diff --git a/notebooks/xgcm_MPIESM.ipynb b/notebooks/xgcm_MPIESM.ipynb
index e4983fffa89d08661c54661d0ab8c6e8ace5c5dc..5a6e8e5a741703f6494fcf3bee3b1ab823e74a2f 100644
--- a/notebooks/xgcm_MPIESM.ipynb
+++ b/notebooks/xgcm_MPIESM.ipynb
@@ -32,7 +32,7 @@
{
"data": {
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- "'0.2.0+77.g3151dd3'"
+ "'0.3.0+14.ga4a9498'"
]
},
"execution_count": 3,
@@ -47,36 +47,3104 @@
},
{
"cell_type": "code",
- "execution_count": 5,
- "metadata": {},
- "outputs": [],
- "source": [
- "timestr='317*'\n",
- "runid='vga0214'\n",
- "runid='asp_esmControl_PMassim_3014_SSTSSS_over_3170'\n",
- "ds = xr.open_mfdataset(f'/work/bm1124/m300524/experiments/{runid}/outdata/mpiom/{runid}_mpiom_data_3d_mm_{timestr}.nc',\n",
- " use_cftime=True, combine='nested', concat_dim='time')"
- ]
- },
- {
- "cell_type": "code",
- "execution_count": 6,
+ "execution_count": 29,
"metadata": {},
"outputs": [
{
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+ "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-31be694d-6b60-41ea-bade-56b005a30669' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-31be694d-6b60-41ea-bade-56b005a30669' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>depth</span>: 40</li><li><span class='xr-has-index'>depth_2</span>: 41</li><li><span class='xr-has-index'>time</span>: 120</li><li><span>vertices</span>: 4</li><li><span>x</span>: 256</li><li><span>x_2</span>: 256</li><li><span>x_3</span>: 256</li><li><span>y</span>: 220</li><li><span>y_2</span>: 220</li><li><span>y_3</span>: 220</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-96d8999c-c454-41e1-9a44-a8bcd9f980fc' class='xr-section-summary-in' type='checkbox' checked><label for='section-96d8999c-c454-41e1-9a44-a8bcd9f980fc' class='xr-section-summary' >Coordinates: <span>(9)</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>lon</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-bb6ed0d2-a33c-451d-8bad-b2ddd781a0c9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bb6ed0d2-a33c-451d-8bad-b2ddd781a0c9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d8fda9c9-f692-425b-9856-a617b5bede60' class='xr-var-data-in' type='checkbox'><label for='data-d8fda9c9-f692-425b-9856-a617b5bede60' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_3</span></div><div class='xr-var-dims'>(y_3, x_3)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-880da31d-cd8e-4fd1-a0f9-af4ff106c3c8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-880da31d-cd8e-4fd1-a0f9-af4ff106c3c8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a391549e-2ec4-4b26-86a5-590aef35409b' class='xr-var-data-in' type='checkbox'><label for='data-a391549e-2ec4-4b26-86a5-590aef35409b' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_3_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-510c39f3-6a81-41ef-ab38-489933992347' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-510c39f3-6a81-41ef-ab38-489933992347' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07021f31-b6ba-4b86-986c-e8c1c544e10a' class='xr-var-data-in' type='checkbox'><label for='data-07021f31-b6ba-4b86-986c-e8c1c544e10a' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 450.56 kB </td> <td> 450.56 kB </td></tr>\n",
+ " <tr><th> Shape </th><td> (220, 256) </td> <td> (220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 45 Tasks </td><td> 1 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"170\" height=\"153\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"0\" y1=\"103\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Vertical lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Colored Rectangle -->\n",
+ " <polygon points=\"0.000000,0.000000 120.000000,0.000000 120.000000,103.125000 0.000000,103.125000\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
+ "\n",
+ " <!-- Text -->\n",
+ " <text x=\"60.000000\" y=\"123.125000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >256</text>\n",
+ " <text x=\"140.000000\" y=\"51.562500\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,51.562500)\">220</text>\n",
+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_3</span></div><div class='xr-var-dims'>(y_3, x_3)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-db2bb207-ea6f-4615-b861-94648d87f83d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-db2bb207-ea6f-4615-b861-94648d87f83d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-95a48095-f605-48f2-8b34-1e6052b8549d' class='xr-var-data-in' type='checkbox'><label for='data-95a48095-f605-48f2-8b34-1e6052b8549d' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_3_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 450.56 kB </td> <td> 450.56 kB </td></tr>\n",
+ " <tr><th> Shape </th><td> (220, 256) </td> <td> (220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 45 Tasks </td><td> 1 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"170\" height=\"153\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"0\" y1=\"103\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Vertical lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Colored Rectangle -->\n",
+ " <polygon points=\"0.000000,0.000000 120.000000,0.000000 120.000000,103.125000 0.000000,103.125000\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
+ "\n",
+ " <!-- Text -->\n",
+ " <text x=\"60.000000\" y=\"123.125000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >256</text>\n",
+ " <text x=\"140.000000\" y=\"51.562500\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,51.562500)\">220</text>\n",
+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_2</span></div><div class='xr-var-dims'>(y_2, x_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-01cf7dab-30b1-4213-9a26-66acd7f6a71b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-01cf7dab-30b1-4213-9a26-66acd7f6a71b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e97b182-165e-49c5-a0b3-eb3669148ca3' class='xr-var-data-in' type='checkbox'><label for='data-7e97b182-165e-49c5-a0b3-eb3669148ca3' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_2_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 450.56 kB </td> <td> 450.56 kB </td></tr>\n",
+ " <tr><th> Shape </th><td> (220, 256) </td> <td> (220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 45 Tasks </td><td> 1 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"170\" height=\"153\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"0\" y1=\"103\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Vertical lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Colored Rectangle -->\n",
+ " <polygon points=\"0.000000,0.000000 120.000000,0.000000 120.000000,103.125000 0.000000,103.125000\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
+ "\n",
+ " <!-- Text -->\n",
+ " <text x=\"60.000000\" y=\"123.125000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >256</text>\n",
+ " <text x=\"140.000000\" y=\"51.562500\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,51.562500)\">220</text>\n",
+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_2</span></div><div class='xr-var-dims'>(y_2, x_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-b8f60deb-5191-4184-bd54-233b91a15e8f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8f60deb-5191-4184-bd54-233b91a15e8f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-43e8509e-3611-4501-9477-2d6593c73712' class='xr-var-data-in' type='checkbox'><label for='data-43e8509e-3611-4501-9477-2d6593c73712' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_2_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 450.56 kB </td> <td> 450.56 kB </td></tr>\n",
+ " <tr><th> Shape </th><td> (220, 256) </td> <td> (220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 45 Tasks </td><td> 1 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"170\" height=\"153\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"0\" y1=\"103\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Vertical lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Colored Rectangle -->\n",
+ " <polygon points=\"0.000000,0.000000 120.000000,0.000000 120.000000,103.125000 0.000000,103.125000\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
+ "\n",
+ " <!-- Text -->\n",
+ " <text x=\"60.000000\" y=\"123.125000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >256</text>\n",
+ " <text x=\"140.000000\" y=\"51.562500\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,51.562500)\">220</text>\n",
