python-data/solutions/ex02b_xr_aggregation.ipynb

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    "# Exercise 2b: Arithmetic and Aggregation"
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   "source": [
    "## Aim: Learn to do computation with xarray"
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    "Find the teaching materials here: https://tutorial.xarray.dev/fundamentals/03.1_computation_with_xarray.html"
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   "source": [
    "### Issues covered: \n",
    "- Doing arithmetic on data arrays\n",
    "- Using `.mean()`, `.std()`, `.max()` and `.min()`"
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   "source": [
    "Q1. Import the `'../data/xbhubo.pgc0apr.nc'` dataset and create the temperature data array as in the last lesson."
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   "source": [
    "import xarray as xr\n",
    "ds = xr.open_dataset('../data/xbhubo.pgc0apr.nc')\n",
    "temperature = ds[\"temp\"]"
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   "source": [
    "Q2. Let's compare the data between the sea surface and further down. Create two temperature datasets and extract the temperature change data the sea surface and the sea bottom"
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      "(144, 288)\n",
      "(144, 288)\n"
     ]
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   "source": [
    "surface = temperature.isel(depth=0).squeeze()\n",
    "bottom = temperature.isel(depth=-1).squeeze()\n",
    "print(surface.shape)\n",
    "print(bottom.shape)"
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    "Q3. Calculate the difference in temperature the bottom of the ocean and the surface."
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;temp&#x27; (latitude: 144, longitude: 288)&gt; Size: 166kB\n",
       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
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       "    t          object 8B 1920-04-16 00:00:00</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'temp'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 144</li><li><span class='xr-has-index'>longitude</span>: 288</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-291a27db-29a2-4f29-a054-26698cc0c167' class='xr-array-in' type='checkbox' checked><label for='section-291a27db-29a2-4f29-a054-26698cc0c167' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>nan nan nan nan nan nan nan nan ... nan nan nan nan nan nan nan nan</span></div><div class='xr-array-data'><pre>array([[nan, nan, nan, ..., nan, nan, nan],\n",
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       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-af865926-2f77-4509-81b8-293bc81347ae' class='xr-section-summary-in' type='checkbox'  checked><label for='section-af865926-2f77-4509-81b8-293bc81347ae' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.25 2.5 ... 356.2 357.5 358.8</div><input id='attrs-fcf257e6-f419-4294-81f5-8f17f98b8d6a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fcf257e6-f419-4294-81f5-8f17f98b8d6a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fcecbe92-3a44-4205-91e6-feb51511c60b' class='xr-var-data-in' type='checkbox'><label for='data-fcecbe92-3a44-4205-91e6-feb51511c60b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>point_spacing :</span></dt><dd>even</dd><dt><span>modulo :</span></dt><dd> </dd></dl></div><div class='xr-var-data'><pre>array([  0.  ,   1.25,   2.5 , ..., 356.25, 357.5 , 358.75], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-89.38 -88.12 ... 88.12 89.38</div><input id='attrs-dae15b55-dc07-47e4-a36e-02f88be89f89' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dae15b55-dc07-47e4-a36e-02f88be89f89' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a4066a0d-14ab-4d8a-ac2f-32166a66a651' class='xr-var-data-in' type='checkbox'><label for='data-a4066a0d-14ab-4d8a-ac2f-32166a66a651' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>point_spacing :</span></dt><dd>even</dd></dl></div><div class='xr-var-data'><pre>array([-89.375, -88.125, -86.875, -85.625, -84.375, -83.125, -81.875, -80.625,\n",
       "       -79.375, -78.125, -76.875, -75.625, -74.375, -73.125, -71.875, -70.625,\n",
       "       -69.375, -68.125, -66.875, -65.625, -64.375, -63.125, -61.875, -60.625,\n",
       "       -59.375, -58.125, -56.875, -55.625, -54.375, -53.125, -51.875, -50.625,\n",
