjMplwOp102h0Mej1KuYJ6vc7Ozg5/9Ed/RCaTYW1tjWQqQ4cO7VabUrEg0OAKRfr6++jzB1haXsZqtpJNp3C5XCy/WOT8+fNU6zVisShmiwm9QUe5VOXp40e02x1MRgMen4dqrYr4/2M57uV7q1qtksvlCIfDyOVyjGYTVqsVEC6c4XCYZr3RXUKTs7a62puonOpU/6Wp2WxyeHjYyw7/TerlWX+qU/0u9JULWZlMxh//8R/34qDmz5whEY+jVCp58uQJTqez92fNZhOfz0e1WuXy5VdIp1N8+eWXlMslHA4HUpEYu8NOJBJlfn4eq81GNp9jenYGnVHHtWvXSCZSKBQy2p2WkEyQTvH44UMKhQIjI2PcuPEGlUqN3b0d6s0G8WSCkbExqrUaapWaH//oRzgdDhr1OuMT45hMFp48fopELOH8+fPcv3+fW7duMTc3i0olcO93trb4+OOPcHs8PLh/H5lMRjwex+V20Wy16B8YYHd3h/HxcRYXF1EqlWxubvLGG28wMTHRG6FWq1Vev3aNRw8fsbq6itPpxOPx8vHHn1IuF+nr6yOfzxMKhTCZTCiVSjY2NnpRJWfPnqVer3Pnzh2kUilKhZJwKEKtXsNsNhOPx6nX6wQCAVwuJ3aHg3g8zvbWNslkEpfDwfHREXq9nuPjY0wmEyBCIpZgtVp7PtWdnR2y2Sz+gA+T2YRIJGJwcECAO8RiJJNJxGIxgUAAEAz8z5494/Lly+zv71OpVHrZvvF4HIVC0bMmSKVSGo2GgChsdXr+WYvF0kPVqlQqFHIFao0aRCJq9RoWi4V8toBSpaLRbCJBSE2QyWSIxeJuSoLg9ZUr5DQbTZQKBSAU/61WC4lEjkgiw2SxUSyUEEnytBoNcvkCrXYTvUGHSqNBIpWRLxRw2JwET8JY7TbSuRxen4/DoyPEHZDJZbQ7bWq1KplMCqlchtvtIpNJE41GyWQyzM3PozXoCUXC1OsNfvHBr/jmN97B7Xbz5OlTatUaJpMJvV6ANahVKgx6PXa7vfdhAiCRSoXM43KZm1+7jkahIptKs721j9lqQ6cXoBWRaJRmvcHI6Aj7u3vIJGJy2QzPnz0nl8vhcrlQqzVUqlVcLhf7+wfE43HC4TAWkxmny8O5cxc4Oj7C6XQSDodxul1s72xTb9RpNhsE/H7OnznDxsYaweAJdDrQ6bDYTTZ49eqriEQSnE4XW5tblCsVrFYbU5PTiCUiNjc3effdd7FabbQ7HWKxKLFYjHPnzxMOhUkmErSaLdQqlQBLkUiIx+OoVCouXryIXKFCo9Hw7OkTVldWUChVGE1m4vEUoo6YQr4gLKm0m2xtbGC2WFldWcHlcTM1PUUikSQcCmExW1DKZPzi/Q+5+dZNTBYTo2MjSKQSfD4f9Xqd1dVVOl2fr0wmY293l7ffeYdaXXiO19c30Om0SMQSbC5rj55Xq9V6l71Tneq/NHU6HY6Pj6nVar/RQvYlbOe0y3uq35W+8pMmFCZNms0WuVyOzY0NPG4PPq8XvV5PJBzh6EjIOr1+/Tpzc3NMTk1htVqZnZtjamoSm92ORqMlnU7z05/+jFu3blEoFiiWivz1X/8VqWSqN6qPJ+JMz0xhtwtLVMPDI9hsNtxuD36/n3gizrPnz0il0xwcHfDaa6/RocNJ8ITdnR0OD4+5dOkiEhGEgyEi4TAKuRyj0Ug4HO7FgsXjcYLBoABsGBnmv/7zP2doeJh4XHh9RDA+MY5YBHfvfEk0EiWdTmOz2nE6XDidTuLxhFBQKZU0Gg0sZjMb6xsUCgVkMhkqlQqtVodOp2ViYoJoVHgNtVrdK0wvXrxIf38/er2+19HMZLNMz8yg1epwOJzYbQ5mZmZQdAs3oSsq4unTJ6jVKvL5vPBn3WUssVjM6OgoNpuVSCRCp9NBoVBw5syZngVCrpAjFokxmy0kEkmWl5cFwEW30Eqn02g0GjweDzKZDIfDwcnJSe+52NraRiKRYLMJi0yxWKw3jq3VanQ6gme4WqtiMpm6cVhicrl81w4gplIuI5NKMRlNFAoF/H4/GrUGqUSCSqVEqVQgEolQKpVIZXJ0en03H1aI06rV68hkMmGrvFym3W4LmbTtNlK5HKVaS0csodpoglgKIgkSiRSJRIpGrSESiVJv1IjH4zhsNkwGA81Gg3anQ7VeIx6PEQ6HMBoN1Gs11GoVhUIBsViMVqtBrVGzsryMXqslEPAxMjxAPpdlanISk8nI+Pg4Fy9d4tq1a3g9bgA2NjZ48eIFhUKBfL7A8vIa/r5+mq0Wv3j/A7QaLaFQiM3NTbZ3tjk83Gd+fpZqtUIsFqPRanL37l3sDht2u/Bc0OmwsLBAp93h2TPBM65WqTEZjUyMjzM/N0+70yGeSKLR6pienmFrexu1RsOlS5d6sVmVihBBptFo8Pp8XH/jBhqtlv7+AcZGxzl37gJOu5PR0TGOj05YXFzpvRdK5VIvli8UChFPxFEo5KysrJFOp7u5vU0kEhnvvPsWVquNjfUNLl281MX0HhKNJXre+IODIyxWWzf5wyE8uw4HZouFs+fP8e43v8nU9DQatQDZWF9dYXFhgWdPn3BwsM/Pf/ZTQsEgZrORYrFEMpng+fPnWK1WlleWqVYryKRS9DodoyOj6PV6vvmNb5DLZrl/7z6PHz5CKpGgUamZnpqiWCzy5e3bVMplHA5HN/85+Bs8kk91qt+dXlrdftNqtVq/8dc81an+v+krF7Kfffo5n336a2KRGM1ag2atTqvR4KNf/or7d+6yvrpKPpsTFmpkMhLJJF6fjxYgkyswGs3k80UajSYmsxW5XI7NZqVWrbC48ByrycTSixdkUxlufXaLdrON3+/j2bNnZDIZbt+6jdlsZWZmlo3NTcrVKqlMCoVSwaWLr9BoNMlmsgSPT5DJZHzrvW8SDoVodUfZNqsVn9dLNBruenjHqFQqqNVqHN2OZq5QQKZUMjE9hUqrQa5UYrZaKeWLiEViCrkCaqUKUVtMq9nG6/VRKAoIUZvNjs/nw2w0Ua/XKRVLeFxuZBIpVrOFaDiC2SSMKicnJ7ly5UpvO7vZbPLixQsA1Go12XyOcDSCQqnir/76xxSKJbRaLa1Wi0wm0/OYZrNZarUasWicxRdLiMViTCYz0VgUj9eDWq0mn8+SSMRxuZxYLBY2NjYEf6TVSq1WQ6VUdceuJkxGE6Ojo7jdbtRqwZMslUqJxWKk02na7TYKhaKLtq134QcdWs12Lxv3pV8VwGQyMTk5gc1uZWCgH6VKQblcptNpY7VahI6uwYhUIqVWrdKoC1mdRyfHNJotWs0W5VKRWDRKOp2h0xEJUVsSGSCikC/TbEGrBeVqFXk3yeHlkoFEIkWmUKLSartpBS0arTZylRqZUoVUKiefK3YzdjNUKyUyqSTrq2tYrVYq1Qo3v3YTsVREoVSgUCpSrlQIh6MMDAwyPj5BrdbAZrGh12jZ3tjk3hdfkkrEKRZy/OynPyadTnH/4SOS6TSZbA61Rk2tXiEWjzI0PEg8EcNutwlFaqVCX18ffQE/qysryBUKXB4BhVuplvnii88pFnIsLS0SCATwur0kYimi0Tj+QB8uj5uhoSHy2SxDff0EPF6yyQT7O9uUi3kqpTwWs4G9vW1WVpcwW0yYTCZqtRrFYpHz58/z4sUSrWYLvVbL8fExq+sblCpV2h3w+/u5fOU1YrEkxXIVpVJBJpviO999D4VKjlgqQiwV8cWXX3Lx0iUODg7QajSUikWqlRo2q53t7V3SmRx9/QOcOXsWm8PJpVeu8Oz5Al5fHz5/H7lcAYPBRK3WQKXWoFSp6evr5/Bgn7W1FTweJ0MjI6SzedR6E69ev4nBaEKlUqNQKMllsyTjcaxmEyMjQ3h9Hs6eO0vfQD+BvgGsVuESFwweIxGLcDrsuF0uVpaWMBvMlCoVFpeWaLfbpJJJ0kmhu/vXf/0DGo0GLo8Hn99HqVzAaDLQN9D/mz2VT3Wq35EE+8/ib9wGcNqRPdXvUl/ZWnD+/HnUajVqtRqVUkGpWOCHP/whOp2OSkVYxBkY7O+iLAuUSiWa3USAe3fuMDI8zOTEBG6HE4VCwbpez+LiCx49eoTP56Ovrx+JROiQKhUKYcFmdQWFQsHY2BhWs4X9vT12dnYoFos0Gg38vj6k3XHs69df56OPPyaXyyESiejr6yMUDDI2No5MJuNXv/oInU7N8PAwOp2OVCrVjQpSs729jcViIpPN8HxhAb/fh9/v58yZM+zs7HD7zpeYTCYCfX1o1BqWVlbQ6TTUGzW8bjc+r5dWq4XZYmJkeJjllRXazRbRaJTR8TFiiThiMTSbbbbvP+Ts2XnK5TK1Wo1gMMjAwACffPIJ7XabV197jZPgCY1Gg3PnziGRyNhYW+P58+dcu/YaP/npj3G5XIyOjiKTyXpRXVqtlpmZmS50YguPx4NKKfhZ8/m80BWtVpFKpb2iWKlUdjfbhQgsvV5POBymWqv0lrAUCkUvSsVoNJJOp1EoFDQaDRQKJQ6Hg1hMWPqZnJxEp9NxdHTUw9DOzMz04qXy+XzX2lBGKpX27AdqtZpCURgv63Q6ZDIFnU4HkahDqVSiWq2xtLSM3++n2WjTkgJiERqNDpFIoHSVyyXEYjGi7uHZAeHZLFfJ5wrIFUpyhQIdsQiFSoNUrqLTESwzlUoFqVROrV7l5OSE6elpdHodqVSatbUNZDLBrywAJrSUyxXEYjHDw8NEo1E2NzeZnhQ29PUGPdV6hXv3H2CxWNBotFgsbRKJBLFYjHw2jcPhIBwO8+WXX1Kv1zk+OsHpcmFz2Egm48gVMnb39vD7+zAYjWztbGO32Tg+CVKuVLh+/XUePnyMqN1ApzPQpsOXd+4wOjrK2toaEomEhadPEIlE+P1+KpUKIrEIg8HA7MQkP/rRj7h69SqDg4NkupchhVxOMBhkfHwUq9VCKBTi8PCQweFh6vU6Go2GWr3G6OgEO/v7RCIRgqETlEolS0tLDA0NIeqI6A/0oZApOD46otVqcXR0hFwu5zvf+gYnwRCz0zM8efqUaCSMUqnk6OgIq9WKVqOlXqthNpk4e3aef/Wv/hV9fX30B/zMzs7SarUQnT2DTC5Fp9PywQcfkslmKZaKKBQK/uAP/5BPPvmEXLHA/UdPcDmdmG12SKeZP3eWZ0+fU6tWWVteYXJqko3N9S7CWrikyeUKfB4/+0f7KJXCcz0wMIDdbmd7e5vPP7+Fy+XGbrfjdrtRKZUsvlik3elw48aN3/jBfKpT/S6UzWb5yU9+wvXr17sWtP94dTodWq0WzWbzNEf2VL8TfeUr07Nnz9Dr9SSTSbK5HD97/30ajQaDg4MoFEIgfrlYIpfOkIjGEHVAJpUyPjYG7TYWkwm1Qsmjhw+RSCSYTCZmZ+cYGBhCo9HRarV7C0gms5nPfv0ZzVaLV199tTum6GA0GpHL5YyMjOL39WEwGDAajajUahYXF3se01KpRD6fZ+HFC8YnJrvLUlqqVWG8fXBwQD6fRyqV8OGHH7C2to5Go6HTakO7za8/+YS1lRVhhNtocPPmTd544w0arSZSmRSRCEZHR1HIFQwODLC1sYlYJKJQLLK1u0s0FiMSjaLVahCLRdTrVcG6MDTA6OgwxaLQBazX64RCIT7//HPq9TpGo5H1tTW0Gg3JeILtrW1WV5aJJ+Lkcjk+/PCXeD2+XspCrVZDJBLhcrnQ6XQ8e/YMpVLJmTNn8Xg8qDVqZDJZL1UAwOfzdQlnAi7WarUSDoeRSCS90HepVIpSqWRkZAS3WxiFv8zcVCqV3U5vgUpZ6E5KpBK8Xi+dTgez2Uyn00Gr1aJUKlldXaVQKPS+1mKxSLlcwmq1CPFpmQxyuRy1Wo3VKpCistksYrG4N54ym81kUkm2traFyK1Oh3KlSiqTIZPLUavVqdeaZLM5xGIJcoUSENFotmgDzVabRrMFSOh0xFRrLUDKSTDM5uYuEokEl8spRK6VyxSKRYoloTDu6+vD5wtgsdh466236e8fQKVSkUwm/y16t17n8ZPHyGRS/D4/4xOTaHVmhkbGcXTH7VKJhGwqhVQmRyyVYbM7sFrtTE/PIJVKOTo8RC6TYzAYeOftd3j33XcxGo3cvfcQo9mGRm9AoxXSMILBIAatmnq9TiQWYWJygkqlSrlSQaVW02jVeePmDb77+7+Py+3uASjaQDgSIZPNEgwG+f73/4p8LtdbWpRKpagUSpRyBYlEAq1Wi9vjZmBggMnJSVxuNyfBIy5dusD0zBTnL5zH5/MhFom4f/cueo2WJw8fUywW2dvbo9PpMDkxgVGn5+OPPkLU6bC5voZGqeT46IjV1VWCwSC//OWvuHbtGpFwGK1Wi1wqw6DTUioIk5DPPv2Y//7/9d8Ri0Z4cO8+D+7f5+yZOeZmp8mmU8SjUX78k59w5eoVpmdmufm1txgZHcfl9vGNb7xHvd6k3qgjFYsQ02F3a5NaucKnH3/Cw4cP6XQ6nDt/jsuvXubKq1cZHx+n3W6zs7PD8fEx6+vrKJUKbty4jk6n49atW3z/3/wbQsEgErGYZ8+e/eZO5FOd6neoVqvFJ598wve///0eofE3oVwu9xt9vVOd6t+nr9yRBRGxWBytVsvIyChqzS0GhgZxe73UalUGBvpZW1vH5XKRyWTo6+ujWBaWes6cOUMoGGJ+fh6f38/CwgLVahWPx4NUKhXwo6USqVRKiGVSyJmZmeHo+JhgMEihUCCXyeKwOyiXK4yOjpNIJARSmNFIrTvmzmWz2O12gsEgRqMRqVTKz3/+c6xWKz6f8HXKurFA8XisO4LuMDAQIBgMcnwcZGxsFJlUgkarpVquMDk5yd7eHoFAQMhhLeTpiDo8fvyYk+MTXr16FZVKxaOHj7DYrNhdDkbGxkgnEigVctrtNkPqYQwGA5lMmrPnzrG3t8fW1hYXL1wgEomQy+VYWVkhl8v1/Kmjo6N8/PHHDA4OMjAwwNTkJLlcjkKhwPDwEGtra4TDYYxGI+VymWAwSKfT6dK+okJR3+mws7PD127eRCwWE4lEKBYFilk2m8Xt9mK3O1lfX6VYLPLw4UOMRiOBgJ9sNovRaKTdErqpnbawuV2pCokFMpmMRrOBUqXA4bBjsVhIJpNEIhH0en1v4eulF1ksFtPpdHo0sA4dREC700ImF2AQAvpTD4h73eBSqSTEhOkMfPHFFyhUQlddADoI4+1mu4NMLqdeq5EvlITfs1QqRMU1WrQR0e5IqDfa1BplsrkihWKVYCiEUi1Dq9OSSqaIx+PoDQZ0eh2xWIx6vUYkEsHn8xEOhykUCmi12l6OcjKZRCQWo9FqMRuEbsbB4SHnLlzg//x/maNSrdBut/F4vdDpsLW5gdVuZ2x8HAC5VIZapcbpdAp2jXqdSCiMUqFgcWkRo9HClctXaLVbjIwO8+tPP0EukyKTSFEplQSDJ4glYtqtNteuvUahWARgaGiIer1OKp0ik8tSqVXJHh0yNT1DLpfjO9/5DgaDAZ1O11tYWlpa4tq1a1y9epVOuy3QuLweHj1+zKVLlxCJRORzOXZ3dkglU6RSSbQaDWq1GrlMzkD/AFKpDK1Wj0Kh5K233kIqk1EsFCiWS10Ih5hqVUg3kYhFeDwexGIx58+f586dO1SrFf7yf/8+dpsd6PD661f57NPPiMfiNJt1njx+TKPRoFavMzM7w0D/AM1mm1w+j88X4NHjJ7zzzteplMt8/y//kkqlSiKRIhaNkE6n+fKLL1DIZMzPzzMwMEA0EsHlcQu45WqVX//6M4wGI5VymWKpQL1ex+l0MDU1xczMDIlEApFIxNjYGFtbWxj0emZmZtBotb/RQ/lUp/pdKp1O88/+2T/D6/XyrW99C4lE8h/1ei9BOrVa7Tf0FZ7qVP9+feVC9sqVK73lnL29XVRKFWfPnSMSiaBQKVAoleS7SFKdXs/9Bw/4vT/4fTweD9FIlN2dHbZ3dnA5nQQCAeGDNpViZmaG7e1t4vE4g4ODjI2NsbGxgagDXq8XWXch6+z8GXa2dzg5CZLL5Tk6OUGj0fDmW29RKpdYW11jamqS6alpCt0taIvFwt7eHrOzsxwe7OFwDPHRR5/wB3/we8RiUR4/fkSz2ewVYG+8cQOlUkm1WqFer3PQ3czfO9gnkUiQy+UYGhqir78f2m06rTbtVou7d++SLxSYnpkmnkry3d//PVYWF4nHoqRSQpxVqVxiZmaGp0+f0ul0sDvsmEym3rb/xYsXaTQaPSSv3W7n3LlzPHnyhIGBAQ668UoCOSyP3e4gmUwhl8txOp1Eo1EGBwfpdDrodMLCmFgsxmqzUS5XKJVLPfBBJBLh2rVr7O0d4PF42NraJpfL9bqxqVQal8uFVCplY2cTlVKFTqfj+PiYZquJRqPpLVcZjQKoIJFIYDAYetADr9dLNpulUqkgl8tRKBS9mDGRSEQ+nycajdLX19cd7UtJJQWAQjabFbqBbjedTod6vUGz1UQmlfLZJ5+hVqvxeDy9Tn2z2USrUdPuiKhUatTrTZLFDCaTmQ5iavU2xVKFUqVGrVpDpU6h0Yap1YSCVKvTEY/FMRiNGIyGnmdUo9GiUChZW1vveXpFIhFSqZSJiQkKhQKHR0dMT08TDUWQyWR87c032dja4pcff0Sr1eLSxYt0Wm1WV5ZJZdJcunKFWrXG8PAw3//+/06f3wedTtefukC90WB/b5eToyO8Hh+RSIhoNE673eTmzZuEjo/54Q9+wNzsLHarjUBfH8ehIC6XC4Neh8/nRSFXYLfb+dUvf8ngwCBut5twOIxWqyOfz/OXf/mXjI2N4XQ6UavVnJyc8Oabb7K7u0siHsdkNJFMJilVKkxPT5NOp4lEIkLEXrHI6tIyXo+HWrmCeXiYWq3G2NgYB4dH6AwG0tkUcoVMsCqMjSOVyTBZzAJQpJsp3Gw0yeYLyOVyBgcH+PzzW6TSKS5dOk86nWZyaoJypcyNmzeQSWUsLCxwcnJCrd7A4/XS6cDa+jrnz1/go48+5vnz5/zp977HT3/yUyRiMdNT0xj0euKxOKVikVqlwtvvvE2hUECjUqNQKvD5/YglYsFTm0ggFokJBYMCHrlLkMvlc9Sqde7du9ebFLyMF5udnSWVTrGwsMDf/tM//y0e06c61W9XoVCIf/yP/zEOh4NXXnnlP8rfWq0KMJZTIMKpflf6yk9rqVigWMhT7Ibou91OHjx4wPLyMlqdnmK5jNPtQiyV4nA5uXT5lV6xUm/UKZbLfHHnS9qdDul0WgATlEp88cUXHB0doVKpUKlUPHnyhNXVVXK5HBKxGIVCwaVLl8gXi2SyOS5fvswrly9z/fp1rl65wuTkJJVSGbfLhVwmY31tjXa7xfHxEclkguPjI3Z3d1haWiIajTIw0MeLFy8wmUxMTEzw9tvvYDQaqTca7Oxsc3x8xMjICB6Ph/HxcYInJ0xNTlEqlpHLFOj1RsbGxhCLxIyMjnLv/n1sNhsWi5lsNotcLmdlebk76n+OTCan0xHRARIJYRzt9wcYHxvj8PAQvV6PVqvtxVi9HL8vLy8TCATQ6XUYDAb0ej07Ozuk02lEiHG7PPh9vu6oviwsmHVjtUwmE2KxmKmpKcbHJ5DK5UhlMtQaNWKxGI1Gw8bGZs+a8dprr2KxCFjSgYGBbuKBhPW1dSEcvws/cLlcDPQPIpcLnWaPx4PNZqPT6ZDL5YhGo8hkMjQaDZFIBI1Gg9lsxmq1IpFIelCEWCxGtVrtJTSkUinS6TR6vQ61WoNEIvyb6XQap9OJXq/DaNCjVMoRidrcv3ePQqGASCTYSOr1OvVGk0KxTLXWQqnSUG+02dk9IBiKks0VKJQqZHMlypU6qXSOhRdLbG5uoVAo2NoUfhYupxOdTkc2m0WlUnHhwgVsNhtKhbLbnXMikUhot9tsbW0J34NOx/HRsbDBbrezsbFBuVwmEg6jVqmEbnanjdPpZHh4mO2tHRrNFlKpjFg0js1mRy6X84Mf/jVDw0NYrRaKhTyjI8NAh431Dc6fPcPRwSF3v7zD4eEB2WyGSCRCJpNhZXWFarnMs8ePadUbiDptfv3pZ/zNX/+AaDhCrVrl+PiEer2BSqXCaDRiNBoJBoOcnJz0aG5C9mwFiVRKJpvtoaNVSiXlLu41n81RzOY5f/YcZ8+eRafTUi6XsdmsFEpFAn19ON0upqamsFjNQre40+H8hQtMz84yMDiIVq9DLJHwp//Vn1GpVJiYGCdfyPGtb3+Db3/7m5jNFgwGY89HvLm5xeHRMZNT04yNTzAwOMTW5jbHJ0FUKjXBYJChoSHcThcffPAB9Xodg8HAQH8/e3u7nBwfs721hc/rw+V2Mz45STge5cmzZyAWQQccNjtKuYJMOs3J4THpdAafz8fM9AyDg0NoNBq2t7d7YJcHDx5QrdXY2Nqk1W7jdLt+eyf0qU71O1Cn02F7e5t/8k/+CRsbG/9Ry1/1ep1qtdqz+p3qVL9tfeWO7NrqKjMzMwwNDrK0tIjb6cJoMSMWi9nd3WVwcJD5+TO9UflLvGc8Hu9ll05NTVEoFUnG4uzu7vL222+jVCqRyWTYbDaOj49ZWVlhZmYGlVrgr2u1WkqlEp//+jajo6OIJBJEYjEjQ0MsLCxQKhZJJBJsb29hNpsYHx2lXjVTzOdYXFzk8PAQjUqJ1+slGo1SKBR4++23WVpaolqtMn/mDBsbm7xx8yb3794lk8lgNBo5OjpidnYWtVrg2Mu743GFTEYul8NoNLG4+IK33n6bfD7P9Mw0qUyGSq3K/u4efp8Pq9XK2NiY8KZutcjlC1itdjLpNOl2G7VajUgkJp8voNMJvtLBwcEe3lahUHDz5g30eh0SiYRnz57RarV64/Z8QcjSbLfbXL58mXg8zubmJq1WS8B5dnNi5+bmODk5oVwuMTU9Tb1WJxgMs7EpkKTsdjsKhZxKRYiucjgcFItFbDZ7bynrJQRAyDGNIJGIicViSKVSCoWCYBfodHoLYWazmYODMFNTwz1/rdFoxG63c3x8jFQqxWazkUqlsFgsyOVy5HI5rVYZvV6gfxWLBfL5LNCmUCzTbrWFr7Nc4uNffcRbb30Ng8FAu92hVKpQqVTJZvPUGnUh0aFaI51Ok8lkKZcrvWU3Ua5ALpdFo5IxbOyj2Wii0+kIhUKoVCpsdjsOl5O1tXWq1SpqjZpcNotGoyGdTqPTCQANq9VKKBQim80RVyR7tpBMJsP83BzBkxNi0ShyqQyxRCKgfotlYtEw0U6HkZEBTo6P8Po8NJtNPv30U65du0bw5AStRsvB/h6lQpYXC8+ZmBjj5OSER48ecfnqVQL+AFq1hqWlJWqVKs6+PnQ6LU+fPiERixGLxbh48SLDQ8NYbTYikRiJRJJ4PMaVK1cAmJmZIRKJoFQqmZyaQtJ9L9u9NurVGqMjI0QiEaRSGQqFnJOjI1wuF4eHh2xsrOFyuQiHghRLZcQyGRcvXkKn0xGNhdnb20WuUP5buIDRSK0L7ZianEQkFvHmWzeFiURFjlQqI53OcHBwSKlUpFqtCKQ5tY5WK8vY2BggvEfq9Trlcpl4PE6pWGJiYpLR4VE2NjaoVCpUKiW2tzeRiEV02k3UGg3RWJxgNMrsmTkkUimpTBKr1YreaKRarbK6ukGzWUer04NIxMjwGCqVimq1yu7uLrOzszgcDpLJJFqtlkajTr3RYGRk5DR+61T/f6Fms8m9e/f4i7/4C/7pP/2njI2NIZX+/+A+RCiIm83mqbXgVL9TfeWntFarEI2GOTo6oFwuMzDQz+zUNPF4nOdPnrLT2KJYKKDV6Ugmk6RSKXw+H6FQiKWlJfr7+/H5fF3PpBiv18PR0REej+ff6YLJ5XKq1So2u41qvYFapeXFi0U0XW/iy435O3fucO7cOXZ2tlhbX8HjctNsNIhGoywuLnLx4kXOnDmDUqkkkUgilytQKhUoFAoeP37M4uIib7/zNm069A0OUCpVOHv2HH6fl+3tbWQyYTR69+5d+vv7uwjWGk8eP2FoaAi1Ws3s7DylUgmrzYbb7UKlVguRQ1otDx885JVXLpFOp5mamiIYDgvxPmYztVoDhVxOJBLrLkSt43a70Ov1FItlCoUCCy8WUapUzM7NsLS8TCwaQ6vVIpPJMBgMPHz4EI1Gg8/r48nTx2xvb+NyuXrb9LVaDZ1Oh8vlIpvNUq1WsVqt3Q5rCYVCTqNeIRgMMjYmfGhbLBYymQx2u73ncy0Wiz37gFKpRKFQcHAoWBKgQ6EgeAl1Oh0qlXD5SCaT6HQ65uYm0Om0vczcYrFIOBym3W5jNpvR6/Wo1cLSUqPRIBFPUK83aLXaFItFxGIoFAoEAgGSyW3kMiVarWBrODo65snjR0xNz2Cx2qi26hRKFdbWN3n67BkdQKlU0WjUkUikiEQi2q0WMmmTUqlENpvjjWuXOXvmLPl8nlQqhdlsplgscrC/j9VqIxaLMTM9QyaTpVgscPv2bYaGhhgcHGRra6uL3zWikCuJJRLE4jH8fh8TY2N0Om0a1QqJeJytrW2+96d/wsOHj7hw4QKpVIqFZ88xGQwcHB7g9ghdzKWlJQwGA9ffuI7BoOf5sxcoxpUsLi6xvy9ndHyM9a1t5EoNNqebZDyK3elgcXERjU5L8JbQZX3pYc7ls6yvrzMyNo5cruRf/Iv/gYsXz7O4uMjVq1f57LPPODo6YmJigkgkwsDAAFabDblCwb/5N99nZGiI119/nWw6yfTEBFaTWSDd7ecJB0Nks1lcLhdbGxvMzs2RiMXYWFvj8HAfhUJOvdFke3ObdCqF0+VhZmaG6akZnj55yscff4pMLiUcCjEyMoJarSWXLfAnf/InxGNx7ty5y+DgAFa7jcODfX72859QLBZxOBzoDXp0Oh1SqZzFF4tsbW4hEgkLJmfOnMFsMbO4tIDP68Pj9XJ0fIzP78dqs9Gmw7VXXyd4EuxCGdrUGy1ee/0aEqkEnVbH06dPuXfvHna7nQ5QqpQxmkxUKoLnua+vj6GR4a6vuUHw+OQ/cHqe6lT/ZahWq/HRRx9RKpX4i7/4C1555ZVetGK73e7tObyUSCT6d/5+u92mVCoRjUZptVqnqQWn+p3oKxeyAwMDvUIln8+zs7NDpVIhlxOY5H5/gHgigVgiYX5+nsWFBdRKFT63h3KxSDFfwKDT09fXRyR4gkIhx2w28fnnn3Ph4kU6HahWKlQqle5WfplyqYJCrkShkDM2do6jo0Pu37+PXq9HKZfz5ZdfotapuXr1KjqtluWlJQqFHJl0kkIuy/DoGB999AlyuYxGo4FWq2FxcRG3283XvvY1hoaGWVxa5mD/iHa7hdGgJZtJY7Va+clPforDYWd2dhan04nRaGJ//wCn04nBYOInP/kJ5y+dZ3BwkFazSSaXIxYT8JydVptqpUo6nUEkEvOXf/lXfPu736FSrdJsNnHYHWhUasLBEF6PhxvXrxOOhDl77hzRqEBAunjpAnKFnHq9gUgk7kVZpVIp1tbW8Hq9vazTl5z4q1evolAoSCZSiEUS6IjZ2z0gkYzj9XqIRCLotDpyuRw6nQ61WoXZbKZcLlMqlZBKZT0qi9frZXd3l1AoRLVaRaPRIJFIhA51uUoiHu/5Sfv6+giFQjidTrxeLwqFAq/Xi1gsFjriGg0Gg4FOp8PBwUHP+2qxWHoI21arRbvTRqVSoZMryGQymM0m2u0WsVgMhUKBx+WiUCjQajZwu5wU8nlu377N7Nw8bref46NjlpaWyWay1JstRGIBJ6uQy5BKJYhEIiqVFnQ6qFVKxGI4PDzg6ChEf7+/l6Bgs9nY3t4mncmg0+lIxBKYDEaa9QalQoFIOMzCwgJ6nZ75+TNks3liiSRfe/MtHj64T7vdIptJUyzmGRrsR6ZQsbS0zNTUNJFIhEKhQKPRIBDwk8lmukkcI2xvb7O+voZWp0MilaE16CmXymQyGaqNGoOjo7z51tvUmy1yxTKpTAan08H0zAy5bLb3PrRaLej1emKxKLlslmePn6Dobt0fHh5y8+ZNarUaAwMDGI1GJBIJe3t7PS+z0Wjk2uvXSMRiLC0tIhaLePr0KVPT08hVKqLxGD6fj3g0ilwuw2G3Ezw+RqfVEjo5wWq2YLVZCYXC+PwBpmZmSKczrCwt9y5b4XAYuUKGRCLF5/cTDoUJh4P83/9v/w9effUq3/72t8hmswSDx91pQIuxsRFGh4YJh8OsrKxiNpvxedwEAn387P0PeeedNwmGTvAFvHi8LoLhE0QSEW6vB5/Xj0gE7//8F8zOzdAXCGAymtjY3GRsfJSR4WGq9TqRUIgzZ86Qz+eFC9PJMTdu3KBSqVAuldjc3BQSOlptZDIpn376MblM5rd5Rp/qVL9T1et1vvzyS4LBIP/wH/5Dvv71r3eXcOlN6EAoYoWYRKGYfZnEs7u7y+7u7ikU4VS/M31lj2wqW0CmUDM9M8elVy5TKpe5d+8ea2trzM4KxKHx8TGUCgViRCQTScKhINPTk7RaTUrlIqVymY4InC43OoMBpVqDyWIGsYhEKkm5VsXudJBIJTk43Mdqs/DZrz9leHiQDi3OnJljZHQYn89DpVIiFovh9wUYH5vg+cIis2fmmZqd5U//zv8Bq93BgwcPGBkZYnZ2lu9859uMjAzx6qtXqdUqPHnymPff/zlOlwOJVEwg4EelVLG7u8udL7/EbDLSabWplKuUimUePnxIKp0mmU4jkohwuh2sr6+TzWZYX1+lUa8zNDQk5Ipub/Hu199FqVQSjUZpt9rs7e4wOTHRvQjkWFpeJJ1JoVGrabYaBPoCBEMh9vb3EEsl9Pf1YdDp2VhfY2NjnUAggFQqxel00mq1USpVxGIxclnBd2q1WqlUakSjcUQiMYVCEbvdjs1mQ6vR8ujRAlqdAb3BhEqtQSqV4/Z6SGcyrG+us7O3w/MXC0ikUuRyObVajVKphMvlQiKR0Gw2UavVRKNRzp07Q7PVQqPW0G4L416VStWlVOVRKpUYjUZEIlG3mD1AIhGjVquQyWTodDp8Ph8HBwcEg8GeT7NYLAnUJ7EIl9OBXCajUCii1erp7++n0SV3xRNx3B43uVwWaLO/t8vu7ibNegWFXCh6VColMqkESden2Wg0qdVq1BsNqtUaXq/QUY5EQ0zPjKFSycnnsnRoU66UODzcx2jQUygUqFTLNJoN3rjxBsVSiWaridVqpd6lVxkMevr6AtBpMz46hkQipdOGaqWOw+FCJBJjtdo4OjqiWCoyOjaGVq8jGArhdLlJJJIsPH/B4OAgSqWahw+fMjQ0zK1btzEajPzeH/wtRkbGUKnVDA4P4XQ4iEXC2G02Fp49p1QqMz45Sf/gEOcvXkSl1jI2PoVaq6e/f4B4LMre7i46jZp8NsuL589JxOM8fvyEZCJNOBRBp9VSq1YJnpzwyw8/xKg3MDgwgF6vIxaLs7S0zHEwRL5QZP7MOa5dv4HN4eQkGObGm28yNDqK2WbjnW98nbfefRd/Xz+Dw8MYTUai0QhHR4dIpWLy+SyhcJCR4WFef+11lAoFjx88oFTIc+7cHFqNnFazxtrKMmqVipHRMYLBEOVSlVgsQa5QxGAwcv36darVKp1Om1Q6iUjSoVDMYzAYCPgCaFVayoUy2XSWRDwBCD5us8VEuVTi7t27rK6uIJdJ+eLWLX74w7/m159+zOrqCmazGY1GQy6XQylXsLy0zOHhAX19fZw7d46ZmRlMZhNurwerzYbH7/9tnc+nOtV/EjUaDba2tvhH/+gf8Q/+wT/gxz/+Mfv7+73Um2azSaPR6OXFNhoNKpUK8XicL774goODg9NC9lS/M33ljux733qPVDKFVqNhYnKCH/7gB0hlCoYG+4lGo1SrVQqlIscnJ9SrNSKRMMNDg+QLBQJ9fSy8eIHL7SIWi2Gz2sjmcmxtbzE3P99DtXo8Hu7du0cylUKtVpPLZZmcnECr0xIOh9Fo/ZTLpV4WarvdppAvsL29Sy5X4MbNr3FydMTPfvYzrly5gj8QIJ1KY7cLRefLsXS93mBiYpKDwwNOTk64evUKzWYLuUyCWCLmyePHnD17jsnJSZpN4Y3aPzDAr2/dZnh0lK3tbVLpLN/97reZmprgk0Keo8NDNBMT3L17n+99709Qq9UcHh6Sz+d45523SSQThEMhLl++zN7ubpcrr0QiFaNSq4hEIuzt76NUqbj++uvkc1l0Oh2xeJSJiXGGBodZWFhgfn6eYrHM3t4e4+NjhEIh/uhv/xHRaJRQKITFbOb2F3cwGXUMDQ+i0agplUt873t/m0DAz9LSMmKxmJm5Gfb2drHZbCwvL5LLZdFptYTDIVRKpfCz7XYOW60WY2PCvzU4OMhJ8BipVEKhWMRoMGKxWAgGgz3QRKPRQKlUcnh4iEgkYmBggFQqhUqlxufzEYvFSKVSJBIJVCoVSqUSq9WGWCSh1WoJ0VtyOeFIuNsBkFCrVSmVS5gtZnQGPYlkArfHRaFQRKdVEw4JC01jI31UKiUyuTyddodOu0Wr06LVaqOQyWi1WijkCvr6/OQzccxmPdFohHq9TjgSYmRshEKxiEqtRiaTs76+TrlUQm80sL2zg9fno1oVbBuRcBixSCwsq2UzpJJCwbS9vUmxUGZ+fobNrS3OnjtHKCQQ5+pNEeVyCYlEgkajIRwM4fN6adQb6HV6tra3aTbrJBIJfv+7v8fPfvoz/u7f//skUkk0Gi3VSoV8LsuHv3ifwf4ANpsNm12wA8gVSjptOHPuHMvLyyiUCgrFAvv7+0Kw/9YWl195hUwmy8HePjarlY8/+Yy/81/9GWfPnWF5eZnj42NsNhvPnz/H5/dy/uw5isUSJycnrK2t43S6MY2Pc3R0gsFgQqPVsba+Qb5Y5OLlyxwdH9NotVFrdHh9CjY3N3txbyaTEZVaxfHxEXabHalYwsjQED/5yU+4efM6iXgMn9fN4cE+EUWEza0tKtU63/r2e7xYeMHR0RGlcoVatYJWraG/v5/V1VUmLWb+T3//72EyW9ja2OSTjz9hZ2cPg0FPOBTGarOxtblJmw4Wq4Vrr73GwvMFlEol21vbbG9tY7dbQQQz0zPs7++zu7tLf38/RqPwfOdyOZZXlukL9NHudFApFBRLJXxePzs727/FI/pUp/pPo06nQyKR4P333+f+/fuMj48zOTnJ1NQUAwMD6PX6f6c7m8/n+eKLL/jBD35AJpM5tRWc6nemr1zICmPYfTrtNs36KAG/D41GSygkxNVotVpq5ToKhYKBgQEyuSwarY52p8PZc2fxBwJ89NFHiMVivvPt7wDg9/nw+Xx0Oh0ajQbhcJj5eYF6pVarhbxJiYR6rcarr77G8fERPp8Pv8+PuCNCq9VhdzoplUqYTAYWujjb1157jUg4wv37D5ibnWN+fp4vvrhNPl+gv7+PgYFBjo6OefXVa6g0Aq0seBLGajOTzmS4cOEiDocDhVJF+OCA5eVlRsfGePPtN/ns00+Ry2S8fu01UqkkoWCIs2fOsrCwQDqT4Q/+4PeQyWWUSiU0Gg2vX7+Oz++jUi3zyiuv8PjxY87Mn8HldNLXFyAWj5PJZglHIpjNZtweD3KFgkw2R6NeIxwKYzKZkUpk2O12PvroI/r7BSTm/v5+1wsrjPgTyQTJVAKbzYjb7SaVShIIBNBq1SwvL1Is5jg5PqLZarGyskw+nyfbJU1tbm7SN9dHOil4XMPhsOARnZlBLBb3ilMBlqDCZrVhMBoxm0zEYjH6+voA/h34gVQqxWKx4HK5yOfz5HJ5KhVhiUculzM8PNw7CCuVMhqNBqVSQT5fIJFI0OmAz+tha2urm0krBxE9CEGlUqFerwnZtFoNpXKFdDqFzarHZjfT1zfA0vIyuVweuVxFsVDEZjUxOjxIIZ8GEfT3D5BOpymWyni8XqKxGDMzc/j9/VgsVhKJBNVKBUQi9vb2cDqdaDQa5HIhj7hcFvKPm60GqVSKgYFBzp+/wMMHD5memaXTgeWlJaRSKX0D/XQ60Go2uXr1Cpl0hkwyiUKhYGhoiE6nw9dufo1fffwRT588xWIyMTY2yvvvv4/NbuPnP/sF83MzOJ1Ovvvd7+J22olGo0QiEdY3NpBKZdjtNpwuBycnR2xvb1Mpl5iZnWV8fByj0cjKyioSiUSAT8hkKJUySqUi6VSKTqfD9NQ0pXIZuVJBLJ4kFo+j0Wro6wuQSmc4qtdJJuLMz8/jcjkZHR3h408+xWaz8vDhQyanplCplKwsL/eAH2azmW9/+9s9ilx/fz9ajRa5TMrGxjp+v5dMJoPeYKAqEzKl5XIldNpMTU1wchJELBbjcDiQiKXkC0UO9g8YGhrCbLFQKpVJpTNIZQqarRYjY2M4XW70BgP7+3vIpDJ2dnfQ6fVotFqWVpbx+n1IxBIkEgkHhwcgAo1GjVqr7V1Ch4eHe+Q6tVrN2vo6mUyW+TOCN75YyFMuV4iEI7/JM/lUp/rPSs1mk1gsRjKZ5NGjRz0ojtVq7S7btmk2m1QqFY6Pj3vpNKc61e9KX7mQPdjfw2IxUcjlefDgPjKZjBs3blAsFvj0008ZHBrC4/MyOjaGw+HA4XAQCoXY2Nzi/PnzmExm2u02crmc/+V/+p+4fPkyjUaD58+f4/f76XQ6KJVKFhcX+eY3v8nO9g4mo5mNjQ3UajWrK2vs7OygUqmgI6aYL1AslnBLJdjsVv7W3/p99vf3abfbyGQynC43N25+jf7+fnZ3d1Gp1F3vbYnHT55TLpe49MplNGotBoORJ4+fIZGKcXu8hEJhRBIpFosVj8fD5s42SrWKRhfVGYtEKReXUKmULDx9yp/+2Z/RoUOr08buclIul0lnMgyPjtDudHj+4gW5XBZjsYjL5cJmt2Eym7h//z4KhRy7w8nG5hYOpxO/34/VauXk5IS93R3sdgd+vx+fz8fz58+F0Wkg0Mu6nJiYIJFIAIJPSSyWIJVKKZVKqFQqFhYWsFotxGIxnjx5TKVSZWRkFKvVyuHhIRKJCJVKxcWLF2k2Guh0QtZoJpPpeVlnZmb49a9/jUQiIZlMUq1UBbJXpUohX0ClFpInstksSqWSRqPRW+gqFArEYnFEIhEmkwmFQtEL3K7VaqhUKtLpNIVCAafTSbVWpdVuEgj4OTw6FqLZlCokUgkulwu5XEkwGEQkElGv13E4HMhkEjLpNPVmk1qtysT4OOVqFYmkjd1qwut2MDs7y/7+HtVKBVGngdfnJZfLIpPLqdZqaDRaxGIpSqWa/f19VCo1Wq2wwHZ8fMyrr77a8wEHg8Hu5cnUXXqDFwsLAgJ1dRWjwciZM2dYXVllZGSUvb09DAYDJ0eHKJRqDvb3kclkjAwP83u/93s8efK0t2x3584dVCoVdruNV69cJZFMEPzyS4pFBXqDmt29XcRiERqViuXlZWEZ69FDSqUiUqmMtbU4FouZTqeNSqWkLxBgYGAQtVqD2+0hkUyRSad7W/+TY+MoZDJ2t3eQyWQE+vrJ5vPUG02ODg45ODxCRJuZmWmWlpcZHhlDbzAQCoVwWG2sra2BSIRCoRCWFBcWqFTKuJwuFAoFVquVQCDAyckJ2WyWWCzG9773Pba2NgkeHZHNZSmXy5jNFrY2d/D5PChVQm7xH/zBH6DVGSiWSmxvbwvvvViM+bkzFItFIpEIb771DtFYjI2NDVKpNI1GA6lUhlQm4/GTJ4JNQC5nfm6ew+MjzBYz5a4Pv9lssr6xzh/+0d/ml7/8JbOzs4TDYfby+719gJcUve2dbeqNOoNDgyiVStbX1tha3+D69evEY7Hf/Ml8qlP9Z6SXaQQvC9ZMJkMoFEIkEvU8sp1O57QLe6r/JPrKHtl7X96hXqliNBh6maHRaBSlUinAEhRyHE4nfX19iEQidHo9oVCIdrtNMplkbW0Ni8XC1NQUfX19nJycoFaqqFYqbG9vY7VaOTg44MmTJ3zyySccHh51CzRQKBSo1Wpef/11NjY2cDqdiMXCSDcSiaBWq9nc3GRpaQmn04nN6uDw4Ihbt26zvLxMuVrh619/hwsXztFut/jG19/m5tfeYGFxgReLL8gXCigUCpqNFiIk/Pqz23h93h7BKRwSaFXNZpNEIkm9ViMSCVGrVRkcHKRULFIsFDk5OSGdFj5Mn79YYHVtjSdPnnBwcIDJZEahUvWIZC83+w0GIzKZjLfeegsQvEmFQgGxWKBbDQ0N0Wg0epFmLpeLZrPJxsZGb1Gn2WxyeHhIq9nhlctXMFus6PR6Wu02fr8fnc7A8PAIXq9XwL1mMlSrFW7evEGn06FarQrLaSlh0S2RSFAqlTCbzYTDYY6Pj5mamkapVNPpdDg6OkImk+FyOfH6PL383FAoRLFbrL/00w4MDHQhDToKhQJ7e3u9aJZKpdIbO4+MjHR/Hga0Wi3HJ8fIpFKmJ6dwOh24XK4uHEH4ey/jvF5aUirVMhIxuF1OioU8CqkYk16LUa9Bo5ITj4bwuh1oNSpMJj0GvQalQk46JfiU9VoBiaqQydGoNdTrdaLRKFKpFIlEgtls5ty5cxiNRorFIrF4nEgshkyhwGKzkUgkEQHabrGlNRiRKVXUGw30BgMej5uz82eIRaMoFUrKpRL37z9gZ2cXmUxGpVLhhz/8Ie12mz/5kz/pJVTIpDLevHmT4cEhvB4PgT4f5VIBl8tJMpnmizt3sNrsTE/P8sorl3n33a93c3ul+HzC1v4vfvkhhXKJYCTM0soyn9+6hUQiYWBggP7+fhYWFpCKRQRPTlhZXaXVajE+Ps7A0AB2h51yucxHH/1KIH55PXg8HsrlMharhUwuy9T0JDdv3mRubg6pRIKrS8P62o2bOG12RoeGkYrEDAwM4PF4uHPnDnK5nNeuX0Nn0KM3mrh05Qp/8md/yo0332JgcJjhkWE++eQjPvjwAz744IMe9vbk5IT9/X1yuRyV7tlxdHjI8tILPvjFz0nE45wET1Cqldz42g1qtQoWixm5TIbDZsdhs+N1ezg5OeFv/uZvyKYzRCNR+vsHmJ6eZmhoiGq12ktZeekLnJme4fz580xMTLC8vMzR0REanY6nC895+513fiuH86lO9Z+7Xi4Hv0w0ONWp/lPoK3dkVSol9+/fRSQS43A4MZpM/Pr2LX7vu9/F4XbxxRdfsNfdVHQ4HOzs7HD5yhUi4XBvK9pqtTIxMUE8EkWtVuN2uwmFwwRDQd5//31cLhcXLlxgeHiYx4+e8OMf/5T/5r/5vzI4NMSD+/d7ReLuzg5SiYSRkRFS2RQikYhQKITdbmdnZxc6YtrtFnq9rjfG/uyzTykWC8hkchCDSAQWi5l6vYLeqEOtURKPx9FptVy9fIlaucLC02fYbDZGhgYJHh0hloi5/tpVtre3WV1dxe120263abVaXRJSuZfN6XQ6e6H6LwOmQ6EwIrGEu/fuMzY+Rq5QIJlOc/XqVZ49fUp/fz8mk4lPPvkEsVjMN7/1berVKoeHB2QyGWw2W29ZamRkpFe4GwwG/H4/g4PDSKUS9Do9UpmwEZ7LF/G4XOwf7OF0uNnbO8DhcOByuVldXaXZbFEul7HbbCi60WdyuYLh4eGeDzkWi5HPFzGbzbTbLXK5HAaDAYvVSqNR7xXDHo+HeDzOwMAAyWSSTCbD/v5+r2gf76JZX8YYSaVS1Gp177bfaDQQi8Xk83na7TY2mwmRCA72D3G5ndRrdUwWM1KpGLPZiEKhpFQqCRFoViuVSgWAVqsppGnI5eh1WqRSKSaTiXa7jcGgo1gQvL3ZtJA1K5FKyBfzDI8MYtAbqNebqFUqcrkc4abgEb5//z5yuZxms4nT6aQjEnHmzBlWVlY4d+4cN27eYG11hVQ6QyaT7V2wYvE4/kCAw8MjPC4XuWwREWIUSgUyqZQXL150LyzDvPfeezx48IAf//jHaDQa7t+/z5UrV1hcXGRzewuxVMqF8+dRmBUsLy/h8/lZWllCqVKj0WjpC/QTiYYpl4WUif7+AdbW1nqXiZcgi3qzgVwhWDvi8Th2ux2z2UwwHOHo8BCVWs3c/DwOh4P1tRUODw/xeLyUyxV2tgWfcCgUIhIO4/P7UavVrK+v4/V6ee+991hbW6PVatHqtNHodSyuLDM+Po5UKsVqtXaBJxk+/PAXiMUSLl682KXDJXn2bIHZ2SmePXtGqVRArzNx5szZ3qXnJYFO6MQLaSTxeIxqqcS5c+cZHBqgVC7z5OEDZDI5VouFg71dctks07OzLC0uUatWabaaiDptxsdG2N7ZZWJikl9++CFqtYBAHhoa6l3IFhcX8Xq9qLUa7t27h1KpZG5+nlwuh1QmRSQV/fuOzlOd6lSnOtVvUV+5I1sul5DJ5AT6+zl7/hyVWlUYsW1sAHRRp1uUSiU+/ugj1Go1Q0NDjE9M8OTJE6Tdbfh0Oo1YJqVFB5PVQqsjeGl8Ph8DAwPI5XLu3rvH0PCQAEAQiXjy+DFmsxmFQsGNGzcE4pVO14vGunPnDhaLhXAoTCKRFELvRSJef/11XnnlFYaHh3nw4AH5fJ5kOkWpXAYRtNstWq0Wv/rwA+LxOIl4nLNn5rl58w3q9TqZTKZXXAVPgkyNT/Cii8qcnZ3F4/FQr9dZXV2lv6+Pa6++iqjTYXZ6Br1Oh1qlZmN1jcP9ffRaLZPj4xQLBS5deoVGo8n8/BkmxsdpNZsYDAZKpRKdTgePx8Pw8DBPnz5lc3uLmZk5hoZGUKnUGI1Gbt26hdfr5fz588zMzDA6OtrrZj969Bi1Rksg0EelIlCzHj16jNfrx2AwYjFbBE9osUi7LRCnHHYHNqsdt9tDOByhWq1RrdY4PDzEZDIjEomJRqNotVpA1OtQetxuGo0GpVKpRx2z2+0Ui0UKhQJjY2NC9q9cTb3WplgocnR0RKFQoNlsYjabeyQzIXpqnd3dXZRKJU6nk1pN+B00m00sZgvVapVKpYJMJuuG7BvIZrMYjUYUCgVarRa9Xo9KJdCodFotoVCIQrfjnk6nKRUFy4VCoaTd6aBUKNDr9FgsFqRSOZFItJfUEI/HKRYEjKparRa839kssUQCuVyOw+Gg2Wpx9949pDIZ3/jme9jtDgL9fdRqNXZ2dkil0xwc7NNsNDg8PsFoMjA7f4ZLr1zBandiMJnI5nLs7u6wvLxMs9kERDgcTtxuN2traxTLJUxmM3Q6LC8vEwqFCIVCLK8u02y1MJnMxGMJFhZeIBZJePFiiWazjagD4+Pj3Lx5E4lEwu7uLsVikf7+fmr1OulMpkcsi0SjHB0dYXfYcbucAib3+IhIJMLs7CyRSIRkKs3B4SGHh4ecP3+eYqkECHE9wWCQ/f19AeMqkaBSqYjFBUtJJpPh4cOH5HI5/H5/D2KhUCgJBPqFiUC1ikIhJxDwcnJygk6nQ6FQYTKZODk54fPPP6dWqzE3N8fVq1cZHBxkZGSEH//4p8jlMs6cOYNWoyKVTCIWiXHY7eRzWQIBPwqFnEg0wt07d9jb2ebM/CwzU5OMjoywtLhIMhFHr9WiVamxmi3s7+9z+/ZtPv/8c46OjpBIJJycnNButfC6PWjVGo729pkZm0DWEnHns1u/8YP5VKc61alO9dX0lQvZYrGEUq3GbLHg8fow6I202x1qtToWi6VHZ5JJpWxvb3N8dEw8luDkJMje/j5yuZxAIMCzZ88YHBykv7+fk5MT5ufnuXz5cs8nqdXpej7Rt956k5nZWaamppDL5b0OSa0ubHXv7u7i8/q4c+cejx8/wWy2MD83j8FgoFwuk81m2Nvf5fbtzwkEAlgsVqRSCZFIhGazycDAABqNFoPBwPb2Holkkt39PbL5HFa7jYnJSZLJJG+99SZOp4MPPvwQs9nM66+/jsFg6GWkrq2tYbPZqNfqrK6s8uMf/QiL2UKpWCQej7Oxvo3H7SGZSBIJRygVi7Tb8L/+r/8bu9s7PHvylKODQ/K5PF/c/gKH3U6z0aRULHJ8HGRpaQmFQsHq6jp37tzj7bffplQq8ezZMzY2NtjZ2UEillKtlEmnU1jMZswmE8FgkNHRUfr6+4mEI5TLFZrNFsVikVu3brG4uEg2m6NaqXL37j2eP18gnc7gdnvI5XLCEk0qTS6XZ25ujkKhgM1mo7+/n1QqxcbmJiKRiLk5YaFOLBIjk8lIJpMkk0n6+/sRi8UMDQ3gdNqoVKsMDAwAsLe3Rzqd7qFsm80mLpcLpVIpjKtabSrdr1ehkPesCrlcDrVaKOhf5ts2Go3ef0unUxiNJs6dPY9MKqdUqiISicjlcni9XlQqFe1Wh1gsgcFgIl8oki8UqFRqJJMpiqUyxVIZnz+AQqkklU4xMDCA2+3u2TtMJhM+n4/HT54wf+YMZouFNvBicZGx8XFGx0Z55dJFAY4wMcHx8QmlSgWz1crlV1+jUqsTDId548YNNFodXr+fweFhJiYmEIlEyKRSNjY3QAQmkwl/IMDe/l43X1bK3t4earUahVLJ6OgIcrmMa6+/xsjoMJlMhnZLgD40Gg0cNju3b9/mww8/pN1uMzQ0BEC1VmP/YJ9EUljoGpucwO6w02o2uHv3Ds+fPuGnP/kR5WIRvz/AlVdfQ65Q9Ah91WqVvr6+3lLjxYsX2d7eRiqVcvbsOTa2tigVSzSbbZoNoYt///597t69SyAQYGhomLm5eUZGRigWi6ytrXFyfMLx0THHh0cMDQxCB6LRaNeTXGZre5NarcqtW59zsL/H0yePodPCH/CjUKkIRSLcu/+QdCpDvdbAZrVTrzXoIMLucFKv12m3WkTCIQr5HEdHh5TLJULBID//+c948eIFn3zyCWqNmsmpSdKZNJlMhlqtRrlc5tnTZxwcHNButymXyzx99gyHy4nXdxq/dapTnepU/6n0la0F3/jmexS6nbaD/QMmJibJZnOMjoxxeHjI0dERapWaJ48f09/XT7vVERChqQx0YGpqCqPRSKPRIBaPU8jnGRgYoFAokM1mKZVKHB4d4XQ6mZ2dRS6Tc2vpdpfidITJZEKpVJJOp4lGo2TTaXZ2dnjz7Td59eoVVlZWGR0dA+DWrVu43W60WjVuj5vjoyMKhSJqtYZ6vYHH42VwcJBms0m73aHVbDA9NUEun2NtfY35M2doNJsUSgUKxQKRaASr3YpMIWN2do6NjQ1qtRqvvfYaGo1G2ADvjq/X1tYEr93gILF4nL/+q7/hwgUh2kilUvHKK69gtVl59smnpJJpWq02drud8+fOE41GiEYiVCtVDHo98YSczedLXH/9Wo+mdnx8yIMHDxCJRAwNDSGRSFAqVfh8AdRKBUsrS9SqFR48uI9cLiMUCgpJAc0W+/t7TM9MM1gb5OjoEJ1OR6VSodFo4vF4ugt3KjrtDg6Hk5OTk56XstPpCDFT6ST1er07pm6RSGTo7+8nn8+j1xtQq9SUK2X0ej2JRKJrqQihUChQKOSUW83eReMlgMBisdBsNtHr9cjlcqYmp4hEozSbLaxWK0ajkUKhgMFg6npzXTQaDfR6A6WS0OF9SSLTaLQ4nS5SyTTr6+v09/t7hBlV16M8NTmD0WRieXkZr8eLQqVEJBbT6QiF4/j4OLu7u7g8ni42t0U4HMZoNDEwMIBao0UsFiNXKqhWq7z55pusLK+wvSPYZzQaLeGTIOlUknA4xOUrVxifmEQkEpNIJJme9rC4+IKf/fx9rl17jXQ6zS/e/5Df/+57XL58mc2tLZRqFcsrK1y8cIF2vYlYLENv0BPw+/nX/8u/5p0332JiapKHjx4zMjLC4uKC4N+u14lEIowMj/SmJJOTkwwPDxONRkkmk1y8eBGFQkE4HBZyIes16o0mWr2WZr2BzWyiUChQzOfZ290hHI3yh3/4h6ysblDI5/j444/RarWMjo6i0Wg4ODggHo/TbDZ5+vQp3/nu7zM8PEajXiOT7Vo8ZFJCoSDDw8PYbDZarRaHh0fEYwnyBSH/NRIOk4zHkMlktJpNpiYnefLsOZOTU8zOzvDxJ5+wtLxIrVpDKhaWFF1OO7lcjlevXWNzcxO7w931lOd54403ODg4pFpvYDRbCPQFODw44OnTp2g0avL5PADDw8OIJRI6iLh0+TIKpULoCCuV3Lt3D6PByI0bgp9cKpUSi0apVCv0Dw2BCC5de/W3czqf6lSnOtWp/oP6yh3Zar1OpVpBJpPj9flQazWMjo1RKBQwGozo9XrMZhMXzp3n4oULAHz88cfs7GwzPz9PrVZjd2eHq1ev8u477yCTyVhfX8dsNiOXy7l+/Tp6nQ6FXM7m5qawUS+VsLOzg8Vq6cY+KZmYnODw8BiFSkWtXqPRbDI8MopIJGZ3Z4fFhQXeeOM68XiMg4MDnj17xnd/77vMzc/TbLXodETMzMzR6UAmk8XvD6DV6Tl//iLzZ84w2I1BMhgM9Pf1odVrqdXrFEol/P4AT548IVco4PX7etvUwjKTnp2d3R6f+tNPP+Xk+Jg3v/YG165dY2hoiM8//0IoNMIRyuUyBqOBw6NDNGoNCrmC3d0DAoE+EokE0ZjQfTx3bpaNjQ22t7eJRiNcvfoqbo+HSCQqQAk0WiqVKs1mA7lSQQeoVMsYjQamJicxGg20Wy2sVjNnz50hn8sjk8nx+/1MTk4ik8koFIsMDAyQTmdYXd3E6/UhEonweLwcHBwglUopFAoUCgU0Gg1qtRqJREw6nSYeiyOTyclmskikEkCEWqVGKpFiNpuF7l2tQSqVpd3p4HK5qNfr+Lw+9Ho9JpMJp8NJPl+g1WrhcrkIhcLUqjVqtRrtdodcLk+r3eLs2XksZjOVSgWn04lMJkWlUtHpdEin07hcLsrlMpFImFqtij/gA8DtdpNIJAiFQvj9fiRSCcpu8epwubDZHWh1BnR6A1abnWarjVanY3ZuXvjeuihWi9mCVqvrBuxDvVbn6PCI58+fMzY+ztj4BBaLlWq1gsViJeAP4Pf78Xr9/OhHP2Zra4uhoSHW19fx+XycP3+BdhuqlSqFQpYHjx6ytLTE5NQU5y9cQKPVks5m2dra4v/49/68i4eU8Kff+x5iiZhCsYDH4+F//p//N+qNBn6/n52dHaanp1EqFBwfHTE8PEw6ncZkMnP16lVMJhOhYIitzU2ePH