+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>depth_2</span></div><div class='xr-var-dims'>(depth_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 12.0 22.0 ... 5.42e+03 6.02e+03</div><input id='attrs-53b3ce91-54e2-4563-81fb-1cc5b2fb34af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-53b3ce91-54e2-4563-81fb-1cc5b2fb34af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-74941f95-dfed-496a-8cc5-54c44f59e185' class='xr-var-data-in' type='checkbox'><label for='data-74941f95-dfed-496a-8cc5-54c44f59e185' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array([ 0., 12., 22., 32., 42., 52., 62., 75., 90., 110.,\n",
+ " 135., 165., 200., 240., 285., 335., 390., 450., 520., 600.,\n",
+ " 690., 790., 900., 1020., 1150., 1290., 1440., 1610., 1790., 1980.,\n",
+ " 2180., 2400., 2650., 2920., 3220., 3570., 3970., 4420., 4920., 5420.,\n",
+ " 6020.])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>depth</span></div><div class='xr-var-dims'>(depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.0 17.0 27.0 ... 5.17e+03 5.72e+03</div><input id='attrs-f82470c4-05f8-4d48-857d-8776964433cd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f82470c4-05f8-4d48-857d-8776964433cd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29b80c2a-0697-4781-b82e-0f7a124e509d' class='xr-var-data-in' type='checkbox'><label for='data-29b80c2a-0697-4781-b82e-0f7a124e509d' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array([ 6. , 17. , 27. , 37. , 47. , 57. , 68.5, 82.5, 100. ,\n",
+ " 122.5, 150. , 182.5, 220. , 262.5, 310. , 362.5, 420. , 485. ,\n",
+ " 560. , 645. , 740. , 845. , 960. , 1085. , 1220. , 1365. , 1525. ,\n",
+ " 1700. , 1885. , 2080. , 2290. , 2525. , 2785. , 3070. , 3395. , 3770. ,\n",
+ " 4195. , 4670. , 5170. , 5720. ])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>3170-01-31 23:15:00 ... 3179-12-31 23:15:00</div><input id='attrs-7a097791-8cdd-4488-a7b0-8b368e12979b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7a097791-8cdd-4488-a7b0-8b368e12979b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aaf61e53-ae10-463d-bacf-4c7b0aaef74c' class='xr-var-data-in' type='checkbox'><label for='data-aaf61e53-ae10-463d-bacf-4c7b0aaef74c' 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>standard_name :</span></dt><dd>time</dd></dl></div><pre class='xr-var-data'>array([cftime.DatetimeProlepticGregorian(3170-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3170-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3171-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-02-29 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3172-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3173-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3174-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3175-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-02-29 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3176-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3177-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3178-12-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-03-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-04-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-05-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-06-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-07-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-08-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-09-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3179-12-31 23:15:00)], dtype=object)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-99b73fb8-87cc-4a7e-985a-08d1f3a28807' class='xr-section-summary-in' type='checkbox' ><label for='section-99b73fb8-87cc-4a7e-985a-08d1f3a28807' class='xr-section-summary' >Data variables: <span>(29)</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>lon_vertices</span></div><div class='xr-var-dims'>(time, y, x, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 220, 256, 4), meta=np.ndarray></div><input id='attrs-cad82b63-7d55-4fc0-a57d-156458946d5c' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-cad82b63-7d55-4fc0-a57d-156458946d5c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-df43db3f-3d7c-4697-9b22-723bd973e170' class='xr-var-data-in' type='checkbox'><label for='data-df43db3f-3d7c-4697-9b22-723bd973e170' 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'></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 216.27 MB </td> <td> 21.63 MB </td></tr>\n",
+ " <tr><th> Shape </th><td> (120, 220, 256, 4) </td> <td> (12, 220, 256, 4) </td></tr>\n",
+ " <tr><th> Count </th><td> 40 Tasks </td><td> 10 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
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+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_vertices</span></div><div class='xr-var-dims'>(time, y, x, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 220, 256, 4), meta=np.ndarray></div><input id='attrs-6e99e83e-5eac-4424-95c8-2e167711fcea' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6e99e83e-5eac-4424-95c8-2e167711fcea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ddb5cfe4-6651-48dc-b1cd-44638cb5c49f' class='xr-var-data-in' type='checkbox'><label for='data-ddb5cfe4-6651-48dc-b1cd-44638cb5c49f' 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'></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 216.27 MB </td> <td> 21.63 MB </td></tr>\n",
+ " <tr><th> Shape </th><td> (120, 220, 256, 4) </td> <td> (12, 220, 256, 4) </td></tr>\n",
+ " <tr><th> Count </th><td> 40 Tasks </td><td> 10 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"390\" height=\"230\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"56\" y2=\"0\" style=\"stroke-width:2\" />\n",
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+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_2_vertices</span></div><div class='xr-var-dims'>(time, y_2, x_2, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 220, 256, 4), meta=np.ndarray></div><input id='attrs-787432b4-9b88-435d-84f8-fea739f67590' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-787432b4-9b88-435d-84f8-fea739f67590' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b8dfa0df-1b3d-4673-b6d2-7146130c301c' class='xr-var-data-in' type='checkbox'><label for='data-b8dfa0df-1b3d-4673-b6d2-7146130c301c' 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'></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 216.27 MB </td> <td> 21.63 MB </td></tr>\n",
+ " <tr><th> Shape </th><td> (120, 220, 256, 4) </td> <td> (12, 220, 256, 4) </td></tr>\n",
+ " <tr><th> Count </th><td> 40 Tasks </td><td> 10 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
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+ "\n",
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+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_2_vertices</span></div><div class='xr-var-dims'>(time, y_2, x_2, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 220, 256, 4), meta=np.ndarray></div><input id='attrs-126a9c9c-7f79-4cec-a71a-73b6affb9033' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-126a9c9c-7f79-4cec-a71a-73b6affb9033' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a47335e5-6761-46ea-b791-9d8c58c25c96' class='xr-var-data-in' type='checkbox'><label for='data-a47335e5-6761-46ea-b791-9d8c58c25c96' 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'></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
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+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_3_vertices</span></div><div class='xr-var-dims'>(time, y_3, x_3, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 220, 256, 4), meta=np.ndarray></div><input id='attrs-396cfc4b-d014-4beb-b36f-49d0fbf80ef6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-396cfc4b-d014-4beb-b36f-49d0fbf80ef6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-380a1d8b-a374-407e-9ebd-5f47993e4e84' class='xr-var-data-in' type='checkbox'><label for='data-380a1d8b-a374-407e-9ebd-5f47993e4e84' 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'></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
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+ " <tbody>\n",
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+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_3_vertices</span></div><div class='xr-var-dims'>(time, y_3, x_3, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 220, 256, 4), meta=np.ndarray></div><input id='attrs-fc487c80-2830-4ad8-81d8-9aefa44e0f20' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-fc487c80-2830-4ad8-81d8-9aefa44e0f20' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-01bdc619-d78d-427e-8151-bde2a6afa3a7' class='xr-var-data-in' type='checkbox'><label for='data-01bdc619-d78d-427e-8151-bde2a6afa3a7' 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'></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
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+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>thetao</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-a4599aa6-4840-4bfb-9f22-3fcb1bbb55d7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a4599aa6-4840-4bfb-9f22-3fcb1bbb55d7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d3811f38-a750-4679-846c-f082a42fc38c' class='xr-var-data-in' type='checkbox'><label for='data-d3811f38-a750-4679-846c-f082a42fc38c' 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>standard_name :</span></dt><dd>sea_water_potential_temperature</dd><dt><span>long_name :</span></dt><dd>Sea water potential temperature</dd><dt><span>units :</span></dt><dd>C</dd><dt><span>code :</span></dt><dd>2</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
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+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>uo</span></div><div class='xr-var-dims'>(time, depth, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-69e6190a-1f2b-466a-af33-3c662c61934c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69e6190a-1f2b-466a-af33-3c662c61934c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c4b07ae-c24b-43f3-aa62-46806973dfaa' class='xr-var-data-in' type='checkbox'><label for='data-7c4b07ae-c24b-43f3-aa62-46806973dfaa' 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>standard_name :</span></dt><dd>sea_water_x_velocity</dd><dt><span>long_name :</span></dt><dd>Sea water x velocity</dd><dt><span>units :</span></dt><dd>m s-1</dd><dt><span>code :</span></dt><dd>3</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
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+ " <tbody>\n",
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+ " <tr><th> Shape </th><td> (120, 40, 220, 256) </td> <td> (12, 40, 220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 30 Tasks </td><td> 10 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>vo</span></div><div class='xr-var-dims'>(time, depth, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-4c947045-02ce-426e-931a-82884b98d740' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4c947045-02ce-426e-931a-82884b98d740' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1f0030e-2f1c-4c1f-a70c-49123509098f' class='xr-var-data-in' type='checkbox'><label for='data-d1f0030e-2f1c-4c1f-a70c-49123509098f' 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>standard_name :</span></dt><dd>sea_water_y_velocity</dd><dt><span>long_name :</span></dt><dd>Sea water y velocity</dd><dt><span>units :</span></dt><dd>m s-1</dd><dt><span>code :</span></dt><dd>4</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
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+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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+ "<tr>\n",
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+ "<tr>\n",
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+ "<tr>\n",
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+ "<tr>\n",
+ "<td>\n",
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+ "<tr>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>vmo</span></div><div class='xr-var-dims'>(time, depth, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-d5a3886b-6f74-43ac-86a5-4b7a2362fc91' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d5a3886b-6f74-43ac-86a5-4b7a2362fc91' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d1139ee2-28d7-471b-9841-fc826ddc6d36' class='xr-var-data-in' type='checkbox'><label for='data-d1139ee2-28d7-471b-9841-fc826ddc6d36' 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>standard_name :</span></dt><dd>ocean_mass_y_transport</dd><dt><span>long_name :</span></dt><dd>Ocean mass y transport</dd><dt><span>units :</span></dt><dd>kg s-1</dd><dt><span>code :</span></dt><dd>24</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>agessc</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-2ac3d544-f55b-4061-b50a-81209c0dc44a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2ac3d544-f55b-4061-b50a-81209c0dc44a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f21d43d-d52e-473b-a8f1-97486b8238a0' class='xr-var-data-in' type='checkbox'><label for='data-5f21d43d-d52e-473b-a8f1-97486b8238a0' 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>standard_name :</span></dt><dd>sea_water_age_since_surface_contact</dd><dt><span>long_name :</span></dt><dd>Sea water age since surface contact</dd><dt><span>units :</span></dt><dd>yr</dd><dt><span>code :</span></dt><dd>39</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
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+ " <thead>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>avo</span></div><div class='xr-var-dims'>(time, depth_2, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 41, 220, 256), meta=np.ndarray></div><input id='attrs-9781aa73-993c-4085-a27a-bb462c08c628' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9781aa73-993c-4085-a27a-bb462c08c628' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6240a7db-e974-4410-9bd8-51fbc31338b4' class='xr-var-data-in' type='checkbox'><label for='data-6240a7db-e974-4410-9bd8-51fbc31338b4' 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>standard_name :</span></dt><dd>sea_water_vertical_viscosity</dd><dt><span>long_name :</span></dt><dd>Sea water vertical viscosity</dd><dt><span>units :</span></dt><dd>m2 s-1</dd><dt><span>code :</span></dt><dd>110</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>difvho</span></div><div class='xr-var-dims'>(time, depth_2, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 41, 220, 256), meta=np.ndarray></div><input id='attrs-aeea823b-c07b-4e43-8d33-1776aaae33f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aeea823b-c07b-4e43-8d33-1776aaae33f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-eaeba74d-3e49-4e65-a892-b7e5b86a1baf' class='xr-var-data-in' type='checkbox'><label for='data-eaeba74d-3e49-4e65-a892-b7e5b86a1baf' 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>standard_name :</span></dt><dd>ocean_vertical_heat_diffusivity</dd><dt><span>long_name :</span></dt><dd>Ocean vertical heat diffusivity</dd><dt><span>units :</span></dt><dd>m2 s-1</dd><dt><span>code :</span></dt><dd>111</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>wtmix</span></div><div class='xr-var-dims'>(time, depth_2, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 41, 220, 256), meta=np.ndarray></div><input id='attrs-f79726f7-7a8f-4ab8-9f3e-46e071c64b97' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f79726f7-7a8f-4ab8-9f3e-46e071c64b97' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6fff8158-8aba-4017-a707-efbf6c1bfac6' class='xr-var-data-in' type='checkbox'><label for='data-6fff8158-8aba-4017-a707-efbf6c1bfac6' 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>standard_name :</span></dt><dd>sea_water_vertical_diffusivity_due_to_wind</dd><dt><span>long_name :</span></dt><dd>Sea water vertical diffusivity due to wind</dd><dt><span>units :</span></dt><dd>m2 s-1</dd><dt><span>code :</span></dt><dd>112</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>swrab</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-8e88b506-0a15-49a8-98f8-0a65926cd334' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8e88b506-0a15-49a8-98f8-0a65926cd334' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-563cac8d-aea1-4341-a188-4e4cd50d8629' class='xr-var-data-in' type='checkbox'><label for='data-563cac8d-aea1-4341-a188-4e4cd50d8629' 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>standard_name :</span></dt><dd>penetrating_fraction_of_solar_flux_with_depth</dd><dt><span>long_name :</span></dt><dd>Penetrating fraction of solar flux with depth</dd><dt><span>units :</span></dt><dd>frac</dd><dt><span>code :</span></dt><dd>135</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "<td>\n",
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+ " <thead>\n",
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+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>rsdoabsorb</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-a7865e59-5e18-4c06-85b6-dcda3b2ae91e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a7865e59-5e18-4c06-85b6-dcda3b2ae91e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9533121c-f670-4cff-87f3-a7be5da487a6' class='xr-var-data-in' type='checkbox'><label for='data-9533121c-f670-4cff-87f3-a7be5da487a6' 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>standard_name :</span></dt><dd>net_rate_of_absorption_of_shortwave_energy_in_ocean_layer</dd><dt><span>long_name :</span></dt><dd>Net rate of absorption of shortwave energy in ocean layer</dd><dt><span>units :</span></dt><dd>W m-2</dd><dt><span>code :</span></dt><dd>152</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