       "       -49.375, -48.125, -46.875, -45.625, -44.375, -43.125, -41.875, -40.625,\n",
       "       -39.375, -38.125, -36.875, -35.625, -34.375, -33.125, -31.875, -30.625,\n",
       "       -29.375, -28.125, -26.875, -25.625, -24.375, -23.125, -21.875, -20.625,\n",
       "       -19.375, -18.125, -16.875, -15.625, -14.375, -13.125, -11.875, -10.625,\n",
       "        -9.375,  -8.125,  -6.875,  -5.625,  -4.375,  -3.125,  -1.875,  -0.625,\n",
       "         0.625,   1.875,   3.125,   4.375,   5.625,   6.875,   8.125,   9.375,\n",
       "        10.625,  11.875,  13.125,  14.375,  15.625,  16.875,  18.125,  19.375,\n",
       "        20.625,  21.875,  23.125,  24.375,  25.625,  26.875,  28.125,  29.375,\n",
       "        30.625,  31.875,  33.125,  34.375,  35.625,  36.875,  38.125,  39.375,\n",
       "        40.625,  41.875,  43.125,  44.375,  45.625,  46.875,  48.125,  49.375,\n",
       "        50.625,  51.875,  53.125,  54.375,  55.625,  56.875,  58.125,  59.375,\n",
       "        60.625,  61.875,  63.125,  64.375,  65.625,  66.875,  68.125,  69.375,\n",
       "        70.625,  71.875,  73.125,  74.375,  75.625,  76.875,  78.125,  79.375,\n",
       "        80.625,  81.875,  83.125,  84.375,  85.625,  86.875,  88.125,  89.375],\n",
       "      dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>t</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>1920-04-16 00:00:00</div><input id='attrs-e76309b7-0bd0-4829-8ca8-d6d1607e3dc7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e76309b7-0bd0-4829-8ca8-d6d1607e3dc7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e048908e-3de7-44b4-911e-fbd68e704625' class='xr-var-data-in' type='checkbox'><label for='data-e048908e-3de7-44b4-911e-fbd68e704625' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>time_origin :</span></dt><dd>01-DEC-1899:00:00:00</dd></dl></div><div class='xr-var-data'><pre>array(cftime.Datetime360Day(1920, 4, 16, 0, 0, 0, 0, has_year_zero=True),\n",
       "      dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-881b3d9a-4bc6-47e1-bff3-32b902dbc55c' class='xr-section-summary-in' type='checkbox'  ><label for='section-881b3d9a-4bc6-47e1-bff3-32b902dbc55c' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5730d112-67a9-494b-98f4-c5d097a30bde' class='xr-index-data-in' type='checkbox'/><label for='index-5730d112-67a9-494b-98f4-c5d097a30bde' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0.0,   1.25,    2.5,   3.75,    5.0,   6.25,    7.5,   8.75,   10.0,\n",
       "        11.25,\n",
       "       ...\n",
       "        347.5, 348.75,  350.0, 351.25,  352.5, 353.75,  355.0, 356.25,  357.5,\n",
       "       358.75],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;longitude&#x27;, length=288))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-5279804f-2e0b-4f3f-8016-c4750031654f' class='xr-index-data-in' type='checkbox'/><label for='index-5279804f-2e0b-4f3f-8016-c4750031654f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([-89.375, -88.125, -86.875, -85.625, -84.375, -83.125, -81.875, -80.625,\n",
       "       -79.375, -78.125,\n",
       "       ...\n",
       "        78.125,  79.375,  80.625,  81.875,  83.125,  84.375,  85.625,  86.875,\n",
       "        88.125,  89.375],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;latitude&#x27;, length=144))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b73874ab-8921-4d30-92bf-c5f0a665acd1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b73874ab-8921-4d30-92bf-c5f0a665acd1' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'temp' (latitude: 144, longitude: 288)> Size: 166kB\n",
       "array([[nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan]], dtype=float32)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 1kB 0.0 1.25 2.5 3.75 ... 356.2 357.5 358.8\n",
       "  * latitude   (latitude) float32 576B -89.38 -88.12 -86.88 ... 88.12 89.38\n",
       "    t          object 8B 1920-04-16 00:00:00"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "delta_temp = bottom - surface\n",
    "delta_temp"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "6726f384-403d-4614-a15b-4431ca62dd5c",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "Q4. Plot the difference in these temperatures using xarrays built-in features."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "a4f06f85-2c15-47da-abcb-87cbfe19e852",
   "metadata": {
    "editable": true,
    "execution": {
     "iopub.execute_input": "2024-11-08T14:55:01.806315Z",