7cQ67eu3sXg95ApVLh3LlzaLVa3vvmN3G73bz5tTfZWBeeiyuXL2PQG3r5qvF4gnq9jtVi4dy5cyi6ySMBv5/Z2Vne+9Z7vP3OO7ic7t6CZqfdYWd7B5fThVqtZWxsDKVcRqfTQiKVIJVJicViJJKJro1ERv9AP9/+9reYGB9H1p2q1Bs1NFo1crmcYCiCRCKj1WwBIgwGE9vbO7z62mtcf+MGFpsdt9fH5NQ0JrMFmVzBq9euYXe4aItgZHwMpVpJrpusYNALFMJ3332XZDLJnbt3CQaD/NVf/RWffvYZ5XKZdrvFi+cLLC6++E2fy6c61alOdaqvqK/ckbVY7RRLZVKplLBIJJaQz+VYWlri7Nl5zGYzri5CtFqvcfHSeX7yk58gEolQqfxo1CqWXyywt7NN6Y2bdJotquUKjx49IpVKsb6+ztzcHLFolFqlCj4v0WgYrVbLdy59i3g8TiaTIZ1O861vf53/53/7z5mbnaHZalKrV3nl8kUhv1QCTrcTm9VCqVhibnaeaqVGo9Xk+o2v8fDhQ+7fe8CFC+fodDrk8zkGhwbIFbIo5HLWjo4wm80c7u6xt7fHG2+8IcSMIEZnMKJQqYWlMJ2OYDhEKpXBarVSKJcJx2LMzc1RLBTYXFvDqDdgNBpIp9P09fXx6quXUalURGNRyqUi3/r2N5mammbxxQuev1jg2rXX2N/f49atz3n33Xd59+0pHj56hF6vIxqJMDIyjNFootXpYHM4BCCBycjI2DCPHj1ic3OHN954g2KpzMz0NMtLS6hUKjxuL/l8noWtRewOO3ank3KlQi1XpNMBrU5LpVbFZDHhq1fxBjwYDIbe5v7LZIFqtUwuJ0KtVqPVCt31YqFErVpDLlewsLCAVqvlypUrRCKC51Kv16NQSNDp1Gi1GnQ6HTKZjHBYWIaymK1CDmGjSaPeIJlIUa83uwtkdfb29gFQqxU0mw3Uai2ZbJbd3V06nQ42m4WTkxPK5SKLiwsMDQ2j1xvY79pZcrksKpUCmUxCqVRkZmaWWlXw9YpEYoxGI48fP0ar1WI0Gvn8s08ZGxujVq9z+coV7tx9wMXzZyiVSuh1BoFAls9jtVpIplLYrFYkMgmFXJaBgI8PP/iQoaFhjGYzhWKxFzsmkUi5f/8BZouJra0N3G4nkXCEbCaDRCohEAjgc3s4PDykWCphc9hRKpVIJBLWVlYET2q+wNLiIq+8cgmNVsPKyionoSB/7+//Hba2tjk5CXLza19D3I3EWVxaQiyVEoun0GmNHOwfolFqcLmcaLUa5FKZcJFwOknGhClHIZ9nZXWVXD6PWCJFrzcSDUdxu9006g3qjRbReAK310c8nhR80I06Sy8WGR4eplQus7G+yr0vv+T8hfOkM2nGxsZAJOCH52fnCJ4cIxaLaHdahMInBEMdzp49SyyRZHR8Ar/fTy6XI51OYzQZ0GjVxOIxKpUKG5ubaHQ6ZAoFOoORgaFh+vr6KVVqbG1uUq/V+Na3vsXS4iJHxyfU63WUKhWIRKjUWlQqDSOVKs1Wg7PnL9Fqi9AbDOztHTAwKFxiwydBQidB9AYDgb4+JianMBgMVOs1hkdHAEin0zy4dx+T0Uiz1vjtnM6nOtWpTnWq/6C+ckfW7/UyNjKK1WxheXGJWDRKvV7nz/7sz/D7+/C4fTx98oy7d+9TqVQEXvu1a9RqAuWr2fy3OLuPP/6Yw+NjGi2hYNFoNJw7d04Ije/rIxgK8clHH1MqFJGIRHz60cd8efsLHj94RF8gwP3791Ep5RgMelxOJzKpFKPRyJUrVygUCjx6+JBkIsHGxgZ7e3vs7e5iNJqIx2IoFSr29w8ol6u0Wx1MJhNerxexWMJ/+9/996ytrSERi7FarQwMDKBQKDCbzSwsPGdtbZXx8VEMBiFrtdPpUCoViEcj5DMZvvPet3A7nMxOz5DL5mi1WgT6+kin09RqNSQSCaFQiFw+zzffew+H3cGDhw+QyWUMDQ+zuLxILp/lO9/5DsPDwyCWEI8n2N0RSGCxWIxcLsfRwSGvvfoqLocDj8tN6CSI1+PlwoXznDt3llazyerKCk6nE5FI1FuGMhgMDA0NkclkKBWKqNVqxsfHSCRSFItFlEolsViMtbU1wpEg+XwWm81KsVjsjvL1zM7OolQqKRaLFItFNBoN6W4uqUqlwmazkc/n8Qf8pFIpDg6ExAW73YbP56NWE5bIxGJxb+lMIpGg1WowGIRCUalUsrCwzszMDOPjY9hsFlqttgB5SKe7dLZ6z1vbarUIBAJ4PB5KpRJqtZp0OoNSqWRoaLCHSlSpVGQyWQC2NrcIBPzk83lGRkaYn59na2sLm82GXq/HaDSSSqUYHBQ65IVCgVKpxNbONoMjw4QjkV4cVDadIRwMcnCwz9T0FC9evEAqk9BqNYAOe3t71Gs1tBo1lUqZ4EmQ93/+PtlsikIxz6WLF/jjP/5j5s+d58y58zRarZ7/VyKRMDgwSCqeoC8Q6HaXk3z55ZdUq1XGR8dIp9N4vV5mZmaYn58XOqMKBYlEnM3NLYaHBvH7fZycHJHNZTAaDWxubjIwMMDx8TE/+9nPUKlUwsXCZiWdy9HqQKvTQaXVEAwF+fDDDwUrQqlIX8BPLBbBZrNSKhYIHp8Qi8V4//33GRoawmQyMTYxxs7eLlqdjnqjgdVm45VXXiGeTBCORlFrNAwND+P1+SgWizx//pzr169TKBTY2dmhXKkwPDLCN77xDZRKJVqNlsePnpFMpDHoTQwPj5BKpXjx4gV37t6hVCyQTCbJ5jL8j//jv0QkFiGTSfj881+zsrLM/Nwciy9ecHBwgEgswmq19SAML9HKg4ODmIxGhoeHuz7tFoV8Ho1Gw5kzZ7h27Rqjo6N0Oh30BgNDI8OMTowjkX/lfsCpTnWqU53qN6yvXMi+XCwyGo0olUoUCgX9/f0kk0k2Nze5ffs2Pp+fqckptBodjXqTSCQi5C1qtFgsVprtFsFImL6BfsRiEWKxmOHhYUwmwft45849fvLTn/Ff//mfYzAYKReLnBweEzoJEgmGODk+5sG9+3hdbuxWK4VcnnA4TCgU6i2LqdVqlpaWqDcavTF2vV5nbm4OkUjUHf3LiccTaDQaxGIxoWCQj371MZVigbPzZ5BJpNRqNY6OjojFIoRCQSbHxwn4fBwdHDI7PUO5WMKg0zE9OcX29hbb21usr6+ytLTIo0cPcDodLC4t8fmtW9SbDar1Gs6ut9Pv92OxWHB73Djsdgx6Pbl8lkuXLtLX18eLpUX2D/ZpNptcfe01VFoNJouZRrPJ3t4enU6HeCxOOBzh9u3bBAIBkokEer2eer2OyWTmw19+jEQioVKpoNFoODo6otFoUC6XkYiFrfKxsVFARKVcoVat4nK6MOj07G7v9IqCTqeFx+NmamqCubk5stlsD7ggUMV02Gw2JBKhq6jRaCiVSmysb+Byuejr68PpdGK1WnuFa6cDgUCgt0QTjUZptdsUS0Xq9ToGg46pqWHK5XLP35pIJMhl80glUrLZDGq1WvheJBLq9ToymYxms4lMJiUSieD3+4nHY5hM5l5KgUgk6kV96bt5tQaDAbPZjNFoZGxsjGq1SqfTIRgMEgoGUavV6LRaHj16RKVWZWBwkFQqhdVqxWazoVGp+H+3917NjeZ3fu8HOWcQGWAGGDp3s8OQHaY13ZqRNAq7Mytp1951lffcnQv7BfjGN3Z5z91x7boc1+uVvOOxNKMdaXpakztM52aTzW6SIAiCJAgQOefki4fipTWnalXHqno+r4AFPPzj9/z+37Cxvk4+l6ff6wMDnK4hnj5+TCadolmvoVYpOXnymFA2USzzwx/+EJvNwhtvvM6lSwuk0vuoVCo++eQTqrU6U1NT1Ot1fF4fVrMFs9nC8+cv2N7eIZMRrvJfeWWefD6PXC6n2WgJn41cztaBBjSTyWC2WPD5vTQadWLbUebOnqHZrAMDms0GT548xu12MTo+Tq3ZxDbkIJPJ0e+BzxdAKlMwFZpmL5Hg1atXeO21b3D06BGuXn0VhVzO/fv3eOfv3mE7to1KqaKQL1AulVCrtZw+PceJE6doNJr4/QEkEikarY5MNk+z2cZ6kJ7h9/vp9fvY7Xbh+zCbMZpMGAwGzGYzjUaTfL7A1laMEyeOcerUKWZnZ+m0u/h8fjKZDA8fPGJxcZGjR2bxeTz0Oh22t6IoZDKgz8baGkuLT9FoVBSLhUOz1t27dygVC7hcDrweD1/dvYfdPnR4LoTDYW7dusXGxjovX77gxYsXh8UdEqmU0NQUJrOZiWDwd3U+i4iIiIj8Fr72IKvTanA7HWzHYuzu7lIqlVhfXz9smDp37tzB4DKK3x+gXK6wtrbO1atXuXbtGiazmfMXXqHd7rC/n+bCK/OMjY0zMjLCYDBgayvGpcsXhStPlZJSuUyxUCIcDnP23FmOHD2KP+AnnU4jlUq5fu06ep0OuVSGXCbn9OnT3Lx5E7PZzMLCAqFQ6KDlS47T6eDXN39NeH2DXCbD3JnTjI+NHeTPJrh96w5Oh4OFhXksZvOB47tNMDiJWq3GahWMZhvhMG6Xi0w6zcsXL8hlc0glEkaGR1AqlWg0Go4dO0qpVGJ0bIwzc2dwOp2YzGZi29vcv3cPjUZDr9cjnclQKBZJp1IsLy8jlUj44IMPaHc6jI2N0Wy1cDidlCsVZmdnuXLlVZBIqFSreL1ehoaG6HTalMtlHj58iNVmQyaTcePGh8R3d/jm9W+Qz+eZnZ0lGo1y7NgxlEolJpPp0LwlDAhRBv0u6VSayIbQ7iToOr1UqxUsFgv1eg2Hw0E+nyeXK1Isljl58iTmg8+qXC4TjUYxmUyMj48flDR0UKlUeDwelEolT58+PTR+ZbMFisUiJ06coNfrkUqlcDgc9Ho9pFIp7XYbvV7DixcrLC4+JZFIHEZ1lStlWq0WNpvtQEPbRyqVks1mDwZrI0qlAqkUVCol2WyGZrPJ1NQUSoUKuVxOt9vF5/VRq9VpNBqsra0RiUTQ6XTMz8/jcDiIbm6y+vIllxYWKBVLOJ1Otnd2KBQKrIfXUanVeDwejh07jslgpFar4XK7hUiubheFQgaDnlC2YNBz6uQprr76Kg6H8yBmKsD2dozh4QCNRp13332XRqOJVqtjYeEi09PTfPDBB+zuxBkbG2N4eBiLxYpMJqdarRGLCfrXXC5HbGvrsE5Vr9djtdmEba5cGOpXV18SiWzw0Uc3sNtsOBxDHD9+HJ1ez+5eHKPJSLvdQa3V4fb4KVdqWKx2PB4vKrWGP/jDHxDf26XdaZHLCfF2CwsL5HI5QZaQzWI0GDAZDHQ6HTKZNF/d+4pAwI/BYOD58+fkcjl8Ph8ulxOn04Hb7SadTvPixQuuXr3KzMwMqVSK0ZERXE4nMpmM+O4uY+MT2GxDqNQarFYbw8MjhykUlUqF73znOxw7doRiIUc0ukkoNIXX60Wr1bIR2cButxMOb9Af9IWGOImExN4e9VqVN954HZvNKsg1zp/j8qUFKgfn2cmTJ1GpVPyjf/QntFotPvnkY959913ef/99Njc3SezF+au//Evu3r7D2ouXv8szWkRERETkf8PXHmS7nTYPHz5kezvGYDAgEokgkQh6SbfbzbNnz7BYBFe3RCLhP//nv8bhcODxeHjvvfd4//1foFKp+Yt/8/9w8dIlyqUK7XaHWr3BACm78QTT09P86Mc/Jp/P8+ab3+HylcuYzWYkUimj46OcmZsjnUkftogZTSZ63S7nzp1lbW2NXC6HWi1kiKYzaQaDPvv7SaKbUbZj28ikEJwMMnfmDH//wQf86sMPee+99/B6faTSGZQKYcsMoFQqgQG9Xo8jR44QiUQOjERJ9Ho9IyMjmM1mEokEZ86cweFwsL29zZdffilEPfl9mM3mw85ppUKJz+fDZrPhdrvx+XzEYjFWVla4dPEiTqeT737ve4KhbWYGp8vFVixGq9WiWq3hdLoIhaaoVCtksxkeP36EVColFArR6/XYCIfRqNUk4nHh6tNoJJFIsLKyQqPRwGQStLorKys8evQIn89HMpnEYDAgV8jxeDw0m01cLhcMQKGQMz09zebmJktLS9y6dYtWq0U2m0IulyKRSAiHw5RKJYrF4sEGNI1CoUCv1yORSNnd3WV9fR2NRoNerz9sCwsGx5BKpYdlFc1mU9AadrtYrBaqtSrZbJZ6vcbk5ORhcgHAyIiw9a1Wq6hUKsF132yi0WgIBAKUyyUGgz5yuQytVkuxWKTRaNBoNNAbDPR7Qo2iVCZjeXn50By1t7dHq9UiHA4Tj8cPCxueLT7D5XJhMBiYmzuDXCFn4aLwwvXo0SMWnz7lyJEjtFvC5v/jjz/F7XZjt9vw+XwUink67TZPHz8muZdAp9Nz79494vE9wuEwf/M3/416vUE8nmAwAL/Px+ZmhFKpxJBjCJ/PR7/fx+v1HqRL+JDLFUKqgttDq9Uil8sR392l2WjgdDrpdDro9HpOnz7N2bNz2Gx2nj17Rr3e4NGjx/yX//LXrK6uUa83mJ+/SK1WR3uQPqDV6QgMD+NyuVGpNWzFYjidLuJ7e/QHfXK5HGsHsWtXr14V8qFVSnr9HiqVii8+/5x0OsXG+hovX6yg02rQajW4XU563Q42qwWpVEJkYwObzYZMKqVSKrG7s8Puzg5Lz56xn0zS7/WwWCz82//339JudyjkC9Rqdex2O2q1GofDgVqlJpfLMxkM4nA6abc7IJHg8fkZnwzyjdeuUa1WOTN3hkKhwPnz57l8+TJGg4FweJ3/+td/jUwmPCf/5i/+gv/wH/89P/vZz3n85Akffvgho6OjlIol3n77bRbmF4huRrly5Qrj4+MopHLOn57D63KhUar+wQ9mEREREZGvx9cWd0U2I6jUKjRdNSMjARKJpHC1qtORSqcwmUxUqhVSqRRra+uUyyXcbhfRaJRyuUypVOLVq1fJ5oRQ+k6ncyBT0LC2FsbjcfGzn/2MWrWKw+Hgu29+l7t37uD1+5DJZOQOwtvrzSb76fRBNagd+9AQe3t73L9/n8EAZFIZtVoNpUpFNpdDpVRy9OgxIpFNVCo1jWaDfCFPZHODkZEA33rjdex2O46hIUwGwZH/8OFDZmdnmZ6ZodNpEd3aOtRuLi0toVarGRoaQqVSHbrm6/U6nU6HaDTK/Pw8tVqNXD5Pp9clHt8js79PKBTC5XTS6/fp93oM+n1OHD/Op598gkKhwOPxYDKZePjoEc2D8PdSqYRCLmdpaYlisShc0w/ZaTTrOBxDOBwO2u0Oz54tEtmI4PP58Xg8tNttWq0WWq1WMBBVq0xNTVGr1SkU8kQiEbrdLuMT4/R7fSKRCEeOHEECPHn8hFQ6KTj1D7Z7nU6HVOogGqnXo93uHDR99alWqxiNRmKxGE6nk16/R6UiXHU7HMKGUq1Ws7+/j8FgoNvtotPpDju6x8bGKBaLB01iPUwmI+l0CqPRgE6nw+FwIJPJDrWTiWSC0dFRFAoFZrOZXq+HRCKh3RYyjc1mMy9fvqRer6NWq7FYrFitNpaWljlx/CRbWzFKlRg+n4+RAw3z+nqYc+fO0mg00Gg02O12+r0+g4PhzWwVotWQCIUQpXIZt8vFbjxOoyFIHDrtDn6fn5GRUW7c+BUGgxG9Xs8nn35KYi/B1NQML9fDNJtNOp0WvV6XVCqFx+Ph8uUFqtUaxWIRtUZ5sAmvUyzmmZiY4MWLl5w8cYJIdJNUKiWYzqrCRvInP/nvrK6ukkwmKR48L5GNMKOjI2g0Kvb393n9m29gMOjZ2oyiVqsxmkzU6w3eeefnBIPjqLUqpkLTrK+H8Xi8JJNJ1Bohp/bWrVuoVCoeP36M0WDis88+R61W88orF7hy5QrPl58jkcDo+BjegJ9Kqcze3h7bv8lZfvmSXq9HKBTiyuXLPLh3n/XVNTq9HtvbO1xemKdYLNLv92k2m8R3drEOCS8vx48fp5AvcPLESfb29nj48CHVqlDhPBgMMJlN1GopvF4/Op2BJ08X8Xo8QrFHq0Wz2cTtdqPR6NgIb6DRqFEoFLhcrgOTYP1Qmw1w9NgRKuUKZ86cwXqQkKGQydFptfzwj/6Izc1NqtUqWo2GjUiUSxfnef/99/kX//J3cj6LiIiIiPwWvvYgW65W+bM/+zNMJhOFQgGtTsvdu3eZmJggmUxitwuxQ+HwBltbW5w+fYKNjQ1GR0f5xje+gclsJpcrMORwsLq6xvTUFGaLmS9v3SIYnGBjI0IoNAGDASqVitW1VVQaNcl0ipuffMzU1BSLi4tcunSJmZkZ7t69y+RkkPv3H/Dy5SpKlYrx0CQ+XwCr3UI+lxN0lLUaFquFjY11PB4Pse0tnq+scOL4cUbHRvAH/ELUl0xGs9nk008/pd/vo1Kr2InvolAoeProCf3+gOHhYUDInVxcXMRutx+48lU4HELwvMfjodvtotfriWxGmJ6ZYTOyhcPhQK8TYrY6vS7Ly8uk0inmz5/nwf37XL16lWazKWxS9/YwWSwYDAZeffVVni0usrOzw+zsLMvLy2h1WqZnZrDbbPz9Lz4AJNRqDcrl8qEWtVKp0O/3abVaKBQKdnd3kUplWCwWJicnuHXrFuPj4+zs7PB0cZFrr72GRCJha2uL/XQKh2OIer0OQL1eP2zrslgsgJRGo0m93iAQ8FOr1ej3+5w9e5ZypYTBYEAilVIslpBKpFTrwqa3UW+Sy+Y5duwYA/okEglarRb5fJ5QKHQ4LMtkMtxuN9VqlXa7dVhPWi5X6fW7TExMsLm5yfHjx6lWqwcyiw77+/sEg0F2d3fRaDSHOtzBAIrFItPT06RSaRqNJplclmPHjiGXyw9jrX4jxZBIJJhMJm5+dBOdVsvc2bMsLS/h8XjQ6HREIptCUcZr1xgfHWNnd5tYbJshh4Nr114TJDelKuNjkxgMBiKRCHK5HIVSzkxoCrVaLWSeOob41re+xWAw4MaNG4CU0dFRikUhXze+u0s6uY/RaEQqlfDg/j2OHT9OuVzGarWi1WpJJlPMz88fFkb85G//lh/96EdcvnyZFy9WyOcL2O025ubmiO/ukE6n8Pn86HR62t0e8/PnCYWCrK69RK/TsTA/Ty6fP2i+62Mw6KnV68zPL/DlF1+iVumwmK043S4ikSjNeouzZ8+ytb1FKp0mGAqhlMsJ+P3YbDZu37lzuEUNr63TOtBjV6tVTp4+xbVrQoJJuVym0+lw96uvCPj9aPQ6hgPDrK1tEI1u4XG7mZ6eZnx8nI2NDcLhdRwO4Xt3uZ10Oj18Ph/37t1DJpMBHLzMtfH7Agcbci8vXrxAqVYxPjkOEgmxWIxKpcL4+BhHjhw9kJDsYrEKMo5SqcTnn38ulEs4neSyBTxeN6+8coHlpWV++s47nD079w99LouIiIiIfE2+9iCrUqr5D//+P2GxWLDZrLg9goGn3++zv7+PzWYDBmi0Srq9Flablbmzc0gkEmrVOpVKDavNxq1bt4Wu826XbrfLi5UXvP7G61y+fBkJ/cOw9VwuRyQS4a233jpICJAwPTWLXKbkw199hFqtJpsRWpz6/T5Hjx5Fp9dRLBWpN2uUSiVsVivlUplsLsvY2Dj5QoFuv8/bf/QW3W6Hn//85xiNBsH9PT1FNpPCaDJy9MRxUqnUwQ/cOMvLyzSbTTa3Ygz7A4xNTHLn3leoNBrS2Qz5YoH0forTp08TDoep1+tYrVZsVhsajYYf//EPqZUrZA40gRuRCDNHZ7m0cBGb1YJWK2RhViqC8zoYDBIKhdhPJAgEAkxPTXHz5k0KBUFburGxgcPhwGg0otVrMRrNFAsFTp8+xfraGjKZjH6/f2j2KpVKWCwWyuUyFouFRCJBOBzG6/WiUMj57nffpNVqYbUJUVY2mw29XodcLsdoNFKtVlEqlRw/fpJ8Pkcmk6VYLGI0Gg+TKIxGIzq9lmq1Inz2NhvNRhOZTIbdbqfb7TI8PHxozpPJpXQ6ncOYr3K5jMvlolQq0el0UKtVlMslkEC9USOfKyCVytHpDOi1OmqVKi9XhEa1Xr9Hp91Br9OxEQ4TCoWIbW+TSqUwGAxUKlV0WgORjU2kUikKhdAUls1m6ff75PN5RkeHMZvNrK6G8fs92G12nA4Hm9EoM0dmCQQCZLNZAlotL54vMzs7S6FYQKlWMz4ZRKXSYDaZKJcrtFodpqZmuHLlKul0mnq9gcMxxIMHD7ANOWg2W9RqdZrNFiaThS+/+ALJAFwuB4VchrPnzvHTn/4U+oIx7enTp6yurnLq1Cmi0Sg+n4+1tTW8Ph8KpZJoNEo6neb06dP86Z/+Ka1Wi62tLWKxGJFIlKNHj3L7zm3sFjMGg4FUKkmlWuF7P/gB9+8/YGsrSiS8QSS8wZm5M5TKZZRKJd1ej+XlJVwuJ7du38bj9ZLPFZg9egSnw4FEKiW+u8vTxWekMhleu/YatXqN2M4OYwdGUIfLicvlElIuKhWmZmdI7O3h8fvR6Y0YDULZxdTMLAAanYHl5WXUfQl//8sbXL50EbPZxAcffIDP52FiIsju7g52uw2tTovP72dp6Rk6rZbxsVEuXZxnd3cXp9NFv6fF4/WSzWVR5ZWsra0evjRlMhk8Hg87OzvIFQpCoRATE5Osra2TSqWE6C+jiZ3dbXZ2doRbG4eDt/7wB9hsNjq9Dm6fizPnTjM9O/27Op9FRERERH4LX3uQvXTlCvfv3cPlcnHs2DFS6X2uX79OLpejVqshlUqpVqtMTExgMplwOIZotVpkMhkC/hFerLxApdaQzeaYmQoK1a2rqwzZ7Qx6fSwmM2vrLxkZGcFgMFAsFDHpTXz28Wf0B33+/M//nEq5wkc3b6LRarl+/TqJRILigeRAoVAQGB6mVCqiVAo6TYNez+rqKqVyiWAwSK0hdLq32y2S+0ly+SwPHz7A4XBhNllZXwujUCoZcjp4/PgR3/zmdVqtFsPDwxgMBjrtNpFIBLPNSr8Pyf19jEYDUqmMdDaD3+9n+sgsY5MTlMtlzsyd4fbtO0gHHOgBZYTDYRrNJnabHY1Wyy9+8YuDvNMSEokEt9vN6uoqExMTrK+v02w28fl8nD9/HplMht/vR6/X0m63hZIIjRbb0BBjY2PodTqKxSKZjPC3uFyuQ13uy5erBALDuFwuYrGtQ1PV2XNzZDJp7t27RzAYpNkSqkfr9RpKpYpGo8X+fhqZTIbFUkOvN1AuVw4H0F6vS7lcplwuI1fIGB0bZX9/n2g0it1uP0wdGAwGFIvFg8iyGjK5oJHV6/XU63W63S5SqRSj0UilUqLb7TA9PcXi4jMGAzAYDJRKFYaHg+zt7eHxeA5LGkwmE62msHku5As8f/4cnV4n6H2Bfn9Ap9MW9NYSCdVqHYVczuzsLDKZjFQqhdVqJZFIUC5XcDrtaDSCfCSXy5HNZtFqtVRKZfYTSUwGI36fj2azwf2HD7l0+RIjo8NYzVaKxRJLS8sYzWb20xlmZ2f56v49zpw9g21oiHyhiFwuQyaV0Wn3WF1dQ6VW4XQ4sFhMPHjwgN14HKPRyPjoGGtrawQCAeRyuVBfq1QcbEoNPHnyhOvXr2O327FYLDx69IjTp09jNpu5efMGnW6HM2dOoVKp2dmJoVZMYLGYqdeVdHpdPvroQ6amprHZbMxMTfPeez9HMgC9Tsfa+hrlchmZTI7H4+aP3v4hlUqFZ4vPqFarOJ1OyqUS0zMzJBIJ+hJIplKcPHUSi9nC6upLstkcpVKJQrFMKBRk5sgx9HojClX+oJFOjUQm5ebHvxakB8Ego6NjBENBlCoVYxPjVMqVg816m2h0k3fe+Tv+yT/5M+r1OnqDHpfLhUp5ltu3PufjmzcIhkLsSYWqZP+Yny+++IJ+v8/DB/fxen2EpqZIJpOMjY3RbjdRq9WYTCYUCgVPnjylUCiwsrJCs9miXmsik/YYcgxx7OhRYrEY0WiUQCBAvV5l96CpLLOf+p0d0CIiIiIi/3u+ttkrl86gVqkp5PPEd3e5+eFN3vv5L/D7h7l+/XWWll9gtliZnAzS6XRRKlSMjIyQ3E8xOj5KIpHgzp1bXFq4gNfnQavTspdIYLXZ6fR6vHj5kr29PeLxOPHdXTxuNwPJAKvdyvjEBKlUmv5ggFQmZ2dnh1gshsVioVQu8uabb/J85TmLTxdZX1snsrGB1+0msZdgdHQMlUqNzqDH7XYikcL9+/d5triIx+PlzJmzKBUK3C4nf/wnf4LioGEoNBWkUqnw4vkKAZ+fQb+PY2iImSMz5DIZNCo1U8EpVAoN1WqV+YUFTp46hVGvRzKQ8PHHn7C5GUUqlfH8+YpQdWkxY7KY0Oo0VKsVYtEtvB4fnW4Pp8tNJpsjnckI18TJ5OEPbLPRpFqpcuvWLfaTScJrYUDCXiKJ0+HkxcoK9WaT7e1dOp0eBoMRm82OUqXk8eOHDA3ZD/Jdizx9+hStVoPf76M/6DEY9A9KKzQUi0WKpRImswmZTIFEIkMilaJQKvAHAsJA2usxNTWFTC5DIpVQKpUZHR1DLpcT24qRz+XpdLoMDTkYDAbo9XpkMhm1eg1/wI9ECgaDHqvVhkajJZfLo1KpDobiHrlcjk6ni1yuIJVKUyqVUSpVKJVKnE4Hm5ubBwazAkjAaDIQj+/i9rix2W3o9XpKxRKFfIF8rkCtWsducwjX5QwwmgwYjHpkchmbm5sUi0UMBgMzMzNotVoUCjnpdJpmq0UqncZmt9NqChnA45MTnDx1Cr3BQDK5j0wmo1opk95Pkdzf596De9y7f4/jx4/QbjXY3Azz648/Ip1Jc/fObe7du0M+n8Vg1PPjP/4R42Oj7O7sMDIySrvbI5POMTo2zkAiYXpmlkarxURwkj7gDwzT6nSQyxUM+n3u3rlNLpfj/v37hIJBSsUyhWKRW7duMTQ0hMVm58TJUxw9cpR2s4lWq2F9Y4Nz587TbLVxebzk8gWePn7MR7/8Jc+WFpErFTxfWabVbCCXSQkGJ0mn0zx48JDNzSjJZIr9dAqFXE5sa4vlpWV+8f77RMIbjAwPU8zluXfnLvcfPMDn9cEA6A9QyhWYTOaDhBK4fOkyFpOZnZ0YuWyG8+fOMhj0SWfSPFt6yv7+PvQHrCw/x26zIpPLOHr8KFdefZWLFxcIb6wDfYLj49TKZRq1KhqNFplcQTiyiT8wjEQqpdfvo1SpmJ2d4fLlSzAYsLrygkI+T7FQIJlI0mg0mZmZQa/T4XI6sNtt6A0G3nzz2/yzf/5/MzY+hs/vZy+ZIJ1Js/LiOaVinsePH0FvwKDbRyVX/o6OZxERERGR38bXHmTv3r3LsSNH2E8kGR8dI51KIwW2olvcvn2HbrdHPL7H2noYjVpLLlegUChSLFbY3t7m8pWLGA067t37CrVGzWQoiEwuZzIYxGq1cefuHbRaLbOzs2i1OgqFApHNCG63m4uXLrGfSpHJZpmdneHIkaM0m02eP3/Ozu4OrU6bt99+G6PRyMz0NJVSmUw6g1Qqw2YbQqPRk0gI5pXXX79Go9GgVqvj9fh4vrzC08dP+PjXN4nvxalUygRDQcwWE9lsFr1Oh9fjYSQwjEKhwOEYottpY7NYiW1tUywUUchVdDo9arUaoWAIs9GE0+lEIpUyNT1Nr9en2Wyxn9rn+InjXHjlAp1Oh6Vnz/j0089566230RsM2Ox28vkCfp8Pk1EYYstlwTjzd++8A0gITgYx6A2CgSyT5fnz54RX16mUKyjkStZWNzh29Dgul4tkMsno6CiPHj9CKpUcmL80SCQSVGoNhUKemzdvcvfuXer1OuVyGYfDQafTJZfNk0ymGADDIyOEw+usra1RKpbY2d4mnxdkDhKJBKfTxdzcHL1en2q1hl6nx2a14fF4sFqtqNUqlAoFS0vP0Gg0mMwmOu0OMqmMUrGEzWYHYHV1FZlMhtUqVJ8WCkUsZgsMwGg0UigI2l+lUjBDZbMZoSSiXCKbzRzKE0KhEB63h3arBX0phXyRaHSLXr9Lq9XCPmSnXC6xs7OD0+mk3W6zt7eH1WrljTfeoNPp8OGHH1KpVghNhQiFpuh0OqysrNBqt9DqtBSKBWq1Gn/wgx/w6OEDNiMREskkMrmUkdFhbDYzpXKR9fAadpsJk1GPzWJmenoKo8nI4yePuX//HhazidHRUVxuN5OTQWZnj/Kd736fVDaHx+vDbLFQrlSJbEaJx5NEIptoVGpmp6f5/ve+R6lS5ic/+QnxnW1MBgPTMzNsbGwwMzvL2bPnkEllLC0uUiwUuHb9Gjs7uxiMgtFrfmGBne1tMpk09iE7f/5//VO2d7ZZXloGJMTje5w6fZozp88wPjGBy+3i9KlT1Gt1Crk8MokEs9GE0WjEoDfQ7XSIRbfYTya5ceMGw4EATqeTkdERwWBmNBKNbvLuO++gVgnPRL1eQyaTMuj3yGUzlEslzGYj9+7dJZfNENnc4MaND/nZ//wZzWaL69evo9Vq2Nne5l//63/Fv/urv+T9996jWCphtQ/h9fo5deo0FouVTqfL3NxZxsbG0el06HU6tBoNw/4A9766RyaTw+v1kclkkEgkNBo1nA47gYCfWGwLs9nAydMncbvdSGRSFEo1w8PDbG5u0KjXyWTSbG9vEw6HfyeHs4iIiIjIb+drD7LzC/PUGw18Pi/JZIJQKEh4I8ztW7coFgr843/8x2jUagJ+wTVfb9SRy+W88so5Hj9+TKlYxOf1Muj3SSYSFItFqtUav/zlL1EqlZw6dYp8XjC5pNMZFhefMTQ0xPDIMJlMijt37hCPxzGbzZw6dRKbzcbDhw8xm80MDw8jkUgJBAJotFqGR0Z49OgRcrmcYCjEqVOn8Pn8xONxNjejXLp0iSOzRzlx/CT1ep1AIMCJEyfQajR0D9IJzGYLvV5PMOkoFFQqFbw+L6VSCbfbjVwhP8xWHXIMHQalA7z7P94FwGq1YjQYsFgsgru+38fv95PP59FqNXg8HgIBH7vxXXq9HtlsFvmBI/7OnTuMjowyOjrK9naMkydPML8wz3p4nVqtxvDwMFKplHKxxPBwgPjOLoVCnvPnz6FUqdjd3SWbyeJ0uvF6fGg0GtRqNT6fF6PRSLEobEKnpqbw+/0MDQ3hcrnwer2MjI6gUqmEKlOdHoPBgEarPWyMOnnqFNPT08hkMowmI8VikXq9gVQqJR6PE41G2djYoNvt8OTpY7RaHe1Om62tLcbHxlEqlAwGA7xeL0qlkmwmg1QqRa/X0+/30ekEWUC5XEGhUBxujJVKpRDRZbFQLJYwm820Wi2cTieDAei0usPBP5vNYjSa0Oq0WK0W7DYb7XYbmUyKVCrFYDBgt9u5e/erQ/lFsVjk/v37QqsaHJrPtDotrVaLRCJBKpXC6/FgNpuJxWJsbW2hUCgYGRmh0+kglUqJRqPUak2qlRp2mx2j0cT29g7lcpWV5ysMBgMMegNajYbBAB4+eoROq2Pp2RJPnjw5+L95he2dHXq9AY8ePWLI4eTa9evMzZ1lbSOM3iAkOly4cAG1Wogec3s87O7s4vN66XW63PjwBsvPnqFUqTh7VpCmZLIZRkfGOHNmjl6/x7kL5wVD06ef8tOf/pSxsXEMZhMXXlngjW99G5vNLgzxy8vsJ5OMjY/j8Xqo1evsJRIUSyW0Oi2x7W3cbjderxe5XE7AH0ClUjE9Pc3K8xVu375NqVQSpA8WC9l8jna7zcbGBtGoUP7xmxa9ZrNJYDgg5Nzu7NLv9alUqiw+FZq5flOWcOLkSUwmM0ajkA4hlQpyhVwuTzqdJh6PH0ggKuzs7OD2eDBZLOwlEgwPD3P1G1eFZ6c/YHV1lV/98ld89slnOIeclEtllp8tEZoMcezYMfRaHd/73psEg0F0ej3BqRBKtQqNToPeZPgdHM0iIiIiIl+Hrz3IIhkwGRK2Mg8fPmBu7jSXLi6QzaToD7rs7mwTmgrRbDUplguUy4IpKZVKMf/KKzQbTaRIsFmtSKVSrBYrly5dxGazEY1uHmwDhYaoxcVF/vCtt7h27Rrlchm9Xs+3v/1tarUaZrP5sEXqwoULWK02kEqoNxpYbXZGRkcZH5+kUCqxGY2yFYsRGB4mEAiwvb3N+voasVgMk9nE0tIS9brgiPd4PPzVX/4VKqWKxF6CifHJwyzLeDx+4Lpv8NVXXyGRSHC5XIyOjgoZmW4XR47MUq1W+eSTT+j1+7g9biQSCcViieHhYVQqFSvPV0gkEmg0Gvq9PmNjYwCHw1CxUDjM5B0MBvT6wlW71+fDZDbj8Xq4/s1vUq5WePDgAWNjY5gtFtRqDYN+H/uQDSR9VlaWkckEneDa2hoAi4uLOBwObHYb8b1dgsFJms0mjUbjsHGr1WrR6/V4+PAh5UqZXD7P2PgYm5ubyA8kHd1ul3wuz8uXL+gPBnh9voOSChnf//73abfbDAYDtFotwVBQaCFLp6nX6zidTpqtFpmM0Aa3ubl5OLz6/X4AHA4HKpUKp9OJ3W5nMACpVMrGxgZWqxW73U4ymUSpVBLwBw4LFyIbEbLZrDDcl8uHNbO/aXaTSKRIEPJvm80mTqcbuUyBVCojEAigVCoZHh6m3+/jdDqZnp7m/PnztFot3n33fzA1NUUwGOTp4yeUy2Wmp6cZDAbEYjG63S7Hjx/HZDIR2dyk2+3yh3/wA44eO4pOp+PKlVex2YfIpDMUCgUkwEY4THBykrt37vDk0SOsNiuTwUk2IhG+unOXxSdPBQOdTse1166Ty+dRqdWcOTuHy+Wiz4AvvvySTqfD6MgIW1tbjI6O8vobr/PZZ5/hdDrJZrLs7OwyPTWNTqfjyeJTDAYDCoWC8fEJZFI5IyOjuFwuWm3hheD8hQtMTEzSancwWaxCgYNSxVd3bvO3f/M37O7FCYZC6PR6Xpmf51vf/hbzCws4nA7ie3vodDq+861vE4/Hqddq3PzoI9oHUXulaoVWp830zAxbW1vcv3+fR48eUSwWGRoaAmAwGFCtVvH7A8zNnWX2yBGsNhuXLi4Afe7cuc3y8jJLz5cxGAz4fD5OnjyN2Wyj2Wwe1iLHYjvs7sb55CDaTqlQo9Pr+f4f/IDp2RnOXThPMplkeHhYkJLUGxydPUK1UuWLz7+gUinz1d27/Pxn/5Mnjx+Tzxe4e/cuOp0Wq82K2+3mRz/+MeOTk7i8nn/QQ1lERERE5OsjGQwGg/+//wgRERERERERERGR/698/Y2siIiIiIiIiIiIyP9BiIOsiIiIiIiIiIjI7yXiICsiIiIiIiIiIvJ7iTjIioiIiIiIiIiI/F4iDrIiIiIiIiIiIiK/l4iDrIiIiIiIiIiIyO8l4iArIiIiIiIiIiLye4k4yIqIiIiIiIiIiPxeIg6yIiIiIiIiIiIiv5f8L04E7OPXutLnAAAAAElFTkSuQmCC", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "\n", + "f, ax = plt.subplots(1, 2, figsize = (7,7))\n", + "ax[0].imshow(image) # Original image.\n", + "ax[1].imshow(pt_result, cmap = 'gray') # Segmentation mask.\n", + "ax[0].set_title('Original Image')\n", + "ax[1].set_title('Mask')\n", + "ax[0].axis('off')\n", + "ax[1].axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "pfJkS3bH7Jpw" + }, + "source": [ + "# Convert to TFLite" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "qk7zWa2S7eLU" + }, + "source": [ + "## Add model wrapper" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "AHO3K-kXXHWp" + }, + "source": [ + "The original IS-Net model generates 12 outputs. While the official PyTorch model demo provides guidance on selecting the correct output, obtaining the desired output from the converted TFLite model requires additional effort.\n", + "\n", + "One of the methods is to download the tflite file after conversion step, open it with ModelExplorer and find which of the outputs is in the very bottom of the model graph and has the expected shape.\n", + "\n", + "To simplify the process and eliminate this effort, let's use a wrapper around the PT model that channels only the best output. This approach ensures that the converted TFLite model has a single output.\n", + "\n", + "Furthermore, we include some pre and post-processing steps, excluding min-max normalization as torch.min and torch.max are not supported yet." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "mr2XESVJGucI" + }, + "outputs": [], + "source": [ + "import torch\n", + "from torch import nn\n", + "from torchvision.transforms.functional import normalize\n", + "\n", + "\n", + "class ImageSegmentationModelWrapper(nn.Module):\n", + "\n", + " RESCALING_FACTOR = 255.0\n", + " MEAN = 0.5\n", + " STD = 1.0\n", + "\n", + " def __init__(self, pt_model):\n", + " super().__init__()\n", + " self.model = pt_model\n", + "\n", + " def forward(self, image: torch.Tensor):\n", + " # BHWC -> BCHW.\n", + " image = image.permute(0, 3, 1, 2)\n", + "\n", + " # Rescale [0, 255] -> [0, 1].\n", + " image = image / self.RESCALING_FACTOR\n", + "\n", + " # Normalize.\n", + " image = (image - self.MEAN) / self.STD\n", + "\n", + " # Get result.\n", + " result = self.model(image)[0][0]\n", + "\n", + " # BHWC -> BCHW.\n", + " result = result.permute(0, 2, 3, 1)\n", + "\n", + " return result\n", + "\n", + "\n", + "wrapped_pt_model = ImageSegmentationModelWrapper(pt_model).eval()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "GMBNfgcV7k0f" + }, + "source": [ + "## Convert to TFLite" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "T2MnULes70W0" + }, + "source": [ + "Provide sample arguments -- result TFLite model will expect input of this size -- and convert the model." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XOfNPYpnLGrp" + }, + "outputs": [], + "source": [ + "import ai_edge_torch\n", + "\n", + "\n", + "sample_args = (torch.rand((1, *MODEL_INPUT_HW, 3)),)\n", + "edge_model = ai_edge_torch.convert(wrapped_pt_model, sample_args)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "e7II2a_389DH" + }, + "source": [ + "# Validate converted model with TFLite Interpreter" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "C8Q38mxTauHM" + }, + "source": [ + "Validation utility." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "J_HNRb-8axuJ" + }, + "outputs": [], + "source": [ + "def get_processed_isnet_result(model_output, original_image_hw):\n", + " # Min-max normalization.\n", + " output_min = model_output.min()\n", + " output_max = model_output.max()\n", + " result = (model_output - output_min) / (output_max - output_min)\n", + "\n", + " # Scale [0, 1] -> [0, 255].\n", + " result = (result * 255).astype(np.uint8)\n", + "\n", + " # Restore original image size.\n", + " result = Image.fromarray(result.squeeze(), \"L\")\n", + " return result.resize(original_image_hw, Image.Resampling.BILINEAR)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "F65_ULYRLkTY" + }, + "source": [ + "Prepare input image. Since we put all preprocessing into the model, only resizing and type cast is left." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "yQBmo3uqMC8p" + }, + "outputs": [], + "source": [ + "import matplotlib.pyplot as plt\n", + "\n", + "from PIL import Image\n", + "import numpy as np\n", + "\n", + "\n", + "image = Image.open(IMAGE_PATH)\n", + "np_image = np.array(image.resize(MODEL_INPUT_HW, Image.Resampling.BILINEAR))\n", + "np_image = np.expand_dims(np_image, axis=0).astype(np.float32)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Afpu57c_dM_v" + }, + "source": [ + "Get prediction and do post processing." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "QfB50XQyxPCP" + }, + "outputs": [], + "source": [ + "edge_model_output = edge_model(np_image)\n", + "\n", + "tfl_result = get_processed_isnet_result(edge_model_output, INPUT_IMAGE_HW)" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "ql5XyVtxdTp9" + }, + "source": [ + "Plot all results for comparison." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "ppDPeDbgNkFE" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "\n", + "f, ax = plt.subplots(1, 3, figsize = (10,10))\n", + "ax[0].imshow(image) # Original image.\n", + "ax[1].imshow(pt_result, cmap = 'gray') # PT segmentation mask.\n", + "ax[2].imshow(tfl_result, cmap = 'gray') # TFL segmentation mask.\n", + "ax[0].set_title('Original Image')\n", + "ax[1].set_title('PT Mask')\n", + "ax[2].set_title('TFL Mask')\n", + "ax[0].axis('off')\n", + "ax[1].axis('off')\n", + "ax[2].axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IIQ96juvdafO" + }, + "source": [ + "Same as for the original PyTorch model!" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "jVcrUu9aaP9W" + }, + "source": [ + "# Post Training and Dynamic-Range Quantization with TFLite" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "dKQilmWqnzpV" + }, + "source": [ + "Perform Dynamic-Range quantization with TFLite Converter by passing quantization flags in _ai_edge_converter_flags parameter. More details on post-training quantization can be found [here](https://www.tensorflow.org/lite/performance/post_training_quantization)." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "UDmkx7zLaXn8" + }, + "outputs": [], + "source": [ + "import tensorflow as tf\n", + "\n", + "\n", + "tfl_converter_flags={\n", + " \"optimizations\": [tf.lite.Optimize.DEFAULT]\n", + "}\n", + "tfl_drq_model = ai_edge_torch.convert(\n", + " wrapped_pt_model,\n", + " sample_args,\n", + " _ai_edge_converter_flags=tfl_converter_flags\n", + ")" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "y-Ty1YsvozQm" + }, + "source": [ + "Validate the output." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "hNnZTMV5add8" + }, + "outputs": [], + "source": [ + "tfl_drq_output = tfl_drq_model(np_image)\n", + "\n", + "tfl_drq_result = get_processed_isnet_result(tfl_drq_output, INPUT_IMAGE_HW)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "6fJtHyxbaejb" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "f, ax = plt.subplots(1, 3, figsize = (10,10))\n", + "ax[0].imshow(image) # Original image.\n", + "ax[1].imshow(pt_result, cmap = 'gray') # PT segmentation mask.\n", + "ax[2].imshow(tfl_drq_result, cmap = 'gray') # TFL segmentation mask.\n", + "ax[0].set_title('Original Image')\n", + "ax[1].set_title('PT Mask')\n", + "ax[2].set_title('TFLQ DRQ Mask')\n", + "ax[0].axis('off')\n", + "ax[1].axis('off')\n", + "ax[2].axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "me3y_PzayhyM" + }, + "source": [ + "# Post Training and Dynamic-Range Quantization with PT2E" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Xv6hZkvqmdHj" + }, + "source": [ + "Perform Dynamic-Range quantization with PT2E and PT2EQuantizer\n", + "\n", + "PT2E is a framework-level quantization feature available in PyTorch 2.0. For more details see [PyTorch tutorial](https://pytorch.org/tutorials/prototype/quantization_in_pytorch_2_0_export_tutorial.html).\n", + "\n", + "PT2EQuantizer is ai-edge-torch backend specific and is configured to quantize models to leverage the quantized operators/kernels offered by the TFLite Runtime." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "-AjWfYAoy3D8" + }, + "outputs": [], + "source": [ + "from ai_edge_torch.quantize.pt2e_quantizer import get_symmetric_quantization_config\n", + "from ai_edge_torch.quantize.pt2e_quantizer import PT2EQuantizer\n", + "from ai_edge_torch.quantize.quant_config import QuantConfig\n", + "\n", + "from torch.ao.quantization.quantize_pt2e import prepare_pt2e, convert_pt2e\n", + "from torch._export import capture_pre_autograd_graph\n", + "\n", + "\n", + "pt2e_quantizer = PT2EQuantizer().set_global(\n", + " get_symmetric_quantization_config(is_per_channel=True, is_dynamic=True)\n", + ")\n", + "\n", + "# Following are the required steps recommended in the PT2E quantization\n", + "# workflow.\n", + "autograd_torch_model = capture_pre_autograd_graph(wrapped_pt_model, sample_args)\n", + "# 1. Prepare for quantization.\n", + "pt2e_torch_model = prepare_pt2e(autograd_torch_model, pt2e_quantizer)\n", + "# 2. Run the prepared model with sample input data to ensure that internal\n", + "# observers are populated with correct values.\n", + "pt2e_torch_model(*sample_args)\n", + "# 3. Finally, convert (quantize) the prepared model.\n", + "pt2e_torch_model = convert_pt2e(pt2e_torch_model, fold_quantize=False)\n", + "\n", + "pt2e_drq_model = ai_edge_torch.convert(\n", + " pt2e_torch_model,\n", + " sample_args,\n", + " quant_config=QuantConfig(pt2e_quantizer=pt2e_quantizer)\n", + ")" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "U0LFXAbDzJ4k" + }, + "outputs": [], + "source": [ + "pt2e_drq_output = pt2e_drq_model(np_image)\n", + "\n", + "pt2e_drq_result = get_processed_isnet_result(pt2e_drq_output, INPUT_IMAGE_HW)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "PipB5Og-0dx1" + }, + "outputs": [ + { + "data": { + "image/png": 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", + "text/plain": [ + "