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+ " <tr><th> Count </th><td> 30 Tasks </td><td> 10 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>thkcello</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-04838dee-f2f2-4457-ba3a-d45df62a6c39' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-04838dee-f2f2-4457-ba3a-d45df62a6c39' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dd39917a-3daf-47e8-a15c-0f4c688e899f' class='xr-var-data-in' type='checkbox'><label for='data-dd39917a-3daf-47e8-a15c-0f4c688e899f' 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>standard_name :</span></dt><dd>cell_thickness</dd><dt><span>long_name :</span></dt><dd>Cell thickness</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>197</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
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+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>rinu</span></div><div class='xr-var-dims'>(time, depth_2, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 41, 220, 256), meta=np.ndarray></div><input id='attrs-758eabc0-9548-4094-8d60-3378f86cbab9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-758eabc0-9548-4094-8d60-3378f86cbab9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08d184f4-b301-4ed6-952c-7f6a70a71825' class='xr-var-data-in' type='checkbox'><label for='data-08d184f4-b301-4ed6-952c-7f6a70a71825' 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>standard_name :</span></dt><dd>richardson_number</dd><dt><span>long_name :</span></dt><dd>Richardson number</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>code :</span></dt><dd>214</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
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+ " <thead>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>obvfsq</span></div><div class='xr-var-dims'>(time, depth_2, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 41, 220, 256), meta=np.ndarray></div><input id='attrs-25a29899-c833-4ade-872a-af0887811ad5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-25a29899-c833-4ade-872a-af0887811ad5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3047892b-77bd-49d9-9c0a-ba08def6b698' class='xr-var-data-in' type='checkbox'><label for='data-3047892b-77bd-49d9-9c0a-ba08def6b698' 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>standard_name :</span></dt><dd>squared_of_brunt_vaisala_frequency_in_sea_water</dd><dt><span>long_name :</span></dt><dd>Squared of brunt vaisala frequency in sea water</dd><dt><span>units :</span></dt><dd>s-2</dd><dt><span>code :</span></dt><dd>279</dd></dl></div><pre class='xr-var-data'><table>\n",
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+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>nudging_so</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(12, 40, 220, 256), meta=np.ndarray></div><input id='attrs-571d4a3f-e47f-49cb-aa2c-86114f948bbf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-571d4a3f-e47f-49cb-aa2c-86114f948bbf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-58263eeb-aeab-4539-84f5-1da3ff072e1f' class='xr-var-data-in' type='checkbox'><label for='data-58263eeb-aeab-4539-84f5-1da3ff072e1f' 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>standard_name :</span></dt><dd>salinity_nudging_source_and_sink_term</dd><dt><span>long_name :</span></dt><dd>Salinity nudging source and sink term</dd><dt><span>units :</span></dt><dd>psu</dd><dt><span>code :</span></dt><dd>556</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
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+ "<tr>\n",
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- " lat (y, x) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
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@@ -115,32 +3183,1317 @@
" MPIOM: $Revision: mpiom/tags/mpiom-1.6.3p2 4873 $"
]
},
- "execution_count": 6,
+ "execution_count": 29,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
+ "timestr='317*'\n",
+ "runid='vga0214'\n",
+ "runid='asp_esmControl_PMassim_3014_SSTSSS_over_3170'\n",
+ "ds = xr.open_mfdataset(f'/work/bm1124/m300524/experiments/{runid}/outdata/mpiom/{runid}_mpiom_data_3d_mm_{timestr}.nc',\n",
+ " use_cftime=True, combine='nested', concat_dim='time')\n",
+ "\n",
"ds"
]
},
{
"cell_type": "code",
- "execution_count": 7,
- "metadata": {},
- "outputs": [],
- "source": [
- "fx = xr.open_dataset('/work/bm1124/m300524/experiments/asp_esmControl_PMassim_3014_T_over_3170/outdata/mpiom/asp_esmControl_PMassim_3014_T_over_3170_mpiom_fx_31700101_31701231.nc',\n",
- " decode_times=False).load()"
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- {
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- "execution_count": 8,
+ "execution_count": 30,
"metadata": {},
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+ " fill: currentColor;\n",
+ "}\n",
+ "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-72146fb7-41d5-4f04-878d-bf0d5738ee89' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-72146fb7-41d5-4f04-878d-bf0d5738ee89' class='xr-section-summary' title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>depth</span>: 1</li><li><span class='xr-has-index'>depth_2</span>: 40</li><li><span class='xr-has-index'>time</span>: 1</li><li><span>vertices</span>: 4</li><li><span>x</span>: 256</li><li><span>x_2</span>: 256</li><li><span>x_3</span>: 256</li><li><span>x_4</span>: 256</li><li><span>y</span>: 220</li><li><span>y_2</span>: 220</li><li><span>y_3</span>: 220</li><li><span>y_4</span>: 220</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1f17e8b8-4585-448d-9e86-340f8e0e136b' class='xr-section-summary-in' type='checkbox' checked><label for='section-1f17e8b8-4585-448d-9e86-340f8e0e136b' class='xr-section-summary' >Coordinates: <span>(11)</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>lon</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-47.37 -47.82 ... 132.5 133.8</div><input id='attrs-5e5b659b-3b92-433f-97ad-9b5a041c76f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5e5b659b-3b92-433f-97ad-9b5a041c76f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0cc9167-4846-4a6a-b7b4-89b0f5a7b264' class='xr-var-data-in' type='checkbox'><label for='data-e0cc9167-4846-4a6a-b7b4-89b0f5a7b264' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_vertices</dd></dl></div><pre class='xr-var-data'>array([[-47.37319488, -47.81975264, -48.256171 , ..., -46.91692116,\n",
+ " -47.37319488, -47.81975264],\n",
+ " [-47.61744927, -48.0776401 , -48.52713485, ..., -47.14699267,\n",
+ " -47.61744927, -48.0776401 ],\n",
+ " [-47.87178161, -48.34608361, -48.8091397 , ..., -47.38669474,\n",
+ " -47.87178161, -48.34608361],\n",
+ " ...,\n",
+ " [133.51782197, 134.77248674, 136.03880381, ..., 132.27434505,\n",
+ " 133.51782197, 134.77248674],\n",
+ " [132.86608532, 134.10875628, 135.36307954, ..., 131.63458855,\n",
+ " 132.86608532, 134.10875628],\n",
+ " [132.53599594, 133.7724924 , 135.02060019, ..., 131.31060536,\n",
+ " 132.53599594, 133.7724924 ]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.41 76.35 76.29 ... -77.39 -77.54</div><input id='attrs-11de98f9-e48c-48de-b1c5-4e4506d127f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-11de98f9-e48c-48de-b1c5-4e4506d127f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3de176b3-3fac-4697-a1b0-4090c8e55c92' class='xr-var-data-in' type='checkbox'><label for='data-3de176b3-3fac-4697-a1b0-4090c8e55c92' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_vertices</dd></dl></div><pre class='xr-var-data'>array([[ 76.40795338, 76.34965771, 76.28792646, ..., 76.46281346,\n",
+ " 76.40795338, 76.34965771],\n",
+ " [ 76.51460678, 76.45433036, 76.39059787, ..., 76.5712632 ,\n",
+ " 76.51460678, 76.45433036],\n",
+ " [ 76.6236849 , 76.56144822, 76.49563935, ..., 76.68226743,\n",
+ " 76.6236849 , 76.56144822],\n",
+ " ...,\n",
+ " [-76.97996123, -77.12512324, -77.27133027, ..., -76.83583058,\n",
+ " -76.97996123, -77.12512324],\n",
+ " [-77.25871491, -77.40337832, -77.54899112, ..., -77.11516482,\n",
+ " -77.25871491, -77.40337832],\n",
+ " [-77.39489522, -77.53923761, -77.68463868, ..., -77.25165932,\n",
+ " -77.39489522, -77.53923761]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_2</span></div><div class='xr-var-dims'>(y_2, x_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-47.25 -47.69 ... 132.5 133.8</div><input id='attrs-edf09577-265e-4597-a1a9-41c3a793ce1e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-edf09577-265e-4597-a1a9-41c3a793ce1e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8c1f01ef-a2a0-4ba7-8042-c5241e8ccb61' class='xr-var-data-in' type='checkbox'><label for='data-8c1f01ef-a2a0-4ba7-8042-c5241e8ccb61' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_2_vertices</dd></dl></div><pre class='xr-var-data'>array([[-47.25471158, -47.69462699, -48.12459082, ..., -46.80532953,\n",
+ " -47.25471158, -47.69462699],\n",
+ " [-47.49411313, -47.94742937, -48.39028518, ..., -47.03080432,\n",
+ " -47.49411313, -47.94742937],\n",
+ " [-47.74329209, -48.21049411, -48.66673367, ..., -47.26558525,\n",
+ " -47.74329209, -48.21049411],\n",
+ " ...,\n",
+ " [133.83945558, 135.09993967, 136.37210338, ..., 132.59015934,\n",
+ " 133.83945558, 135.09993967],\n",
+ " [133.19337433, 134.44212415, 135.70247164, ..., 131.95583967,\n",
+ " 133.19337433, 134.44212415],\n",
+ " [132.53599594, 133.7724924 , 135.02060019, ..., 131.31060536,\n",
+ " 132.53599594, 133.7724924 ]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_2</span></div><div class='xr-var-dims'>(y_2, x_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.36 76.3 76.24 ... -77.39 -77.54</div><input id='attrs-39cfcc9c-d9df-4796-8c6e-b9756c57ecd2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-39cfcc9c-d9df-4796-8c6e-b9756c57ecd2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3f7c3c2-3af2-40a3-a10f-5b578c6c0207' class='xr-var-data-in' type='checkbox'><label for='data-a3f7c3c2-3af2-40a3-a10f-5b578c6c0207' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_2_vertices</dd></dl></div><pre class='xr-var-data'>array([[ 76.35550435, 76.29813077, 76.2374377 , ..., 76.40949017,\n",
+ " 76.35550435, 76.29813077],\n",
+ " [ 76.46096248, 76.40167643, 76.33902311, ..., 76.51673097,\n",
+ " 76.46096248, 76.40167643],\n",
+ " [ 76.56885214, 76.50757852, 76.44281466, ..., 76.62646479,\n",
+ " 76.56885214, 76.50757852],\n",
+ " ...,\n",
+ " [-76.83729907, -76.98274795, -77.12920086, ..., -76.69287472,\n",
+ " -76.83729907, -76.98274795],\n",
+ " [-77.12040358, -77.26531287, -77.41123986, ..., -76.97653247,\n",
+ " -77.12040358, -77.26531287],\n",
+ " [-77.39489522, -77.53923761, -77.68463868, ..., -77.25165932,\n",
+ " -77.39489522, -77.53923761]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_3</span></div><div class='xr-var-dims'>(y_3, x_3)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-47.48 -47.91 ... 133.2 134.4</div><input id='attrs-4d5c28a0-3dc3-40f0-b9a7-3b2eeca968a4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4d5c28a0-3dc3-40f0-b9a7-3b2eeca968a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60eb4e77-a014-4a80-aa28-286375a1fd3d' class='xr-var-data-in' type='checkbox'><label for='data-60eb4e77-a014-4a80-aa28-286375a1fd3d' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_3_vertices</dd></dl></div><pre class='xr-var-data'>array([[-47.47587652, -47.9108742 , -48.33575636, ..., -47.03115266,\n",
+ " -47.47587652, -47.9108742 ],\n",
+ " [-47.72202971, -48.1701994 , -48.60772083, ..., -47.26365572,\n",
+ " -47.72202971, -48.1701994 ],\n",
+ " [-47.97821645, -48.44001237, -48.89054872, ..., -47.50571762,\n",
+ " -47.97821645, -48.44001237],\n",
+ " ...,\n",
+ " [134.46825645, 135.73454621, 137.01272049, ..., 133.21340044,\n",
+ " 134.46825645, 135.73454621],\n",
+ " [133.81630124, 135.0708294 , 136.33720112, ..., 132.57323413,\n",
+ " 133.81630124, 135.0708294 ],\n",
+ " [133.15281666, 134.39507781, 135.64916884, ..., 131.92193461,\n",
+ " 133.15281666, 134.39507781]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_3</span></div><div class='xr-var-dims'>(y_3, x_3)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.33 76.27 76.21 ... -77.47 -77.61</div><input id='attrs-386824cb-966a-4433-8298-bdd5364f4bf3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-386824cb-966a-4433-8298-bdd5364f4bf3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8ba8d595-0f45-4b7d-8527-5711680ddb8c' class='xr-var-data-in' type='checkbox'><label for='data-8ba8d595-0f45-4b7d-8527-5711680ddb8c' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_3_vertices</dd></dl></div><pre class='xr-var-data'>array([[ 76.32726152, 76.26819405, 76.2058754 , ..., 76.38293439,\n",
+ " 76.32726152, 76.26819405],\n",
+ " [ 76.43177708, 76.37081764, 76.30638163, ..., 76.4892941 ,\n",
+ " 76.43177708, 76.37081764],\n",
+ " [ 76.53870369, 76.47563372, 76.40915549, ..., 76.59812633,\n",
+ " 76.53870369, 76.47563372],\n",
+ " ...,\n",
+ " [-76.90989715, -77.05585146, -77.20275517, ..., -76.76499469,\n",
+ " -76.90989715, -77.05585146],\n",
+ " [-77.19276943, -77.33817733, -77.48452779, ..., -77.04835191,\n",
+ " -77.19276943, -77.33817733],\n",
+ " [-77.46695372, -77.61180837, -77.75767389, ..., -77.32313725,\n",
+ " -77.46695372, -77.61180837]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_4</span></div><div class='xr-var-dims'>(y_4, x_4)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-47.36 -47.78 -48.2 ... 133.5 133.5</div><input id='attrs-cc25bd24-2373-4691-88ea-bce2e200acca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc25bd24-2373-4691-88ea-bce2e200acca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-edc11d42-4537-442d-867c-64a4c2470342' class='xr-var-data-in' type='checkbox'><label for='data-edc11d42-4537-442d-867c-64a4c2470342' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_4_vertices</dd></dl></div><pre class='xr-var-data'>array([[-47.35638236, -47.7849904 , -48.20371173, ..., -46.91836233,\n",
+ " -47.35638236, -47.35638236],\n",
+ " [-47.59771002, -48.03925785, -48.47039646, ..., -47.14624818,\n",
+ " -47.59771002, -47.59771002],\n",
+ " [-47.84883217, -48.30373643, -48.74774996, ..., -47.38348797,\n",
+ " -47.84883217, -47.84883217],\n",
+ " ...,\n",
+ " [134.78990372, 136.06190351, 137.34581515, ..., 133.52932401,\n",
+ " 134.7898764 , 134.78990372],\n",
+ " [134.14374051, 135.40418362, 136.67652491, ..., 132.89470381,\n",
+ " 134.14374051, 134.14374051],\n",
+ " [133.48600695, 134.73444259, 135.99473543, ..., 132.24897773,\n",
+ " 133.48600695, 133.48600695]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_4</span></div><div class='xr-var-dims'>(y_4, x_4)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.28 76.22 76.16 ... -77.33 -77.33</div><input id='attrs-3b6635ca-94a6-430e-8802-c800b50a1013' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3b6635ca-94a6-430e-8802-c800b50a1013' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-bea98f3c-b07c-4f2b-bafa-a526959f97a1' class='xr-var-data-in' type='checkbox'><label for='data-bea98f3c-b07c-4f2b-bafa-a526959f97a1' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_4_vertices</dd></dl></div><pre class='xr-var-data'>array([[ 76.27591899, 76.21773944, 76.15639068, ..., 76.33065613,\n",
+ " 76.27591899, 76.27591899],\n",
+ " [ 76.3792256 , 76.31921556, 76.25583823, ..., 76.43582055,\n",
+ " 76.3792256 , 76.3792256 ],\n",
+ " [ 76.4849501 , 76.42291149, 76.35749877, ..., 76.54336871,\n",
+ " 76.4849501 , 76.4849501 ],\n",
+ " ...,\n",
+ " [-76.7651791 , -76.91144077, -77.0585289 , ..., -76.61998294,\n",
+ " -76.76520642, -76.7651791 ],\n",
+ " [-77.05240222, -77.19809698, -77.3447548 , ..., -76.9077593 ,\n",
+ " -77.05240222, -77.05240222],\n",
+ " [-77.33092367, -77.47605836, -77.62219026, ..., -77.18679302,\n",
+ " -77.33092367, -77.33092367]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>depth</span></div><div class='xr-var-dims'>(depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-a101281b-6a30-43b3-be80-01ca944653ed' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a101281b-6a30-43b3-be80-01ca944653ed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a2bc226-2d6d-41cd-b850-022518346b16' class='xr-var-data-in' type='checkbox'><label for='data-6a2bc226-2d6d-41cd-b850-022518346b16' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array([0.])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>depth_2</span></div><div class='xr-var-dims'>(depth_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.0 17.0 27.0 ... 5.17e+03 5.72e+03</div><input id='attrs-7027d223-c937-4910-a276-35470e1f6f9c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7027d223-c937-4910-a276-35470e1f6f9c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-40f07b57-5d05-4c2c-b0cb-f12d9c961906' class='xr-var-data-in' type='checkbox'><label for='data-40f07b57-5d05-4c2c-b0cb-f12d9c961906' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array([ 6. , 17. , 27. , 37. , 47. , 57. , 68.5, 82.5, 100. ,\n",