     "iopub.status.busy": "2024-11-08T14:55:01.805873Z",
     "iopub.status.idle": "2024-11-08T14:55:02.227273Z",
     "shell.execute_reply": "2024-11-08T14:55:02.226666Z"
    },
    "slideshow": {
     "slide_type": ""
    },
    "tags": [
     "clear_answer_cell"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9d7a3c6d0>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "delta_temp.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "02e22bb4-7c61-4b00-996f-cf03f3aff595",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "Q5. Calculate the **minimum** temperature across the water depth in all locations."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "24988c19-820d-426a-87f9-fa350f9c1d10",
   "metadata": {
    "editable": true,
    "execution": {
     "iopub.execute_input": "2024-11-08T14:55:02.229919Z",
     "iopub.status.busy": "2024-11-08T14:55:02.229608Z",
     "iopub.status.idle": "2024-11-08T14:55:02.782674Z",
     "shell.execute_reply": "2024-11-08T14:55:02.782057Z"
    },
    "slideshow": {
     "slide_type": ""
    },
    "tags": [
     "clear_answer_cell"
    ]
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fd9cf97bc10>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "temperature.max(dim='depth').plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5cc23d19-2f5d-4dd9-9db0-807c47d83cc5",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "Q6. Compute the global average ocean temperature change (averaged over all depths) for the entire time period in the dataset. Then display the result as a 2D depth profile."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "cf55c6cf-295d-4a02-956b-609a89815105",
   "metadata": {
    "editable": true,
    "execution": {
     "iopub.execute_input": "2024-11-08T14:55:02.785390Z",
     "iopub.status.busy": "2024-11-08T14:55:02.785074Z",
     "iopub.status.idle": "2024-11-08T14:55:02.981221Z",
     "shell.execute_reply": "2024-11-08T14:55:02.980607Z"
    },
    "slideshow": {
     "slide_type": ""
    },
    "tags": [
     "clear_answer_cell"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": 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iJyeEgKHKjMJyE4orTCitNF023JTWn54qrTTBWF0rzb+5Wh5qV2jdVfB2U9YHGxV83OrCjY97XZvt78r6PnW/u6lcW+ldkJfTrEN0rbgOERERtUSlqRZF5SYUltegqNyEoooaKfAUldegqMKEwvK634srTKi9hmCjVrrA110FrbsKvh51P7Xu6vqfF7TV/2zo6+Ougsq1Y6/A09zvb6cZISIiIroWploriivqAk5xRV3AqQs85wNOUfn50FNltrR4H95uSgR4quHrob4o3KguCDeNg05HGaWREwMRERE5tfKaWuSWVCG3tBK5pdU4Z6yuDzcXhp4aGK9izo1G6YJALw0CvNQI8FQjoP73QM+6n/6eaul5f081NEoGG7kwEBERUYclhEBJpRk5JZX1oacKOfU/G/42VF3+cvCLuboo4O9ZF24CvTR1v3vVh5pLBB4PtavDTiImWwxERETUblmsAgVl1ZcNO7klVc06deXjpkSInwdCfN2h02oQ4NkwqlMfcOp/17qr4OLCgNMRMRAREZHDqqm1IK+0Wgo3OVLYqURuaRXySqubNRm5k7cGIb7uCPFzR2j9z5ALfnq7qexwNOTIGIiIiEg21WYLckoqcbq48qLAU/fzXHlNk4v/KV0U0GndLhF4PBDi547OWjdOOqYmMRAREVGbKqs241RRZd2juAKniypxsqjuZ56xusnA46ZyqQ87dae0Qi8a3Qn2cYMrT2PRNWIgIiKiayKEQFGFqT70VJz/WVyJ00WVKKowXfH1Xholwvw9pKBzceDx91RzYjK1OQYiIiJqktUqkGesxqnCuqBzcfipMF154nKApxpdAjzQJcAT4f4e6BrogXB/T3QJ8EAAAw85AAYiIiICULfwYHZJ3ajOqaIKnCyqm9tzqqgC2cVVMFmsl32tQgF09nFDlwBPKfh0CfBAuL8HugR4cNIyOTwGIiIiJ1JRU4tTRZU4XVwXeKTfCyuRZ6jClS7YUrkqEObngfAAD3StH+lpCD+hfu6cuEztGgMREVEH0rAQ4amiCpwursTJwrqJzA2TmgvLa674eg+1qxR0ugZ42oQfva87Jy9Th8VARETUTlmsAlmFFThwxoDMXAMyc404mGdscuVlPw8VwgM80TXAA138PaTfwwM80MlLw/k85JQYiIiI2oFaixXHzpUjM9eIzFwDDpwx4MAZIyovM5lZ5+NWfzrr/HyeLv51Iz5ad87nIboYAxERkYOpqbXg6Nly7M+tH/k5Y8ThPCNqahtPanZTuaBPZx9EhWgRFaJFX70Punfy4nweohZiICIiklGVyYJD+UYcqD/llXnGgCNny2C2NJ7d7KVRoq++Ifz4IEqvRbdOXpzXQ9QKGIiIiOykvKYWB88YsT/XUBeAzhhwrKD8kld2+XqoEKXXom+ID6JDtIjSaxHu78EbixK1EQYiIqI2UFppwoEzRumU14FcA04UVlyyb6CXBtEhPvWnvOpGf0J83Tm5mciOGIiIiK5RYXlN/URnI/bn1I385JRUXbKvXuuGvvUjPtGhdae9gnzc7FwxEV2MgYiIqJmEEMg3Vttc6ZWZa0S+sfqS/bsEeEinvaL0dROeA7w0dq6aiJqDgYiI6BKEEMgpqao/5WXA/ty6016XulGpQgF0C/Ssm+xcH4D66rW8vJ2oHWEgIiJC3ZyfHVnFSD9VUr/IoQHG6tpG/VxdFIgM8qoPP3Xzfnp39oGnhh+nRO0Z/x9MRE7JWG3GzhPFSD1RhNTjRTiUb4S46GovtasLeuq8EVU/4hMVokUvnTfX+CHqgBiIiMgplNfUIi2rLgBtP1GEzFxDo8vdewR5ITbCH/1DfdE3xAeRQd5QK13kKZiI7IqBiIg6pEpTLdJOlmB7/QjQ/lwDLBcloG6BnojtFoC47gEY3M0fQd682ovIWTEQEVGHUG22IP1UCVKPFyH1RBH2Zpei9qIAFO7vgTgpAAVAp2UAIqI6DERE1C5Vmy3Yc7q07hTY8SJkZJfCZLG911eIrzviugcgrlsABncPQIivu0zVEpGjYyAionbBVGtFRnapdAos/XQJTBfd7FTn4yYFoLjuAQjz95CpWiJqbxiIiMghmS1W7MsxSAFo16liVJttA1Anb40UfuK6BaBLgAdvd0FEV4WBiIgcQq3FiswzRmkO0K6Txag0WWz6BHiqMbjhFFi3AHTv5MkAREStgoGIiGRhsQocPGNE6olCbD9RjJ1ZxSivsV0I0c9DhdiI+hGg7gGIDPJiACKiNsFARER2YbUKHMo3YvuJYqQeL8LOrKJGK0H7uCnrLoOvPw3WM9gbLi4MQETU9hiIiKhNCCFw5Gw5Uo8XIvVEEXZkFaO00mzTx1ujxI0R/tJl8L07+8CVAYiIZMBAREStQgiB4+fKpTlAO04UN7oRqqfaFTdE+GNw/ShQX70PlK5cCZqI5MdARERXRQiBrMKKulNg9bfDOFdWY9PHXeWKQV396gJQ9wBEh2ihYgAiIgfEQEREzVZQVo3kwwVIPV6E7SeKkW+stnleo3RBTBc/aSHE/qG+vBcYEbULDEREdEW1Fis2/3kOX+3Kxm+HC2zuB6Z2dcGAcF9pEvSAMF/eCZ6I2iUGIiK6pKzCCny9Kxvfpueg4IJTYf1DtRh2XSfEdQvA9V38GICIqENgICIiSZXJgp8z8/BVWjZ2ZBVL7f6eatx9fQimDApDZLC3jBUSEbUNBiIiJyeEQGauEWvSTuP7jDMoq18c0UUBDLuuE6YOCsOo3sGcC0REHRoDEZGTKq004bs9ufhqVw4O5Rml9lA/d0wZFIa/xIRCz7vDE5GTYCAiciJWq0DqiSJ8lZaNxAP50t3i1UoXjO+rw9QbwhDXLYCrQxOR02EgInICeYYqrN2Vg7Xp2cgurpLae3f2wdRBoZg8MAS+HmoZKyQikhcDEVEHZaq14tdDZ/HVrmz8fuQcGq6W99YoccdAPaYOCkdUiA9vlkpEBAYiog7nWEEZvkrLxrrduTa3zoiN8MfUG8Jwa1RnuKt5qTwR0YUYiIg6gIqaWvy47wy+SsvG7tOlUnuQtwZ3x4RiyqAwRAR6ylcgEZGDYyAiaqeEENh9uhRfp2Xjh31nUGmyAABcXRS4pVcQpg4Kw4ienXjzVCKiZmAgImpnisprsH5PLtakZeNYQbnUHhHoiSmDwnD39SEI8nGTsUIiovaHgYioHbBYBX4/eg5fp2Xjl0NnYbbUzZB2U7lgQrQeU28Iww1d/ThBmojoKjEQETmw7OJKrN2VjbXpOcgznL+zfP9QLabcEIbb++vh46aSsUIioo6BgYjIwVSbLdh4IB9f78rGH8eKpHZfDxUmDwjB1BvC0Luzj4wVEhF1PAxERA7i4Bkjvt6VjfV7cmGoMkvtQyMDMWVQGMb0Cead5YmI2ggDEZGMDFVmfL/3DL5Oy8b+XIPUrte64S+DwnBPTCjC/D1krJCIyDkwEBHZmRACO7KK8XVaNn7an4ea+vuJqVwVGNMnGFNvCMfNPQLhyvuJERHZjawLlPz++++4/fbbodfroVAo8N1339k8L4TAokWLoNfr4e7ujhEjRuDAgQM2fWpqajB79mwEBgbC09MTkyZNQk5Ojk2fkpISxMfHQ6vVQqvVIj4+HqWlpW18dES2CozVeG/zMYz812bcu2o71u3JRU2tFdcFe+HFCb2x/blReO++GAy/rhPDEBGRnckaiCoqKtC/f3+sXLnyks8vXboUy5Ytw8qVK5GWlgadTocxY8agrKxM6pOQkID169djzZo12LZtG8rLyzFx4kRYLBapz/Tp05GRkYHExEQkJiYiIyMD8fHxbX58RGaLFZsO5OPRT9MQ99pvWJr4J04WVcJT7Yp7bwjDuieHYGPCMDw6tBsCvDRyl0tE5LQUQgghdxEAoFAosH79ekyePBlA3eiQXq9HQkICnnnmGQB1o0HBwcF4/fXX8fjjj8NgMKBTp07473//i6lTpwIAzpw5g7CwMGzYsAHjxo3DoUOH0KdPH2zfvh2xsbEAgO3btyMuLg6HDx9Gz549m1Wf0WiEVquFwWCAjw+v8KErO3GuHF/vysG3u3NwrqxGao/p4oepN4RhQnRneGp4xpqIqK019/vbYT+Rs7KykJ+fj7Fjx0ptGo0Gw4cPR0pKCh5//HGkp6fDbDbb9NHr9YiKikJKSgrGjRuH1NRUaLVaKQwBwODBg6HVapGSknLZQFRTU4OamvNfZEajsQ2OkjoaQ6UZz3+3Hz/ty5PaAr3UuOv6UEwZFIoeQd4yVkdERJfjsIEoPz8fABAcHGzTHhwcjFOnTkl91Go1/Pz8GvVpeH1+fj6CgoIabT8oKEjqcylLlizByy+/fE3HQM4l7WQx5n65B2cM1XBRAMOv64SpN4RjVO8gqHg/MSIih+awgajBxbciEEI0eXuCi/tcqn9T23nuuecwb9486W+j0YiwsLDmlk1OxGIVeDf5GJb/cgRWAXQN8MA7065HdKhW7tKIiKiZHDYQ6XQ6AHUjPJ07d5baCwoKpFEjnU4Hk8mEkpISm1GigoICDBkyROpz9uzZRts/d+5co9GnC2k0Gmg0nORKV5ZvqEbCV3uw/UQxAOCugSF4ZXIUvDg/iIioXXHYcfyIiAjodDokJSVJbSaTCVu2bJHCTkxMDFQqlU2fvLw8ZGZmSn3i4uJgMBiwc+dOqc+OHTtgMBikPkRX45eDZ3Hrit+x/UQxPNSuWDalP5ZNHcAwRETUDsn6yV1eXo5jx45Jf2dlZSEjIwP+/v4IDw9HQkICFi9ejMjISERGRmLx4sXw8PDA9OnTAQBarRaPPPII5s+fj4CAAPj7+2PBggWIjo7G6NGjAQC9e/fG+PHjMXPmTHz44YcAgMceewwTJ05s9hVmRBeqNlvw2s+H8UnKSQBAVIgP3pl2PSICPeUtjIiIrpqsgWjXrl0YOXKk9HfDnJ0HH3wQn3zyCRYuXIiqqio8+eSTKCkpQWxsLDZt2gRv7/NX6rz11ltQKpWYMmUKqqqqMGrUKHzyySdwdT1/z6fVq1djzpw50tVokyZNuuzaR0RXcvxcOWZ/sQcH8+quOnz05gg8Pb4nNEreY4yIqD1zmHWIHB3XIXJuQgisTc/BS/87gCqzBQGeavzrnv4Y2avxFYxEROQ42v06RESOwlhtxovrM/H93jMAgJt6BOCtKQMQ5OMmc2VERNRaGIiIriAjuxSzv9yN7OIquLooMG/MdXhieHfea4yIqINhICK6BKtVYNXWE/jXxj9RaxUI8XXH29MGIqaLX9MvJiKidoeBiOgiBWXVmP/1Xmw9WggAmNCvMxbfGQ2tu0rmyoiIqK0wEBFdYMuRc5j/dQYKy01wU7lg0e19MfWGsCZXRyciovaNgYgIgKnWin9t+hOrfj8BAOil88Y70wYiMpg3YyUicgYMROT0ThVVYM6Xe7A3xwAAiB/cBS9M6A03FdcWIiJyFgxE5NT+l5GLF9ZnorymFlp3FZb+pR/G9dXJXRYREdkZAxE5pYqaWrz0/QF8k54DALixqz+W3zsAel93mSsjIiI5MBCR08nMNWDOl3tworACLgpg9i2RmH1LDyhdHfZex0RE1MYYiMhpCCHwnz9O4rWfD8NksULn44bl9w7A4G4BcpdGREQyYyAip1BcYcLTa/fi18MFAIAxfYKx9O5+8PNUy1wZERE5AgYi6vBSjhfib19l4KyxBmqlC16c0Bvxg7twbSEiIpIwEFGHVWuxYsWvR7Ey+RiEALp38sQ7065HH/3l73ZMRETOiYGIOqSckkrMXZOB9FMlAICpg8Lw0qQ+8FDznzwRETXGbwfqcH7en4dnvt0HY3UtvDVKLL4rGrf318tdFhEROTAGIuowqs0WvPLjQXyx4zQAYECYL96ZNhBh/h4yV0ZERI6OgYg6hD/zyzD7y904crYcAPDE8O6YP/Y6qLi2EBERNQMDEbVrQgis3nEa//fjQdTUWtHJW4NlU/pjaGQnuUsjIqJ2hIGI2i1DpRnPrtuHnzPzAQDDr+uEN6f0R6CXRubKiIiovWEgonZp18lizF2TgdzSKqhcFVg4rhceuTkCLi5cW4iIiFqOgYjaFYtV4L3kY1j+61FYrAJdAjzwzrSB6BfqK3dpRETUjjEQUbuRb6hGwld7sP1EMQBg8gA9/m9yFLzdVDJXRkRE7R0DEbULvxw8i6e/2YuSSjM81K74vzuicHdMqNxlERFRB8FARA6tptaCJRsO45OUkwCAvnofvDNtILp18pK3MCIi6lAYiMhhCSHwt68ysGF/3VVkD98UgWdu7QmN0lXmyoiIqKNhICKH9eXObGzYnw+VqwLv3xeD0X2C5S6JiIg6KC7jSw7p6NkyvPLjAQDA0+N6MgwREVGbYiAih1NttmDOmgxUm60YGhmIR2/uJndJRETUwTEQkcN5PfEwDuUZ4e+pxpv39Odii0RE1OYYiMihJB8uwH/+OAkA+Nc9/RDk4yZvQURE5BQYiMhhFBirsWDtXgDAjCFdcUsvzhsiIiL7YCAih2C1CsxfuxdFFSb07uyDZ2/tJXdJRETkRBiIyCF8vO0Eth4thJvKBe9MGwA3FdcaIiIi+2EgItntzzHgjY1/AgD+MbEvegR5y1wRERE5GwYiklVFTS3mrNkDs0VgfF8dpt0YJndJRETkhBiISFaLvj+ArMIKdNa64bW7o6FQ8BJ7IiKyPwYiks0Pe89gbXoOFArgrakD4OuhlrskIiJyUgxEJIvs4