" + ] + }, + "metadata": {}, + "output_type": "display_data" + } + ], + "source": [ + "from matplotlib import pyplot as plt\n", + "\n", + "f, ax = plt.subplots(1, 3, figsize = (10,10))\n", + "ax[0].imshow(image) # Original image.\n", + "ax[1].imshow(pt_result, cmap = 'gray') # PT segmentation mask.\n", + "ax[2].imshow(pt2e_drq_result, cmap = 'gray') # TFL segmentation mask.\n", + "ax[0].set_title('Original Image')\n", + "ax[1].set_title('PT Mask')\n", + "ax[2].set_title('PT2E DRQ Mask')\n", + "ax[0].axis('off')\n", + "ax[1].axis('off')\n", + "ax[2].axis('off')\n", + "plt.tight_layout()\n", + "plt.show()" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "3AOmkXUaBVUb" + }, + "source": [ + "# Download converted models" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "mY00XJQ1BZP3" + }, + "outputs": [], + "source": [ + "from google.colab import files\n", + "\n", + "tfl_filename = \"isnet.tflite\"\n", + "edge_model.export(tfl_filename)\n", + "\n", + "files.download(tfl_filename)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "XgFa0lDSd7Z5" + }, + "outputs": [], + "source": [ + "tfl_drq_filename = 'isnet_tfl_drq.tflite'\n", + "tfl_drq_model.export(tfl_drq_filename)\n", + "\n", + "files.download(tfl_drq_filename)" + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "-NGABbj-0hiZ" + }, + "outputs": [], + "source": [ + "pt2e_drq_filename = 'isnet_pt2e_drq.tflite'\n", + "pt2e_drq_model.export(pt2e_drq_filename)\n", + "\n", + "files.download(pt2e_drq_filename)" + ] + } + ], + "metadata": { + "colab": { + "name": "isnet_tfl.ipynb", + "toc_visible": true + }, + "kernelspec": { + "display_name": "Python 3", + "name": "python3" + } + }, + "nbformat": 4, + "nbformat_minor": 0 +} diff --git a/test/image_segmentation/test_data/astrid_l_shaped.jpg b/test/image_segmentation/test_data/astrid_l_shaped.jpg new file mode 100644 index 00000000..87a10eeb Binary files /dev/null and b/test/image_segmentation/test_data/astrid_l_shaped.jpg differ diff --git a/test/test_quantize.py b/test/test_quantize.py new file mode 100644 index 00000000..254d50c5 --- /dev/null +++ b/test/test_quantize.py @@ -0,0 +1,71 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import copy +import os +import tempfile +import unittest + +import torch +from torch.ao.quantization.quantize_pt2e import convert_pt2e +from torch.ao.quantization.quantize_pt2e import prepare_pt2e +import torchvision + +import ai_edge_torch +from ai_edge_torch.quantize.pt2e_quantizer import get_symmetric_quantization_config # NOQA +from ai_edge_torch.quantize.pt2e_quantizer import PT2EQuantizer +from ai_edge_torch.quantize.quant_config import QuantConfig + + +class TestQuantizerSanityBasic(unittest.TestCase): + + def setUp(self): + torch.manual_seed(0) + + def test_quantizer_arg(self): + """ + Compare the sizes of models with and without PT2EQuantizer passed in. + Expect a smaller binary size for the model with PT2EQuantizer. + """ + model = torchvision.models.vgg16().eval() + sample_input = (torch.randn(4, 3, 224, 224),) + + quantizer = PT2EQuantizer().set_global(get_symmetric_quantization_config()) + model = torch._export.capture_pre_autograd_graph(model, sample_input) + model = prepare_pt2e(model, quantizer) + model = convert_pt2e(model, fold_quantize=False) + + without_quantizer = ai_edge_torch.convert(model, sample_input) + with_quantizer = ai_edge_torch.convert( + model, sample_input, quant_config=QuantConfig(pt2e_quantizer=quantizer) + ) + + with tempfile.TemporaryDirectory() as tmp_dir_name: + without_quantizer_path = os.path.join(tmp_dir_name, "without_quantizer.model") + with_quantizer_path = os.path.join(tmp_dir_name, "with_quantizer.model") + without_quantizer.export(without_quantizer_path) + with_quantizer.export(with_quantizer_path) + without_quantizer_size = os.stat(with_quantizer_path).st_size + with_quantizer_size = os.stat(without_quantizer_path).st_size + + self.assertNotEqual( + with_quantizer_size, + without_quantizer_size, + "Quantized model size is expected to differ from unquantized's.", + ) + + +if __name__ == "__main__": + unittest.main() diff --git a/test/test_serialization.py b/test/test_serialization.py new file mode 100644 index 00000000..7db73d8a --- /dev/null +++ b/test/test_serialization.py @@ -0,0 +1,61 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +import os +import tempfile +import unittest + +import numpy.testing +import torch +import torchvision + +import ai_edge_torch +from ai_edge_torch.testing import model_coverage + + +class TestSerialization(unittest.TestCase): + + def setUp(self): + torch.manual_seed(0) + + def test_read_write(self): + """ + (1) Creates an ai_edge_torch model from a torch model + (2) Saves and then loads the model + (3) Checks to make sure the model is still runnable and produces the right results. + """ + resnet18 = torchvision.models.resnet18().eval() + sample_input = (torch.randn(4, 3, 224, 224),) + + edge_model = ai_edge_torch.convert(resnet18, sample_input) + + with tempfile.TemporaryDirectory() as tmp_dir_name: + edge_model.export(os.path.join(tmp_dir_name, "test.model")) + loaded_model = ai_edge_torch.load(os.path.join(tmp_dir_name, "test.model")) + + result = model_coverage.compare_tflite_torch(loaded_model, resnet18, sample_input) + self.assertTrue(result) + + def test_wrong_model_raises(self): + """Checks if the right exception is raised if the model is not deserializable.""" + with tempfile.NamedTemporaryFile() as fp: + fp.write(b"dummy data") + + with self.assertRaises(ValueError): + ai_edge_torch.load(fp.name) + + +if __name__ == "__main__": + unittest.main() diff --git a/third_party/BUILD b/third_party/BUILD new file mode 100644 index 00000000..aab18b74 --- /dev/null +++ b/third_party/BUILD @@ -0,0 +1,5 @@ +licenses(["notice"]) # Apache License 2.0 + +package(default_visibility = ["//visibility:public"]) + +exports_files(["LICENSE"]) diff --git a/third_party/com_google_sentencepiece.diff b/third_party/com_google_sentencepiece.diff new file mode 100644 index 00000000..94623127 --- /dev/null +++ b/third_party/com_google_sentencepiece.diff @@ -0,0 +1,2357 @@ +diff --git a/src/bpe_model.cc b/src/bpe_model.cc +index 22cd115..97e0bda 100644 +--- a/src/bpe_model.cc ++++ b/src/bpe_model.cc +@@ -21,7 +21,7 @@ + + #include "bpe_model.h" + #include "freelist.h" +-#include "third_party/absl/container/flat_hash_map.h" ++#include "absl/container/flat_hash_map.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/bpe_model_trainer.cc b/src/bpe_model_trainer.cc +index 964d44e..64878cd 100644 +--- a/src/bpe_model_trainer.cc ++++ b/src/bpe_model_trainer.cc +@@ -18,7 +18,8 @@ + #include + + #include "bpe_model_trainer.h" +-#include "third_party/absl/container/flat_hash_set.h" ++#include "absl/container/flat_hash_set.h" ++#include "absl/status/status.h" + #include "util.h" + + namespace sentencepiece { +@@ -171,7 +172,7 @@ void Trainer::UpdateActiveSymbols() { + active_symbols_.insert(symbols.begin(), symbols.begin() + size); + } + +-util::Status Trainer::Train() { ++absl::Status Trainer::Train() { + RETURN_IF_ERROR(status()); + + CHECK_OR_RETURN(normalizer_spec_.escape_whitespaces()); +diff --git a/src/bpe_model_trainer.h b/src/bpe_model_trainer.h +index e011a37..a17e580 100644 +--- a/src/bpe_model_trainer.h ++++ b/src/bpe_model_trainer.h +@@ -20,7 +20,8 @@ + #include + + #include "sentencepiece_model.pb.h" +-#include "third_party/absl/container/flat_hash_map.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/status/status.h" + #include "trainer_interface.h" + + namespace sentencepiece { +@@ -35,7 +36,7 @@ class Trainer : public TrainerInterface { + : TrainerInterface::TrainerInterface(trainer_spec, normalizer_spec, + denormalizer_spec) {} + +- util::Status Train() override; ++ absl::Status Train() override; + + private: + // Symbol represents a character or symbol bigram. +diff --git a/src/bpe_model_trainer_test.cc b/src/bpe_model_trainer_test.cc +index 173eb9c..2a43c3a 100644 +--- a/src/bpe_model_trainer_test.cc ++++ b/src/bpe_model_trainer_test.cc +@@ -20,8 +20,8 @@ + #include "sentencepiece_processor.h" + #include "sentencepiece_trainer.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_join.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_join.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/builder.cc b/src/builder.cc +index 378aaa0..fd8edf8 100644 +--- a/src/builder.cc ++++ b/src/builder.cc +@@ -18,10 +18,11 @@ + + #include "builder.h" + #include "filesystem.h" +-#include "third_party/absl/strings/str_join.h" +-#include "third_party/absl/strings/str_replace.h" +-#include "third_party/absl/strings/str_split.h" +-#include "third_party/absl/strings/strip.h" ++#include "absl/strings/str_join.h" ++#include "absl/strings/str_replace.h" ++#include "absl/strings/str_split.h" ++#include "absl/strings/strip.h" ++#include "absl/status/status.h" + + #ifdef ENABLE_NFKC_COMPILE + #include +@@ -36,7 +37,7 @@ + + #include "normalization_rule.h" + #include "normalizer.h" +-#include "third_party/darts_clone/darts.h" ++#include "include/darts.h" + #include "util.h" + + namespace sentencepiece { +@@ -145,7 +146,7 @@ Builder::Chars Normalize(const Builder::CharsMap &chars_map, + } // namespace + + // static +-util::Status Builder::CompileCharsMap(const CharsMap &chars_map, ++absl::Status Builder::CompileCharsMap(const CharsMap &chars_map, + std::string *output) { + CHECK_OR_RETURN(output); + CHECK_OR_RETURN(!chars_map.empty()); +@@ -212,7 +213,7 @@ util::Status Builder::CompileCharsMap(const CharsMap &chars_map, + } + + // static +-util::Status Builder::DecompileCharsMap(absl::string_view blob, ++absl::Status Builder::DecompileCharsMap(absl::string_view blob, + Builder::CharsMap *chars_map) { + CHECK_OR_RETURN(chars_map); + chars_map->clear(); +@@ -265,7 +266,7 @@ util::Status Builder::DecompileCharsMap(absl::string_view blob, + } + + // static +-util::Status Builder::GetPrecompiledCharsMap(const std::string &name, ++absl::Status Builder::GetPrecompiledCharsMap(const std::string &name, + std::string *output) { + CHECK_OR_RETURN(output); + +@@ -282,12 +283,12 @@ util::Status Builder::GetPrecompiledCharsMap(const std::string &name, + return util::OkStatus(); + } + } +- return util::StatusBuilder(util::StatusCode::kNotFound, GTL_LOC) ++ return util::StatusBuilder(absl::StatusCode::kNotFound, GTL_LOC) + << "No precompiled charsmap is found: " << name; + } + + // static +-util::Status Builder::BuildNFKCMap(CharsMap *chars_map) { ++absl::Status Builder::BuildNFKCMap(CharsMap *chars_map) { + #ifdef ENABLE_NFKC_COMPILE + LOG(INFO) << "Running BuildNFKCMap"; + +@@ -345,7 +346,7 @@ util::Status Builder::BuildNFKCMap(CharsMap *chars_map) { + return util::OkStatus(); + } + +-util::Status Builder::BuildNmtNFKCMap(CharsMap *chars_map) { ++absl::Status Builder::BuildNmtNFKCMap(CharsMap *chars_map) { + #ifdef ENABLE_NFKC_COMPILE + LOG(INFO) << "Running BuildNmtNFKCMap"; + +@@ -420,7 +421,7 @@ util::Status Builder::BuildNmtNFKCMap(CharsMap *chars_map) { + } + + // static +-util::Status Builder::MergeUnicodeCaseFoldMap(Builder::CharsMap *chars_map) { ++absl::Status Builder::MergeUnicodeCaseFoldMap(Builder::CharsMap *chars_map) { + #ifdef ENABLE_NFKC_COMPILE + for (auto &c : *chars_map) { + std::vector trg; +@@ -445,7 +446,7 @@ util::Status Builder::MergeUnicodeCaseFoldMap(Builder::CharsMap *chars_map) { + } + + // static +-util::Status Builder::BuildNFKC_CFMap(CharsMap *chars_map) { ++absl::Status Builder::BuildNFKC_CFMap(CharsMap *chars_map) { + #ifdef ENABLE_NFKC_COMPILE + CharsMap nfkc_map; + RETURN_IF_ERROR(Builder::BuildNFKCMap(&nfkc_map)); +@@ -460,7 +461,7 @@ util::Status Builder::BuildNFKC_CFMap(CharsMap *chars_map) { + } + + // static +-util::Status Builder::BuildNmtNFKC_CFMap(CharsMap *chars_map) { ++absl::Status Builder::BuildNmtNFKC_CFMap(CharsMap *chars_map) { + #ifdef ENABLE_NFKC_COMPILE + CharsMap nfkc_map; + RETURN_IF_ERROR(Builder::BuildNmtNFKCMap(&nfkc_map)); +@@ -475,7 +476,7 @@ util::Status Builder::BuildNmtNFKC_CFMap(CharsMap *chars_map) { + } + + // static +-util::Status Builder::LoadCharsMap(absl::string_view filename, ++absl::Status Builder::LoadCharsMap(absl::string_view filename, + CharsMap *chars_map) { + LOG(INFO) << "Loading mapping file: " << filename.data(); + CHECK_OR_RETURN(chars_map); +@@ -510,7 +511,7 @@ util::Status Builder::LoadCharsMap(absl::string_view filename, + } + + // static +-util::Status Builder::SaveCharsMap(absl::string_view filename, ++absl::Status Builder::SaveCharsMap(absl::string_view filename, + const Builder::CharsMap &chars_map) { + auto output = filesystem::NewWritableFile(filename); + RETURN_IF_ERROR(output->status()); +@@ -540,7 +541,7 @@ util::Status Builder::SaveCharsMap(absl::string_view filename, + } + + // static +-util::Status Builder::RemoveRedundantMap(CharsMap *chars_map) { ++absl::Status Builder::RemoveRedundantMap(CharsMap *chars_map) { + CHECK_OR_RETURN(chars_map); + + CharsMap new_chars_map; +diff --git a/src/builder.h b/src/builder.h +index 49d2884..8ad872c 100644 +--- a/src/builder.h ++++ b/src/builder.h +@@ -22,7 +22,8 @@ + #include "common.h" + #include "sentencepiece_model.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" + + namespace sentencepiece { + namespace normalizer { +@@ -43,15 +44,15 @@ class Builder { + // String-to-string mapping. + using CharsMap = std::map; + +- static util::Status CompileCharsMap(const CharsMap &chars_map, ++ static absl::Status CompileCharsMap(const CharsMap &chars_map, + std::string *output); + + // Decompiles `blob` into `chars_map`. +- static util::Status DecompileCharsMap(absl::string_view blob, ++ static absl::Status DecompileCharsMap(absl::string_view blob, + CharsMap *chars_map); + + // Returns a pre-compiled binary index with `name`. +- static util::Status GetPrecompiledCharsMap(const std::string &name, ++ static absl::Status GetPrecompiledCharsMap(const std::string &name, + std::string *output); + + // Makes a normalization mapping based on NFKC. +@@ -89,30 +90,30 @@ class Builder { + // normalizer is the goal of SentencePiece. + // + // TODO(taku): Make NFC, NFD, and NFKD mapping if necessary. +- static util::Status BuildNFKCMap(CharsMap *chars_map); ++ static absl::Status BuildNFKCMap(CharsMap *chars_map); + + // Makes an NFKC-based mapping with NMT specific modifications around + // whitespaces. +- static util::Status BuildNmtNFKCMap(CharsMap *chars_map); ++ static absl::Status BuildNmtNFKCMap(CharsMap *chars_map); + + // Merge Unicode case folding mapping into `chars_map`. +- static util::Status MergeUnicodeCaseFoldMap(CharsMap *chars_map); ++ static absl::Status MergeUnicodeCaseFoldMap(CharsMap *chars_map); + + // Makes NFKC with Unicode case folding. +- static util::Status BuildNFKC_CFMap(CharsMap *chars_map); ++ static absl::Status BuildNFKC_CFMap(CharsMap *chars_map); + + // Makes NMT NFKC with Unicode case folding. +- static util::Status BuildNmtNFKC_CFMap(CharsMap *chars_map); ++ static absl::Status BuildNmtNFKC_CFMap(CharsMap *chars_map); + + // Builds Chars map save in `filename`. + // Format: + // src_uchar1 src_uchar2 ... trg_uchar1 trg_uchar2... + // (src|trg)_ucharX must be a hex of Unicode code point. +- static util::Status LoadCharsMap(absl::string_view filename, ++ static absl::Status LoadCharsMap(absl::string_view filename, + CharsMap *chars_map); + + // Saves Chars map to `filename` as TSV. +- static util::Status SaveCharsMap(absl::string_view filename, ++ static absl::Status SaveCharsMap(absl::string_view filename, + const CharsMap &chars_map); + + private: +@@ -121,7 +122,7 @@ class Builder { + // Removes redundant rules from `chars_map`. + // When char_maps have "aa" => "bb" and "a" => "b", the first + // rule is not necessary since the second rule can cover the first rule. +- static util::Status RemoveRedundantMap(CharsMap *chars_map); ++ static absl::Status RemoveRedundantMap(CharsMap *chars_map); + }; + } // namespace normalizer + } // namespace sentencepiece +diff --git a/src/builder_test.cc b/src/builder_test.cc +index 4acb7b3..1dee5c7 100644 +--- a/src/builder_test.cc ++++ b/src/builder_test.cc +@@ -18,7 +18,7 @@ + #include "normalizer.h" + #include "sentencepiece_trainer.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" ++#include "absl/strings/str_cat.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/char_model_trainer.cc b/src/char_model_trainer.cc +index f438d78..4f4c603 100644 +--- a/src/char_model_trainer.cc ++++ b/src/char_model_trainer.cc +@@ -16,12 +16,13 @@ + + #include "char_model.h" + #include "char_model_trainer.h" ++#include "absl/status/status.h" + #include "util.h" + + namespace sentencepiece { + namespace character { + +-util::Status Trainer::Train() { ++absl::Status Trainer::Train() { + RETURN_IF_ERROR(status()); + + CHECK_OR_RETURN(normalizer_spec_.escape_whitespaces()); +diff --git a/src/char_model_trainer.h b/src/char_model_trainer.h +index e563819..a5d021c 100644 +--- a/src/char_model_trainer.h ++++ b/src/char_model_trainer.h +@@ -17,6 +17,7 @@ + + #include "sentencepiece_model.pb.h" + #include "trainer_interface.h" ++#include "absl/status/status.h" + + namespace sentencepiece { + namespace character { +@@ -30,7 +31,7 @@ class Trainer : public TrainerInterface { + : TrainerInterface::TrainerInterface(trainer_spec, normalizer_spec, + denormalizer_spec) {} + +- util::Status Train() override; ++ absl::Status Train() override; + }; + } // namespace character + } // namespace sentencepiece +diff --git a/src/char_model_trainer_test.cc b/src/char_model_trainer_test.cc +index 8c2e4b7..e8b4979 100644 +--- a/src/char_model_trainer_test.cc ++++ b/src/char_model_trainer_test.cc +@@ -19,8 +19,8 @@ + #include "filesystem.h" + #include "sentencepiece_processor.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_join.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_join.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/common.h b/src/common.h +index 7595634..3a2f4e1 100644 +--- a/src/common.h ++++ b/src/common.h +@@ -46,7 +46,7 @@ typedef int32_t int32; + typedef int64_t int64; + typedef uint8_t uint8; + typedef uint16_t uint16; +-typedef uint32_t char32; ++typedef int32_t char32; + typedef uint32_t uint32; + typedef uint64_t uint64; + +@@ -146,6 +146,7 @@ inline const char *BaseName(const char *path) { + } // namespace logging + } // namespace sentencepiece + ++#ifndef LOG + #define LOG(severity) \ + (::sentencepiece::logging::GetMinLogLevel() > \ + ::sentencepiece::logging::LOG_##severity) \ +@@ -156,6 +157,7 @@ inline const char *BaseName(const char *path) { + std::cerr << ::sentencepiece::logging::BaseName(__FILE__) << "(" \ + << __LINE__ << ") " \ + << "LOG(" << #severity << ") " ++#endif // LOG + + #define CHECK(condition) \ + (condition) ? 0 \ +diff --git a/src/compile_charsmap_main.cc b/src/compile_charsmap_main.cc +index c5a5188..e5db1d7 100644 +--- a/src/compile_charsmap_main.cc ++++ b/src/compile_charsmap_main.cc +@@ -22,8 +22,9 @@ + #include "filesystem.h" + #include "init.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/flags/flag.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" + + using sentencepiece::normalizer::Builder; + +@@ -160,7 +161,7 @@ int main(int argc, char **argv) { + + const std::vector>> ++ std::function>> + kRuleList = {{"nfkc", Builder::BuildNFKCMap}, + {"nmt_nfkc", Builder::BuildNmtNFKCMap}, + {"nfkc_cf", Builder::BuildNFKC_CFMap}, +diff --git a/src/error.cc b/src/error.cc +index a226d98..ab4675d 100644 +--- a/src/error.cc ++++ b/src/error.cc +@@ -20,8 +20,8 @@ + #ifdef _USE_EXTERNAL_ABSL + // Naive workaround to define minloglevel on external absl package. + // We want to define them in other cc file. +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/flags/parse.h" ++#include "absl/flags/flag.h" ++#include "absl/flags/parse.h" + ABSL_FLAG(int32, minloglevel, 0, + "Messages logged at a lower level than this don't actually."); + #endif +diff --git a/src/filesystem.cc b/src/filesystem.cc +index 833c8f7..9a1b6c9 100644 +--- a/src/filesystem.cc ++++ b/src/filesystem.cc +@@ -15,7 +15,8 @@ + #include + + #include "filesystem.h" +-#include "third_party/absl/memory/memory.h" ++#include "absl/status/status.h" ++#include "absl/memory/memory.h" + #include "util.h" + + #if defined(OS_WIN) && defined(UNICODE) && defined(_UNICODE) +@@ -36,7 +37,7 @@ class PosixReadableFile : public ReadableFile { + is_binary ? std::ios::binary | std::ios::in + : std::ios::in)) { + if (!*is_) +- status_ = util::StatusBuilder(util::StatusCode::kNotFound, GTL_LOC) ++ status_ = util::StatusBuilder(absl::StatusCode::kNotFound, GTL_LOC) + << "\"" << filename.data() << "\": " << util::StrError(errno); + } + +@@ -44,7 +45,7 @@ class PosixReadableFile : public ReadableFile { + if (is_ != &std::cin) delete is_; + } + +- util::Status status() const { return status_; } ++ absl::Status status() const { return status_; } + + bool ReadLine(std::string *line) { + return static_cast(std::getline(*is_, *line)); +@@ -61,7 +62,7 @@ class PosixReadableFile : public ReadableFile { + } + + private: +- util::Status status_; ++ absl::Status status_; + std::istream *is_; + }; + +@@ -75,7 +76,7 @@ class PosixWritableFile : public WritableFile { + : std::ios::out)) { + if (!*os_) + status_ = +- util::StatusBuilder(util::StatusCode::kPermissionDenied, GTL_LOC) ++ util::StatusBuilder(absl::StatusCode::kPermissionDenied, GTL_LOC) + << "\"" << filename.data() << "\": " << util::StrError(errno); + } + +@@ -83,7 +84,7 @@ class PosixWritableFile : public WritableFile { + if (os_ != &std::cout) delete os_; + } + +- util::Status status() const { return status_; } ++ absl::Status status() const { return status_; } + + bool Write(absl::string_view text) { + os_->write(text.data(), text.size()); +@@ -93,7 +94,7 @@ class PosixWritableFile : public WritableFile { + bool WriteLine(absl::string_view text) { return Write(text) && Write("\n"); } + + private: +- util::Status status_; ++ absl::Status status_; + std::ostream *os_; + }; + +diff --git a/src/filesystem.h b/src/filesystem.h +index e572b4b..6e8e305 100644 +--- a/src/filesystem.h ++++ b/src/filesystem.h +@@ -23,7 +23,8 @@ + + #include "common.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" + + namespace sentencepiece { + namespace filesystem { +@@ -33,7 +34,7 @@ class ReadableFile { + explicit ReadableFile(absl::string_view filename, bool is_binary = false) {} + virtual ~ReadableFile() {} + +- virtual util::Status status() const = 0; ++ virtual absl::Status status() const = 0; + virtual bool ReadLine(std::string *line) = 0; + virtual bool ReadAll(std::string *line) = 0; + }; +@@ -44,7 +45,7 @@ class WritableFile { + explicit WritableFile(absl::string_view filename, bool is_binary = false) {} + virtual ~WritableFile() {} + +- virtual util::Status status() const = 0; ++ virtual absl::Status status() const = 0; + virtual bool Write(absl::string_view text) = 0; + virtual bool WriteLine(absl::string_view text) = 0; + }; +diff --git a/src/filesystem_test.cc b/src/filesystem_test.cc +index 790e756..39ece99 100644 +--- a/src/filesystem_test.cc ++++ b/src/filesystem_test.cc +@@ -14,7 +14,7 @@ + + #include "filesystem.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" ++#include "absl/strings/str_cat.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/init.h b/src/init.h +index 090a2d9..acfda8a 100644 +--- a/src/init.h ++++ b/src/init.h +@@ -16,8 +16,8 @@ + #define INIT_H_ + + #include "common.h" +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/flags/parse.h" ++#include "absl/flags/flag.h" ++#include "absl/flags/parse.h" + + ABSL_DECLARE_FLAG(int32, minloglevel); + +diff --git a/src/model_factory.cc b/src/model_factory.cc +index be99501..040c00c 100644 +--- a/src/model_factory.cc ++++ b/src/model_factory.cc +@@ -15,7 +15,7 @@ + #include "bpe_model.h" + #include "char_model.h" + #include "model_factory.h" +-#include "third_party/absl/memory/memory.h" ++#include "absl/memory/memory.h" + #include "unigram_model.h" + #include "word_model.h" + +diff --git a/src/model_interface.cc b/src/model_interface.cc +index c49be1e..22c6378 100644 +--- a/src/model_interface.cc ++++ b/src/model_interface.cc +@@ -16,8 +16,8 @@ + + #include "model_interface.h" + #include "sentencepiece_model.pb.h" +-#include "third_party/absl/memory/memory.h" +-#include "third_party/absl/strings/str_format.h" ++#include "absl/memory/memory.h" ++#include "absl/strings/str_format.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/model_interface.h b/src/model_interface.h +index aef5b53..c7858fb 100644 +--- a/src/model_interface.h ++++ b/src/model_interface.h +@@ -25,9 +25,10 @@ + #include "normalizer.h" + #include "sentencepiece_model.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/container/flat_hash_map.h" +-#include "third_party/absl/strings/string_view.h" +-#include "third_party/darts_clone/darts.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" ++#include "include/darts.h" + #include "util.h" + + namespace sentencepiece { +@@ -69,7 +70,7 @@ class ModelInterface { + + // Returns Status. + // Encode/Decode functions are valid only when status is OK. +- virtual util::Status status() const { return status_; } ++ virtual absl::Status status() const { return status_; } + + virtual const ModelProto &model_proto() const { return *model_proto_; } + +@@ -82,7 +83,7 @@ class ModelInterface { + // normally users do not need to call this function. This function is provided + // just in case that a user want to manually choose which encoder version to + // use. +- virtual util::Status SetEncoderVersion(EncoderVersion encoder_version) { ++ virtual absl::Status SetEncoderVersion(EncoderVersion encoder_version) { + encoder_version_ = encoder_version; + return util::OkStatus(); + } +@@ -261,7 +262,7 @@ class ModelInterface { + EncoderVersion encoder_version_ = EncoderVersion::kOptimized; + + // status. +- util::Status status_; ++ absl::Status status_; + }; + } // namespace sentencepiece + #endif // MODEL_INTERFACE_H_ +diff --git a/src/model_interface_test.cc b/src/model_interface_test.cc +index 69ee4e6..26a1e05 100644 +--- a/src/model_interface_test.cc ++++ b/src/model_interface_test.cc +@@ -15,7 +15,7 @@ + #include "model_factory.h" + #include "model_interface.h" + #include "testharness.h" +-#include "third_party/absl/container/flat_hash_map.h" ++#include "absl/container/flat_hash_map.