+ " 122.5, 150. , 182.5, 220. , 262.5, 310. , 362.5, 420. , 485. ,\n",
+ " 560. , 645. , 740. , 845. , 960. , 1085. , 1220. , 1365. , 1525. ,\n",
+ " 1700. , 1885. , 2080. , 2290. , 2525. , 2785. , 3070. , 3395. , 3770. ,\n",
+ " 4195. , 4670. , 5170. , 5720. ])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-87560d03-cd43-4217-812a-3151605a029f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-87560d03-cd43-4217-812a-3151605a029f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e6723d2c-eccc-4c55-b68a-1e905566f69d' class='xr-var-data-in' type='checkbox'><label for='data-e6723d2c-eccc-4c55-b68a-1e905566f69d' 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>standard_name :</span></dt><dd>time</dd><dt><span>units :</span></dt><dd>hours since 3170-01-01 00:00:00</dd><dt><span>calendar :</span></dt><dd>proleptic_gregorian</dd></dl></div><pre class='xr-var-data'>array([0.])</pre></li></ul></div></li><li class='xr-section-item'><input id='section-fd33e54e-4982-4467-b4c8-3102d948842e' class='xr-section-summary-in' type='checkbox' ><label for='section-fd33e54e-4982-4467-b4c8-3102d948842e' class='xr-section-summary' >Data variables: <span>(33)</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>lon_vertices</span></div><div class='xr-var-dims'>(y, x, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-46.58 -46.8 -47.26 ... 133.2 134.4</div><input id='attrs-d5c9ef1c-7add-4965-8646-37a46baa56b0' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-d5c9ef1c-7add-4965-8646-37a46baa56b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c383acd5-5658-4698-a607-c16b68ccd853' class='xr-var-data-in' type='checkbox'><label for='data-c383acd5-5658-4698-a607-c16b68ccd853' 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'></dl></div><pre class='xr-var-data'>array([[[-46.5772661 , -46.79562383, -47.26365572, -47.03115266],\n",
+ " [-47.47587652, -47.72202971, -48.1701994 , -47.9108742 ],\n",
+ " [-47.9108742 , -48.1701994 , -48.60772083, -48.33575636],\n",
+ " ...,\n",
+ " [-46.5772661 , -46.79562383, -47.26365572, -47.03115266],\n",
+ " [-47.03115266, -47.26365572, -47.72202971, -47.47587652],\n",
+ " [-47.47587652, -47.72202971, -48.1701994 , -47.9108742 ]],\n",
+ "\n",
+ " [[-46.79562383, -47.02298034, -47.50571762, -47.26365572],\n",
+ " [-47.72202971, -47.97821645, -48.44001237, -48.1701994 ],\n",
+ " [-48.1701994 , -48.44001237, -48.89054872, -48.60772083],\n",
+ " ...,\n",
+ " [-46.79562383, -47.02298034, -47.50571762, -47.26365572],\n",
+ " [-47.26365572, -47.50571762, -47.97821645, -47.72202971],\n",
+ " [-47.72202971, -47.97821645, -48.44001237, -48.1701994 ]],\n",
+ "\n",
+ " [[-47.02298034, -47.25997766, -47.75795309, -47.50571762],\n",
+ " [-47.97821645, -48.24512999, -48.72094146, -48.44001237],\n",
+ " [-48.44001237, -48.72094146, -49.18496402, -48.89054872],\n",
+ " ...,\n",
+ " [-47.02298034, -47.25997766, -47.75795309, -47.50571762],\n",
+ " [-47.50571762, -47.75795309, -48.24512999, -47.97821645],\n",
+ " [-47.97821645, -48.24512999, -48.72094146, -48.44001237]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[131.96956835, 131.34109532, 132.57323413, 133.21340044],\n",
+ " [134.46825645, 133.81630124, 135.0708294 , 135.73454621],\n",
+ " [135.73454621, 135.0708294 , 136.33720112, 137.01272049],\n",
+ " ...,\n",
+ " [131.96956835, 131.34109532, 132.57323413, 133.21340044],\n",
+ " [133.21340044, 132.57323413, 133.81630124, 134.46825645],\n",
+ " [134.46825645, 133.81630124, 135.0708294 , 135.73454621]],\n",
+ "\n",
+ " [[131.34109532, 130.70195354, 131.92193461, 132.57323413],\n",
+ " [133.81630124, 133.15281666, 134.39507781, 135.0708294 ],\n",
+ " [135.0708294 , 134.39507781, 135.64916884, 136.33720112],\n",
+ " ...,\n",
+ " [131.34109532, 130.70195354, 131.92193461, 132.57323413],\n",
+ " [132.57323413, 131.92193461, 133.15281666, 133.81630124],\n",
+ " [133.81630124, 133.15281666, 134.39507781, 135.0708294 ]],\n",
+ "\n",
+ " [[130.70195354, 130.70195354, 131.92193461, 131.92193461],\n",
+ " [133.15281666, 133.15284398, 134.39507781, 134.39507781],\n",
+ " [134.39507781, 134.39507781, 135.64916884, 135.64916884],\n",
+ " ...,\n",
+ " [130.70195354, 130.70195354, 131.92193461, 131.92193461],\n",
+ " [131.92193461, 131.92193461, 133.15281666, 133.15281666],\n",
+ " [133.15281666, 133.15281666, 133.15284398, 134.39507781]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_vertices</span></div><div class='xr-var-dims'>(y, x, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.44 76.54 76.49 ... -77.47 -77.61</div><input id='attrs-4bf43f72-b096-4adf-bdd5-899cc495ce59' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-4bf43f72-b096-4adf-bdd5-899cc495ce59' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-72ee09fa-f91d-49e0-ad30-c570a13fa168' class='xr-var-data-in' type='checkbox'><label for='data-72ee09fa-f91d-49e0-ad30-c570a13fa168' 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'></dl></div><pre class='xr-var-data'>array([[[ 76.43515119, 76.54325259, 76.4892941 , 76.38293439],\n",
+ " [ 76.32726152, 76.43177708, 76.37081764, 76.26819405],\n",
+ " [ 76.26819405, 76.37081764, 76.30638163, 76.2058754 ],\n",
+ " ...,\n",
+ " [ 76.43515119, 76.54325259, 76.4892941 , 76.38293439],\n",
+ " [ 76.38293439, 76.4892941 , 76.43177708, 76.32726152],\n",
+ " [ 76.32726152, 76.43177708, 76.37081764, 76.26819405]],\n",
+ "\n",
+ " [[ 76.54325259, 76.65386068, 76.59812633, 76.4892941 ],\n",
+ " [ 76.43177708, 76.53870369, 76.47563372, 76.37081764],\n",
+ " [ 76.37081764, 76.47563372, 76.40915549, 76.30638163],\n",
+ " ...,\n",
+ " [ 76.54325259, 76.65386068, 76.59812633, 76.4892941 ],\n",
+ " [ 76.4892941 , 76.59812633, 76.53870369, 76.43177708],\n",
+ " [ 76.43177708, 76.53870369, 76.47563372, 76.37081764]],\n",
+ "\n",
+ " [[ 76.65386068, 76.7670574 , 76.70941061, 76.59812633],\n",
+ " [ 76.53870369, 76.64795939, 76.5829155 , 76.47563372],\n",
+ " [ 76.47563372, 76.5829155 , 76.51414916, 76.40915549],\n",
+ " ...,\n",
+ " [ 76.65386068, 76.7670574 , 76.70941061, 76.59812633],\n",
+ " [ 76.59812633, 76.70941061, 76.64795939, 76.53870369],\n",
+ " [ 76.53870369, 76.64795939, 76.5829155 , 76.47563372]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[-76.62110309, -76.90510919, -77.04835191, -76.76499469],\n",
+ " [-76.90989715, -77.19276943, -77.33817733, -77.05585146],\n",
+ " [-77.05585146, -77.33817733, -77.48452779, -77.20275517],\n",
+ " ...,\n",
+ " [-76.62110309, -76.90510919, -77.04835191, -76.76499469],\n",
+ " [-76.76499469, -77.04835191, -77.19276943, -76.90989715],\n",
+ " [-76.90989715, -77.19276943, -77.33817733, -77.05585146]],\n",
+ "\n",
+ " [[-76.90510919, -77.18044777, -77.32313725, -77.04835191],\n",
+ " [-77.19276943, -77.46695372, -77.61180837, -77.33817733],\n",
+ " [-77.33817733, -77.61180837, -77.75767389, -77.48452779],\n",
+ " ...,\n",
+ " [-76.90510919, -77.18044777, -77.32313725, -77.04835191],\n",
+ " [-77.04835191, -77.32313725, -77.46695372, -77.19276943],\n",
+ " [-77.19276943, -77.46695372, -77.61180837, -77.33817733]],\n",
+ "\n",
+ " [[-77.18044777, -77.18044777, -77.32313725, -77.32313725],\n",
+ " [-77.46695372, -77.4669264 , -77.61180837, -77.61180837],\n",
+ " [-77.61180837, -77.61180837, -77.75767389, -77.75767389],\n",
+ " ...,\n",
+ " [-77.18044777, -77.18044777, -77.32313725, -77.32313725],\n",
+ " [-77.32313725, -77.32313725, -77.46695372, -77.46695372],\n",
+ " [-77.46695372, -77.46695372, -77.4669264 , -77.61180837]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_2_vertices</span></div><div class='xr-var-dims'>(y_2, x_2, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-46.47 -46.69 ... 133.2 133.5</div><input id='attrs-c37081f7-c0c8-4537-b465-8be0f52b4b41' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-c37081f7-c0c8-4537-b465-8be0f52b4b41' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-428b3710-b94c-4dac-bd39-a5bf63c9a0e0' class='xr-var-data-in' type='checkbox'><label for='data-428b3710-b94c-4dac-bd39-a5bf63c9a0e0' 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'></dl></div><pre class='xr-var-data'>array([[[-46.47134011, -46.68530603, -47.14624818, -46.91836233],\n",
+ " [-47.35638236, -47.59771002, -48.03925785, -47.7849904 ],\n",
+ " [-47.7849904 , -48.03925785, -48.47039646, -48.20371173],\n",
+ " ...,\n",
+ " [-46.47134011, -46.68530603, -47.14624818, -46.91836233],\n",
+ " [-46.91836233, -47.14624818, -47.59771002, -47.35638236],\n",
+ " [-47.35638236, -47.59771002, -47.59771002, -47.35638236]],\n",