ko8v24/AOCpkT0wuFuAzBUREZEzYyAiu6u1WDF3zR6U1dTi+nBfzB0VKXdJRETk5BiIyO7e/vUodp8uhbdGiRX3DoTSlf8MiYhIXvwmIrvacaIIK5OPAQBevSsaYf4eMldERETEQER2ZKg0I+GrDFgFcPf1oZjUXy93SURERAAYiMhOhBB4dt0+5Bmq0TXAAy/f0VfukoiIiCQMRGQXa9Ky8XNmPlSuCrw9bSC8NEq5SyIiIpIwEFGbO1ZQhpd/OAAAWDC2J/qF+spbEBER0UUYiKhNVZstmP1lBqrNVgyNDMTMod3kLomIiKgRBiJqU68nHsahPCP8PdV4857+cHHhrTmIiMjxMBBRm0k+XID//HESAPCve/ohyMdN3oKIiIgug4GI2kRBWTUWrN0LAJgxpCtu6RUsc0VERESXx0BErc5qFZj/9V4UVZjQS+eNZ2/tJXdJREREV8RARK3u39uysPVoIdxULnhn2kC4qVzlLomIiOiKGIioVe3PMWDpxsMAgL9P7IPIYG+ZKyIiImoaAxG1moqaWsxZswdmi8D4vjpMvzFc7pKIiIiaRdZAtGTJEtxwww3w9vZGUFAQJk+ejD///NOmjxACixYtgl6vh7u7O0aMGIEDBw7Y9KmpqcHs2bMRGBgIT09PTJo0CTk5OTZ9SkpKEB8fD61WC61Wi/j4eJSWlrb1ITqVRd8fQFZhBXQ+bnjt7mgoFLzEnoiI2gdZA9GWLVswa9YsbN++HUlJSaitrcXYsWNRUVEh9Vm6dCmWLVuGlStXIi0tDTqdDmPGjEFZWZnUJyEhAevXr8eaNWuwbds2lJeXY+LEibBYLFKf6dOnIyMjA4mJiUhMTERGRgbi4+Pterwd2Q97z2Bteg4UCuCtqQPg66GWuyQiIqLmEw6koKBAABBbtmwRQghhtVqFTqcTr732mtSnurpaaLVa8cEHHwghhCgtLRUqlUqsWbNG6pObmytcXFxEYmKiEEKIgwcPCgBi+/btUp/U1FQBQBw+fLhZtRkMBgFAGAyGaz7OjuZ0UYWI+kei6PLMj+KNxOa9n0RERPbQ3O9vh5pDZDAYAAD+/v4AgKysLOTn52Ps2LFSH41Gg+HDhyMlJQUAkJ6eDrPZbNNHr9cjKipK6pOamgqtVovY2Fipz+DBg6HVaqU+F6upqYHRaLR5UGO1FisSvspAWU0tBob7Yu7oSLlLIiIiajGHCURCCMybNw8333wzoqKiAAD5+fkAgOBg20X9goODpefy8/OhVqvh5+d3xT5BQUGN9hkUFCT1udiSJUuk+UZarRZhYWHXdoAd1Nu/HUP6qRJ4a5R4+96BULk6zD8pIiKiZnOYb6+nnnoK+/btw5dfftnouYsn5wohmpywe3GfS/W/0naee+45GAwG6ZGdnd2cw3AqO7OKsfK3owCAf94ZhTB/D5krIiIiujoOEYhmz56N77//HsnJyQgNDZXadTodADQaxSkoKJBGjXQ6HUwmE0pKSq7Y5+zZs432e+7cuUajTw00Gg18fHxsHnSeodKMhDV7YBXA3deH4o4BIXKXREREdNVkDURCCDz11FNYt24dfvvtN0RERNg8HxERAZ1Oh6SkJKnNZDJhy5YtGDJkCAAgJiYGKpXKpk9eXh4yMzOlPnFxcTAYDNi5c6fUZ8eOHTAYDFIfaj4hBJ5dtw9nDNXoGuCBl+/oK3dJRERE10Qp585nzZqFL774Av/73//g7e0tjQRptVq4u7tDoVAgISEBixcvRmRkJCIjI7F48WJ4eHhg+vTpUt9HHnkE8+fPR0BAAPz9/bFgwQJER0dj9OjRAIDevXtj/PjxmDlzJj788EMAwGOPPYaJEyeiZ8+e8hx8O7YmLRs/Z+ZD6aLAinsHwksj6z8jIiKiaybrN9n7778PABgxYoRN+3/+8x/MmDEDALBw4UJUVVXhySefRElJCWJjY7Fp0yZ4e5+/JcRbb70FpVKJKVOmoKqqCqNGjcInn3wCV9fz99BavXo15syZI12NNmnSJKxcubJtD7ADOlZQhpd/qFsYc8G4nugf5itvQURERK1AIYQQTXXat29fizfcp08fKJUdZ+TAaDRCq9XCYDA47XyimloLJr+bgkN5RtzcIxCfPXwjXFy4GjURETmu5n5/NyuxDBgwAAqFAs3ITgAAFxcXHDlyBN26dWtetdQu/L9tJ3Eozwh/TzWWTenPMERERB1Gs4dwduzYgU6dOjXZTwghrSNEHUeVyYKPt54AADx/W28E+bjJXBEREVHraVYgGj58OHr06AFfX99mbXTYsGFwd3e/lrrIwXy9KxtFFSaE+rnjjgF6ucshIiJqVc0KRMnJyS3a6IYNG66qGHJMplorPtxyHADw+PDuXI2aiIg6HH6zUZO+y8jFGUM1OnlrcE9MaNMvICIiamdafBmYEALffPMNkpOTUVBQAKvVavP8unXrWq04kp/FKvD+5rrRoZlDI+Cmcm3iFURERO1PiwPR3LlzsWrVKowcORLBwcFN3lOM2refM/OQVVgBrbsK02O7yF0OERFRm2hxIPr888+xbt063HbbbW1RDzkQIQTeTa4bHZoxpCtXpCYiog6rxXOItFot1xdyEsl/FuBQnhEealc8dFNXucshIiJqMy0ORIsWLcLLL7+MqqqqtqiHHIQQAit/OwYAuH9wF/h6qGWuiIiIqO20+BzIPffcgy+//BJBQUHo2rUrVCqVzfO7d+9uteJIPttPFGP36VKolS549OYIucshIiJqUy0ORDNmzEB6ejruv/9+TqruwN7bXDc6NGVQKFelJiKiDq/Fgeinn37Cxo0bcfPNN7dFPeQA9maXYuvRQri6KPD4sO5yl0NERNTmWjyHKCwszGnv9u4s3k2uGx26Y4AeYf4eMldDRETU9lociN58800sXLgQJ0+ebINySG5HzpZh08GzUCiAJ0dwdIiIiJxDi0+Z3X///aisrET37t3h4eHRaFJ1cXFxqxVH9vde/ejQ+L469AjylrkaIiIi+2hxIFq+fHkblEGO4HRRJb7fewYA8OSIHjJXQ0REZD8tDkQPPvhgW9RBDuCD34/DKoBh13VCdKhW7nKIiIjspllziIxGY4s2WlZWdlXFkHzyDdX4ZlcOAOCpkRwdIiIi59KsQOTn54eCgoJmbzQkJAQnTpy46qLI/j7eegImixU3dPXDjRH+cpdDRERkV806ZSaEwMcffwwvL69mbdRsNl9TUWRfxRUmrN5xGgAwi6NDRETkhJoViMLDw/HRRx81e6M6na7R1WfkuD75IwtVZgv66n0w/LpOcpdDRERkd80KRFxzqOMqqzbjk5STAOpGh3grFiIickYtXpiROpbPt5+GsboW3Tt5YnxfndzlEBERyYKByIlVmy3497a6ye9/HdEDLi4cHSIiIufEQOTEvkrLRmG5CSG+7rhjgF7ucoiIiGTDQOSkTLVWfLjlOADgieHdoHLlPwUiInJe/BZ0Ut9l5OKMoRqBXhrcMyhM7nKIiIhk1eJbdwBAaWkpdu7ciYKCAlitVpvnHnjggVYpjNqOxSrwwea60aGZQyPgpnKVuSIiIiJ5tTgQ/fDDD7jvvvtQUVEBb29vm8u0FQoFA1E7kJiZjxOFFdC6q3Df4C5yl0NERCS7Fp8ymz9/Ph5++GGUlZWhtLQUJSUl0qO4uLgtaqRWJITAyuRjAIAZQ7rCS3NVg4REREQdSosDUW5uLubMmQMPD4+2qIfa2OY/z+FQnhEealfMGNJV7nKIiIgcQosD0bhx47Br1662qIXa2IWjQ/fFhsPPUy1zRURERI6hWedLvv/+e+n3CRMm4Omnn8bBgwcRHR3d6J5lkyZNat0KqdXsyCpG+qkSqF1dMHNoN7nLISIichjNCkSTJ09u1PbKK680alMoFLBYLNdcFLWNd+tHh+4ZFIogHzeZqyEiInIczQpEF19aT+3P3uxSbD1aCFcXBZ4Y3l3ucoiIiBxKi+cQffbZZ6ipqWnUbjKZ8Nlnn7VKUdT63ttcNzp0R389wvw5IZ6IiOhCLQ5EDz30EAwGQ6P2srIyPPTQQ61SFLWuI2fLsPHAWQDAX0dwdIiIiOhiLQ5EQgibxRgb5OTkQKvVtkpR1Lrer1+VenxfHSKDvWWuhoiIyPE0e1W+gQMHQqFQQKFQYNSoUVAqz7/UYrEgKysL48ePb5Mi6eqdLqrE93vPAABmjewhczVERESOqdmBqOFKs4yMDIwbNw5eXl7Sc2q1Gl27dsXdd9/d6gXStfli52lYrAJDIwMRHcoRPCIioktpdiB66aWXAABdu3bF1KlT4ebGy7YdnRACGw/kAwCm8I72REREl9XiG1k9+OCDAIBdu3bh0KFDUCgU6N27N2JiYlq9OLo2RwvKkVVYAbWrC0b2CpK7HCIiIofV4kCUm5uLe++9F3/88Qd8fX0BAKWlpRgyZAi+/PJLhIVxJMJRJGbWjQ7dHBnIm7gSERFdwVVddm82m3Ho0CEUFxejuLgYhw4dghACjzzySFvUSFep4XTZ+L46mSshIiJybC0eNti6dStSUlLQs2dPqa1nz5545513cNNNN7VqcXT1sosrceCMES4KYFRvni4jIiK6khaPEIWHh8NsNjdqr62tRUhISKsURdeuYXToxgh/BHhpZK6GiIjIsbU4EC1duhSzZ8/Grl27IIQAUDfBeu7cufjXv/7V6gXS1WkIRON4uoyIiKhJCtGQaprJz88PlZWVqK2tlRZnbPjd09PTpm9xcXHrVSozo9EIrVYLg8EAHx8fucu5onNlNbhx8S8QAkh59hbofd3lLomIiEgWzf3+bvEcouXLl19LXWQHSQfPQgigX6iWYYiIiKgZrnodInJcPF1GRETUMi2eQwQAx48fx4svvohp06ahoKAAAJCYmIgDBw60anHUcsZqM1KOFwJgICIiImquFgeiLVu2IDo6Gjt27MC6detQXl4OANi3b590ew+ST/LhApgtAj2CvNAjyKvpFxAREVHLA9Gzzz6Lf/7zn0hKSoJarZbaR44cidTU1FYtjlru/OmyYJkrISIiaj9aHIj279+PO++8s1F7p06dUFRU1KJtvf/+++jXrx98fHzg4+ODuLg4/Pzzz9LzQggsWrQIer0e7u7uGDFiRKPTcjU1NZg9ezYCAwPh6emJSZMmIScnx6ZPSUkJ4uPjodVqodVqER8fj9LS0hbV2h5Umy1IPnwOADC+b2eZqyEiImo/WhyIfH19kZeX16h9z549LV6YMTQ0FK+99hp27dqFXbt24ZZbbsEdd9whhZ6lS5di2bJlWLlyJdLS0qDT6TBmzBiUlZVJ20hISMD69euxZs0abNu2DeXl5Zg4cSIsFovUZ/r06cjIyEBiYiISExORkZGB+Pj4lh66w9t6tBBVZgtCfN0RFeLYSwMQERE5FNFCTz/9tLj55ptFXl6e8Pb2FkePHhXbtm0T3bp1E4sWLWrp5hrx8/MTH3/8sbBarUKn04nXXntNeq66ulpotVrxwQcfCCGEKC0tFSqVSqxZs0bqk5ubK1xcXERiYqIQQoiDBw8KAGL79u1Sn9TUVAFAHD58uNl1GQwGAUAYDIZrPcQ2M++rDNHlmR/Fou8z5S6FiIjIITT3+7vFI0SvvvoqwsPDERISgvLycvTp0wfDhg3DkCFD8OKLL151MLNYLFizZg0qKioQFxeHrKws5OfnY+zYsVIfjUaD4cOHIyUlBQCQnp4Os9ls00ev1yMqKkrqk5qaCq1Wi9jYWKnP4MGDodVqpT6XUlNTA6PRaPNwZGaLFb8ePguAV5cRERG1VIvXIVKpVFi9ejVeeeUV7NmzB1arFQMHDkRkZORVFbB//37ExcWhuroaXl5eWL9+Pfr06SOFleBg28nBwcHBOHXqFAAgPz8farUafn5+jfrk5+dLfYKCGt/cNCgoSOpzKUuWLMHLL798Vcckh51ZxSitNCPAU40buvrLXQ4REVG70uJA1KB79+7o3r37NRfQs2dPZGRkoLS0FN9++y0efPBBbNmyRXpeoVDY9BdCNGq72MV9LtW/qe0899xzmDdvnvS30WhEWFhYk8cjl4ary0b3Doary5XfHyIiIrLVrEB0YTBoyrJly1pUgFqtRo8ePQAAgwYNQlpaGlasWIFnnnkGQN0IT+fO56+YKigokEaNdDodTCYTSkpKbEaJCgoKMGTIEKnP2bNnG+333LlzjUafLqTRaKDRtI+7xFutQgpE46N4uoyIiKilmhWI9uzZY/N3eno6LBYLevbsCQA4cuQIXF1dERMTc80FCSFQU1ODiIgI6HQ6JCUlYeDAgQAAk8mELVu24PXXXwcAxMTEQKVSISkpCVOmTAEA5OXlITMzE0uXLgUAxMXFwWAwYOfOnbjxxhsBADt27IDBYJBCU3u3N6cUZ4018NIoMaRHgNzlEBERtTvNCkTJycnS78uWLYO3tzc+/fRTaVSmpKQEDz30EIYOHdqinT///PO49dZbERYWhrKyMqxZswabN29GYmIiFAoFEhISsHjxYkRGRiIyMhKLFy+Gh4cHpk+fDgDQarV45JFHMH/+fAQEBMDf3x8LFixAdHQ0Ro8eDQDo3bs3xo8fj5kzZ+LDDz8EADz22GOYOHGiFOjau8T60aGRvYKgUbrKXA0REVH70+I5RG+++SY2bdpkc4rKz88P//znPzF27FjMnz+/2ds6e/Ys4uPjkZeXB61Wi379+iExMRFjxowBACxcuBBVVVV48sknUVJSgtjYWGzatAne3t7SNt566y0olUpMmTIFVVVVGDVqFD755BO4up4PBqtXr8acOXOkq9EmTZqElStXtvTQHZIQAhszuTo1ERHRtVAIIURLXuDt7Y3//e9/uOWWW2zaf/vtN9xxxx02iyZ2JEajEVqtFgaDAT4+jrPo4Z/5ZRi3/HeolS7Y/fcx8NJc9Tx5IiKiDqe5398tXofozjvvxEMPPYRvvvkGOTk5yMnJwTfffINHHnkEd9111zUVTS3XMJl6aI9AhiEiIqKr1OJv0A8++AALFizA/fffD7PZXLcRpRKPPPII3njjjVYvkK4sseF0Ga8uIyIiumotPmXWoKKiAsePH4cQAj169ICnp2dr1+ZQHPGUWXZxJYYuTYaLAtj14hj4e6rlLomIiMihNPf7+6rPsXh6eqJfv35X+3JqBQ2ny2IjAhiGiIiIrkGL5xCR42gIRLy6jIiI6NowELVT58pqsOtUCQBgLG/mSkREdE0YiNqppINnIQTQP1QLva+73OUQERG1awxE7VTD6tS8uoyIiOjaMRC1Q8ZqM1KPFwIAxvF0GRER0TVjIGqHkg8XwGwRiAzyQvdOXnKXQ0RE1O4xELVD0mKMHB0iIiJqFQxE7Uy12YLNf54DAIzn/CEiIqJWwUDUzvx+5ByqzBaE+Lqjr94xVswmIiJq7xiI2pmNB84CqDtdplAoZK6GiIioY2AgakfMFit+OdQQiLg6NRERUWthIGpH9uUYYKgyw89DhUFd/eUuh4iIqMNgIGpH9uWUAgAGhvvB1YWny4iIiFoLA1E7si/HAADoF6qVuRIiIqKOhYGoHdlbP0LUP9RX1jqIiIg6GgaidqKs2owT5yoAcISIiIiotTEQtRP7c+tOl4X4uiPASyNzNURERB0LA1E7wflDREREbYeBqJ1ouMKsH+cPERERtToGonZib3bdCFF/jhARERG1OgaidqCovAa5pVUAgCgGIiIiolbHQNQO7KufUN2tkyd83FQyV0NERNTxMBC1A/uk02W+8hZCRETUQTEQtQMNE6qjQ3i6jIiIqC0wEDk4IQT21l9y3z+MgYiIiKgtMBA5uDxDNQrLa+DqokCfzgxEREREbYGByME1LMh4XbA33NWuMldDRETUMTEQObh90g1dOTpERETUVhiIHNz5W3b4ylsIERFRB8ZA5MCEEBfcsoMjRERERG2FgciBnSyqhLG6FmqlC3rqvOUuh4iIqMNiIHJgDaNDfTr7QOXK/6mIiIjaCr9lHVjD/CFOqCYiImpbDEQO7Pz8IV9Z6yAiIuroGIgcVK3FisxcIwCuUE1ERNTWGIgc1LFz5agyW+ClUaJboJfc5RAREXVoDEQOquEO91EhPnBxUchcDRERUcfGQOSg9uWWAuD8ISIiIntgIHJQ51eo5vwhIiKitsZA5IBqai04lFc/oZojRERERG2OgcgBHc4rg9ki4OehQqifu9zlEBERdXgMRA7owvWHFApOqCYiImprDEQOaC9XqCYiIrIrBiIHtL8+EEVz/hAREZFdMBA5mEpTLY4WlAHgCBEREZG9MBA5mMxcI6wC0Pm4IcjHTe5yiIiInAIDkYM5P6Gao0NERET2wkDkYKQJ1WG+8hZCRETkRBiIHMx+jhARERHZncMEoiVLlkChUCAhIUFqE0Jg0aJF0Ov1cHd3x4gRI3DgwAGb19XU1GD27NkIDAyEp6cnJk2ahJycHJs+JSUliI+Ph1arhVarRXx8PEpLS+1wVC1jqDTjZFElAKBfiK+8xRARETkRhwhEaWlpWLVqFfr162fTvnTpUixbtgwrV65EWloadDodxowZg7KyMqlPQkIC1q9fjzVr1mDbtm0oLy/HxIkTYbFYpD7Tp09HRkYGEhMTkZiYiIyMDMTHx9vt+Jqr4YauXQI8oPVQyVsMERGRE5E9EJWXl+O+++7DRx99BD8/P6ldCIHly5fjhRdewF133YWoqCh8+umnqKysxBdffAEAMBgM+Pe//40333wTo0ePxsCBA/H5559j//79+OWXXwAAhw4dQmJiIj7++GPExcUhLi4OH330EX788Uf8+eefshzz5WQVVgAAeum8Za6EiIjIucgeiGbNmoUJEyZg9OjRNu1ZWVnIz8/H2LFjpTaNRoPhw4cjJSUFAJCeng6z2WzTR6/XIyoqSuqTmpoKrVaL2NhYqc/gwYOh1WqlPo6iuMIEAAj00shcCRERkXNRyrnzNWvWYPfu3UhLS2v0XH5+PgAgODjYpj04OBinTp2S+qjVapuRpYY+Da/Pz89HUFBQo+0HBQVJfS6lpqYGNTU10t9Go7GZR3X1SuoDkZ+Hus33RUREROfJNkKUnZ2NuXPn4vPPP4eb2+UXILz45qZCiCZveHpxn0v1b2o7S5YskSZha7VahIWFXXGfraG40gwA8PNkICIiIrIn2QJReno6CgoKEBMTA6VSCaVSiS1btuDtt9+GUqmURoYuHsUpKCiQntPpdDCZTCgpKblin7Nnzzba/7lz5xqNPl3oueeeg8FgkB7Z2dnXdLzNUVrZMELECdVERET2JFsgGjVqFPbv34+MjAzpMWjQINx3333IyMhAt27doNPpkJSUJL3GZDJhy5YtGDJkCAAgJiYGKpXKpk9eXh4yMzOlPnFxcTAYDNi5c6fUZ8eOHTAYDFKfS9FoNPDx8bF5tLWGOUQcISIiIrIv2eYQeXt7IyoqyqbN09MTAQEBUntCQgIWL16MyMhIREZGYvHixfDw8MD06dMBAFqtFo888gjmz5+PgIAA+Pv7Y8GCBYiOjpYmaffu3Rvjx4/HzJkz8eGHHwIAHnvsMUycOBE9e/a04xE3rbT+lJk/5xARERHZlayTqpuycOFCVFVV4cknn0RJSQliY2OxadMmeHufvyz9rbfeglKpxJQpU1BVVYVRo0bhk08+gaurq9Rn9erVmDNnjnQ12qRJk7By5Uq7H09TijmpmoiISBYKIYSQu4j2wGg0QqvVwmAwtMnps2qzBb3+nggA2L9oLLzdOI+IiIjoWjX3+1v2dYioTkn9hGqliwJeGoceuCMiIupwGIgcxIUTqptaVoCIiIhaFwORg+CEaiIiIvkwEDmIhhEiX65BREREZHcMRA6iYQ6RP9cgIiIisjsGIgdRUlF3ysyXp8yIiIjsjoHIQZwfIeIpMyIiIntjIHIQXJSRiIhIPgxEDqKkkoGIiIhILgxEDoKTqomIiOTDQOQgzk+q5hwiIiIie2MgchAcISIiIpIPA5EDqDZbUGmyAKi7dQcRERHZFwORA2i4bYfSRQFv3tiViIjI7hiIHMD523bwxq5ERERyYCByAKXSJfecUE1ERCQHBiIHUNwQiDh/iIiISBYMRA6gpP6UmT8XZSQiIpIFA5EDKKmfVO3H+5gRERHJgoHIAfA+ZkRERPJiIHIApbyPGRERkawYiBxAsXTKjIGIiIhIDgxEDkCaVM05RERERLJgIHIADfcx8+UpMyIiIlkwEDkAXnZPREQkLwYimdXUWlDRcGNXBiIiIiJZMBDJrOHGrq4uCni78cauREREcmAgkpl0Y1d3FVxceGNXIiIiOTAQyayE9zEjIiKSHQORzEoq6k6ZcUI1ERGRfBiIZHb+knuuQURERCQXBiKZVdVfYeap4YRqIiIiuTAQycwqBADARcEJ1URERHJhIJKZtS4PgReYERERyYeBSGYNI0QcICIiIpIPA5GD4CkzIiIi+TAQycxqbRghYiAiIiKSCwORzBrmEDEPERERyYeBSGbnrzKTuRAiIiInxkAkM8HL7omIiGTHQCSz+jNmDEREREQyYiCSWcMpMyIiIpIPA5HMzi/MyBEiIiIiuTAQyYyTqomIiOTHQCS3hhEiJiIiIiLZMBDJTLp1h8x1EBEROTMGIpmdX5iRkYiIiEguDEQy4xwiIiIi+TEQyUzwKjMiIiLZMRDJrGGlauYhIiIi+TAQyYxziIiIiOTHQCQzziEiIiKSHwORzHgvMyIiIvkxEMlMcB0iIiIi2ckaiBYtWgSFQmHz0Ol00vNCCCxatAh6vR7u7u4YMWIEDhw4YLONmpoazJ49G4GBgfD09MSkSZOQk5Nj06ekpATx8fHQarXQarWIj49HaWmpPQ6xSVZr3U+uVE1ERCQf2UeI+vbti7y8POmxf/9+6bmlS5di2bJlWLlyJdLS0qDT6TBmzBiUlZVJfRISErB+/XqsWbMG27ZtQ3l5OSZOnAiLxSL1mT59OjIyMpCYmIjExERkZGQgPj7ersd5OVZeZUZERCQ7pewFKJU2o0INhBBYvnw5XnjhBdx1110AgE8//RTBwcH44osv8Pjjj8NgMODf//43/vvf/2L06NEAgM8//xxhYWH45ZdfMG7cOBw6dAiJiYnYvn07YmNjAQAfffQR4uLi8Oeff6Jnz572O9hLaJhDpOBJMyIiItnIPkJ09OhR6PV6RERE4N5778WJEycAAFlZWcjPz8fYsWOlvhqNBsOHD0dKSgoAID09HWaz2aaPXq9HVFSU1Cc1NRVarVYKQwAwePBgaLVaqc+l1NTUwGg02jzaAq8yIyIikp+sgSg2NhafffYZNm7ciI8++gj5+fkYMmQIioqKkJ+fDwAIDg62eU1wcLD0XH5+PtRqNfz8/K7YJygoqNG+g4KCpD6XsmTJEmnOkVarRVhY2DUd6+VwpWoiIiL5yRqIbr31Vtx9992Ijo7G6NGj8dNPPwGoOzXW4OIFC4UQTS5ieHGfS/VvajvPPfccDAaD9MjOzm7WMbUU5xARERHJT/ZTZhfy9PREdHQ0jh49Ks0rungUp6CgQBo10ul0MJlMKCkpuWKfs2fPNtrXuXPnGo0+XUij0cDHx8fm0RYEV6omIiKSnUMFopqaGhw6dAidO3dGREQEdDodkpKSpOdNJhO2bNmCIUOGAABiYmKgUqls+uTl5SEzM1PqExcXB4PBgJ07d0p9duzYAYPBIPWRE+cQERERyU/Wq8wWLFiA22+/HeHh4SgoKMA///lPGI1GPPjgg1AoFEhISMDixYsRGRmJyMhILF68GB4eHpg+fToAQKvV4pFHHsH8+fMREBAAf39/LFiwQDoFBwC9e/fG+PHjMXPmTHz44YcAgMceewwTJ06U/QozgHOIiIiIHIGsgSgnJwfTpk1DYWEhOnXqhMGDB2P79u3o0qULAGDhwoWoqqrCk08+iZKSEsTGxmLTpk3w9vaWtvHWW29BqVRiypQpqKqqwqhRo/DJJ5/A1dVV6rN69WrMmTNHuhpt0qRJWLlypX0P9jI4QkRERCQ/hWi4dwRdkdFohFarhcFgaNX5RI//dxc2HjiL/5schfjBXVptu0RERNT872+HmkPkjM6fMpO3DiIiImfGQCQzK+cQERERyY6BSGaCc4iIiIhkx0AkM2lhRt7LjIiISDYMRDKTbu7KPERERCQbBiKZcQ4RERGR/BiIZKZ2VUCjdIHSlYGIiIhILrIuzEjAxw/eIHcJRERETo8jREREROT0GIiIiIjI6TEQERERkdNjICIiIiKnx0BERERETo+BiIiIiJweAxERERE5PQYiIiIicnoMREREROT0GIiIiIjI6TEQERERkdNjICIiIiKnx0BERERETo+BiIiIiJyeUu4C2gshBADAaDTKXAkRERE1V8P3dsP3+OUwEDVTWVkZACAsLEzmSoiIiKilysrKoNVqL/u8QjQVmQgAYLVacebMGXh7e0OhUFy2n9FoRFhYGLKzs+Hj42PHCh0L34c6fB/O43tRh+/DeXwv6vB9OK8t3gshBMrKyqDX6+HicvmZQhwhaiYXFxeEhoY2u7+Pj4/T/8MG+D404PtwHt+LOnwfzuN7UYfvw3mt/V5caWSoASdVExERkdNjICIiIiKnx0DUyjQaDV566SVoNBq5S5EV34c6fB/O43tRh+/DeXwv6vB9OE/O94KTqomIiMjpcYSIiIiInB4DERERETk9BiIiIiJyegxERERE5PQYiFrRe++9h4iICLi5uSEmJgZbt26VuyS7W7JkCW644QZ4e3sjKCgIkydPxp9//il3WbJbsmQJFAoFEhIS5C7F7nJzc3H//fcjICAAHh4eGDBgANLT0+Uuy+5qa2vx4osvIiIiAu7u7ujWrRteeeUVWK1WuUtrU7///jtuv/126PV6KBQKfPfddzbPCyGwaNEi6PV6uLu7Y8SIEThw4IA8xbaxK70XZrMZzzzzDKKjo+Hp6Qm9Xo8HHngAZ86cka/gNtLUv4kLPf7441AoFFi+fHmb18VA1Eq++uorJCQk4IUXXsCePXswdOhQ3HrrrTh9+rTcpdnVli1bMGvWLGzfvh1JSUmora3F2LFjUVFRIXdpsklLS8OqVavQr18/uUuxu5KSEtx0001QqVT4+eefcfDgQbz55pvw9fWVuzS7e/311/HBBx9g5cqVOHToEJYuXYo33ngD77zzjtyltamKigr0798fK1euvOTzS5cuxbJly7By5UqkpaVBp9NhzJgx0v0jO5IrvReVlZXYvXs3/v73v2P37t1Yt24djhw5gkmTJslQadtq6t9Eg++++w47duyAXq+3T2GCWsWNN94onnjiCZu2Xr16iWeffVamihxDQUGBACC2bNkidymyKCsrE5GRkSIpKUkMHz5czJ07V+6S7OqZZ54RN998s9xlOIQJEyaIhx9+2KbtrrvuEvfff79MFdkfALF+/Xrpb6vVKnQ6nXjttdekturqaqHVasUHH3wgQ4X2c/F7cSk7d+4UAMSpU6fsU5QMLvc+5OTkiJCQEJGZmSm6dOki3nrrrTavhSNErcBkMiE9PR1jx461aR87dixSUlJkqsoxGAwGAIC/v7/Mlchj1qxZmDBhAkaPHi13KbL4/vvvMWjQINxzzz0ICgrCwIED8dFHH8ldlixuvvlm/Prrrzhy5AgAYO/evdi2bRtuu+02mSuTT1ZWFvLz820+OzUaDYYPH+70n51A3eenQqFwuhFVq9WK+Ph4PP300+jbt6/d9subu7aCwsJCWCwWBAcH27QHBwcjPz9fpqrkJ4TAvHnzcPPNNyMqKkrucuxuzZo12L17N9LS0uQuRTYnTpzA+++/j3nz5uH555/Hzp07MWfOHGg0GjzwwANyl2dXzzzzDAwGA3r16gVXV1dYLBa8+uqrmDZtmtylyabh8/FSn52nTp2SoySHUV1djWeffRbTp093uhu+vv7661AqlZgzZ45d98tA1IoUCoXN30KIRm3O5KmnnsK+ffuwbds2uUuxu+zsbMydOxebNm2Cm5ub3OXIxmq1YtCgQVi8eDEAYODAgThw4ADef/99pwtEX331FT7//HN88cUX6Nu3LzIyMpCQkAC9Xo8HH3xQ7vJkxc9OW2azGffeey+sVivee+89ucuxq/T0dKxYsQK7d++2+78BnjJrBYGBgXB1dW00GlRQUNDov3ycxezZs/H9998jOTkZoaGhcpdjd+np6SgoKEBMTAyUSiWUSiW2bNmCt99+G0qlEhaLRe4S7aJz587o06ePTVvv3r2d7mIDAHj66afx7LPP4t5770V0dDTi4+Pxt7/9DUuWLJG7NNnodDoA4GfnBcxmM6ZMmYKsrCwkJSU53ejQ1q1bUVBQgPDwcOmz89SpU5g/fz66du3apvtmIGoFarUaMTExSEpKsmlPSkrCkCFDZKpKHkIIPPXUU1i3bh1+++03REREyF2SLEaNGoX9+/cjIyNDegwaNAj33XcfMjIy4OrqKneJdnHTTTc1WnbhyJEj6NKli0wVyaeyshIuLrYfua6urh3+svsriYiIgE6ns/nsNJlM2LJli9N9dgLnw9DRo0fxyy+/ICAgQO6S7C4+Ph779u2z+ezU6/V4+umnsXHjxjbdN0+ZtZJ58+YhPj4egwYNQlxcHFatWoXTp0/jiSeekLs0u5o1axa++OIL/O9//4O3t7f0X35arRbu7u4yV2c/3t7ejeZNeXp6IiAgwKnmU/3tb3/DkCFDsHjxYkyZMgU7d+7EqlWrsGrVKrlLs7vbb78dr776KsLDw9G3b1/s2bMHy5Ytw8MPPyx3aW2qvLwcx44dk/7OyspCRkYG/P39ER4ejoSEBCxevBiRkZGIjIzE4sWL4eHhgenTp8tYddu40nuh1+vxl7/8Bbt378aPP/4Ii8UifX76+/tDrVbLVXara+rfxMVBUKVSQafToWfPnm1bWJtfx+ZE3n33XdGlSxehVqvF9ddf75SXmgO45OM///mP3KXJzhkvuxdCiB9++EFERUUJjUYjevXqJVatWiV3SbIwGo1i7ty5Ijw8XLi5uYlu3bqJF154QdTU1MhdWptKTk6+5GfCgw8+KISou/T+pZdeEjqdTmg0GjFs2DCxf/9+eYtuI1d6L7Kysi77+ZmcnCx36a2qqX8TF7PXZfcKIYRo28hFRERE5Ng4h4iIiIicHgMREREROT0GIiIiInJ6DERERETk9BiIiIiIyOkxEBEREZHTYyAiIiIip8dARERERE6PgYiI2r0RI0YgISFB7jKIqB1jICIiIiKnx0BERO3ajBkzsGXLFqxYsQIKhQIKhQInT57EwYMHcdttt8HLywvBwcGIj49HYWGh9LoRI0Zg9uzZSEhIgJ+fH4KDg7Fq1SpUVFTgoYcegre3N7p3746ff/5Zes3mzZuhUCjw008/oX///nBzc0NsbCz2798vx6ETUStiICKidm3FihWIi4vDzJkzkZeXh7y8PKhUKgwfPhwDBgzArl27kJiYiLNnz2LKlCk2r/30008RGBiInTt3Yvbs2fjrX/+Ke+65B0OGDMHu3bsxbtw4xMfHo7Ky0uZ1Tz/9NP71r38hLS0NQUFBmDRpEsxmsz0Pm4haGW/uSkTt3ogRIzBgwAAsX74cAPCPf/wDO3bswMaNG6U+OTk5CAsLw59//onrrrsOI0aMgMViwdatWwEAFosFWq0Wd911Fz777DMAQH5+Pjp37ozU1FQMHjwYmzdvxsiRI7FmzRpMnToVAFBcXIzQ0FB88sknjQIXEbUfSrkLICJqbenp6UhOToaXl1ej544fP47rrrsOANCvXz+p3dXVFQEBAYiOjpbagoODAQAFBQU224iLi5N+9/f3R8+ePXHo0KFWPQYisi8GIiLqcKxWK26//Xa8/vrrjZ7r3Lmz9LtKpbJ5TqFQ2LQpFAppe01p6EtE7RMDERG1e2q1GhaLRfr7+uuvx7fffouuXbtCqWz9j7nt27cjPDwcAFBSUoIjR46gV69erb4fIrIfTqomonava9eu2LFjB06ePInCwkLMmjULxcXFmDZtGnbu3IkTJ05g06ZNePjhh22C09V65ZVX8OuvvyIzMxMzZsxAYGAgJk+efO0HQkSyYSAionZvwYIFcHV1RZ8+fdCpUyeYTCb88ccfsFgsGDduHKKiojB37lxotVq4uFz7x95rr72GuXPnIiYmBnl5efj++++hVqtb4UiISC68yoyIqJkarjIrKSmBr6+v3OUQUSviCBERERE5PQYiIiIicno8ZUZEREROjyNERERE5PQYiIiIiMjpMRARERGR02MgIiIiIqfHQEREREROj4GIiIiInB4DERERETk9BiIiIiJyegxERERE5PT+P0oqEaMXX1fFAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "import matplotlib.pyplot as plt\n",
    "global_avg_temp = temperature.mean(dim=['latitude', 'longitude'])\n",
    "global_avg_temp.plot(y='depth')\n",
    "plt.gca().invert_yaxis()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "74ecf24e-9293-4c0b-98c6-6fc4805025f5",
   "metadata": {
    "editable": true,
    "slideshow": {
     "slide_type": ""
    },
    "tags": []
   },
   "source": [
    "Q7. Calculate the zonal average temperature change for each latitude. Plot the result as a 2d contour with depth on the y axis and latitude on x."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "e5044676-8cb0-46e7-a880-b9033f6ff53c",
   "metadata": {
    "editable": true,
    "execution": {
     "iopub.execute_input": "2024-11-08T14:55:02.983812Z",
     "iopub.status.busy": "2024-11-08T14:55:02.983579Z",
     "iopub.status.idle": "2024-11-08T14:55:03.271440Z",
     "shell.execute_reply": "2024-11-08T14:55:03.270771Z"
    },
    "slideshow": {
     "slide_type": ""
    },
    "tags": [
     "clear_answer_cell"
    ]
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "zonal_avg_temp = temperature.mean(dim=['longitude'])\n",
    "zonal_avg_temp.plot()\n",
    "plt.title('Zonal Average Temperature Change')\n",
    "plt.gca().invert_yaxis()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 + Jaspy",
   "language": "python",
   "name": "jaspy"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}