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/normalizer.cc b/src/normalizer.cc +index 100b875..c553906 100644 +--- a/src/normalizer.cc ++++ b/src/normalizer.cc +@@ -18,11 +18,12 @@ + #include + + #include "common.h" +-#include "third_party/absl/memory/memory.h" +-#include "third_party/absl/strings/match.h" +-#include "third_party/absl/strings/string_view.h" +-#include "third_party/absl/strings/strip.h" +-#include "third_party/darts_clone/darts.h" ++#include "absl/memory/memory.h" ++#include "absl/strings/match.h" ++#include "absl/strings/string_view.h" ++#include "absl/strings/strip.h" ++#include "absl/status/status.h" ++#include "include/darts.h" + #include "util.h" + + namespace sentencepiece { +@@ -71,7 +72,7 @@ void Normalizer::Init() { + } + } + +-util::Status Normalizer::Normalize(absl::string_view input, ++absl::Status Normalizer::Normalize(absl::string_view input, + std::string *normalized, + std::vector *norm_to_orig) const { + norm_to_orig->clear(); +@@ -274,7 +275,7 @@ std::string Normalizer::EncodePrecompiledCharsMap( + } + + // static +-util::Status Normalizer::DecodePrecompiledCharsMap( ++absl::Status Normalizer::DecodePrecompiledCharsMap( + absl::string_view blob, absl::string_view *trie_blob, + absl::string_view *normalized, std::string *buffer) { + uint32 trie_blob_size = 0; +diff --git a/src/normalizer.h b/src/normalizer.h +index 622bbd2..21d1385 100644 +--- a/src/normalizer.h ++++ b/src/normalizer.h +@@ -24,8 +24,9 @@ + #include "common.h" + #include "sentencepiece_model.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/strings/string_view.h" +-#include "third_party/darts_clone/darts.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" ++#include "include/darts.h" + #include "util.h" + + namespace sentencepiece { +@@ -75,7 +76,7 @@ class Normalizer { + + // Returns Status. + // Normalizes function is valid only when status is OK. +- virtual util::Status status() const { return status_; } ++ virtual absl::Status status() const { return status_; } + + // Normalizes a plain utf8 string into an internal representation for + // Sentencepiece model. |norm_to_orig| stores the byte-alignment from +@@ -86,7 +87,7 @@ class Normalizer { + // - Adds a prefix space. + // - Replaces a space with a meta symbol. + // - Removing heading, tailing and other redundant spaces. +- virtual util::Status Normalize(absl::string_view input, ++ virtual absl::Status Normalize(absl::string_view input, + std::string *normalized, + std::vector *norm_to_orig) const; + +@@ -121,7 +122,7 @@ class Normalizer { + absl::string_view normalized); + + // Decodes blob into trie_blob and normalized string. +- static util::Status DecodePrecompiledCharsMap(absl::string_view blob, ++ static absl::Status DecodePrecompiledCharsMap(absl::string_view blob, + absl::string_view *trie_blob, + absl::string_view *normalized, + std::string *buffer = nullptr); +@@ -153,7 +154,7 @@ class Normalizer { + #endif + + // Normalizer's status. +- util::Status status_; ++ absl::Status status_; + }; + } // namespace normalizer + } // namespace sentencepiece +diff --git a/src/pretokenizer_for_training.cc b/src/pretokenizer_for_training.cc +index 049658e..8021511 100644 +--- a/src/pretokenizer_for_training.cc ++++ b/src/pretokenizer_for_training.cc +@@ -14,7 +14,7 @@ + #include + + #include "pretokenizer_for_training.h" +-#include "third_party/absl/strings/str_replace.h" ++#include "absl/strings/str_replace.h" + + namespace sentencepiece { + namespace pretokenizer { +diff --git a/src/pretokenizer_for_training.h b/src/pretokenizer_for_training.h +index 2d3bc82..b4a6de3 100644 +--- a/src/pretokenizer_for_training.h ++++ b/src/pretokenizer_for_training.h +@@ -21,7 +21,8 @@ + #include "common.h" + #include "sentencepiece.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" + + namespace sentencepiece { + namespace pretokenizer { +@@ -30,7 +31,7 @@ class PretokenizerForTrainingInterface { + public: + PretokenizerForTrainingInterface() {} + virtual ~PretokenizerForTrainingInterface() {} +- virtual util::Status status() const = 0; ++ virtual absl::Status status() const = 0; + + // Puts kUPPBoundaryStr before and after the pre-tokenizer's segmentation + // when there are no spaces between these tokens. +diff --git a/src/pretokenizer_for_training_test.cc b/src/pretokenizer_for_training_test.cc +index 80f4787..de89fe3 100644 +--- a/src/pretokenizer_for_training_test.cc ++++ b/src/pretokenizer_for_training_test.cc +@@ -13,8 +13,9 @@ + // limitations under the License.! + #include "pretokenizer_for_training.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" ++#include "absl/strings/str_cat.h" + #include "trainer_interface.h" ++#include "absl/status/status.h" + + namespace sentencepiece { + namespace pretokenizer { +@@ -28,7 +29,7 @@ class MockPretokenizer : public PretokenizerForTrainingInterface { + return spt_; + } + +- util::Status status() const override { return util::OkStatus(); } ++ absl::Status status() const override { return util::OkStatus(); } + + void SetOutput(const SentencePieceText &spt) { spt_ = spt; } + +diff --git a/src/sentencepiece_processor.cc b/src/sentencepiece_processor.cc +index 1e4e7a0..78ae527 100644 +--- a/src/sentencepiece_processor.cc ++++ b/src/sentencepiece_processor.cc +@@ -23,14 +23,15 @@ + #include "normalizer.h" + #include "sentencepiece.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/memory/memory.h" +-#include "third_party/absl/strings/numbers.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_join.h" +-#include "third_party/absl/strings/str_replace.h" +-#include "third_party/absl/strings/str_split.h" +-#include "third_party/absl/strings/string_view.h" +-#include "third_party/absl/strings/strip.h" ++#include "absl/memory/memory.h" ++#include "absl/strings/numbers.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_join.h" ++#include "absl/strings/str_replace.h" ++#include "absl/strings/str_split.h" ++#include "absl/strings/string_view.h" ++#include "absl/strings/strip.h" ++#include "absl/status/status.h" + #include "unigram_model.h" + #include "util.h" + +@@ -52,7 +53,7 @@ const char kReplacementCharacter[] = "\xef\xbf\xbd"; + SentencePieceProcessor::SentencePieceProcessor() {} + SentencePieceProcessor::~SentencePieceProcessor() {} + +-util::Status SentencePieceProcessor::Load(absl::string_view filename) { ++absl::Status SentencePieceProcessor::Load(absl::string_view filename) { + auto model_proto = absl::make_unique(); + RETURN_IF_ERROR(io::LoadModelProto(filename, model_proto.get())); + return Load(std::move(model_proto)); +@@ -62,13 +63,13 @@ void SentencePieceProcessor::LoadOrDie(absl::string_view filename) { + CHECK_OK(Load(filename)); + } + +-util::Status SentencePieceProcessor::Load(const ModelProto &model_proto) { ++absl::Status SentencePieceProcessor::Load(const ModelProto &model_proto) { + auto model_proto_copy = absl::make_unique(); + *model_proto_copy = model_proto; + return Load(std::move(model_proto_copy)); + } + +-util::Status SentencePieceProcessor::LoadFromSerializedProto( ++absl::Status SentencePieceProcessor::LoadFromSerializedProto( + absl::string_view serialized) { + auto model_proto = absl::make_unique(); + CHECK_OR_RETURN( +@@ -76,7 +77,7 @@ util::Status SentencePieceProcessor::LoadFromSerializedProto( + return Load(std::move(model_proto)); + } + +-util::Status SentencePieceProcessor::Load( ++absl::Status SentencePieceProcessor::Load( + std::unique_ptr model_proto) { + model_proto_ = std::move(model_proto); + model_ = ModelFactory::Create(*model_proto_); +@@ -117,7 +118,7 @@ util::Status SentencePieceProcessor::Load( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::SetEncoderVersion( ++absl::Status SentencePieceProcessor::SetEncoderVersion( + EncoderVersion encoder_version) { + return model_->SetEncoderVersion(encoder_version); + } +@@ -126,17 +127,17 @@ EncoderVersion SentencePieceProcessor::GetEncoderVersion() const { + return model_->GetEncoderVersion(); + } + +-util::Status SentencePieceProcessor::SetEncodeExtraOptions( ++absl::Status SentencePieceProcessor::SetEncodeExtraOptions( + absl::string_view extra_options) { + return ParseExtraOptions(extra_options, &encode_extra_options_); + } + +-util::Status SentencePieceProcessor::SetDecodeExtraOptions( ++absl::Status SentencePieceProcessor::SetDecodeExtraOptions( + absl::string_view extra_options) { + return ParseExtraOptions(extra_options, &decode_extra_options_); + } + +-util::Status SentencePieceProcessor::status() const { ++absl::Status SentencePieceProcessor::status() const { + CHECK_OR_RETURN(model_) << "Model is not initialized."; + CHECK_OR_RETURN(normalizer_) << "Normalizer is not initialized."; + RETURN_IF_ERROR(model_->status()); +@@ -144,7 +145,7 @@ util::Status SentencePieceProcessor::status() const { + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::SetVocabulary( ++absl::Status SentencePieceProcessor::SetVocabulary( + const std::vector &valid_vocab) { + RETURN_IF_ERROR(status()); + +@@ -174,7 +175,7 @@ util::Status SentencePieceProcessor::SetVocabulary( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::ResetVocabulary() { ++absl::Status SentencePieceProcessor::ResetVocabulary() { + RETURN_IF_ERROR(status()); + for (auto &piece : *(model_proto_->mutable_pieces())) { + if (piece.type() == ModelProto::SentencePiece::UNUSED) +@@ -184,7 +185,7 @@ util::Status SentencePieceProcessor::ResetVocabulary() { + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::LoadVocabulary(absl::string_view filename, ++absl::Status SentencePieceProcessor::LoadVocabulary(absl::string_view filename, + int threshold) { + auto input = filesystem::NewReadableFile(filename); + RETURN_IF_ERROR(input->status()); +@@ -221,7 +222,7 @@ util::Status SentencePieceProcessor::LoadVocabulary(absl::string_view filename, + + ////////////////////////////////////////////////////////////// + // Simple API. +-util::Status SentencePieceProcessor::Encode( ++absl::Status SentencePieceProcessor::Encode( + absl::string_view input, std::vector *pieces) const { + CHECK_OR_RETURN_STATUS_STL(pieces); + +@@ -234,7 +235,7 @@ util::Status SentencePieceProcessor::Encode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::Encode(absl::string_view input, ++absl::Status SentencePieceProcessor::Encode(absl::string_view input, + std::vector *ids) const { + CHECK_OR_RETURN_STATUS_STL(ids); + +@@ -247,7 +248,7 @@ util::Status SentencePieceProcessor::Encode(absl::string_view input, + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::Decode( ++absl::Status SentencePieceProcessor::Decode( + const std::vector &pieces, std::string *detokenized) const { + CHECK_OR_RETURN_STATUS_STL(detokenized); + +@@ -258,7 +259,7 @@ util::Status SentencePieceProcessor::Decode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::Decode(const std::vector &ids, ++absl::Status SentencePieceProcessor::Decode(const std::vector &ids, + std::string *detokenized) const { + CHECK_OR_RETURN_STATUS_STL(detokenized); + +@@ -269,7 +270,7 @@ util::Status SentencePieceProcessor::Decode(const std::vector &ids, + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::NBestEncode( ++absl::Status SentencePieceProcessor::NBestEncode( + absl::string_view input, int nbest_size, + std::vector> *pieces) const { + CHECK_OR_RETURN_STATUS_STL(pieces); +@@ -287,7 +288,7 @@ util::Status SentencePieceProcessor::NBestEncode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::NBestEncode( ++absl::Status SentencePieceProcessor::NBestEncode( + absl::string_view input, int nbest_size, + std::vector> *ids) const { + CHECK_OR_RETURN_STATUS_STL(ids); +@@ -305,7 +306,7 @@ util::Status SentencePieceProcessor::NBestEncode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::SampleEncode( ++absl::Status SentencePieceProcessor::SampleEncode( + absl::string_view input, int nbest_size, float alpha, + std::vector *pieces) const { + CHECK_OR_RETURN_STATUS_STL(pieces); +@@ -319,7 +320,7 @@ util::Status SentencePieceProcessor::SampleEncode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::SampleEncode(absl::string_view input, ++absl::Status SentencePieceProcessor::SampleEncode(absl::string_view input, + int nbest_size, float alpha, + std::vector *ids) const { + CHECK_OR_RETURN_STATUS_STL(ids); +@@ -333,7 +334,7 @@ util::Status SentencePieceProcessor::SampleEncode(absl::string_view input, + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::PopulateSentencePieceText( ++absl::Status SentencePieceProcessor::PopulateSentencePieceText( + absl::string_view input, absl::string_view normalized, + const std::vector &norm_to_orig, const EncodeResult &result, + SentencePieceText *spt) const { +@@ -424,7 +425,7 @@ util::Status SentencePieceProcessor::PopulateSentencePieceText( + return util::OkStatus(); + } // namespace sentencepiece + +-util::Status SentencePieceProcessor::Encode(absl::string_view input, ++absl::Status SentencePieceProcessor::Encode(absl::string_view input, + SentencePieceText *spt) const { + CHECK_OR_RETURN_STATUS_PROTO(spt); + +@@ -439,7 +440,7 @@ util::Status SentencePieceProcessor::Encode(absl::string_view input, + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::NBestEncode( ++absl::Status SentencePieceProcessor::NBestEncode( + absl::string_view input, int nbest_size, + NBestSentencePieceText *nbest_spt) const { + CHECK_OR_RETURN_STATUS_PROTO(nbest_spt); +@@ -464,7 +465,7 @@ util::Status SentencePieceProcessor::NBestEncode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::SampleEncode( ++absl::Status SentencePieceProcessor::SampleEncode( + absl::string_view input, int nbest_size, float alpha, + SentencePieceText *spt) const { + CHECK_OR_RETURN_STATUS_PROTO(spt); +@@ -503,7 +504,7 @@ util::Status SentencePieceProcessor::SampleEncode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::SampleEncodeAndScore( ++absl::Status SentencePieceProcessor::SampleEncodeAndScore( + absl::string_view input, int samples, float theta, bool wor, + bool include_best, NBestSentencePieceText *samples_spt) const { + CHECK_OR_RETURN(model_->IsSampleEncodeAndScoreAvailable()) +@@ -527,7 +528,7 @@ util::Status SentencePieceProcessor::SampleEncodeAndScore( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::CalculateEntropy(absl::string_view input, ++absl::Status SentencePieceProcessor::CalculateEntropy(absl::string_view input, + float theta, + float *entropy) const { + CHECK_OR_RETURN(model_->IsCalculateEntropyAvailable()) +@@ -540,7 +541,7 @@ util::Status SentencePieceProcessor::CalculateEntropy(absl::string_view input, + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::Decode( ++absl::Status SentencePieceProcessor::Decode( + const std::vector &pieces, SentencePieceText *spt) const { + CHECK_OR_RETURN_STATUS_PROTO(spt); + +@@ -591,7 +592,7 @@ util::Status SentencePieceProcessor::Decode( + }; + + auto ProcessBytePieces = [&](int token_index_begin, +- int token_index_end) -> util::Status { ++ int token_index_end) -> absl::Status { + if (token_index_begin >= token_index_end) { + return util::OkStatus(); + } +@@ -661,14 +662,14 @@ util::Status SentencePieceProcessor::Decode( + return util::OkStatus(); + } + +-util::Status SentencePieceProcessor::Decode(const std::vector &ids, ++absl::Status SentencePieceProcessor::Decode(const std::vector &ids, + SentencePieceText *spt) const { + std::vector pieces; + const int num_pieces = GetPieceSize(); + pieces.reserve(ids.size()); + for (const int id : ids) { + if (id < 0 || id >= num_pieces) { +- return util::Status(util::StatusCode::kOutOfRange, ++ return absl::Status(absl::StatusCode::kOutOfRange, + absl::StrCat("Invalid id: ", id)); + } + pieces.emplace_back(IdToPiece(id)); +@@ -783,7 +784,7 @@ int SentencePieceProcessor::pad_id() const { + } + + // static +-util::Status SentencePieceProcessor::ApplyExtraOptions( ++absl::Status SentencePieceProcessor::ApplyExtraOptions( + const std::vector &extra_options, + SentencePieceText *spt) const { + for (const auto &extra_option : extra_options) { +@@ -818,7 +819,7 @@ util::Status SentencePieceProcessor::ApplyExtraOptions( + } + + // static +-util::Status SentencePieceProcessor::ParseExtraOptions( ++absl::Status SentencePieceProcessor::ParseExtraOptions( + absl::string_view _extra_option, + std::vector *extra_options) const { + absl::string_view extra_option(_extra_option.data(), _extra_option.size()); +@@ -877,7 +878,7 @@ void SetRandomGeneratorSeed(unsigned int seed); + + namespace io { + +-util::Status LoadModelProto(absl::string_view filename, ++absl::Status LoadModelProto(absl::string_view filename, + ModelProto *model_proto) { + if (filename.empty()) { + return util::NotFoundError("model file path should not be empty."); +@@ -893,7 +894,7 @@ util::Status LoadModelProto(absl::string_view filename, + return util::OkStatus(); + } + +-util::Status SaveModelProto(absl::string_view filename, ++absl::Status SaveModelProto(absl::string_view filename, + const ModelProto &model_proto) { + if (filename.empty()) { + return util::NotFoundError("model file path should not be empty."); +diff --git a/src/sentencepiece_processor.h b/src/sentencepiece_processor.h +index e8bd5f5..346fb0e 100644 +--- a/src/sentencepiece_processor.h ++++ b/src/sentencepiece_processor.h +@@ -20,9 +20,10 @@ + #include + #include + #include ++#include "absl/status/status.h" + + #if defined(_USE_INTERNAL_STRING_VIEW) +-#include "third_party/absl/strings/string_view.h" ++#include "absl/strings/string_view.h" + #elif defined(_USE_TF_STRING_VIEW) + #include "absl/strings/string_view.h" + #else +@@ -185,7 +186,7 @@ class SentencePieceProcessor { + + // Loads model from `filename`. + // Returns false if `filename` cannot be loaded. +- virtual util::Status Load(absl::string_view filename); ++ virtual absl::Status Load(absl::string_view filename); + + // Loads model from `filename`. + // Crash if `filename` cannot be loaded. +@@ -193,24 +194,24 @@ class SentencePieceProcessor { + + // Loads model from `model_proto`. + // `model_proto` is copied. +- virtual util::Status Load(const ModelProto &model_proto); ++ virtual absl::Status Load(const ModelProto &model_proto); + + // Loads model from `model_proto`. + // `model_proto` is moved. +- virtual util::Status Load(std::unique_ptr model_proto); ++ virtual absl::Status Load(std::unique_ptr model_proto); + + // Loads model from `serialized`, which is a string-serialized model proto. + // Useful to load the model from a platform independent blob object. +- virtual util::Status LoadFromSerializedProto(absl::string_view serialized); ++ virtual absl::Status LoadFromSerializedProto(absl::string_view serialized); + + // Returns the status. Encode/Decode methods are valid when status is OK. +- virtual util::Status status() const; ++ virtual absl::Status status() const; + + // Sets encode extra_option sequence. +- virtual util::Status SetEncodeExtraOptions(absl::string_view extra_option); ++ virtual absl::Status SetEncodeExtraOptions(absl::string_view extra_option); + + // Sets decode extra_option sequence. +- virtual util::Status SetDecodeExtraOptions(absl::string_view extra_option); ++ virtual absl::Status SetDecodeExtraOptions(absl::string_view extra_option); + + ////////////////////////////////////////////////////////////// + // Vocabulary restriction. +@@ -219,41 +220,41 @@ class SentencePieceProcessor { + + // Restricts the vocabulary set. + // The input sentences are encoded into the tokens in `valid_vocab`. +- virtual util::Status SetVocabulary( ++ virtual absl::Status SetVocabulary( + const std::vector &valid_vocab); + + // Reverts the vocabulary restriction. +- virtual util::Status ResetVocabulary(); ++ virtual absl::Status ResetVocabulary(); + + // Loads the valid vocabulary set from `filename` in TSV format. + // Format: . + // Any token with frequency < threshold will be treated as OOV. +- virtual util::Status LoadVocabulary(absl::string_view filename, ++ virtual absl::Status LoadVocabulary(absl::string_view filename, + int threshold); + + ////////////////////////////////////////////////////////////// + // Simple API. + // + // Given a UTF8 input, encodes it into a sequence of sentence pieces. +- virtual util::Status Encode(absl::string_view input, ++ virtual absl::Status Encode(absl::string_view input, + std::vector *pieces) const; + + // Given a UTF8 input, encodes it into a sequence of ids. +- virtual util::Status Encode(absl::string_view input, ++ virtual absl::Status Encode(absl::string_view input, + std::vector *ids) const; + + // Given a sequence of pieces, decodes it into a detokenized output. +- virtual util::Status Decode(const std::vector &pieces, ++ virtual absl::Status Decode(const std::vector &pieces, + std::string *detokenized) const; + + // Given a sequence of ids, decodes it into a detokenized output. +- virtual util::Status Decode(const std::vector &ids, ++ virtual absl::Status Decode(const std::vector &ids, + std::string *detokenized) const; + + // Sets the encoder version. Normally users do not need to call this function. + // But they can call this fucntion just in case if they want to fall back to + // the original encoder. +- virtual util::Status SetEncoderVersion(EncoderVersion encoder_version); ++ virtual absl::Status SetEncoderVersion(EncoderVersion encoder_version); + + // Returns the current encoder version in use. + virtual EncoderVersion GetEncoderVersion() const; +@@ -261,12 +262,12 @@ class SentencePieceProcessor { + ////////////////////////////////////////////////////////////// + // NBest API. + // Same as Encode, but returns nbest results. +- virtual util::Status NBestEncode( ++ virtual absl::Status NBestEncode( + absl::string_view input, int nbest_size, + std::vector> *pieces) const; + + // Same as Encode, but returns nbest results. +- virtual util::Status NBestEncode(absl::string_view input, int nbest_size, ++ virtual absl::Status NBestEncode(absl::string_view input, int nbest_size, + std::vector> *ids) const; + + ////////////////////////////////////////////////////////////// +@@ -289,12 +290,12 @@ class SentencePieceProcessor { + // in https://arxiv.org/abs/1910.13267 + // Nbest-based sampling is not supported so nbest_size parameter is ignored in + // BPE. +- virtual util::Status SampleEncode(absl::string_view input, int nbest_size, ++ virtual absl::Status SampleEncode(absl::string_view input, int nbest_size, + float alpha, + std::vector *pieces) const; + + // Same as above, but returns a sequence of ids. +- virtual util::Status SampleEncode(absl::string_view input, int nbest_size, ++ virtual absl::Status SampleEncode(absl::string_view input, int nbest_size, + float alpha, std::vector *ids) const; + + ////////////////////////////////////////////////////////////// +@@ -303,16 +304,16 @@ class SentencePieceProcessor { + // and internal sentencepiece sequence. + // + // Given a UTF8 input, encodes it into SentencePieceText. +- virtual util::Status Encode(absl::string_view input, ++ virtual absl::Status Encode(absl::string_view input, + SentencePieceText *spt) const; + + // Same as above, but returns NBestSentencePieceText. +- virtual util::Status NBestEncode(absl::string_view input, int nbest_size, ++ virtual absl::Status NBestEncode(absl::string_view input, int nbest_size, + NBestSentencePieceText *nbest_spt) const; + + // Same as above, but samples one segmentation from the hypotheses + // (Lattice). +- virtual util::Status SampleEncode(absl::string_view input, int nbest_size, ++ virtual absl::Status SampleEncode(absl::string_view input, int nbest_size, + float alpha, SentencePieceText *spt) const; + + // Sample `samples` segmentations from the segmentation lattice. +@@ -323,21 +324,21 @@ class SentencePieceProcessor { + // If `include_best` is true, the best tokenization is always included in the + // sample, and the remaining elements are sampled excluding the best. + // This method is only available in Unigram mode. +- virtual util::Status SampleEncodeAndScore( ++ virtual absl::Status SampleEncodeAndScore( + absl::string_view input, int samples, float theta, bool wor, + bool include_best, NBestSentencePieceText *samples_spt) const; + + // Calculate entropy of possible tokenization. + // Only available in unigram mode. +- virtual util::Status CalculateEntropy(absl::string_view input, float theta, ++ virtual absl::Status CalculateEntropy(absl::string_view input, float theta, + float *entropy) const; + + // Given a sequence of pieces, decodes it into SentencePieceText. +- virtual util::Status Decode(const std::vector &pieces, ++ virtual absl::Status Decode(const std::vector &pieces, + SentencePieceText *spt) const; + + // Given a sequence of ids, decodes it into SentencePieceText. +- virtual util::Status Decode(const std::vector &ids, ++ virtual absl::Status Decode(const std::vector &ids, + SentencePieceText *spt) const; + + ////////////////////////////////////////////////////////////// +@@ -487,13 +488,13 @@ class SentencePieceProcessor { + private: + enum ExtraOption { REVERSE, BOS, EOS }; + +- util::Status ParseExtraOptions(absl::string_view extra_option, ++ absl::Status ParseExtraOptions(absl::string_view extra_option, + std::vector *extra_options) const; + +- util::Status ApplyExtraOptions(const std::vector &extra_options, ++ absl::Status ApplyExtraOptions(const std::vector &extra_options, + SentencePieceText *spt) const; + +- util::Status PopulateSentencePieceText( ++ absl::Status PopulateSentencePieceText( + absl::string_view input, absl::string_view normalized, + const std::vector &norm_to_orig, + const std::vector> &result, +@@ -526,10 +527,10 @@ namespace io { + // io::LoadModelProto("//path/spm.model", model_proto.get()); + // SentencePieceProcessor sp; + // CHECK_OK(sp.Load(std::move(model_proto))); +-util::Status LoadModelProto(absl::string_view, ModelProto *model_proto); ++absl::Status LoadModelProto(absl::string_view, ModelProto *model_proto); + + // Saves `model_proto` as `filename`. +-util::Status SaveModelProto(absl::string_view, const ModelProto &model_proto); ++absl::Status SaveModelProto(absl::string_view, const ModelProto &model_proto); + } // namespace io + #endif // SWIG + } // namespace sentencepiece +diff --git a/src/sentencepiece_processor_test.cc b/src/sentencepiece_processor_test.cc +index 373e73e..829c3d4 100644 +--- a/src/sentencepiece_processor_test.cc ++++ b/src/sentencepiece_processor_test.cc +@@ -23,10 +23,10 @@ + #include "sentencepiece_processor.h" + #include "sentencepiece_trainer.h" + #include "testharness.h" +-#include "third_party/absl/container/flat_hash_map.h" +-#include "third_party/absl/memory/memory.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/memory/memory.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/string_view.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/sentencepiece_trainer.cc b/src/sentencepiece_trainer.cc +index b9fe64f..5b33cd7 100644 +--- a/src/sentencepiece_trainer.cc ++++ b/src/sentencepiece_trainer.cc +@@ -22,12 +22,13 @@ + #include "sentencepiece_model.pb.h" + #include "sentencepiece_trainer.h" + #include "spec_parser.h" +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/strings/numbers.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_split.h" +-#include "third_party/absl/strings/string_view.h" +-#include "third_party/absl/strings/strip.h" ++#include "absl/flags/flag.h" ++#include "absl/strings/numbers.