+ "\n",
+ " [[-46.68530603, -46.90814096, -47.38348797, -47.14624818],\n",
+ " [-47.59771002, -47.84883217, -48.30373643, -48.03925785],\n",
+ " [-48.03925785, -48.30373643, -48.74774996, -48.47039646],\n",
+ " ...,\n",
+ " [-46.68530603, -46.90814096, -47.38348797, -47.14624818],\n",
+ " [-47.14624818, -47.38348797, -47.84883217, -47.59771002],\n",
+ " [-47.59771002, -47.84883217, -47.84883217, -47.59771002]],\n",
+ "\n",
+ " [[-46.90814096, -47.14026493, -47.63054957, -47.38348797],\n",
+ " [-47.84883217, -48.11034646, -48.57904428, -48.30373643],\n",
+ " [-48.30373643, -48.57904428, -49.03627764, -48.74774996],\n",
+ " ...,\n",
+ " [-46.90814096, -47.14026493, -47.63054957, -47.38348797],\n",
+ " [-47.38348797, -47.63054957, -48.11030548, -47.84883217],\n",
+ " [-47.84883217, -48.11030548, -48.11034646, -47.84883217]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[132.27978188, 131.65670471, 132.89470381, 133.52932401],\n",
+ " [134.78990372, 134.14374051, 135.40418362, 136.06190351],\n",
+ " [136.06190351, 135.40418362, 136.67652491, 137.34581515],\n",
+ " ...,\n",
+ " [132.27978188, 131.65670471, 132.89470381, 133.52932401],\n",
+ " [133.52932401, 132.89470381, 134.14374051, 134.7898764 ],\n",
+ " [134.7898764 , 134.14374051, 134.14374051, 134.78990372]],\n",
+ "\n",
+ " [[131.65670471, 131.02286315, 132.24897773, 132.89470381],\n",
+ " [134.14374051, 133.48600695, 134.73444259, 135.40418362],\n",
+ " [135.40418362, 134.73444259, 135.99473543, 136.67652491],\n",
+ " ...,\n",
+ " [131.65670471, 131.02286315, 132.24897773, 132.89470381],\n",
+ " [132.89470381, 132.24897773, 133.48600695, 134.14374051],\n",
+ " [134.14374051, 133.48600695, 133.48600695, 134.14374051]],\n",
+ "\n",
+ " [[131.02286315, 130.70195354, 131.92193461, 132.24897773],\n",
+ " [133.48600695, 133.15284398, 134.39507781, 134.73444259],\n",
+ " [134.73444259, 134.39507781, 135.64916884, 135.99473543],\n",
+ " ...,\n",
+ " [131.02286315, 130.70195354, 131.92193461, 132.24897773],\n",
+ " [132.24897773, 131.92193461, 133.15281666, 133.48600695],\n",
+ " [133.48600695, 133.15281666, 133.15284398, 133.48600695]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_2_vertices</span></div><div class='xr-var-dims'>(y_2, x_2, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.38 76.49 76.44 ... -77.47 -77.33</div><input id='attrs-ff806488-2267-4bcf-aec7-418463f976f6' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-ff806488-2267-4bcf-aec7-418463f976f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dd8c4999-7998-4777-91a0-6b56a5633539' class='xr-var-data-in' type='checkbox'><label for='data-dd8c4999-7998-4777-91a0-6b56a5633539' 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'></dl></div><pre class='xr-var-data'>array([[[ 76.3820533 , 76.48892527, 76.43582055, 76.33065613],\n",
+ " [ 76.27591899, 76.3792256 , 76.31921556, 76.21773944],\n",
+ " [ 76.21773944, 76.31921556, 76.25583823, 76.15639068],\n",
+ " ...,\n",
+ " [ 76.3820533 , 76.48892527, 76.43582055, 76.33065613],\n",
+ " [ 76.33065613, 76.43582055, 76.3792256 , 76.27591899],\n",
+ " [ 76.27591899, 76.3792256 , 76.3792256 , 76.27591899]],\n",
+ "\n",
+ " [[ 76.48892527, 76.59826294, 76.54336871, 76.43582055],\n",
+ " [ 76.3792256 , 76.4849501 , 76.42291149, 76.31921556],\n",
+ " [ 76.31921556, 76.42291149, 76.35749877, 76.25583823],\n",
+ " ...,\n",
+ " [ 76.48892527, 76.59826294, 76.54336871, 76.43582055],\n",
+ " [ 76.43582055, 76.54336871, 76.4849501 , 76.3792256 ],\n",
+ " [ 76.3792256 , 76.4849501 , 76.4849501 , 76.3792256 ]],\n",
+ "\n",
+ " [[ 76.59826294, 76.7101551 , 76.65343721, 76.54336871],\n",
+ " [ 76.4849501 , 76.59301735, 76.5289775 , 76.42291149],\n",
+ " [ 76.42291149, 76.5289775 , 76.46135863, 76.35749877],\n",
+ " ...,\n",
+ " [ 76.59826294, 76.7101551 , 76.65343721, 76.54336871],\n",
+ " [ 76.54336871, 76.65343721, 76.59304467, 76.4849501 ],\n",
+ " [ 76.4849501 , 76.59304467, 76.59301735, 76.4849501 ]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[-76.47585229, -76.76413408, -76.9077593 , -76.61998294],\n",
+ " [-76.7651791 , -77.05240222, -77.19809698, -76.91144077],\n",
+ " [-76.91144077, -77.19809698, -77.3447548 , -77.0585289 ],\n",
+ " ...,\n",
+ " [-76.47585229, -76.76413408, -76.9077593 , -76.61998294],\n",
+ " [-76.61998294, -76.9077593 , -77.05240222, -76.76520642],\n",
+ " [-76.76520642, -77.05240222, -77.05240222, -76.7651791 ]],\n",
+ "\n",
+ " [[-76.76413408, -77.04380984, -77.18679302, -76.9077593 ],\n",
+ " [-77.05240222, -77.33092367, -77.47605836, -77.19809698],\n",
+ " [-77.19809698, -77.47605836, -77.62219026, -77.3447548 ],\n",
+ " ...,\n",
+ " [-76.76413408, -77.04380984, -77.18679302, -76.9077593 ],\n",
+ " [-76.9077593 , -77.18679302, -77.33092367, -77.05240222],\n",
+ " [-77.05240222, -77.33092367, -77.33092367, -77.05240222]],\n",
+ "\n",
+ " [[-77.04380984, -77.18044777, -77.32313725, -77.18679302],\n",
+ " [-77.33092367, -77.4669264 , -77.61180837, -77.47605836],\n",
+ " [-77.47605836, -77.61180837, -77.75767389, -77.62219026],\n",
+ " ...,\n",
+ " [-77.04380984, -77.18044777, -77.32313725, -77.18679302],\n",
+ " [-77.18679302, -77.32313725, -77.46695372, -77.33092367],\n",
+ " [-77.33092367, -77.46695372, -77.4669264 , -77.33092367]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_3_vertices</span></div><div class='xr-var-dims'>(y_3, x_3, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-46.69 -46.69 ... 135.0 135.4</div><input id='attrs-30a0b49c-cb2f-4ac8-b171-4293d437f777' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-30a0b49c-cb2f-4ac8-b171-4293d437f777' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-91bea04c-da20-4a59-b500-3405f911e692' class='xr-var-data-in' type='checkbox'><label for='data-91bea04c-da20-4a59-b500-3405f911e692' 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'></dl></div><pre class='xr-var-data'>array([[[-46.69485122, -46.69485122, -46.69485122, -46.69485122],\n",
+ " [-47.57068638, -47.57068638, -47.57068638, -47.57068638],\n",
+ " [-47.99435106, -47.99435106, -47.99435106, -47.99435106],\n",
+ " ...,\n",
+ " [-46.69485122, -46.69485122, -46.69485122, -46.69485122],\n",
+ " [-47.13737235, -47.13737235, -47.13737235, -47.13737235],\n",
+ " [-47.57068638, -47.57068638, -47.57068638, -47.57068638]],\n",
+ "\n",
+ " [[-47.37319488, -47.61744927, -48.0776401 , -47.81975264],\n",
+ " [-47.81975264, -48.0776401 , -48.52713485, -48.256171 ],\n",
+ " [-48.256171 , -48.52713485, -48.96550322, -48.68192742],\n",
+ " ...,\n",
+ " [-46.91692116, -47.14699267, -47.61744927, -47.37319488],\n",
+ " [-47.37319488, -47.61744927, -48.0776401 , -47.81975264],\n",
+ " [-47.81975264, -48.0776401 , -48.52713485, -48.256171 ]],\n",
+ "\n",
+ " [[-47.61744927, -47.87178161, -48.34608361, -48.0776401 ],\n",
+ " [-48.0776401 , -48.34608361, -48.8091397 , -48.52713485],\n",
+ " [-48.52713485, -48.8091397 , -49.26045469, -48.96550322],\n",
+ " ...,\n",
+ " [-47.14699267, -47.38669474, -47.87178161, -47.61744927],\n",
+ " [-47.61744927, -47.87178161, -48.34608361, -48.0776401 ],\n",
+ " [-48.0776401 , -48.34608361, -48.8091397 , -48.52713485]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[134.15819319, 133.51782197, 134.77248674, 135.42444196],\n",
+ " [135.42444196, 134.77248674, 136.03880381, 136.70234303],\n",
+ " [136.70234303, 136.03880381, 137.31727862, 137.99236086],\n",
+ " ...,\n",
+ " [132.90322789, 132.27434505, 133.51782197, 134.15819319],\n",
+ " [134.15819319, 133.51782197, 134.77248674, 135.42444196],\n",
+ " [135.42444196, 134.77248674, 136.03880381, 136.70234303]],\n",
+ "\n",
+ " [[133.51782197, 132.86608532, 134.10875628, 134.77248674],\n",
+ " [134.77248674, 134.10875628, 135.36307954, 136.03880381],\n",
+ " [136.03880381, 135.36307954, 136.62943759, 137.31727862],\n",
+ " ...,\n",
+ " [132.27434505, 131.63458855, 132.86608532, 133.51782197],\n",
+ " [133.51782197, 132.86608532, 134.10875628, 134.77248674],\n",
+ " [134.77248674, 134.10875628, 135.36307954, 136.03880381]],\n",
+ "\n",
+ " [[132.86608532, 132.53599594, 133.7724924 , 134.10875628],\n",
+ " [134.10875628, 133.7724924 , 135.02060019, 135.36307954],\n",
+ " [135.36307954, 135.02060019, 136.28077009, 136.62943759],\n",
+ " ...,\n",
+ " [131.63458855, 131.31060536, 132.53599594, 132.86608532],\n",
+ " [132.86608532, 132.53599594, 133.7724924 , 134.10875628],\n",