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_split.h" ++#include "absl/strings/string_view.h" ++#include "absl/strings/strip.h" ++#include "absl/status/status.h" + #include "trainer_factory.h" + #include "util.h" + +@@ -37,7 +38,7 @@ static constexpr char kDefaultNormalizerName[] = "nmt_nfkc"; + } // namespace + + // static +-util::Status SentencePieceTrainer::Train(const TrainerSpec &trainer_spec, ++absl::Status SentencePieceTrainer::Train(const TrainerSpec &trainer_spec, + SentenceIterator *sentence_iterator, + std::string *serialized_model_proto) { + NormalizerSpec normalizer_spec; +@@ -45,7 +46,7 @@ util::Status SentencePieceTrainer::Train(const TrainerSpec &trainer_spec, + serialized_model_proto); + } + +-util::Status SentencePieceTrainer::Train(const TrainerSpec &trainer_spec, ++absl::Status SentencePieceTrainer::Train(const TrainerSpec &trainer_spec, + const NormalizerSpec &normalizer_spec, + SentenceIterator *sentence_iterator, + std::string *serialized_model_proto) { +@@ -55,7 +56,7 @@ util::Status SentencePieceTrainer::Train(const TrainerSpec &trainer_spec, + } + + // static +-util::Status SentencePieceTrainer::Train( ++absl::Status SentencePieceTrainer::Train( + const TrainerSpec &trainer_spec, const NormalizerSpec &normalizer_spec, + const NormalizerSpec &denormalizer_spec, + SentenceIterator *sentence_iterator, std::string *serialized_model_proto) { +@@ -97,7 +98,7 @@ NormalizerSpec SentencePieceTrainer::GetNormalizerSpec(absl::string_view name) { + } + + // static +-util::Status SentencePieceTrainer::MergeSpecsFromArgs( ++absl::Status SentencePieceTrainer::MergeSpecsFromArgs( + absl::string_view args, TrainerSpec *trainer_spec, + NormalizerSpec *normalizer_spec, NormalizerSpec *denormalizer_spec) { + CHECK_OR_RETURN(trainer_spec) << "`trainer_spec` must not be null."; +@@ -125,7 +126,7 @@ util::Status SentencePieceTrainer::MergeSpecsFromArgs( + } + + // static +-util::Status SentencePieceTrainer::MergeSpecsFromArgs( ++absl::Status SentencePieceTrainer::MergeSpecsFromArgs( + const std::unordered_map &kwargs, + TrainerSpec *trainer_spec, NormalizerSpec *normalizer_spec, + NormalizerSpec *denormalizer_spec) { +@@ -171,7 +172,7 @@ util::Status SentencePieceTrainer::MergeSpecsFromArgs( + } + + // static +-util::Status SentencePieceTrainer::Train(absl::string_view args, ++absl::Status SentencePieceTrainer::Train(absl::string_view args, + SentenceIterator *sentence_iterator, + std::string *serialized_model_proto) { + LOG(INFO) << "Running command: " << args.data(); +@@ -185,7 +186,7 @@ util::Status SentencePieceTrainer::Train(absl::string_view args, + } + + // static +-util::Status SentencePieceTrainer::Train( ++absl::Status SentencePieceTrainer::Train( + const std::unordered_map &kwargs, + SentenceIterator *sentence_iterator, std::string *serialized_model_proto) { + TrainerSpec trainer_spec; +@@ -198,7 +199,7 @@ util::Status SentencePieceTrainer::Train( + } + + // static +-util::Status SentencePieceTrainer::PopulateNormalizerSpec( ++absl::Status SentencePieceTrainer::PopulateNormalizerSpec( + NormalizerSpec *normalizer_spec, bool is_denormalizer) { + CHECK_OR_RETURN(normalizer_spec); + +@@ -226,7 +227,7 @@ util::Status SentencePieceTrainer::PopulateNormalizerSpec( + } + + // static +-util::Status SentencePieceTrainer::PopulateModelTypeFromString( ++absl::Status SentencePieceTrainer::PopulateModelTypeFromString( + absl::string_view type, TrainerSpec *spec) { + static const std::unordered_map + kModelTypeMap = {{"unigram", TrainerSpec::UNIGRAM}, +@@ -239,7 +240,7 @@ util::Status SentencePieceTrainer::PopulateModelTypeFromString( + return util::OkStatus(); + } + +- return util::StatusBuilder(util::StatusCode::kInternal, GTL_LOC) ++ return util::StatusBuilder(absl::StatusCode::kInternal, GTL_LOC) + << "\"" << type << "\" is not found in TrainerSpec"; + } + +@@ -248,7 +249,7 @@ const pretokenizer::PretokenizerForTrainingInterface *g_pretokenizer = nullptr; + } // namespace + + // static +-util::Status SentencePieceTrainer::SetPretokenizerForTraining( ++absl::Status SentencePieceTrainer::SetPretokenizerForTraining( + const pretokenizer::PretokenizerForTrainingInterface *pretokenizer) { + g_pretokenizer = pretokenizer; + return util::OkStatus(); +diff --git a/src/sentencepiece_trainer.h b/src/sentencepiece_trainer.h +index bb74ab9..ec6cf93 100644 +--- a/src/sentencepiece_trainer.h ++++ b/src/sentencepiece_trainer.h +@@ -19,6 +19,7 @@ + #include + + #include "sentencepiece_processor.h" ++#include "absl/status/status.h" + + namespace sentencepiece { + +@@ -46,7 +47,7 @@ class SentenceIterator { + virtual bool done() const = 0; + virtual void Next() = 0; + virtual const std::string &value() const = 0; +- virtual util::Status status() const = 0; ++ virtual absl::Status status() const = 0; + }; + + class SentencePieceTrainer { +@@ -54,14 +55,14 @@ class SentencePieceTrainer { + // Trains SentencePiece model with `trainer_spec`. + // Default `normalizer_spec` is used. + // When `sentence_iterator` is passed, load sentences from the iterator. +- static util::Status Train(const TrainerSpec &trainer_spec, ++ static absl::Status Train(const TrainerSpec &trainer_spec, + SentenceIterator *sentence_iterator = nullptr, + std::string *serialized_model_proto = nullptr); + + // Trains SentencePiece model with `trainer_spec` and + // `normalizer_spec`. + // When `sentence_iterator` is passed, load sentences from the iterator. +- static util::Status Train(const TrainerSpec &trainer_spec, ++ static absl::Status Train(const TrainerSpec &trainer_spec, + const NormalizerSpec &normalizer_spec, + SentenceIterator *sentence_iterator = nullptr, + std::string *serialized_model_proto = nullptr); +@@ -69,7 +70,7 @@ class SentencePieceTrainer { + // Trains SentencePiece model with `trainer_spec`, `normalizer_spec` + // and `denormalizer_spec`. + // When `sentence_iterator` is passed, load sentences from the iterator. +- static util::Status Train(const TrainerSpec &trainer_spec, ++ static absl::Status Train(const TrainerSpec &trainer_spec, + const NormalizerSpec &normalizer_spec, + const NormalizerSpec &denormalizer_spec, + SentenceIterator *sentence_iterator = nullptr, +@@ -78,13 +79,13 @@ class SentencePieceTrainer { + // e.g., + // '--input=data --model_prefix=m --vocab_size=8192 model_type=unigram' + // When `sentence_iterator` is passed, load sentences from the iterator. +- static util::Status Train(absl::string_view args, ++ static absl::Status Train(absl::string_view args, + SentenceIterator *sentence_iterator = nullptr, + std::string *serialized_model_proto = nullptr); + + // Trains SentencePiece model with mapin `kwargs`. + // e.g., {{"input", "data"}, {"model_prefix, "m"}, {"vocab_size", "8192"}...} +- static util::Status Train( ++ static absl::Status Train( + const std::unordered_map &kwargs, + SentenceIterator *sentence_iterator = nullptr, + std::string *serialized_model_proto = nullptr); +@@ -96,19 +97,19 @@ class SentencePieceTrainer { + + // Populates necessary fields (precompiled_charmap) from + // `NormalizerSpec::name` or `NormalizerSpec::normalization_rule_tsv`. +- static util::Status PopulateNormalizerSpec(NormalizerSpec *normalizer_spec, ++ static absl::Status PopulateNormalizerSpec(NormalizerSpec *normalizer_spec, + bool is_denormalizer = false); + + // Overrides `trainer_spec`, `normalizer_spec`, `denormalizer_spec` with the + // std::unordered_map in `kargs`. +- static util::Status MergeSpecsFromArgs( ++ static absl::Status MergeSpecsFromArgs( + const std::unordered_map &kwargs, + TrainerSpec *trainer_spec, NormalizerSpec *normalizer_spec, + NormalizerSpec *denormalizer_spec); + + // Overrides `trainer_spec`, `normalizer_spec`, `denormalizer_spec` with the + // command line flags in `args`. +- static util::Status MergeSpecsFromArgs(absl::string_view args, ++ static absl::Status MergeSpecsFromArgs(absl::string_view args, + TrainerSpec *trainer_spec, + NormalizerSpec *normalizer_spec, + NormalizerSpec *denormalizer_spec); +@@ -116,7 +117,7 @@ class SentencePieceTrainer { + // Injects global pre-tokenizer that are applied in training time. + // Pretokenizer is only used for extracting pieces. + // TODO(taku): It would be better to inject per `trainer_spec`. +- static util::Status SetPretokenizerForTraining( ++ static absl::Status SetPretokenizerForTraining( + const pretokenizer::PretokenizerForTrainingInterface *pretokenizer); + + // Returns the current pretokenizer. if no pretokenizer is defined, returns +@@ -129,17 +130,17 @@ class SentencePieceTrainer { + // with comma-separated values. `field_name` must not be a nested message. + // The body of these functions are automatically generated with + // data/gen_spec_parser.pl +- static util::Status SetProtoField(const std::string &name, ++ static absl::Status SetProtoField(const std::string &name, + const std::string &value, + TrainerSpec *message); + +- static util::Status SetProtoField(const std::string &name, ++ static absl::Status SetProtoField(const std::string &name, + const std::string &value, + NormalizerSpec *message); + + // Populates model type from string representation, e.g., "bpe". + // Supported model: "unigram", "bpe", "word", "char". +- static util::Status PopulateModelTypeFromString(absl::string_view type, ++ static absl::Status PopulateModelTypeFromString(absl::string_view type, + TrainerSpec *trainer_spec); + + private: +diff --git a/src/sentencepiece_trainer_test.cc b/src/sentencepiece_trainer_test.cc +index e44e66b..00c8d08 100644 +--- a/src/sentencepiece_trainer_test.cc ++++ b/src/sentencepiece_trainer_test.cc +@@ -16,7 +16,8 @@ + #include "sentencepiece_model.pb.h" + #include "sentencepiece_trainer.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" ++#include "absl/strings/str_cat.h" ++#include "absl/status/status.h" + #include "util.h" + + namespace sentencepiece { +@@ -109,7 +110,7 @@ TEST(SentencePieceTrainerTest, TrainFromIterator) { + bool done() const override { return idx_ == vec_.size(); } + void Next() override { ++idx_; } + const std::string &value() const override { return vec_[idx_]; } +- util::Status status() const override { return util::OkStatus(); } ++ absl::Status status() const override { return util::OkStatus(); } + + private: + std::vector vec_; +diff --git a/src/spec_parser.h b/src/spec_parser.h +index 2c5a95b..259c45d 100644 +--- a/src/spec_parser.h ++++ b/src/spec_parser.h +@@ -19,8 +19,9 @@ + #include + + #include "sentencepiece_processor.h" +-#include "third_party/absl/strings/ascii.h" +-#include "third_party/absl/strings/str_split.h" ++#include "absl/strings/ascii.h" ++#include "absl/strings/str_split.h" ++#include "absl/status/status.h" + #include "util.h" + + namespace sentencepiece { +@@ -49,7 +50,7 @@ namespace sentencepiece { + if (name == #param_name) { \ + int32 v; \ + if (!string_util::lexical_cast(value, &v)) \ +- return util::StatusBuilder(util::StatusCode::kInvalidArgument, GTL_LOC) \ ++ return util::StatusBuilder(absl::StatusCode::kInvalidArgument, GTL_LOC) \ + << "cannot parse \"" << value << "\" as int."; \ + message->set_##param_name(v); \ + return util::OkStatus(); \ +@@ -59,7 +60,7 @@ namespace sentencepiece { + if (name == #param_name) { \ + uint64 v; \ + if (!string_util::lexical_cast(value, &v)) \ +- return util::StatusBuilder(util::StatusCode::kInvalidArgument, GTL_LOC) \ ++ return util::StatusBuilder(absl::StatusCode::kInvalidArgument, GTL_LOC) \ + << "cannot parse \"" << value << "\" as int."; \ + message->set_##param_name(v); \ + return util::OkStatus(); \ +@@ -69,7 +70,7 @@ namespace sentencepiece { + if (name == #param_name) { \ + double v; \ + if (!string_util::lexical_cast(value, &v)) \ +- return util::StatusBuilder(util::StatusCode::kInvalidArgument, GTL_LOC) \ ++ return util::StatusBuilder(absl::StatusCode::kInvalidArgument, GTL_LOC) \ + << "cannot parse \"" << value << "\" as int."; \ + message->set_##param_name(v); \ + return util::OkStatus(); \ +@@ -79,7 +80,7 @@ namespace sentencepiece { + if (name == #param_name) { \ + bool v; \ + if (!string_util::lexical_cast(value.empty() ? "true" : value, &v)) \ +- return util::StatusBuilder(util::StatusCode::kInvalidArgument, GTL_LOC) \ ++ return util::StatusBuilder(absl::StatusCode::kInvalidArgument, GTL_LOC) \ + << "cannot parse \"" << value << "\" as bool."; \ + message->set_##param_name(v); \ + return util::OkStatus(); \ +@@ -89,7 +90,7 @@ namespace sentencepiece { + if (name == #param_name) { \ + const auto it = map_name.find(absl::AsciiStrToUpper(value)); \ + if (it == map_name.end()) \ +- return util::StatusBuilder(util::StatusCode::kInvalidArgument, GTL_LOC) \ ++ return util::StatusBuilder(absl::StatusCode::kInvalidArgument, GTL_LOC) \ + << "unknown enumeration value of \"" << value << "\" as " \ + << #map_name; \ + message->set_##param_name(it->second); \ +@@ -186,7 +187,7 @@ inline std::string PrintProto(const NormalizerSpec &message, + return os.str(); + } + +-util::Status SentencePieceTrainer::SetProtoField(const std::string &name, ++absl::Status SentencePieceTrainer::SetProtoField(const std::string &name, + const std::string &value, + TrainerSpec *message) { + CHECK_OR_RETURN(message); +@@ -239,11 +240,11 @@ util::Status SentencePieceTrainer::SetProtoField(const std::string &name, + PARSE_STRING(pad_piece); + PARSE_STRING(unk_surface); + +- return util::StatusBuilder(util::StatusCode::kNotFound, GTL_LOC) ++ return util::StatusBuilder(absl::StatusCode::kNotFound, GTL_LOC) + << "unknown field name \"" << name << "\" in TrainerSpec."; + } + +-util::Status SentencePieceTrainer::SetProtoField(const std::string &name, ++absl::Status SentencePieceTrainer::SetProtoField(const std::string &name, + const std::string &value, + NormalizerSpec *message) { + CHECK_OR_RETURN(message); +@@ -255,7 +256,7 @@ util::Status SentencePieceTrainer::SetProtoField(const std::string &name, + PARSE_BOOL(escape_whitespaces); + PARSE_STRING(normalization_rule_tsv); + +- return util::StatusBuilder(util::StatusCode::kNotFound, GTL_LOC) ++ return util::StatusBuilder(absl::StatusCode::kNotFound, GTL_LOC) + << "unknown field name \"" << name << "\" in NormalizerSpec."; + } + +diff --git a/src/spm_decode_main.cc b/src/spm_decode_main.cc +index 3382ddc..9dda65c 100644 +--- a/src/spm_decode_main.cc ++++ b/src/spm_decode_main.cc +@@ -21,8 +21,8 @@ + #include "init.h" + #include "sentencepiece.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/strings/str_split.h" ++#include "absl/flags/flag.h" ++#include "absl/strings/str_split.h" + #include "util.h" + + ABSL_FLAG(std::string, model, "", "model file name"); +diff --git a/src/spm_encode_main.cc b/src/spm_encode_main.cc +index 4d12a38..29b7458 100644 +--- a/src/spm_encode_main.cc ++++ b/src/spm_encode_main.cc +@@ -21,10 +21,10 @@ + #include "init.h" + #include "sentencepiece.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/container/flat_hash_map.h" +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_join.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/flags/flag.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_join.h" + #include "trainer_interface.h" + + ABSL_FLAG(std::string, model, "", "model file name"); +diff --git a/src/spm_export_vocab_main.cc b/src/spm_export_vocab_main.cc +index b5d93cb..70a65c1 100644 +--- a/src/spm_export_vocab_main.cc ++++ b/src/spm_export_vocab_main.cc +@@ -20,7 +20,7 @@ + #include "init.h" + #include "sentencepiece_model.pb.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/flags/flag.h" ++#include "absl/flags/flag.h" + + ABSL_FLAG(std::string, output, "", "Output filename"); + ABSL_FLAG(std::string, model, "", "input model file name"); +diff --git a/src/spm_normalize_main.cc b/src/spm_normalize_main.cc +index 96da360..8c541b8 100644 +--- a/src/spm_normalize_main.cc ++++ b/src/spm_normalize_main.cc +@@ -21,7 +21,7 @@ + #include "sentencepiece_model.pb.h" + #include "sentencepiece_processor.h" + #include "sentencepiece_trainer.h" +-#include "third_party/absl/flags/flag.h" ++#include "absl/flags/flag.h" + + ABSL_FLAG(std::string, model, "", "Model file name"); + ABSL_FLAG(bool, use_internal_normalization, false, +diff --git a/src/spm_train_main.cc b/src/spm_train_main.cc +index baf8dbf..ba1e811 100644 +--- a/src/spm_train_main.cc ++++ b/src/spm_train_main.cc +@@ -18,10 +18,10 @@ + #include "init.h" + #include "sentencepiece_model.pb.h" + #include "sentencepiece_trainer.h" +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/strings/ascii.h" +-#include "third_party/absl/strings/str_join.h" +-#include "third_party/absl/strings/str_split.h" ++#include "absl/flags/flag.h" ++#include "absl/strings/ascii.h" ++#include "absl/strings/str_join.h" ++#include "absl/strings/str_split.h" + #include "util.h" + + using sentencepiece::NormalizerSpec; +diff --git a/src/testharness.cc b/src/testharness.cc +index f6b1efe..daf2d14 100644 +--- a/src/testharness.cc ++++ b/src/testharness.cc +@@ -26,7 +26,7 @@ + #include + + #include "common.h" +-#include "third_party/absl/strings/str_cat.h" ++#include "absl/strings/str_cat.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/testharness.h b/src/testharness.h +index 9879b06..98317ad 100644 +--- a/src/testharness.h ++++ b/src/testharness.h +@@ -21,9 +21,9 @@ + #include + + #include "common.h" +-#include "third_party/absl/flags/flag.h" +-#include "third_party/absl/flags/parse.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/flags/flag.h" ++#include "absl/flags/parse.h" ++#include "absl/strings/string_view.h" + + ABSL_DECLARE_FLAG(std::string, test_tmpdir); + ABSL_DECLARE_FLAG(std::string, test_srcdir); +diff --git a/src/trainer_factory.cc b/src/trainer_factory.cc +index d1d2541..ff594d0 100644 +--- a/src/trainer_factory.cc ++++ b/src/trainer_factory.cc +@@ -14,7 +14,7 @@ + + #include "bpe_model_trainer.h" + #include "char_model_trainer.h" +-#include "third_party/absl/memory/memory.h" ++#include "absl/memory/memory.h" + #include "trainer_factory.h" + #include "unigram_model_trainer.h" + #include "word_model_trainer.h" +diff --git a/src/trainer_interface.cc b/src/trainer_interface.cc +index a3a4b74..3e441ec 100644 +--- a/src/trainer_interface.cc ++++ b/src/trainer_interface.cc +@@ -26,13 +26,14 @@ + #include "normalizer.h" + #include "sentencepiece_processor.h" + #include "sentencepiece_trainer.h" +-#include "third_party/absl/container/flat_hash_map.h" +-#include "third_party/absl/memory/memory.h" +-#include "third_party/absl/strings/numbers.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_format.h" +-#include "third_party/absl/strings/str_join.h" +-#include "third_party/absl/strings/str_split.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/memory/memory.h" ++#include "absl/strings/numbers.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_format.h" ++#include "absl/strings/str_join.h" ++#include "absl/strings/str_split.h" ++#include "absl/status/status.h" + #include "trainer_interface.h" + #include "unicode_script.h" + #include "util.h" +@@ -49,7 +50,7 @@ const char32 TrainerInterface::kUPPBoundaryChar = L'\u0009'; + const char TrainerInterface::kUPPBoundaryStr[] = "\t"; + + namespace { +-util::Status VerifySpec(const TrainerSpec &trainer_spec) { ++absl::Status VerifySpec(const TrainerSpec &trainer_spec) { + CHECK_GT_OR_RETURN(trainer_spec.vocab_size(), 0); + + if (trainer_spec.model_type() == TrainerSpec::UNIGRAM || +@@ -164,7 +165,7 @@ bool MultiFileSentenceIterator::done() const { + return (!read_done_ && file_index_ == files_.size()); + } + +-util::Status MultiFileSentenceIterator::status() const { ++absl::Status MultiFileSentenceIterator::status() const { + CHECK_OR_RETURN(fp_); + return fp_->status(); + } +@@ -212,7 +213,7 @@ bool TrainerInterface::IsValidSentencePiece( + } + + constexpr unicode_script::ScriptType kAnyType = +- static_cast(-1); ++ static_cast(0); + + unicode_script::ScriptType prev_script = kAnyType; + bool all_whitespace_piece = +@@ -296,7 +297,7 @@ bool TrainerInterface::IsValidSentencePiece( + return true; + } + +-util::Status TrainerInterface::LoadSentences() { ++absl::Status TrainerInterface::LoadSentences() { + RETURN_IF_ERROR(status()); + CHECK_OR_RETURN(sentences_.empty()); + CHECK_OR_RETURN(required_chars_.empty()); +@@ -537,7 +538,7 @@ void TrainerInterface::SplitSentencesByWhitespace() { + LOG(INFO) << "Done! " << sentences_.size(); + } + +-util::Status TrainerInterface::Serialize(ModelProto *model_proto) const { ++absl::Status TrainerInterface::Serialize(ModelProto *model_proto) const { + RETURN_IF_ERROR(status()); + + // Duplicated sentencepiece is not allowed. +@@ -611,7 +612,7 @@ util::Status TrainerInterface::Serialize(ModelProto *model_proto) const { + return util::OkStatus(); + } + +-util::Status TrainerInterface::SaveModel(absl::string_view filename) const { ++absl::Status TrainerInterface::SaveModel(absl::string_view filename) const { + LOG(INFO) << "Saving model: " << filename; + ModelProto model_proto; + RETURN_IF_ERROR(Serialize(&model_proto)); +@@ -622,7 +623,7 @@ util::Status TrainerInterface::SaveModel(absl::string_view filename) const { + return util::OkStatus(); + } + +-util::Status TrainerInterface::SaveVocab(absl::string_view filename) const { ++absl::Status TrainerInterface::SaveVocab(absl::string_view filename) const { + LOG(INFO) << "Saving vocabs: " << filename; + ModelProto model_proto; + RETURN_IF_ERROR(Serialize(&model_proto)); +@@ -644,7 +645,7 @@ util::Status TrainerInterface::SaveVocab(absl::string_view filename) const { + return util::OkStatus(); + } + +-util::Status TrainerInterface::Save() const { ++absl::Status TrainerInterface::Save() const { + if (output_model_proto_) { + RETURN_IF_ERROR(Serialize(output_model_proto_)); + } else { +@@ -654,7 +655,7 @@ util::Status TrainerInterface::Save() const { + return util::OkStatus(); + } + +-util::Status TrainerInterface::InitMetaPieces() { ++absl::Status TrainerInterface::InitMetaPieces() { + CHECK_OR_RETURN(meta_pieces_.empty()); + bool has_unk = false; + +diff --git a/src/trainer_interface.h b/src/trainer_interface.h +index f66d59a..b4fbc7b 100644 +--- a/src/trainer_interface.h ++++ b/src/trainer_interface.h +@@ -27,7 +27,8 @@ + #include "sentencepiece_model.pb.h" + #include "sentencepiece_processor.h" + #include "sentencepiece_trainer.h" +-#include "third_party/absl/container/flat_hash_map.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/status/status.h" + #include "util.h" + + namespace sentencepiece { +@@ -57,7 +58,7 @@ class MultiFileSentenceIterator : public SentenceIterator { + bool done() const override; + void Next() override; + const std::string &value() const override { return value_; } +- util::Status status() const override; ++ absl::Status status() const override; + + private: + void TryRead(); +@@ -90,16 +91,16 @@ class TrainerInterface { + + // Loads sentence from `sentence_iterator` and stores the model + // to `output_model_proto`. +- virtual util::Status Train(SentenceIterator *sentence_iterator, ++ virtual absl::Status Train(SentenceIterator *sentence_iterator, + ModelProto *output_model_proto) { + sentence_iterator_ = sentence_iterator; + output_model_proto_ = output_model_proto; + return Train(); + } + +- virtual util::Status Train() { return status(); } ++ virtual absl::Status Train() { return status(); } + +- virtual util::Status status() const { return status_; } ++ virtual absl::Status status() const { return status_; } + + FRIEND_TEST(TrainerInterfaceTest, IsValidSentencePieceTest); + FRIEND_TEST(TrainerInterfaceTest, OverrideSpecialPiecesTest); +@@ -115,7 +116,7 @@ class TrainerInterface { + + // Loads all sentences from spec.input() or SentenceIterator. + // It loads at most input_sentence_size sentences. +- util::Status LoadSentences(); ++ absl::Status LoadSentences(); + + // Splits all sentencecs by whitespaces and + // replace the |sentences_| with tokenized string. +@@ -125,7 +126,7 @@ class TrainerInterface { + void SplitSentencesByWhitespace(); + + // Save model files into spec.model_prefix(). +- util::Status Save() const; ++ absl::Status Save() const; + + // Set of characters which must be included in the final vocab. + // The value of this map stores the frequency. +@@ -152,7 +153,7 @@ class TrainerInterface { + meta_pieces_; + + // Detect errors on initialization. +- util::Status status_; ++ absl::Status status_; + + // Loads sentences from SentenceIterator if not null. + SentenceIterator *sentence_iterator_ = nullptr; +@@ -162,19 +163,19 @@ class TrainerInterface { + + private: + // Serialize final_pieces_ to |model_proto|. +- util::Status Serialize(ModelProto *model_proto) const; ++ absl::Status Serialize(ModelProto *model_proto) const; + + // Saves the best sentence split with the current model for debugging. +- util::Status SaveSplits(absl::string_view filename) const; ++ absl::Status SaveSplits(absl::string_view filename) const; + + // Saves model file. +- util::Status SaveModel(absl::string_view filename) const; ++ absl::Status SaveModel(absl::string_view filename) const; + + // Saves vocabulary file for NMT. +- util::Status SaveVocab(absl::string_view filename) const; ++ absl::Status SaveVocab(absl::string_view filename) const; + + // Initializes `meta_pieces_` from TrainerSpec. +- util::Status InitMetaPieces(); ++ absl::Status InitMetaPieces(); + + // Randomly sampled raw sentences for self-testing. + std::vector self_test_samples_; +diff --git a/src/trainer_interface_test.cc b/src/trainer_interface_test.cc +index 70a51ad..d7f3f0c 100644 +--- a/src/trainer_interface_test.cc ++++ b/src/trainer_interface_test.cc +@@ -16,8 +16,8 @@ + + #include "filesystem.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_format.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_format.h" + #include "trainer_interface.h" + #include "util.h" + +diff --git a/src/unicode_script.cc b/src/unicode_script.cc +index 583dc30..11b24dc 100644 +--- a/src/unicode_script.cc ++++ b/src/unicode_script.cc +@@ -14,7 +14,7 @@ + + #include + +-#include "third_party/absl/container/flat_hash_map.h" ++#include "absl/container/flat_hash_map.h" + #include "unicode_script.h" + #include "unicode_script_map.h" + #include "util.h" +diff --git a/src/unicode_script_map.h b/src/unicode_script_map.h +index f2e67e9..f1b8299 100644 +--- a/src/unicode_script_map.h ++++ b/src/unicode_script_map.h +@@ -14,7 +14,7 @@ + + #ifndef UNICODE_SCRIPT_DATA_H_ + #define UNICODE_SCRIPT_DATA_H_ +-#include "third_party/absl/container/flat_hash_map.h" ++#include "absl/container/flat_hash_map.h" + namespace sentencepiece { + namespace unicode_script { + namespace { +diff --git a/src/unicode_script_test.cc b/src/unicode_script_test.cc +index ab33565..e0b1c4d 100644 +--- a/src/unicode_script_test.cc ++++ b/src/unicode_script_test.cc +@@ -14,7 +14,7 @@ + + #include "common.h" + #include "testharness.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/strings/string_view.h" + #include "unicode_script.h" + #include "util.h" + +diff --git a/src/unigram_model.cc b/src/unigram_model.cc +index 3b99060..9c72fb9 100644 +--- a/src/unigram_model.cc ++++ b/src/unigram_model.cc +@@ -22,9 +22,9 @@ + #include + #include + +-#include "third_party/absl/memory/memory.h" +-#include "third_party/absl/strings/str_split.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/memory/memory.h" ++#include "absl/strings/str_split.h" ++#include "absl/strings/string_view.h" + #include "unigram_model.h" + #include "util.h" + +diff --git a/src/unigram_model.h b/src/unigram_model.h +index 448e489..9062f12 100644 +--- a/src/unigram_model.h ++++ b/src/unigram_model.h +@@ -24,7 +24,7 @@ + #include "freelist.h" + #include "model_interface.h" + #include "sentencepiece_model.pb.h" +-#include "third_party/darts_clone/darts.h" ++#include "include/darts.h" + + namespace sentencepiece { + namespace unigram { +diff --git a/src/unigram_model_test.cc b/src/unigram_model_test.cc +index f93b21c..808e907 100644 +--- a/src/unigram_model_test.cc ++++ b/src/unigram_model_test.cc +@@ -22,8 +22,8 @@ + #include "sentencepiece_model.pb.h" + #include "sentencepiece_processor.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_join.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_join.h" + #include "util.h" + + namespace sentencepiece { +diff --git a/src/unigram_model_trainer.cc b/src/unigram_model_trainer.cc +index 9615040..7d16bd2 100644 +--- a/src/unigram_model_trainer.cc ++++ b/src/unigram_model_trainer.cc +@@ -25,8 +25,9 @@ + #include "normalizer.h" + #include "pretokenizer_for_training.h" + #include "sentencepiece_trainer.h" +-#include "third_party/absl/container/flat_hash_map.h" +-#include "third_party/absl/memory/memory.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/memory/memory.h" ++#include "absl/status/status.h" + #include "third_party/esaxx/esa.hxx" // Suffix array library. + #include "unicode_script.h" + #include "unigram_model_trainer.h" +@@ -463,7 +464,7 @@ TrainerModel::SentencePieces Trainer::FinalizeSentencePieces( + return Sorted(final_sentencepieces); + } + +-util::Status Trainer::Train() { ++absl::Status Trainer::Train() { + RETURN_IF_ERROR(status()); + + CHECK_EQ_OR_RETURN(TrainerSpec::UNIGRAM, trainer_spec_.model_type()); +diff --git a/src/unigram_model_trainer.h b/src/unigram_model_trainer.h +index 91fbeb4..d41967d 100644 +--- a/src/unigram_model_trainer.h ++++ b/src/unigram_model_trainer.h +@@ -21,7 +21,8 @@ + #include + + #include "sentencepiece_model.pb.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" + #include "trainer_interface.h" + #include "unigram_model.h" + #include "util.h" +@@ -68,7 +69,7 @@ class Trainer : public TrainerInterface { + : TrainerInterface::TrainerInterface(trainer_spec, normalizer_spec, + denormalizer_spec) {} + +- util::Status Train() override; ++ absl::Status Train() override; + + private: + FRIEND_TEST(TrainerTest, IsValidSentencePieceTest); +diff --git a/src/unigram_model_trainer_test.cc b/src/unigram_model_trainer_test.cc +index ffe515e..fdb25f6 100644 +--- a/src/unigram_model_trainer_test.cc ++++ b/src/unigram_model_trainer_test.cc +@@ -16,8 +16,8 @@ + #include "sentencepiece_processor.h" + #include "sentencepiece_trainer.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_join.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_join.h" + #include "unigram_model_trainer.h" + #include "util.h" + +diff --git a/src/util.h b/src/util.h +index 0d15863..7122c7c 100644 +--- a/src/util.h ++++ b/src/util.h +@@ -30,7 +30,8 @@ + + #include "common.h" + #include "sentencepiece_processor.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" + + #ifdef SPM_NO_THREADLOCAL + #include +@@ -359,14 +360,14 @@ std::string StrError(int errnum); + + std::vector StrSplitAsCSV(absl::string_view text); + +-inline Status OkStatus() { return Status(); } ++inline absl::Status OkStatus() { return absl::Status(); } + + #define DECLARE_ERROR(FUNC) \ +- inline util::Status FUNC##Error(absl::string_view str) { \ +- return util::Status(StatusCode::k##FUNC, str.data()); \ ++ inline absl::Status FUNC##Error(absl::string_view str) { \ ++ return absl::Status(absl::StatusCode::k##FUNC, str.data()); \ + } \ +- inline bool Is##FUNC(const util::Status &status) { \ +- return status.code() == StatusCode::k##FUNC; \ ++ inline bool Is##FUNC(const absl::Status &status) { \ ++ return status.code() ==absl::StatusCode::k##FUNC; \ + } + + DECLARE_ERROR(Cancelled) +@@ -390,8 +391,8 @@ DECLARE_ERROR(Unauthenticated) + + class StatusBuilder { + public: +- explicit StatusBuilder(StatusCode code) : code_(code) {} +- explicit StatusBuilder(StatusCode code, int loc) : code_(code) {} ++ explicit StatusBuilder(absl::StatusCode code) : code_(code) {} ++ explicit StatusBuilder(absl::StatusCode code, int loc) : code_(code) {} + + template + StatusBuilder &operator<<(const T &value) { +@@ -399,10 +400,10 @@ class StatusBuilder { + return *this; + } + +- operator Status() const { return Status(code_, os_.str()); } ++ operator absl::Status() const { return absl::Status(code_, os_.str()); } + + private: +- StatusCode code_; ++ absl::StatusCode code_; + std::ostringstream os_; + }; + +@@ -410,7 +411,7 @@ class StatusBuilder { + if (condition) { \ + } else /* NOLINT */ \ + return ::sentencepiece::util::StatusBuilder( \ +- ::sentencepiece::util::StatusCode::kInternal) \ ++ ::absl::StatusCode::kInternal) \ + << __FILE__ << "(" << __LINE__ << ") [" << #condition << "] " + + #define CHECK_EQ_OR_RETURN(a, b) CHECK_OR_RETURN((a) == (b)) +diff --git a/src/util_test.cc b/src/util_test.cc +index 71d006f..67290dc 100644 +--- a/src/util_test.cc ++++ b/src/util_test.cc +@@ -16,7 +16,8 @@ + + #include "filesystem.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" ++#include "absl/strings/str_cat.h" ++#include "absl/status/status.h" + #include "util.h" + + namespace sentencepiece { +@@ -376,27 +377,27 @@ TEST(UtilTest, STLDeleteELementsTest) { + } + + TEST(UtilTest, StatusTest) { +- const util::Status ok; ++ const absl::Status ok; + EXPECT_TRUE(ok.ok()); +- EXPECT_EQ(util::StatusCode::kOk, ok.code()); ++ EXPECT_EQ(absl::StatusCode::kOk, ok.code()); + EXPECT_EQ(std::string(""), ok.message()); + +- const util::Status s1(util::StatusCode::kUnknown, "unknown"); +- const util::Status s2(util::StatusCode::kUnknown, std::string("unknown")); ++ const absl::Status s1(absl::StatusCode::kUnknown, "unknown"); ++ const absl::Status s2(absl::StatusCode::kUnknown, std::string("unknown")); + +- EXPECT_EQ(util::StatusCode::kUnknown, s1.code()); +- EXPECT_EQ(util::StatusCode::kUnknown, s2.code()); ++ EXPECT_EQ(absl::StatusCode::kUnknown, s1.code()); ++ EXPECT_EQ(absl::StatusCode::kUnknown, s2.code()); + EXPECT_EQ(std::string("unknown"), s1.message()); + EXPECT_EQ(std::string("unknown"), s2.message()); + + auto ok2 = util::OkStatus(); + EXPECT_TRUE(ok2.ok()); +- EXPECT_EQ(util::StatusCode::kOk, ok2.code()); ++ EXPECT_EQ(absl::StatusCode::kOk, ok2.code()); + EXPECT_EQ(std::string(""), ok2.message()); + + util::OkStatus().IgnoreError(); + for (int i = 1; i <= 16; ++i) { +- util::Status s(static_cast(i), "message"); ++ absl::Status s(static_cast(i), "message"); + EXPECT_TRUE(s.ToString().find("message") != std::string::npos) + << s.ToString(); + } +diff --git a/src/word_model_trainer.cc b/src/word_model_trainer.cc +index 0b8b062..bc1f86b 100644 +--- a/src/word_model_trainer.cc ++++ b/src/word_model_trainer.cc +@@ -15,8 +15,9 @@ + #include + #include + +-#include "third_party/absl/container/flat_hash_map.h" +-#include "third_party/absl/strings/string_view.h" ++#include "absl/container/flat_hash_map.h" ++#include "absl/strings/string_view.h" ++#include "absl/status/status.h" + #include "util.h" + #include "word_model.h" + #include "word_model_trainer.h" +@@ -24,7 +25,7 @@ + namespace sentencepiece { + namespace word { + +-util::Status Trainer::Train() { ++absl::Status Trainer::Train() { + RETURN_IF_ERROR(status()); + + CHECK_OR_RETURN(normalizer_spec_.escape_whitespaces()); +diff --git a/src/word_model_trainer.h b/src/word_model_trainer.h +index 76f8f32..436e595 100644 +--- a/src/word_model_trainer.h ++++ b/src/word_model_trainer.h +@@ -17,6 +17,7 @@ + + #include "sentencepiece_model.pb.h" + #include "trainer_interface.h" ++#include "absl/status/status.h" + + namespace sentencepiece { + namespace word { +@@ -34,7 +35,7 @@ class Trainer : public TrainerInterface { + : TrainerInterface::TrainerInterface(trainer_spec, normalizer_spec, + denormalizer_spec) {} + +- util::Status Train() override; ++ absl::Status Train() override; + }; + } // namespace word + } // namespace sentencepiece +diff --git a/src/word_model_trainer_test.cc b/src/word_model_trainer_test.cc +index c4a8bc6..366810f 100644 +--- a/src/word_model_trainer_test.cc ++++ b/src/word_model_trainer_test.cc +@@ -18,8 +18,8 @@ + #include "filesystem.h" + #include "sentencepiece_processor.h" + #include "testharness.h" +-#include "third_party/absl/strings/str_cat.h" +-#include "third_party/absl/strings/str_join.h" ++#include "absl/strings/str_cat.h" ++#include "absl/strings/str_join.h" + #include "util.h" + #include "word_model_trainer.h" + diff --git a/third_party/darts_clone.BUILD b/third_party/darts_clone.BUILD new file mode 100644 index 00000000..3ce02f04 --- /dev/null +++ b/third_party/darts_clone.BUILD @@ -0,0 +1,12 @@ +licenses(["notice"]) + +exports_files(["LICENSE"]) + +package(default_visibility = ["//visibility:public"]) + +cc_library( + name = "darts_clone", + hdrs = [ + "include/darts.h", + ], +) diff --git a/third_party/org_tensorflow_system_python.diff b/third_party/org_tensorflow_system_python.diff new file mode 100644 index 00000000..06fb9d27 --- /dev/null +++ b/third_party/org_tensorflow_system_python.diff @@ -0,0 +1,53 @@ +diff --git a/tensorflow/tools/toolchains/cpus/aarch64/aarch64_compiler_configure.bzl b/tensorflow/tools/toolchains/cpus/aarch64/aarch64_compiler_configure.bzl +index 00cd6983ca3..d9c5ef16f9b 100644 +--- a/tensorflow/tools/toolchains/cpus/aarch64/aarch64_compiler_configure.bzl ++++ b/tensorflow/tools/toolchains/cpus/aarch64/aarch64_compiler_configure.bzl +@@ -1,7 +1,7 @@ + """Configurations of AARCH64 builds used with Docker container.""" + + load("//tensorflow/tools/toolchains:cpus/aarch64/aarch64.bzl", "remote_aarch64_configure") +-load("//third_party/py:python_configure.bzl", "remote_python_configure") ++load("//third_party/py/non_hermetic:python_configure.bzl", "remote_python_configure") + load("//third_party/remote_config:remote_platform_configure.bzl", "remote_platform_configure") + + def ml2014_tf_aarch64_configs(name_container_map, env): + +diff --git a/tensorflow/tools/toolchains/remote_config/rbe_config.bzl b/tensorflow/tools/toolchains/remote_config/rbe_config.bzl +index ae776c2a2fd..108e79edbd7 100644 +--- a/tensorflow/tools/toolchains/remote_config/rbe_config.bzl ++++ b/tensorflow/tools/toolchains/remote_config/rbe_config.bzl +@@ -4,7 +4,7 @@ load("//tensorflow/tools/toolchains/remote_config:containers.bzl", "containers") + load("//third_party/gpus:cuda_configure.bzl", "remote_cuda_configure") + load("//third_party/gpus:rocm_configure.bzl", "remote_rocm_configure") + load("//third_party/nccl:nccl_configure.bzl", "remote_nccl_configure") +-load("//third_party/py:python_configure.bzl", "local_python_configure", "remote_python_configure") ++load("//third_party/py/non_hermetic:python_configure.bzl", "local_python_configure", "remote_python_configure") + load("//third_party/remote_config:remote_platform_configure.bzl", "remote_platform_configure") + load("//third_party/tensorrt:tensorrt_configure.bzl", "remote_tensorrt_configure") + +diff --git a/tensorflow/workspace2.bzl b/tensorflow/workspace2.bzl +index 056df85ffdb..7422baf8c59 100644 +--- a/tensorflow/workspace2.bzl ++++ b/tensorflow/workspace2.bzl +@@ -37,7 +37,7 @@ load("//third_party/nasm:workspace.bzl", nasm = "repo") + load("//third_party/nccl:nccl_configure.bzl", "nccl_configure") + load("//third_party/opencl_headers:workspace.bzl", opencl_headers = "repo") + load("//third_party/pasta:workspace.bzl", pasta = "repo") +-load("//third_party/py:python_configure.bzl", "python_configure") ++load("//third_party/py/non_hermetic:python_configure.bzl", "python_configure") + load("//third_party/py/ml_dtypes:workspace.bzl", ml_dtypes = "repo") + load("//third_party/pybind11_abseil:workspace.bzl", pybind11_abseil = "repo") + load("//third_party/pybind11_bazel:workspace.bzl", pybind11_bazel = "repo") +diff --git a/third_party/py/non_hermetic/python_configure.bzl b/third_party/py/non_hermetic/python_configure.bzl +index 89732c3e33d..4ac1c8f5c04 100644 +--- a/third_party/py/non_hermetic/python_configure.bzl ++++ b/third_party/py/non_hermetic/python_configure.bzl +@@ -203,7 +203,7 @@ def _create_local_python_repository(repository_ctx): + # Resolve all labels before doing any real work. Resolving causes the + # function to be restarted with all previous state being lost. This + # can easily lead to a O(n^2) runtime in the number of labels. +- build_tpl = repository_ctx.path(Label("//third_party/py:BUILD.tpl")) ++ build_tpl = repository_ctx.path(Label("//third_party/py/non_hermetic:BUILD.tpl")) + + python_bin = get_python_bin(repository_ctx) + _check_python_bin(repository_ctx, python_bin) diff --git a/third_party/sentencepiece.BUILD b/third_party/sentencepiece.BUILD new file mode 100644 index 00000000..1e5fc1aa --- /dev/null +++ b/third_party/sentencepiece.BUILD @@ -0,0 +1,165 @@ +package( + default_visibility = ["//visibility:public"], + features = [ + "layering_check", + "parse_headers", + ], +) + +licenses(["notice"]) # Apache 2, BSD, MIT + +proto_library( + name = "sentencepiece_proto", + srcs = ["src/sentencepiece.proto"], +) + +cc_proto_library( + name = "sentencepiece_cc_proto", + deps = [":sentencepiece_proto"], +) + +proto_library( + name = "sentencepiece_model_proto", + srcs = ["src/sentencepiece_model.proto"], +) + +cc_proto_library( + name = "sentencepiece_model_cc_proto", + deps = [":sentencepiece_model_proto"], +) + +genrule( + name = "config_h", + srcs = ["config.h.in"], + outs = ["config.h"], + cmd = "cp $< $@", +) + +cc_library( + name = "common", + hdrs = [ + "config.h", + "src/common.h", + ], + deps = [ + "@com_google_absl//absl/base", + ], +) + +cc_library( + name = "sentencepiece_processor", + srcs = [ + "src/bpe_model.cc", + "src/char_model.cc", + "src/error.cc", + "src/filesystem.cc", + "src/model_factory.cc", + "src/model_interface.cc", + "src/normalizer.cc", + "src/sentencepiece_processor.cc", + "src/unigram_model.cc", + "src/util.cc", + "src/word_model.cc", + ], + hdrs = [ + "src/bpe_model.h", + "src/char_model.h", + "src/filesystem.h", + "src/freelist.h", + "src/model_factory.h", + "src/model_interface.h", + "src/normalizer.h", + "src/sentencepiece_processor.h", + "src/trainer_interface.h", + "src/unigram_model.h", + "src/util.h", + "src/word_model.h", + ], + defines = ["_USE_TF_STRING_VIEW"], + includes = [ + ".", + "src", + ], + linkstatic = 1, + deps = + [ + ":common", + ":sentencepiece_cc_proto", + ":sentencepiece_model_cc_proto", + "@com_google_absl//absl/container:flat_hash_map", + "@com_google_absl//absl/container:flat_hash_set", + "@com_google_absl//absl/memory", + "@com_google_absl//absl/status", + "@com_google_absl//absl/strings", + "@com_google_absl//absl/strings:str_format", + "@darts_clone", + ], +) + +cc_library( + name = "sentencepiece_trainer", + srcs = [ + "src/bpe_model_trainer.cc", + "src/builder.cc", + "src/char_model_trainer.cc", + "src/sentencepiece_trainer.cc", + "src/trainer_factory.cc", + "src/trainer_interface.cc", + "src/unicode_script.cc", + "src/unigram_model_trainer.cc", + "src/word_model_trainer.cc", + ], + hdrs = [ + "src/bpe_model_trainer.h", + "src/builder.h", + "src/char_model_trainer.h", + "src/normalization_rule.h", + "src/sentencepiece_trainer.h", + "src/spec_parser.h", + "src/trainer_factory.h", + "src/trainer_interface.h", + "src/unicode_script.h", + "src/unicode_script_map.h", + "src/unigram_model_trainer.h", + "src/word_model_trainer.h", + "third_party/esaxx/esa.hxx", + "third_party/esaxx/sais.hxx", + ], + includes = [ + ".", + "src", + "third_party/esaxx", + ], + deps = [ + ":common", + ":pretokenizer_for_training", + ":sentencepiece_cc_proto", + ":sentencepiece_model_cc_proto", + ":sentencepiece_processor", + "@com_google_absl//absl/container:flat_hash_map", + "@com_google_absl//absl/container:flat_hash_set", + "@com_google_absl//absl/flags:flag", + "@com_google_absl//absl/memory", + "@com_google_absl//absl/status", + "@com_google_absl//absl/strings", + "@com_google_absl//absl/strings:str_format", + "@darts_clone", + ], +) + +cc_library( + name = "pretokenizer_for_training", + srcs = ["src/pretokenizer_for_training.cc"], + hdrs = ["src/pretokenizer_for_training.h"], + includes = [ + ".", + "src", + ], + deps = [ + ":common", + ":sentencepiece_cc_proto", + ":sentencepiece_processor", + "@com_google_absl//absl/status", + "@com_google_absl//absl/strings", + ], +)

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+DCM0u%!j0000800mA%SgaV>V*?ie0R2?}03iSX00000000000JMQqksbhWX>c!Jc4cm4Z*nhna%^mAV +lyvwbZKlaa%FUKc`k5yP)h*<6ay3h000O81x`a)q>}r`rxpMJ8AAX7AOHXW0000000000w1JhV9sqD@ +a4%nWWo~3|axZmqY;0*_GcR>?X>2cZb8KHOaCuNm0Rj{Q6aWAK2ml36Ls&m?x4P*F004d#001rk0000 +000000006XsdcPh3aA|NaUv_0~WN&gWb#iQMX<{=kb#!TLFLQHjUu|J@V`yJ!Z*z2RVQpnDaCuNm0Rj +{Q6aWAK2ml36Ls+s9_qP8B008eA001Ze0000000000006XsugD$%aA|NaUv_0~WN&gWb#iQMX<{=kb# +!TLFLQHjbaG*Cb8v5RbS`jtP)h*<6ay3h000O81x`a){T7%r<_iD-xF-MrBLDyZ0000000000w1M={9 +sqD@a4%nWWo~3|axZmqY;0*_GcR>?X>2caX>Db1b#yLpc~DCM0u%!j0000800mA%SS!`&UKbMp0N6JG +03QGV00000000000JMP{-5vmNX>c!Jc4cm4Z*nhna%^mAVlyvwbZKlab#iPjaCuNm0Rj{Q6aWAK2ml3 +6Ls(YSR@J`;000{m001BW0000000000006XsZ}1)faA|NaUv_0~WN&gWb#iQMX<{=kb#!TLFLz;SbS` +jtP)h*<6ay3h000O81x`a)c+eklG7A6zQz-xdBme*a0000000000w1I5+9sqD@a4%nWWo~3|axZsfVr +6b)Z)9n1XLB!KUukY>bYEXCaCuNm0Rj{Q6aWAK2ml36Ls-YH2#W;<000vs001HY0000000000006Xs- +~%53aA|NaUv_0~WN&gWcV%K_Zewp`X>Mn8FKl6AWo&aUaCuNm0Rj{Q6aWAK2ml36Ls(FMF&{(%000>U +001Na0000000000006XsB?=z^aA|NaUv_0~WN&gWcV%K_Zewp`X>Mn8FKugVVPa)$b1rasP)h*<6ay3 +h000O81x`a)XE<=Dxdi|KqZt4IApigX0000000000w1KM(9{_M^a4%nWWo~3|axZsfVr6b)Z)9n1XLB +!fWpi|ME^v8JO928D0~7!N00;mDPD5DR2K?5g1ONcj5C8xw00000000000002Afuj;10B~t=FJE?LZe +(wAFLz~PWo~0{WNB_^b1!&bb#rBMUu0!wX>Mg?E^v8JO9ci1000050tEugp8x=m7asrs00 +""" + + +if __name__ == "__main__": + main() diff --git a/test/image_segmentation/android/app/src/androidTest/java/org/tensorflow/lite/examples/imagesegmentation/ImageSegmentationDebugTest.kt b/test/image_segmentation/android/app/src/androidTest/java/org/tensorflow/lite/examples/imagesegmentation/ImageSegmentationDebugTest.kt new file mode 100644 index 00000000..c35f4db4 --- /dev/null +++ b/test/image_segmentation/android/app/src/androidTest/java/org/tensorflow/lite/examples/imagesegmentation/ImageSegmentationDebugTest.kt @@ -0,0 +1,269 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +// + +package org.tensorflow.lite.examples.imagesegmentation + +import android.content.res.AssetManager +import android.graphics.Bitmap +import android.graphics.BitmapFactory +import android.os.SystemClock +import androidx.test.ext.junit.runners.AndroidJUnit4 +import androidx.test.platform.app.InstrumentationRegistry +import com.google.common.truth.Truth.assertThat +import org.junit.Test +import org.junit.runner.RunWith +import org.tensorflow.lite.support.image.ImageProcessor +import org.tensorflow.lite.support.image.TensorImage +import org.tensorflow.lite.support.image.ops.Rot90Op +import org.tensorflow.lite.support.image.ops.ResizeOp +import org.tensorflow.lite.support.common.ops.NormalizeOp +import org.tensorflow.lite.support.image.ColorSpaceType +import java.io.InputStream +import android.util.Log +import org.tensorflow.lite.InterpreterApi +import org.tensorflow.lite.Interpreter +import java.io.FileInputStream +import java.lang.Math +import java.nio.ByteBuffer +import java.nio.FloatBuffer +import java.nio.ByteOrder +import java.nio.MappedByteBuffer +import java.nio.channels.FileChannel +import java.util.* +import android.os.Environment +import org.tensorflow.lite.DataType +import org.tensorflow.lite.support.tensorbuffer.TensorBuffer +import java.io.File +import java.io.FileOutputStream +import java.io.BufferedOutputStream + +/** + * Instrumented test, which will execute on an Android device. + * + * See [testing documentation](http://d.android.com/tools/testing). + */ +@RunWith(AndroidJUnit4::class) +class ImageSegmentationDebugTest { + companion object { + private const val TAG = "TFL-SEG" + private const val PIXEL_SIZE: Int = 3 + private const val INPUT_IMAGE = "input_image.jpg" + private const val NORMALIZED_IMAGE = "normalized_image.jpg" + private const val CHANNELS_FIRST_IMAGE = "channels_first_image.jpg" + private const val SEGMENTATION_MASK = "segmentation_mask.jpg" + private const val PT_MODEL_FILE = "isnet-general-use.tflite" + private const val OUTPUT_TENSOR_INDEX: Int = 6 + private val STORAGE_FOLDER = File( + Environment.getExternalStoragePublicDirectory(Environment.DIRECTORY_DCIM), + "testdata" + ) + } + + private val interpreter: Interpreter = initInterpreter(PT_MODEL_FILE) + + data class InferenceData( + val width: Int, + val height: Int, + val channels: Int, + val buffer: FloatBuffer, + ) + + // Main test function that loads image from ASSETS and saves output on STORAGE_FOLDER. + @Test + fun executeResultShouldNotChange() { + // Run segmentation on loaded image. + loadImage(INPUT_IMAGE)?.let { + // Run segmentation and save output image on STORAGE_FOLDER. + segmentWithTflite(it, 0) + // Check if the image exists. + val status = File(STORAGE_FOLDER, SEGMENTATION_MASK).exists() + assertThat(status).isTrue() + } + } + + // Run segmentation on loaded image. + private fun segmentWithTflite(image: Bitmap, imageRotation: Int) { + val (_, C, H, W) = interpreter.getInputTensor(0).shape() + + // Preprocess the image and convert it into a TensorImage for segmentation. + val imageProcessor = + ImageProcessor.Builder().add(ResizeOp(H, W, ResizeOp.ResizeMethod.BILINEAR)) + .add(Rot90Op(-imageRotation / 90)).add(NormalizeOp(0.0f, 255.0f)).build() + val tensorImage = imageProcessor.process(TensorImage.fromBitmap(image)) + + // Save normalized image for debug purposes.. + saveBitmapOnStorage(tensorImage.tensorBuffer, NORMALIZED_IMAGE) + + // Change to channels first (CHW) layout. + val tensorChannelsFirstImage = makeChannelsFirst(tensorImage) + + // Save channels first image for debug purposes.. + saveBitmapOnStorage(tensorChannelsFirstImage, CHANNELS_FIRST_IMAGE) + + // Inference time is the difference between the system time at the start and finish of the + // process + var inferenceTime = SystemClock.uptimeMillis() + + // Run inference. + val inferenceData = runInference(interpreter, tensorChannelsFirstImage.buffer) + + inferenceTime = SystemClock.uptimeMillis() - inferenceTime + Log.i(TAG, ">> TFLite inference time (ms): " + inferenceTime) + + + // Post-process inference resut and create segmentation mask. + val maskImage = doPostProcessing(inferenceData) + + // Save segmentation mask on STORAGE_FOLDER. + saveBitmapOnStorage(maskImage, SEGMENTATION_MASK) + + return + } + + // Load *.tflite model from ASSETS. + private fun loadModelFile(assetManager: AssetManager, modelPath: String): MappedByteBuffer { + Log.i(TAG, ">> Loading file from ASSETS: " + modelPath) + val fileDescriptor = assetManager.openFd(modelPath) + val inputStream = FileInputStream(fileDescriptor.fileDescriptor) + val fileChannel = inputStream.channel + val startOffset = fileDescriptor.startOffset + val declaredLength = fileDescriptor.declaredLength + return fileChannel.map(FileChannel.MapMode.READ_ONLY, startOffset, declaredLength) + } + + // Initialize interpreter to run inference on CPU with 4 threads on XNNPACK. + private fun initInterpreter(filePath: String): Interpreter { + Log.i(TAG, ">> Initializing interpreter with: " + filePath) + val assetManager: AssetManager = InstrumentationRegistry.getInstrumentation().context.assets + val bufferModel = loadModelFile(assetManager, filePath) + + val options = Interpreter.Options() + options.setNumThreads(4) + options.setUseXNNPACK(true) + return Interpreter(bufferModel, options) + } + + + @Throws(Exception::class) + private fun loadImage(fileName: String): Bitmap? { + Log.i(TAG, ">> Loading image from ASSETS: " + fileName) + val assetManager: AssetManager = InstrumentationRegistry.getInstrumentation().context.assets + val inputStream: InputStream = assetManager.open(fileName) + return BitmapFactory.decodeStream(inputStream) + } + + // Change layout to meet Pytorch channels first requirement. + private fun makeChannelsFirst( + image: TensorImage, + ): TensorBuffer { + Log.i(TAG, ">> Changing layout to channels first...") + val inArray: FloatArray = image.tensorBuffer.floatArray + val outArray: FloatArray = FloatArray(inArray.size) + val stride = image.height * image.width + for (i in 0 until image.height * image.width) { + val r = inArray[PIXEL_SIZE * i] + val g = inArray[PIXEL_SIZE * i + 1] + val b = inArray[PIXEL_SIZE * i + 2] + outArray[i] = r + outArray[stride + i] = g + outArray[2 * stride + i] = b + } + + val channelsFirstImage = + TensorBuffer.createFrom(image.tensorBuffer, image.tensorBuffer.dataType) + channelsFirstImage.loadArray(outArray) + + return channelsFirstImage + } + + // Run multiple inputs and multiple outputs inference. + private fun runInference( + interpreter: InterpreterApi, preprocessBuffer: ByteBuffer + ): InferenceData { + var W = 0 + var H = 0 + var C = 0 + + val multipleInputs = arrayOf(preprocessBuffer) + val multipleOutputs: MutableMap = HashMap() + val floatBufferArray = Array(interpreter.outputTensorCount) { null } + for (i in 0 until interpreter.outputTensorCount) { + val (_, c, h, w) = interpreter.getOutputTensor(i).shape() + floatBufferArray[i] = FloatBuffer.allocate(h * w * c) + multipleOutputs[i] = floatBufferArray[i]!! + + if (i == OUTPUT_TENSOR_INDEX) { + W = w + H = h + C = c + } + } + Log.i(TAG, ">> Running inference...") + interpreter.runForMultipleInputsOutputs(multipleInputs, multipleOutputs) + + return InferenceData(W, H, C, floatBufferArray[OUTPUT_TENSOR_INDEX]!!) + } + + // Do inference post-processing and create an segementation mask. + private fun doPostProcessing(inferenceData: InferenceData): TensorBuffer { + Log.i(TAG, ">> Post-processing...") + + val outArray = inferenceData.buffer.array() + val maxVal = outArray.maxOrNull()!! + val minVal = outArray.minOrNull()!! + outArray.map { (it - minVal) / (maxVal - minVal) } + + // Create RGB segmentation mask. + val shape = intArrayOf(inferenceData.width, inferenceData.height) + val tensorBuffer = TensorBuffer.createFixedSize(shape, DataType.FLOAT32) + tensorBuffer.loadArray(outArray) + + return tensorBuffer + } + + fun saveBitmapOnStorage(tensorBuffer: TensorBuffer, filename: String) { + if (!STORAGE_FOLDER.exists()) { + STORAGE_FOLDER.mkdirs() + } + + val outArray = ByteArray(PIXEL_SIZE * tensorBuffer.shape[0] * tensorBuffer.shape[1]) + for (i in 0 until tensorBuffer.shape[0] * tensorBuffer.shape[1]) { + // Cast float32 [0..1.0] to uint8 [0..255] + val pixel = if (tensorBuffer.dataType == DataType.FLOAT32) + (255 * tensorBuffer.getFloatValue(i)) else tensorBuffer.getIntValue(i) + + outArray[PIXEL_SIZE * i] = pixel.toByte() + outArray[PIXEL_SIZE * i + 1] = pixel.toByte() + outArray[PIXEL_SIZE * i + 2] = pixel.toByte() + } + + // Create RGB image. + val shape = intArrayOf(tensorBuffer.shape[0], tensorBuffer.shape[1], PIXEL_SIZE) + val tensorBuffer = TensorBuffer.createFixedSize(shape, DataType.UINT8) + val byteBuffer = ByteBuffer.allocate(outArray.size).put(outArray) + tensorBuffer.loadBuffer(byteBuffer) + + val tensorImage = TensorImage() + tensorImage.load(tensorBuffer, ColorSpaceType.RGB) + + val file = File(STORAGE_FOLDER, filename) + FileOutputStream(file).use { out -> + tensorImage.bitmap.compress(Bitmap.CompressFormat.JPEG, 100, out) + Log.e(TAG, ">> Saving bitmap to: " + file.absolutePath) + } + } + +} diff --git a/test/image_segmentation/android/app/src/main/AndroidManifest.xml b/test/image_segmentation/android/app/src/main/AndroidManifest.xml new file mode 100644 index 00000000..e1c33eb4 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/AndroidManifest.xml @@ -0,0 +1,62 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/ImageSegmentationHelper.kt b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/ImageSegmentationHelper.kt new file mode 100644 index 00000000..f581d89c --- /dev/null +++ b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/ImageSegmentationHelper.kt @@ -0,0 +1,318 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +// + +package org.tensorflow.lite.examples.imagesegmentation + +import android.content.Context +import android.content.res.AssetManager +import android.graphics.Bitmap +import android.graphics.Color +import android.os.Build +import android.os.SystemClock +import android.util.Log +import androidx.annotation.RequiresApi +import androidx.core.graphics.get +import org.tensorflow.lite.Interpreter +import org.tensorflow.lite.InterpreterApi +import org.tensorflow.lite.gpu.CompatibilityList +import org.tensorflow.lite.support.common.ops.NormalizeOp +import org.tensorflow.lite.support.image.ColorSpaceType +import org.tensorflow.lite.support.image.ImageProcessor +import org.tensorflow.lite.support.image.ImageProperties +import org.tensorflow.lite.support.image.TensorImage +import org.tensorflow.lite.support.image.ops.Rot90Op +import org.tensorflow.lite.support.image.ops.ResizeOp +import org.tensorflow.lite.task.vision.segmenter.ColoredLabel +import org.tensorflow.lite.task.vision.segmenter.OutputType +import org.tensorflow.lite.task.vision.segmenter.Segmentation +import java.lang.Exception +import java.io.FileInputStream +import java.nio.ByteBuffer +import java.nio.FloatBuffer +import java.nio.MappedByteBuffer +import java.nio.channels.FileChannel +import java.util.* + +/** + * Class responsible to run the Image Segmentation model. More information about the DeepLab model + * being used can be found here: + * https://ai.googleblog.com/2018/03/semantic-image-segmentation-with.html + * https://github.com/tensorflow/models/tree/master/research/deeplab + * + * Label names: 'background', 'aeroplane', 'bicycle', 'bird', 'boat', 'bottle', 'bus', 'car', 'cat', + * 'chair', 'cow', 'diningtable', 'dog', 'horse', 'motorbike', 'person', 'pottedplant', 'sheep', + * 'sofa', 'train', 'tv' + */ +class ImageSegmentationHelper( + var numThreads: Int = 2, + var currentDelegate: Int = 0, + val context: Context, + val imageSegmentationListener: SegmentationListener? +) { + private val interpreter: Interpreter = initInterpreter(MODEL_DEEPLABV3) + private val coloredLabels: List = generateColoredLables() + + @RequiresApi(Build.VERSION_CODES.Q) + fun segment(image: Bitmap, imageRotation: Int) { + + val (_, H, W, _) = interpreter.getInputTensor(0).shape() + + // Inference time is the difference between the system time at the start and finish of the + // process + var inferenceTime = SystemClock.uptimeMillis() + + // Create preprocessor for the image. + // See https://www.tensorflow.org/lite/inference_with_metadata/ + // lite_support#imageprocessor_architecture + val imageProcessor = + ImageProcessor.Builder().add(ResizeOp(H, W, ResizeOp.ResizeMethod.BILINEAR)) + .add(Rot90Op(-imageRotation / 90)).add(NormalizeOp(127.5f, 127.5f)).build() + + // Preprocess the image and convert it into a TensorImage for segmentation. + val tensorImage = imageProcessor.process(TensorImage.fromBitmap(image)) + + // Run Tflite segmentation. + val segmentResult = segmentWithTflite(tensorImage, interpreter) + inferenceTime = SystemClock.uptimeMillis() - inferenceTime + + imageSegmentationListener?.onResults( + segmentResult, inferenceTime, tensorImage.height, tensorImage.width + ) + } + + fun initInterpreter(filePath: String): Interpreter { + val assetManager: AssetManager = context.assets + val bufferModel = loadModelFile(assetManager, filePath) + + val options = Interpreter.Options() + options.setNumThreads(4) + options.setUseXNNPACK(true) + return Interpreter(bufferModel, options) + } + + data class InferenceData( + val width: Int, + val height: Int, + val channels: Int, + val buffer: FloatBuffer, + ) + + fun runInference(interpreter: InterpreterApi, preprocessBuffer: ByteBuffer): InferenceData { + val (_, H, W, C) = interpreter.getOutputTensor(0).shape() + val result = FloatBuffer.allocate(H * W * C) + interpreter.run(preprocessBuffer, result) + + return InferenceData(W, H, C, result) + } + + fun loadModelFile(assetManager: AssetManager, modelPath: String): MappedByteBuffer { + val fileDescriptor = assetManager.openFd(modelPath) + val inputStream = FileInputStream(fileDescriptor.fileDescriptor) + val fileChannel = inputStream.channel + val startOffset = fileDescriptor.startOffset + val declaredLength = fileDescriptor.declaredLength + return fileChannel.map(FileChannel.MapMode.READ_ONLY, startOffset, declaredLength) + } + + fun postprocessImage(inferenceData: InferenceData): ByteBuffer { + val mask = ByteBuffer.allocateDirect(inferenceData.width * inferenceData.height) + for (i in 0 until inferenceData.height) { + for (j in 0 until inferenceData.width) { + val offset = inferenceData.channels * (i * inferenceData.width + j) + + var maxIndex = 0 + var maxValue = inferenceData.buffer.get(offset) + + for (index in 1 until inferenceData.channels) { + if (inferenceData.buffer.get(offset + index) > maxValue) { + maxValue = inferenceData.buffer.get(offset + index) + maxIndex = index + } + } + + mask.put(i * inferenceData.width + j, maxIndex.toByte()) + } + } + + return mask + } + + fun generateColoredLables(): List { + val labels = listOf( + "background", + "aeroplane", + "bicycle", + "bird", + "boat", + "bottle", + "bus", + "car", + "cat", + "chair", + "cow", + "dining table", + "dog", + "horse", + "motorbike", + "person", + "potted plant", + "sheep", + "sofa", + "train", + "tv", + "------" + ) + val colors = MutableList(labels.size) { + ColoredLabelTflite( + labels[0], "", Color.BLACK + ) + } + + val random = Random() + val goldenRatioConjugate = 0.618033988749895 + var hue = random.nextDouble() + + // Skip the first label as it's already assigned black + for (idx in 1 until labels.size) { + hue += goldenRatioConjugate + hue %= 1.0 + // Adjust saturation & lightness as needed + val color = Color.HSVToColor(floatArrayOf(hue.toFloat() * 360, 0.7f, 0.8f)) + colors[idx] = ColoredLabelTflite(labels[idx], "", color) + } + + return colors + } + + private fun segmentWithTflite( + tensorImage: TensorImage, interpreter: Interpreter + ): List? { + + // Run inference. + val inferenceData = runInference(interpreter, tensorImage.tensorBuffer.buffer) + + // Postprocess inference image. + val mask = postprocessImage(inferenceData) + + // Pack it to TensorImage. + val imageProp = + ImageProperties.builder().setWidth(inferenceData.width).setHeight(inferenceData.height) + .setColorSpaceType(ColorSpaceType.GRAYSCALE).build() + val maskImage = TensorImage() + maskImage.load(mask, imageProp) + + val segment = SegmentationTflite( + OutputType.CATEGORY_MASK, Arrays.asList(maskImage), coloredLabels + ) + + return Arrays.asList(segment) + } + + internal class SegmentationTflite( + outputType: OutputType?, masks: List?, coloredLabels: List? + ) : Segmentation() { + private var outputType: OutputType? = null + private var masks: List? = null + private var coloredLabels: List? = null + + init { + if (outputType == null) { + throw NullPointerException("Null outputType") + } else { + this.outputType = outputType + if (masks == null) { + throw NullPointerException("Null masks") + } else { + this.masks = masks + if (coloredLabels == null) { + throw NullPointerException("Null coloredLabels") + } else { + this.coloredLabels = coloredLabels + } + } + } + } + + override fun getOutputType(): OutputType { + return outputType!! + } + + override fun getMasks(): List { + return masks!! + } + + override fun getColoredLabels(): List { + return coloredLabels!! + } + + override fun toString(): String { + return "Segmentation{outputType=" + outputType + ", masks=" + masks + ", coloredLabels=" + coloredLabels + "}" + } + } + + internal class ColoredLabelTflite(label: String?, displayName: String?, argb: Int) : + ColoredLabel() { + private var label: String? = null + private var displayName: String? = null + private var argb = 0 + + init { + if (label == null) { + throw java.lang.NullPointerException("Null label") + } else { + this.label = label + if (displayName == null) { + throw java.lang.NullPointerException("Null displayName") + } else { + this.displayName = displayName + this.argb = argb + } + } + } + + override fun getlabel(): String { + return label!! + } + + override fun getDisplayName(): String { + return displayName!! + } + + override fun getArgb(): Int { + return argb + } + + override fun toString(): String { + return "ColoredLabel{label=" + label + ", displayName=" + displayName + ", argb=" + argb + "}" + } + } + + interface SegmentationListener { + fun onError(error: String) + fun onResults( + results: List?, inferenceTime: Long, imageHeight: Int, imageWidth: Int + ) + } + + companion object { + const val DELEGATE_CPU = 0 + const val DELEGATE_GPU = 1 + const val DELEGATE_NNAPI = 2 + const val MODEL_DEEPLABV3 = "deeplabv3.tflite" + + private const val TAG = "Image Segmentation Helper" + } +} diff --git a/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/MainActivity.kt b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/MainActivity.kt new file mode 100644 index 00000000..d228a696 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/MainActivity.kt @@ -0,0 +1,44 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +// + +package org.tensorflow.lite.examples.imagesegmentation + +import android.os.Build +import android.os.Bundle +import androidx.appcompat.app.AppCompatActivity +import org.tensorflow.lite.examples.imagesegmentation.databinding.ActivityMainBinding + + +class MainActivity : AppCompatActivity() { + + private lateinit var activityMainBinding: ActivityMainBinding + + override fun onCreate(savedInstanceState: Bundle?) { + super.onCreate(savedInstanceState) + activityMainBinding = ActivityMainBinding.inflate(layoutInflater) + setContentView(activityMainBinding.root) + } + + override fun onBackPressed() { + if (Build.VERSION.SDK_INT == Build.VERSION_CODES.Q) { + // Workaround for Android Q memory leak issue in IRequestFinishCallback$Stub. + // (https://issuetracker.google.com/issues/139738913) + finishAfterTransition() + } else { + super.onBackPressed() + } + } +} diff --git a/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/OverlayView.kt b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/OverlayView.kt new file mode 100644 index 00000000..cdb81b5d --- /dev/null +++ b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/OverlayView.kt @@ -0,0 +1,122 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +// + +package org.tensorflow.lite.examples.imagesegmentation + +import android.content.Context +import android.graphics.Bitmap +import android.graphics.Canvas +import android.graphics.Color +import android.util.AttributeSet +import android.view.View +import org.tensorflow.lite.task.vision.segmenter.ColoredLabel +import org.tensorflow.lite.task.vision.segmenter.Segmentation +import kotlin.math.max + +class OverlayView(context: Context?, attrs: AttributeSet?) : View(context, attrs) { + companion object { + private const val ALPHA_COLOR = 128 + } + + private var scaleBitmap: Bitmap? = null + private var listener: OverlayViewListener? = null + + fun setOnOverlayViewListener(listener: OverlayViewListener) { + this.listener = listener + } + + fun clear() { + scaleBitmap = null + invalidate() + } + + override fun draw(canvas: Canvas) { + super.draw(canvas) + scaleBitmap?.let { + canvas.drawBitmap(it, 0f, 0f, null) + } + } + + fun setResults( + segmentResult: List?, + imageHeight: Int, + imageWidth: Int, + ) { + if (segmentResult != null && segmentResult.isNotEmpty()) { + val colorLabels = segmentResult[0].coloredLabels.mapIndexed { index, coloredLabel -> + ColorLabel( + index, + coloredLabel.getlabel(), + coloredLabel.argb + ) + } + + // Create the mask bitmap with colors and the set of detected labels. + // We only need the first mask for this sample because we are using + // the OutputType CATEGORY_MASK, which only provides a single mask. + val maskTensor = segmentResult[0].masks[0] + val maskArray = maskTensor.buffer.array() + val pixels = IntArray(maskArray.size) + + for (i in maskArray.indices) { + // Set isExist flag to true if any pixel contains this color. + val colorLabel = colorLabels[maskArray[i].toInt()].apply { + isExist = true + } + val color = colorLabel.getColor() + pixels[i] = color + } + + val image = Bitmap.createBitmap( + pixels, + maskTensor.width, + maskTensor.height, + Bitmap.Config.ARGB_8888 + ) + + // PreviewView is in FILL_START mode. So we need to scale up the bounding + // box to match with the size that the captured images will be displayed. + val scaleFactor = max(width * 1f / imageWidth, height * 1f / imageHeight) + val scaleWidth = (imageWidth * scaleFactor).toInt() + val scaleHeight = (imageHeight * scaleFactor).toInt() + + scaleBitmap = Bitmap.createScaledBitmap(image, scaleWidth, scaleHeight, false) + listener?.onLabels(colorLabels.filter { it.isExist }) + } + } + + interface OverlayViewListener { + fun onLabels(colorLabels: List) + } + + data class ColorLabel( + val id: Int, + val label: String, + val rgbColor: Int, + var isExist: Boolean = false + ) { + + fun getColor(): Int { + // Use completely transparent for the background color. + return if (id == 0) Color.TRANSPARENT else Color.argb( + ALPHA_COLOR, + Color.red(rgbColor), + Color.green(rgbColor), + Color.blue(rgbColor) + ) + } + } +} diff --git a/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/CameraFragment.kt b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/CameraFragment.kt new file mode 100644 index 00000000..b0bae6b6 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/CameraFragment.kt @@ -0,0 +1,301 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +// + +package org.tensorflow.lite.examples.imagesegmentation.fragments + +import android.annotation.SuppressLint +import android.content.res.Configuration +import android.graphics.Bitmap +import android.os.Bundle +import android.util.Log +import android.view.LayoutInflater +import android.view.View +import android.view.ViewGroup +import android.widget.AdapterView +import android.widget.Toast +import androidx.camera.core.Preview +import androidx.camera.core.ImageAnalysis +import androidx.camera.core.Camera +import androidx.camera.core.CameraSelector +import androidx.camera.core.AspectRatio +import androidx.camera.core.ImageProxy +import androidx.camera.lifecycle.ProcessCameraProvider +import androidx.core.content.ContextCompat +import androidx.fragment.app.Fragment +import androidx.navigation.Navigation +import androidx.recyclerview.widget.GridLayoutManager +import org.tensorflow.lite.examples.imagesegmentation.ImageSegmentationHelper +import org.tensorflow.lite.examples.imagesegmentation.ImageSegmentationHelper.SegmentationListener +import org.tensorflow.lite.examples.imagesegmentation.OverlayView +import org.tensorflow.lite.examples.imagesegmentation.OverlayView.ColorLabel +import org.tensorflow.lite.examples.imagesegmentation.R +import org.tensorflow.lite.examples.imagesegmentation.databinding.FragmentCameraBinding +import org.tensorflow.lite.task.vision.segmenter.Segmentation +import java.util.concurrent.ExecutorService +import java.util.concurrent.Executors + +class CameraFragment : Fragment(), SegmentationListener { + + companion object { + private const val TAG = "Image Segmentation" + + } + + private var _fragmentCameraBinding: FragmentCameraBinding? = null + + private val fragmentCameraBinding + get() = _fragmentCameraBinding!! + + private lateinit var imageSegmentationHelper: ImageSegmentationHelper + private lateinit var bitmapBuffer: Bitmap + private var preview: Preview? = null + private var imageAnalyzer: ImageAnalysis? = null + private var camera: Camera? = null + private var cameraProvider: ProcessCameraProvider? = null + private val labelsAdapter: ColorLabelsAdapter by lazy { ColorLabelsAdapter() } + + /** Blocking camera operations are performed using this executor */ + private lateinit var cameraExecutor: ExecutorService + + override fun onResume() { + super.onResume() + // Make sure that all permissions are still present, since the + // user could have removed them while the app was in paused state. + if (!PermissionsFragment.hasPermissions(requireContext())) { + Navigation.findNavController(requireActivity(), R.id.fragment_container) + .navigate(CameraFragmentDirections.actionCameraToPermissions()) + } + } + + override fun onDestroyView() { + _fragmentCameraBinding = null + super.onDestroyView() + + // Shut down our background executor + cameraExecutor.shutdown() + } + + override fun onCreateView( + inflater: LayoutInflater, + container: ViewGroup?, + savedInstanceState: Bundle? + ): View { + _fragmentCameraBinding = FragmentCameraBinding.inflate(inflater, container, false) + + return fragmentCameraBinding.root + } + + @SuppressLint("MissingPermission") + override fun onViewCreated(view: View, savedInstanceState: Bundle?) { + super.onViewCreated(view, savedInstanceState) + + imageSegmentationHelper = ImageSegmentationHelper( + context = requireContext(), + imageSegmentationListener = this + ) + + // Initialize our background executor + cameraExecutor = Executors.newSingleThreadExecutor() + + // Wait for the views to be properly laid out + fragmentCameraBinding.viewFinder.post { + // Set up the camera and its use cases + setUpCamera() + } + + // Attach listeners to UI control widgets + initBottomSheetControls() + + with(fragmentCameraBinding.recyclerviewResults) { + adapter = labelsAdapter + layoutManager = GridLayoutManager(requireContext(), 3) + } + + fragmentCameraBinding.overlay.setOnOverlayViewListener(object : + OverlayView.OverlayViewListener { + override fun onLabels(colorLabels: List) { + // update label at here + labelsAdapter.updateResultLabels(colorLabels) + } + }) + } + + private fun initBottomSheetControls() { + // When clicked, decrease the number of threads used for segmentation + fragmentCameraBinding.bottomSheetLayout.threadsMinus.setOnClickListener { + if (imageSegmentationHelper.numThreads > 1) { + imageSegmentationHelper.numThreads-- + updateControlsUi() + } + } + + // When clicked, increase the number of threads used for segmentation + fragmentCameraBinding.bottomSheetLayout.threadsPlus.setOnClickListener { + if (imageSegmentationHelper.numThreads < 4) { + imageSegmentationHelper.numThreads++ + updateControlsUi() + } + } + + // When clicked, change the underlying hardware used for inference. Current options are CPU + // GPU, and NNAPI + fragmentCameraBinding.bottomSheetLayout.spinnerDelegate.setSelection(0, false) + fragmentCameraBinding.bottomSheetLayout.spinnerDelegate.onItemSelectedListener = + object : AdapterView.OnItemSelectedListener { + override fun onItemSelected( + parent: AdapterView<*>?, + view: View?, + position: Int, + id: Long + ) { + imageSegmentationHelper.currentDelegate = position + updateControlsUi() + } + + override fun onNothingSelected(parent: AdapterView<*>?) { + /* no op */ + } + } + } + + // Update the values displayed in the bottom sheet. Reset segmenter. + private fun updateControlsUi() { + fragmentCameraBinding.bottomSheetLayout.threadsValue.text = + imageSegmentationHelper.numThreads.toString() + + // Needs to be cleared instead of reinitialized because the GPU + // delegate needs to be initialized on the thread using it when applicable + fragmentCameraBinding.overlay.clear() + } + + // Initialize CameraX, and prepare to bind the camera use cases + private fun setUpCamera() { + val cameraProviderFuture = ProcessCameraProvider.getInstance(requireContext()) + cameraProviderFuture.addListener( + { + // CameraProvider + cameraProvider = cameraProviderFuture.get() + + // Build and bind the camera use cases + bindCameraUseCases() + }, + ContextCompat.getMainExecutor(requireContext()) + ) + } + + // Declare and bind preview, capture and analysis use cases + @SuppressLint("UnsafeOptInUsageError") + private fun bindCameraUseCases() { + + // CameraProvider + val cameraProvider = + cameraProvider ?: throw IllegalStateException("Camera initialization failed.") + + // CameraSelector - makes assumption that we're only using the back camera + val cameraSelector = + CameraSelector.Builder().requireLensFacing(CameraSelector.LENS_FACING_BACK).build() + + // Preview. Only using the 4:3 ratio because this is the closest to our models + preview = + Preview.Builder() + .setTargetAspectRatio(AspectRatio.RATIO_4_3) + .setTargetRotation(fragmentCameraBinding.viewFinder.display.rotation) + .build() + + // ImageAnalysis. Using RGBA 8888 to match how our models work + imageAnalyzer = + ImageAnalysis.Builder() + .setTargetAspectRatio(AspectRatio.RATIO_4_3) + .setTargetRotation(fragmentCameraBinding.viewFinder.display.rotation) + .setBackpressureStrategy(ImageAnalysis.STRATEGY_KEEP_ONLY_LATEST) + .setOutputImageFormat(ImageAnalysis.OUTPUT_IMAGE_FORMAT_RGBA_8888) + .build() + // The analyzer can then be assigned to the instance + .also { + it.setAnalyzer(cameraExecutor) { image -> + if (!::bitmapBuffer.isInitialized) { + // The image rotation and RGB image buffer are initialized only once + // the analyzer has started running + bitmapBuffer = Bitmap.createBitmap( + image.width, + image.height, + Bitmap.Config.ARGB_8888 + ) + } + + segmentImage(image) + } + } + + // Must unbind the use-cases before rebinding them + cameraProvider.unbindAll() + + try { + // A variable number of use-cases can be passed here - + // camera provides access to CameraControl & CameraInfo + camera = cameraProvider.bindToLifecycle(this, cameraSelector, preview, imageAnalyzer) + + // Attach the viewfinder's surface provider to preview use case + preview?.setSurfaceProvider(fragmentCameraBinding.viewFinder.surfaceProvider) + } catch (exc: Exception) { + Log.e(TAG, "Use case binding failed", exc) + } + } + + private fun segmentImage(image: ImageProxy) { + // Copy out RGB bits to the shared bitmap buffer + image.use { bitmapBuffer.copyPixelsFromBuffer(image.planes[0].buffer) } + + val imageRotation = image.imageInfo.rotationDegrees + // Pass Bitmap and rotation to the image segmentation helper for processing and segmentation + imageSegmentationHelper.segment(bitmapBuffer, imageRotation) + } + + override fun onConfigurationChanged(newConfig: Configuration) { + super.onConfigurationChanged(newConfig) + imageAnalyzer?.targetRotation = fragmentCameraBinding.viewFinder.display.rotation + } + + // Update UI after objects have been segment. Extracts original image height/width + // to scale and place bounding boxes properly through OverlayView + override fun onResults( + results: List?, + inferenceTime: Long, + imageHeight: Int, + imageWidth: Int + ) { + activity?.runOnUiThread { + fragmentCameraBinding.bottomSheetLayout.inferenceTimeVal.text = + String.format("%d ms", inferenceTime) + + // Pass necessary information to OverlayView for drawing on the canvas + fragmentCameraBinding.overlay.setResults( + results, + imageHeight, + imageWidth + ) + + // Force a redraw + fragmentCameraBinding.overlay.invalidate() + } + } + + override fun onError(error: String) { + activity?.runOnUiThread { + Toast.makeText(requireContext(), error, Toast.LENGTH_SHORT).show() + } + } +} diff --git a/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/ColorLabelsAdapter.kt b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/ColorLabelsAdapter.kt new file mode 100644 index 00000000..ebfa8692 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/ColorLabelsAdapter.kt @@ -0,0 +1,61 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +// + +package org.tensorflow.lite.examples.imagesegmentation.fragments + +import android.annotation.SuppressLint +import android.graphics.drawable.GradientDrawable +import android.view.LayoutInflater +import android.view.ViewGroup +import androidx.recyclerview.widget.RecyclerView +import org.tensorflow.lite.examples.imagesegmentation.OverlayView.ColorLabel +import org.tensorflow.lite.examples.imagesegmentation.databinding.ItemColorLabelsBinding + +class ColorLabelsAdapter : RecyclerView.Adapter() { + private var coloredLabels: List = emptyList() + + @SuppressLint("NotifyDataSetChanged") + fun updateResultLabels(coloredLabels: List) { + this.coloredLabels = coloredLabels + notifyDataSetChanged() + } + + inner class ViewHolder(private val binding: ItemColorLabelsBinding) : + RecyclerView.ViewHolder(binding.root) { + fun bind(label: String, rgbColor: Int) { + with(binding) { + tvLabel.text = label + val drawable = flBackgroundLabel.background.mutate() as GradientDrawable + drawable.setColor(rgbColor) + drawable.invalidateSelf() + } + } + } + + override fun onCreateViewHolder(parent: ViewGroup, viewType: Int): ViewHolder { + val binding = + ItemColorLabelsBinding.inflate(LayoutInflater.from(parent.context), parent, false) + return ViewHolder(binding) + } + + override fun onBindViewHolder(holder: ViewHolder, position: Int) { + coloredLabels[position].let { + holder.bind(it.label, it.getColor()) + } + } + + override fun getItemCount(): Int = coloredLabels.size +} diff --git a/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/PermissionsFragment.kt b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/PermissionsFragment.kt new file mode 100644 index 00000000..542dc59c --- /dev/null +++ b/test/image_segmentation/android/app/src/main/java/org/tensorflow/lite/examples/imagesegmentation/fragments/PermissionsFragment.kt @@ -0,0 +1,81 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +// + +package org.tensorflow.lite.examples.imagesegmentation.fragments + +import android.Manifest +import android.content.Context +import android.content.pm.PackageManager +import android.os.Bundle +import android.widget.Toast +import androidx.activity.result.contract.ActivityResultContracts +import androidx.core.content.ContextCompat +import androidx.fragment.app.Fragment +import androidx.lifecycle.lifecycleScope +import androidx.navigation.Navigation +import org.tensorflow.lite.examples.imagesegmentation.R + +private val PERMISSIONS_REQUIRED = arrayOf(Manifest.permission.CAMERA) + +/** + * The sole purpose of this fragment is to request permissions and, once granted, display the + * camera fragment to the user. + */ +class PermissionsFragment : Fragment() { + + private val requestPermissionLauncher = + registerForActivityResult( + ActivityResultContracts.RequestPermission() + ) { isGranted: Boolean -> + if (isGranted) { + Toast.makeText(context, "Permission request granted", Toast.LENGTH_LONG).show() + navigateToCamera() + } else { + Toast.makeText(context, "Permission request denied", Toast.LENGTH_LONG).show() + } + } + + override fun onCreate(savedInstanceState: Bundle?) { + super.onCreate(savedInstanceState) + when { + ContextCompat.checkSelfPermission( + requireContext(), + Manifest.permission.CAMERA + ) == PackageManager.PERMISSION_GRANTED -> { + navigateToCamera() + } + else -> { + requestPermissionLauncher.launch( + Manifest.permission.CAMERA) + } + } + } + + private fun navigateToCamera() { + lifecycleScope.launchWhenStarted { + Navigation.findNavController(requireActivity(), R.id.fragment_container).navigate( + PermissionsFragmentDirections.actionPermissionsToCamera()) + } + } + + companion object { + + /** Convenience method used to check if all permissions required by this app are granted */ + fun hasPermissions(context: Context) = PERMISSIONS_REQUIRED.all { + ContextCompat.checkSelfPermission(context, it) == PackageManager.PERMISSION_GRANTED + } + } +} diff --git a/test/image_segmentation/android/app/src/main/res/color/selector_ic.xml b/test/image_segmentation/android/app/src/main/res/color/selector_ic.xml new file mode 100644 index 00000000..c55f8809 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/color/selector_ic.xml @@ -0,0 +1,21 @@ + + + + + + + diff --git a/test/image_segmentation/android/app/src/main/res/drawable-v24/ic_launcher_foreground.xml b/test/image_segmentation/android/app/src/main/res/drawable-v24/ic_launcher_foreground.xml new file mode 100644 index 00000000..f5926436 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/drawable-v24/ic_launcher_foreground.xml @@ -0,0 +1,45 @@ + + + + + + + + + + + + \ No newline at end of file diff --git a/test/image_segmentation/android/app/src/main/res/drawable-v24/tfl_logo.png b/test/image_segmentation/android/app/src/main/res/drawable-v24/tfl_logo.png new file mode 100644 index 00000000..23ff809b Binary files /dev/null and b/test/image_segmentation/android/app/src/main/res/drawable-v24/tfl_logo.png differ diff --git a/test/image_segmentation/android/app/src/main/res/drawable/bg_color_labels.xml b/test/image_segmentation/android/app/src/main/res/drawable/bg_color_labels.xml new file mode 100644 index 00000000..18a93bfd --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/drawable/bg_color_labels.xml @@ -0,0 +1,20 @@ + + + + + diff --git a/test/image_segmentation/android/app/src/main/res/drawable/ic_minus.xml b/test/image_segmentation/android/app/src/main/res/drawable/ic_minus.xml new file mode 100644 index 00000000..12994741 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/drawable/ic_minus.xml @@ -0,0 +1,24 @@ + + + + diff --git a/test/image_segmentation/android/app/src/main/res/drawable/ic_plus.xml b/test/image_segmentation/android/app/src/main/res/drawable/ic_plus.xml new file mode 100644 index 00000000..45efb5fa --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/drawable/ic_plus.xml @@ -0,0 +1,24 @@ + + + + diff --git a/test/image_segmentation/android/app/src/main/res/drawable/icn_chevron_up.png b/test/image_segmentation/android/app/src/main/res/drawable/icn_chevron_up.png new file mode 100644 index 00000000..1ec6a07e Binary files /dev/null and b/test/image_segmentation/android/app/src/main/res/drawable/icn_chevron_up.png differ diff --git a/test/image_segmentation/android/app/src/main/res/layout/activity_main.xml b/test/image_segmentation/android/app/src/main/res/layout/activity_main.xml new file mode 100644 index 00000000..666bcbb0 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/layout/activity_main.xml @@ -0,0 +1,56 @@ + + + + + + + + + + + + + + + diff --git a/test/image_segmentation/android/app/src/main/res/layout/fragment_camera.xml b/test/image_segmentation/android/app/src/main/res/layout/fragment_camera.xml new file mode 100644 index 00000000..b8a82a0c --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/layout/fragment_camera.xml @@ -0,0 +1,57 @@ + + + + + + + + + + + + + + diff --git a/test/image_segmentation/android/app/src/main/res/layout/info_bottom_sheet.xml b/test/image_segmentation/android/app/src/main/res/layout/info_bottom_sheet.xml new file mode 100644 index 00000000..07e91874 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/layout/info_bottom_sheet.xml @@ -0,0 +1,152 @@ + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/test/image_segmentation/android/app/src/main/res/layout/item_color_labels.xml b/test/image_segmentation/android/app/src/main/res/layout/item_color_labels.xml new file mode 100644 index 00000000..d5006528 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/layout/item_color_labels.xml @@ -0,0 +1,30 @@ + + + + + + diff --git a/test/image_segmentation/android/app/src/main/res/mipmap-anydpi-v26/ic_launcher.xml b/test/image_segmentation/android/app/src/main/res/mipmap-anydpi-v26/ic_launcher.xml new file mode 100644 index 00000000..5730d38f --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/mipmap-anydpi-v26/ic_launcher.xml @@ -0,0 +1,20 @@ + + + + + + \ No newline at end of file diff --git a/test/image_segmentation/android/app/src/main/res/mipmap-anydpi-v26/ic_launcher_round.xml b/test/image_segmentation/android/app/src/main/res/mipmap-anydpi-v26/ic_launcher_round.xml new file mode 100644 index 00000000..5730d38f --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/mipmap-anydpi-v26/ic_launcher_round.xml @@ -0,0 +1,20 @@ + + + + + + \ No newline at end of file diff --git a/test/image_segmentation/android/app/src/main/res/mipmap-hdpi/ic_launcher.png b/test/image_segmentation/android/app/src/main/res/mipmap-hdpi/ic_launcher.png new file mode 100644 index 00000000..ef568ef1 Binary files /dev/null and b/test/image_segmentation/android/app/src/main/res/mipmap-hdpi/ic_launcher.png differ diff --git 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a/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher.png b/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher.png new file mode 100644 index 00000000..5258ade3 Binary files /dev/null and b/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher.png differ diff --git a/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher_foreground.png b/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher_foreground.png new file mode 100644 index 00000000..0ee89d80 Binary files /dev/null and b/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher_foreground.png differ diff --git a/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher_round.png b/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher_round.png new file mode 100644 index 00000000..f27f4cdd Binary files /dev/null and b/test/image_segmentation/android/app/src/main/res/mipmap-xxxhdpi/ic_launcher_round.png differ diff --git a/test/image_segmentation/android/app/src/main/res/navigation/nav_graph.xml b/test/image_segmentation/android/app/src/main/res/navigation/nav_graph.xml new file mode 100644 index 00000000..3fb656ab --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/navigation/nav_graph.xml @@ -0,0 +1,48 @@ + + + + + + + + + + + + + + + + + diff --git a/test/image_segmentation/android/app/src/main/res/values/colors.xml b/test/image_segmentation/android/app/src/main/res/values/colors.xml new file mode 100644 index 00000000..629aa05c --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/values/colors.xml @@ -0,0 +1,27 @@ + + + + + #FF6F00 + #EEEEEE + #FFFFFF + #EEEEEE + @android:color/black + #FFFFFFFF + #DDFFFFFF + #AAFFFFFF + diff --git a/test/image_segmentation/android/app/src/main/res/values/dimens.xml b/test/image_segmentation/android/app/src/main/res/values/dimens.xml new file mode 100644 index 00000000..c73cb9bb --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/values/dimens.xml @@ -0,0 +1,37 @@ + + + + + 4dp + 64dp + + + 20sp + 16dp + 50dp + 16dp + 48dp + 10dp + 160dp + 240dp + 3 + + + 10dp + 5dp + 5dp + diff --git a/test/image_segmentation/android/app/src/main/res/values/strings.xml b/test/image_segmentation/android/app/src/main/res/values/strings.xml new file mode 100644 index 00000000..35c731bd --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/values/strings.xml @@ -0,0 +1,40 @@ + + + + TFLite Image Segmentation Demo + + Bottom sheet expandable indicator + + Decrease the number of threads used + Increase the number of threads used + + Inference Time + Frames per Second + Threshold + Max Results + Number of Threads + Delegate + ML Model + 0ms + 2 + + + CPU + GPU + NNAPI + + diff --git a/test/image_segmentation/android/app/src/main/res/values/styles.xml b/test/image_segmentation/android/app/src/main/res/values/styles.xml new file mode 100644 index 00000000..dad0a201 --- /dev/null +++ b/test/image_segmentation/android/app/src/main/res/values/styles.xml @@ -0,0 +1,26 @@ + + + + + + + + + diff --git a/test/image_segmentation/android/build.gradle b/test/image_segmentation/android/build.gradle new file mode 100644 index 00000000..8bebe747 --- /dev/null +++ b/test/image_segmentation/android/build.gradle @@ -0,0 +1,31 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== + +// Top-level build file where you can add configuration options common to all sub-projects/modules. +buildscript { + dependencies { + classpath 'androidx.navigation:navigation-safe-args-gradle-plugin:2.5.0' + classpath 'de.undercouch:gradle-download-task:4.1.2' + } +} +plugins { + id 'com.android.application' version '7.2.0' apply false + id 'com.android.library' version '7.2.0' apply false + id 'org.jetbrains.kotlin.android' version '1.6.21' apply false +} + +task clean(type: Delete) { + delete rootProject.buildDir +} diff --git a/test/image_segmentation/android/gradle.properties b/test/image_segmentation/android/gradle.properties new file mode 100644 index 00000000..bd661c1c --- /dev/null +++ b/test/image_segmentation/android/gradle.properties @@ -0,0 +1,17 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +org.gradle.jvmargs=-Xmx1536m +android.enableJetifier=true +android.useAndroidX=true \ No newline at end of file diff --git a/test/image_segmentation/android/gradle/wrapper/gradle-wrapper.jar b/test/image_segmentation/android/gradle/wrapper/gradle-wrapper.jar new file mode 100644 index 00000000..7f93135c Binary files /dev/null and b/test/image_segmentation/android/gradle/wrapper/gradle-wrapper.jar differ diff --git a/test/image_segmentation/android/gradle/wrapper/gradle-wrapper.properties b/test/image_segmentation/android/gradle/wrapper/gradle-wrapper.properties new file mode 100644 index 00000000..db2be941 --- /dev/null +++ b/test/image_segmentation/android/gradle/wrapper/gradle-wrapper.properties @@ -0,0 +1,22 @@ +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== +#Tue Feb 13 11:43:11 PST 2024 +distributionBase=GRADLE_USER_HOME +distributionPath=wrapper/dists +distributionUrl=https\://services.gradle.org/distributions/gradle-7.4-bin.zip +networkTimeout=10000 +validateDistributionUrl=true +zipStoreBase=GRADLE_USER_HOME +zipStorePath=wrapper/dists diff --git a/test/image_segmentation/android/gradlew b/test/image_segmentation/android/gradlew new file mode 100755 index 00000000..d2a56744 --- /dev/null +++ b/test/image_segmentation/android/gradlew @@ -0,0 +1,247 @@ +#!/bin/sh +# Copyright 2024 The AI Edge Torch Authors. +# +# Licensed under the Apache License, Version 2.0 (the "License"); +# you may not use this file except in compliance with the License. +# You may obtain a copy of the License at +# +# http://www.apache.org/licenses/LICENSE-2.0 +# +# Unless required by applicable law or agreed to in writing, software +# distributed under the License is distributed on an "AS IS" BASIS, +# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +# See the License for the specific language governing permissions and +# limitations under the License. +# ============================================================================== + +############################################################################## +# +# Gradle start up script for POSIX generated by Gradle. +# +# Important for running: +# +# (1) You need a POSIX-compliant shell to run this script. If your /bin/sh is +# noncompliant, but you have some other compliant shell such as ksh or +# bash, then to run this script, type that shell name before the whole +# command line, like: +# +# ksh Gradle +# +# Busybox and similar reduced shells will NOT work, because this script +# requires all of these POSIX shell features: +# * functions; +# * expansions «$var», «${var}», «${var:-default}», «${var+SET}», +# «${var#prefix}», «${var%suffix}», and «$( cmd )»; +# * compound commands having a testable exit status, especially «case»; +# * various built-in commands including «command», «set», and «ulimit». +# +# Important for patching: +# +# (2) This script targets any POSIX shell, so it avoids extensions provided +# by Bash, Ksh, etc; in particular arrays are avoided. +# +# The "traditional" practice of packing multiple parameters into a +# space-separated string is a well documented source of bugs and security +# problems, so this is (mostly) avoided, by progressively accumulating +# options in "$@", and eventually passing that to Java. +# +# Where the inherited environment variables (DEFAULT_JVM_OPTS, JAVA_OPTS, +# and GRADLE_OPTS) rely on word-splitting, this is performed explicitly; +# see the in-line comments for details. +# +# There are tweaks for specific operating systems such as AIX, CygWin, +# Darwin, MinGW, and NonStop. +# +# (3) This script is generated from the Groovy template +# https://github.com/gradle/gradle/blob/HEAD/subprojects/plugins/src/main/resources/org/gradle/api/internal/plugins/unixStartScript.txt +# within the Gradle project. +# +# You can find Gradle at https://github.com/gradle/gradle/. +# +############################################################################## + +# Attempt to set APP_HOME + +# Resolve links: $0 may be a link +app_path=$0 + +# Need this for daisy-chained symlinks. +while + APP_HOME=${app_path%"${app_path##*/}"} # leaves a trailing /; empty if no leading path + [ -h "$app_path" ] +do + ls=$( ls -ld "$app_path" ) + link=${ls#*' -> '} + case $link in #( + /*) app_path=$link ;; #( + *) app_path=$APP_HOME$link ;; + esac +done + +# This is normally unused +# shellcheck disable=SC2034 +APP_BASE_NAME=${0##*/} +# Discard cd standard output in case $CDPATH is set (https://github.com/gradle/gradle/issues/25036) +APP_HOME=$( cd "${APP_HOME:-./}" > /dev/null && pwd -P ) || exit + +# Use the maximum available, or set MAX_FD != -1 to use that value. +MAX_FD=maximum + +warn () { + echo "$*" +} >&2 + +die () { + echo + echo "$*" + echo + exit 1 +} >&2 + +# OS specific support (must be 'true' or 'false'). +cygwin=false +msys=false +darwin=false +nonstop=false +case "$( uname )" in #( + CYGWIN* ) cygwin=true ;; #( + Darwin* ) darwin=true ;; #( + MSYS* | MINGW* ) msys=true ;; #( + NONSTOP* ) nonstop=true ;; +esac + +CLASSPATH=$APP_HOME/gradle/wrapper/gradle-wrapper.jar + + +# Determine the Java command to use to start the JVM. +if [ -n "$JAVA_HOME" ] ; then + if [ -x "$JAVA_HOME/jre/sh/java" ] ; then + # IBM's JDK on AIX uses strange locations for the executables + JAVACMD=$JAVA_HOME/jre/sh/java + else + JAVACMD=$JAVA_HOME/bin/java + fi + if [ ! -x "$JAVACMD" ] ; then + die "ERROR: JAVA_HOME is set to an invalid directory: $JAVA_HOME + +Please set the JAVA_HOME variable in your environment to match the +location of your Java installation." + fi +else + JAVACMD=java + if ! command -v java >/dev/null 2>&1 + then + die "ERROR: JAVA_HOME is not set and no 'java' command could be found in your PATH. + +Please set the JAVA_HOME variable in your environment to match the +location of your Java installation." + fi +fi + +# Increase the maximum file descriptors if we can. +if ! "$cygwin" && ! "$darwin" && ! "$nonstop" ; then + case $MAX_FD in #( + max*) + # In POSIX sh, ulimit -H is undefined. That's why the result is checked to see if it worked. + # shellcheck disable=SC2039,SC3045 + MAX_FD=$( ulimit -H -n ) || + warn "Could not query maximum file descriptor limit" + esac + case $MAX_FD in #( + '' | soft) :;; #( + *) + # In POSIX sh, ulimit -n is undefined. That's why the result is checked to see if it worked. + # shellcheck disable=SC2039,SC3045 + ulimit -n "$MAX_FD" || + warn "Could not set maximum file descriptor limit to $MAX_FD" + esac +fi + +# Collect all arguments for the java command, stacking in reverse order: +# * args from the command line +# * the main class name +# * -classpath +# * -D...appname settings +# * --module-path (only if needed) +# * DEFAULT_JVM_OPTS, JAVA_OPTS, and GRADLE_OPTS environment variables. + +# For Cygwin or MSYS, switch paths to Windows format before running java +if "$cygwin" || "$msys" ; then + APP_HOME=$( cygpath --path --mixed "$APP_HOME" ) + CLASSPATH=$( cygpath --path --mixed "$CLASSPATH" ) + + JAVACMD=$( cygpath --unix "$JAVACMD" ) + + # Now convert the arguments - kludge to limit ourselves to /bin/sh + for arg do + if + case $arg in #( + -*) false ;; # don't mess with options #( + /?*) t=${arg#/} t=/${t%%/*} # looks like a POSIX filepath + [ -e "$t" ] ;; #( + *) false ;; + esac + then + arg=$( cygpath --path --ignore --mixed "$arg" ) + fi + # Roll the args list around exactly as many times as the number of + # args, so each arg winds up back in the position where it started, but + # possibly modified. + # + # NB: a `for` loop captures its iteration list before it begins, so + # changing the positional parameters here affects neither the number of + # iterations, nor the values presented in `arg`. + shift # remove old arg + set -- "$@" "$arg" # push replacement arg + done +fi + + +# Add default JVM options here. You can also use JAVA_OPTS and GRADLE_OPTS to pass JVM options to this script. +DEFAULT_JVM_OPTS='"-Xmx64m" "-Xms64m"' + +# Collect all arguments for the java command: +# * DEFAULT_JVM_OPTS, JAVA_OPTS, JAVA_OPTS, and optsEnvironmentVar are not allowed to contain shell fragments, +# and any embedded shellness will be escaped. +# * For example: A user cannot expect ${Hostname} to be expanded, as it is an environment variable and will be +# treated as '${Hostname}' itself on the command line. + +set -- \ + "-Dorg.gradle.appname=$APP_BASE_NAME" \ + -classpath "$CLASSPATH" \ + org.gradle.wrapper.GradleWrapperMain \ + "$@" + +# Stop when "xargs" is not available. +if ! command -v xargs >/dev/null 2>&1 +then + die "xargs is not available" +fi + +# Use "xargs" to parse quoted args. +# +# With -n1 it outputs one arg per line, with the quotes and backslashes removed. +# +# In Bash we could simply go: +# +# readarray ARGS < <( xargs -n1 <<<"$var" ) && +# set -- "${ARGS[@]}" "$@" +# +# but POSIX shell has neither arrays nor command substitution, so instead we +# post-process each arg (as a line of input to sed) to backslash-escape any +# character that might be a shell metacharacter, then use eval to reverse +# that process (while maintaining the separation between arguments), and wrap +# the whole thing up as a single "set" statement. +# +# This will of course break if any of these variables contains a newline or +# an unmatched quote. +# + +eval "set -- $( + printf '%s\n' "$DEFAULT_JVM_OPTS $JAVA_OPTS $GRADLE_OPTS" | + xargs -n1 | + sed ' s~[^-[:alnum:]+,./:=@_]~\\&~g; ' | + tr '\n' ' ' + )" '"$@"' + +exec "$JAVACMD" "$@" diff --git a/test/image_segmentation/android/gradlew.bat b/test/image_segmentation/android/gradlew.bat new file mode 100755 index 00000000..73837e9e --- /dev/null +++ b/test/image_segmentation/android/gradlew.bat @@ -0,0 +1,91 @@ +@rem Copyright 2024 The AI Edge Torch Authors. +@rem +@rem Licensed under the Apache License, Version 2.0 (the "License"); +@rem you may not use this file except in compliance with the License. +@rem You may obtain a copy of the License at +@rem +@rem http://www.apache.org/licenses/LICENSE-2.0 +@rem +@rem Unless required by applicable law or agreed to in writing, software +@rem distributed under the License is distributed on an "AS IS" BASIS, +@rem WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +@rem See the License for the specific language governing permissions and +@rem limitations under the License. +@rem ============================================================================== + +@if "%DEBUG%"=="" @echo off +@rem ########################################################################## +@rem +@rem Gradle startup script for Windows +@rem +@rem ########################################################################## + +@rem Set local scope for the variables with windows NT shell +if "%OS%"=="Windows_NT" setlocal + +set DIRNAME=%~dp0 +if "%DIRNAME%"=="" set DIRNAME=. +@rem This is normally unused +set APP_BASE_NAME=%~n0 +set APP_HOME=%DIRNAME% + +@rem Resolve any "." and ".." in APP_HOME to make it shorter. +for %%i in ("%APP_HOME%") do set APP_HOME=%%~fi + +@rem Add default JVM options here. You can also use JAVA_OPTS and GRADLE_OPTS to pass JVM options to this script. +set DEFAULT_JVM_OPTS="-Xmx64m" "-Xms64m" + +@rem Find java.exe +if defined JAVA_HOME goto findJavaFromJavaHome + +set JAVA_EXE=java.exe +%JAVA_EXE% -version >NUL 2>&1 +if %ERRORLEVEL% equ 0 goto execute + +echo. +echo ERROR: JAVA_HOME is not set and no 'java' command could be found in your PATH. +echo. +echo Please set the JAVA_HOME variable in your environment to match the +echo location of your Java installation. + +goto fail + +:findJavaFromJavaHome +set JAVA_HOME=%JAVA_HOME:"=% +set JAVA_EXE=%JAVA_HOME%/bin/java.exe + +if exist "%JAVA_EXE%" goto execute + +echo. +echo ERROR: JAVA_HOME is set to an invalid directory: %JAVA_HOME% +echo. +echo Please set the JAVA_HOME variable in your environment to match the +echo location of your Java installation. + +goto fail + +:execute +@rem Setup the command line + +set CLASSPATH=%APP_HOME%\gradle\wrapper\gradle-wrapper.jar + + +@rem Execute Gradle +"%JAVA_EXE%" %DEFAULT_JVM_OPTS% %JAVA_OPTS% %GRADLE_OPTS% "-Dorg.gradle.appname=%APP_BASE_NAME%" -classpath "%CLASSPATH%" org.gradle.wrapper.GradleWrapperMain %* + +:end +@rem End local scope for the variables with windows NT shell +if %ERRORLEVEL% equ 0 goto mainEnd + +:fail +rem Set variable GRADLE_EXIT_CONSOLE if you need the _script_ return code instead of +rem the _cmd.exe /c_ return code! +set EXIT_CODE=%ERRORLEVEL% +if %EXIT_CODE% equ 0 set EXIT_CODE=1 +if not ""=="%GRADLE_EXIT_CONSOLE%" exit %EXIT_CODE% +exit /b %EXIT_CODE% + +:mainEnd +if "%OS%"=="Windows_NT" endlocal + +:omega diff --git a/test/image_segmentation/android/screenshot1.jpg b/test/image_segmentation/android/screenshot1.jpg new file mode 100644 index 00000000..b49761f9 Binary files /dev/null and b/test/image_segmentation/android/screenshot1.jpg differ diff --git a/test/image_segmentation/android/screenshot2.jpg b/test/image_segmentation/android/screenshot2.jpg new file mode 100644 index 00000000..1796effd Binary files /dev/null and b/test/image_segmentation/android/screenshot2.jpg differ diff --git a/test/image_segmentation/android/settings.gradle b/test/image_segmentation/android/settings.gradle new file mode 100644 index 00000000..337a80ef --- /dev/null +++ b/test/image_segmentation/android/settings.gradle @@ -0,0 +1,30 @@ +// Copyright 2024 The AI Edge Torch Authors. +// +// Licensed under the Apache License, Version 2.0 (the "License"); +// you may not use this file except in compliance with the License. +// You may obtain a copy of the License at +// +// http://www.apache.org/licenses/LICENSE-2.0 +// +// Unless required by applicable law or agreed to in writing, software +// distributed under the License is distributed on an "AS IS" BASIS, +// WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied. +// See the License for the specific language governing permissions and +// limitations under the License. +// ============================================================================== +pluginManagement { + repositories { + gradlePluginPortal() + google() + mavenCentral() + } +} +dependencyResolutionManagement { + repositoriesMode.set(RepositoriesMode.FAIL_ON_PROJECT_REPOS) + repositories { + google() + mavenCentral() + } +} +rootProject.name = "TFLite Image Segmentation Demo App (Java API)" +include ':app' diff --git a/test/image_segmentation/colab/isnet_mpt.ipynb b/test/image_segmentation/colab/isnet_mpt.ipynb new file mode 100644 index 00000000..401aa7a5 --- /dev/null +++ b/test/image_segmentation/colab/isnet_mpt.ipynb @@ -0,0 +1,600 @@ +{ + "cells": [ + { + "cell_type": "code", + "execution_count": 11, + "metadata": { + "id": "lWoqui4egB0q" + }, + "outputs": [], + "source": [ + "# Copyright 2024 The AI Edge Torch Authors.\n", + "#\n", + "# Licensed under the Apache License, Version 2.0 (the \"License\");\n", + "# you may not use this file except in compliance with the License.\n", + "# You may obtain a copy of the License at\n", + "#\n", + "# http://www.apache.org/licenses/LICENSE-2.0\n", + "#\n", + "# Unless required by applicable law or agreed to in writing, software\n", + "# distributed under the License is distributed on an \"AS IS\" BASIS,\n", + "# WITHOUT WARRANTIES OR CONDITIONS OF ANY KIND, either express or implied.\n", + "# See the License for the specific language governing permissions and\n", + "# limitations under the License.\n", + "# ==============================================================================" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Xvt-8e8eE1da" + }, + "source": [ + "This Colab demonstrates how to convert a PyTorch [IS-Net](https://github.com/xuebinqin/DIS) model to a TensorFlow Lite model using the ai_edge_torch library. It also guides you through running the converted model with MediaPipe's Image Segmentation Task." + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "Mzf2MdHoG-9c" + }, + "source": [ + "# Prerequisites" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "hux_Gsc_G4nl" + }, + "source": [ + "First install all dependencies." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "l-9--DWON236" + }, + "outputs": [], + "source": [ + "!pip install -r https://raw.githubusercontent.com/google-ai-edge/ai-edge-torch/main/requirements.txt\n", + "!pip install ai-edge-torch\n", + "!pip install pillow requests matplotlib mediapipe" + ] + }, + { + "cell_type": "markdown", + "metadata": { + "id": "IUMh9GRk17fV" + }, + "source": [ + "Then download and read the test image." + ] + }, + { + "cell_type": "code", + "execution_count": null, + "metadata": { + "id": "6PCHNjwKrGlt" + }, + "outputs": [], + "source": [ + "!curl -H 'Accept: application/vnd.github.v3.raw' -O -L https://api.github.com/repos/google-ai-edge/ai-edge-torch/contents/test/image_segmentation/test_data/astrid_l_shaped.jpg;" + ] + }, + { + "cell_type": "code", + "execution_count": 31, + "metadata": { + "id": "39NBDZpof2wD" + }, + "outputs": [ + { + "data": { + "image/png": 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", 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