+ " [134.10875628, 133.7724924 , 135.02060019, 135.36307954]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_3_vertices</span></div><div class='xr-var-dims'>(y_3, x_3, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.36 76.36 76.36 ... -77.68 -77.55</div><input id='attrs-6878cce9-1abf-4625-9c96-6e10b23e2311' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-6878cce9-1abf-4625-9c96-6e10b23e2311' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c39e8e9c-c016-4bea-8f8e-f8595ccc1abb' class='xr-var-data-in' type='checkbox'><label for='data-c39e8e9c-c016-4bea-8f8e-f8595ccc1abb' 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'></dl></div><pre class='xr-var-data'>array([[[ 76.35635471, 76.35635471, 76.35635471, 76.35635471],\n",
+ " [ 76.24682921, 76.24682921, 76.24682921, 76.24682921],\n",
+ " [ 76.18706506, 76.18706506, 76.18706506, 76.18706506],\n",
+ " ...,\n",
+ " [ 76.35635471, 76.35635471, 76.35635471, 76.35635471],\n",
+ " [ 76.30328756, 76.30328756, 76.30328756, 76.30328756],\n",
+ " [ 76.24682921, 76.24682921, 76.24682921, 76.24682921]],\n",
+ "\n",
+ " [[ 76.40795338, 76.51460678, 76.45433036, 76.34965771],\n",
+ " [ 76.34965771, 76.45433036, 76.39059787, 76.28792646],\n",
+ " [ 76.28792646, 76.39059787, 76.32351858, 76.22293038],\n",
+ " ...,\n",
+ " [ 76.46281346, 76.5712632 , 76.51460678, 76.40795338],\n",
+ " [ 76.40795338, 76.51460678, 76.45433036, 76.34965771],\n",
+ " [ 76.34965771, 76.45433036, 76.39059787, 76.28792646]],\n",
+ "\n",
+ " [[ 76.51460678, 76.6236849 , 76.56144822, 76.45433036],\n",
+ " [ 76.45433036, 76.56144822, 76.49563935, 76.39059787],\n",
+ " [ 76.39059787, 76.49563935, 76.4263061 , 76.32351858],\n",
+ " ...,\n",
+ " [ 76.5712632 , 76.68226743, 76.6236849 , 76.51460678],\n",
+ " [ 76.51460678, 76.6236849 , 76.56144822, 76.45433036],\n",
+ " [ 76.45433036, 76.56144822, 76.49563935, 76.39059787]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[-76.69251955, -76.97996123, -77.12512324, -76.8381665 ],\n",
+ " [-76.8381665 , -77.12512324, -77.27133027, -76.98487214],\n",
+ " [-76.98487214, -77.27133027, -77.41841839, -77.13242471],\n",
+ " ...,\n",
+ " [-76.54777418, -76.83583058, -76.97996123, -76.69251955],\n",
+ " [-76.69251955, -76.97996123, -77.12512324, -76.8381665 ],\n",
+ " [-76.8381665 , -77.12512324, -77.27133027, -76.98487214]],\n",
+ "\n",
+ " [[-76.97996123, -77.25871491, -77.40337832, -77.12512324],\n",
+ " [-77.12512324, -77.40337832, -77.54899112, -77.27133027],\n",
+ " [-77.27133027, -77.54899112, -77.69562845, -77.41841839],\n",
+ " ...,\n",
+ " [-76.83583058, -77.11516482, -77.25871491, -76.97996123],\n",
+ " [-76.97996123, -77.25871491, -77.40337832, -77.12512324],\n",
+ " [-77.12512324, -77.40337832, -77.54899112, -77.27133027]],\n",
+ "\n",
+ " [[-77.25871491, -77.39489522, -77.53923761, -77.40337832],\n",
+ " [-77.40337832, -77.53923761, -77.68463868, -77.54899112],\n",
+ " [-77.54899112, -77.68463868, -77.83097548, -77.69562845],\n",
+ " ...,\n",
+ " [-77.11516482, -77.25165932, -77.39489522, -77.25871491],\n",
+ " [-77.25871491, -77.39489522, -77.53923761, -77.40337832],\n",
+ " [-77.40337832, -77.53923761, -77.68463868, -77.54899112]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lon_4_vertices</span></div><div class='xr-var-dims'>(y_4, x_4, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-47.25 -47.49 ... 132.5 132.5</div><input id='attrs-49a61109-2b17-47c6-ad1e-2791681c25a3' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-49a61109-2b17-47c6-ad1e-2791681c25a3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-de053ffe-1489-4dcd-95db-9ec1562a0914' class='xr-var-data-in' type='checkbox'><label for='data-de053ffe-1489-4dcd-95db-9ec1562a0914' 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'></dl></div><pre class='xr-var-data'>array([[[-47.25471158, -47.49411313, -47.94742937, -47.69462699],\n",
+ " [-47.69462699, -47.94742937, -48.39028518, -48.12459082],\n",
+ " [-48.12459082, -48.39028518, -48.82234928, -48.54429228],\n",
+ " ...,\n",
+ " [-46.80532953, -47.03080432, -47.49411313, -47.25471158],\n",
+ " [-47.25471158, -47.49411313, -47.94742937, -47.69462699],\n",
+ " [-46.80532953, -47.03080432, -47.49411313, -47.25471158]],\n",
+ "\n",
+ " [[-47.49411313, -47.74329209, -48.21049411, -47.94742937],\n",
+ " [-47.94742937, -48.21049411, -48.66673367, -48.39028518],\n",
+ " [-48.39028518, -48.66673367, -49.11146777, -48.82234928],\n",
+ " ...,\n",
+ " [-47.03080432, -47.26558525, -47.74329209, -47.49411313],\n",
+ " [-47.49411313, -47.74329209, -48.21049411, -47.94742937],\n",
+ " [-47.03080432, -47.26558525, -47.74329209, -47.49411313]],\n",
+ "\n",
+ " [[-47.74329209, -48.00294173, -48.48445641, -48.21049411],\n",
+ " [-48.21049411, -48.48445641, -48.95443831, -48.66673367],\n",
+ " [-48.66673367, -48.95443831, -49.41236493, -49.11146777],\n",
+ " ...,\n",
+ " [-47.26558525, -47.51030751, -48.00294173, -47.74329209],\n",
+ " [-47.74329209, -48.00294173, -48.48445641, -48.21049411],\n",
+ " [-47.26558525, -47.51030751, -48.00294173, -47.74329209]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[133.83945558, 133.19337433, 134.44212415, 135.09993967],\n",
+ " [135.09993967, 134.44212415, 135.70247164, 136.37210338],\n",
+ " [136.37210338, 135.70247164, 136.9749632 , 137.65642483],\n",
+ " ...,\n",
+ " [132.59015934, 131.95583967, 133.19337433, 133.83945558],\n",
+ " [133.83945558, 133.19337433, 134.44212415, 135.09993967],\n",
+ " [132.59015934, 131.95583967, 133.19337433, 133.83945558]],\n",
+ "\n",
+ " [[133.19337433, 132.53599594, 133.7724924 , 134.44212415],\n",
+ " [134.44212415, 133.7724924 , 135.02060019, 135.70247164],\n",
+ " [135.70247164, 135.02060019, 136.28077009, 136.9749632 ],\n",
+ " ...,\n",
+ " [131.95583967, 131.31060536, 132.53599594, 133.19337433],\n",
+ " [133.19337433, 132.53599594, 133.7724924 , 134.44212415],\n",
+ " [131.95583967, 131.31060536, 132.53599594, 133.19337433]],\n",
+ "\n",
+ " [[132.53599594, 132.53599594, 133.7724924 , 133.7724924 ],\n",
+ " [133.7724924 , 133.7724924 , 135.02060019, 135.02060019],\n",
+ " [135.02060019, 135.02060019, 136.28077009, 136.28077009],\n",
+ " ...,\n",
+ " [131.31060536, 131.31060536, 132.53599594, 132.53599594],\n",
+ " [132.53599594, 132.53599594, 133.7724924 , 133.7724924 ],\n",
+ " [131.31060536, 131.31060536, 132.53599594, 132.53599594]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat_4_vertices</span></div><div class='xr-var-dims'>(y_4, x_4, vertices)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>76.36 76.46 76.4 ... -77.39 -77.39</div><input id='attrs-e3860aee-0467-422e-aa57-e3a834c9bbae' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-e3860aee-0467-422e-aa57-e3a834c9bbae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e1992e0c-b0a0-45fb-8400-6ff820f3a8bd' class='xr-var-data-in' type='checkbox'><label for='data-e1992e0c-b0a0-45fb-8400-6ff820f3a8bd' 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'></dl></div><pre class='xr-var-data'>array([[[ 76.35550435, 76.46096248, 76.40167643, 76.29813077],\n",
+ " [ 76.29813077, 76.40167643, 76.33902311, 76.2374377 ],\n",
+ " [ 76.2374377 , 76.33902311, 76.27294103, 76.17345932],\n",
+ " ...,\n",
+ " [ 76.40949017, 76.51673097, 76.46096248, 76.35550435],\n",
+ " [ 76.35550435, 76.46096248, 76.40167643, 76.29813077],\n",
+ " [ 76.40949017, 76.51673097, 76.46096248, 76.35550435]],\n",
+ "\n",
+ " [[ 76.46096248, 76.56885214, 76.50757852, 76.40167643],\n",
+ " [ 76.40167643, 76.50757852, 76.44281466, 76.33902311],\n",
+ " [ 76.33902311, 76.44281466, 76.37466987, 76.27294103],\n",
+ " ...,\n",
+ " [ 76.51673097, 76.62646479, 76.56885214, 76.46096248],\n",
+ " [ 76.46096248, 76.56885214, 76.50757852, 76.40167643],\n",
+ " [ 76.51673097, 76.62646479, 76.56885214, 76.46096248]],\n",
+ "\n",
+ " [[ 76.56885214, 76.67917336, 76.615878 , 76.50757852],\n",
+ " [ 76.50757852, 76.615878 , 76.54897629, 76.44281466],\n",
+ " [ 76.44281466, 76.54897629, 76.47850923, 76.37466987],\n",
+ " ...,\n",
+ " [ 76.62646479, 76.73869163, 76.67917336, 76.56885214],\n",
+ " [ 76.56885214, 76.67917336, 76.615878 , 76.50757852],\n",
+ " [ 76.62646479, 76.73869163, 76.67917336, 76.56885214]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[-76.83729907, -77.12040358, -77.26531287, -76.98274795],\n",
+ " [-76.98274795, -77.26531287, -77.41123986, -77.12920086],\n",
+ " [-77.12920086, -77.41123986, -77.55811625, -77.27653487],\n",
+ " ...,\n",
+ " [-76.69287472, -76.97653247, -77.12040358, -76.83729907],\n",
+ " [-76.83729907, -77.12040358, -77.26531287, -76.98274795],\n",
+ " [-76.69287472, -76.97653247, -77.12040358, -76.83729907]],\n",
+ "\n",
+ " [[-77.12040358, -77.39489522, -77.53923761, -77.26531287],\n",
+ " [-77.26531287, -77.53923761, -77.68463868, -77.41123986],\n",
+ " [-77.41123986, -77.68463868, -77.83097548, -77.55811625],\n",
+ " ...,\n",
+ " [-76.97653247, -77.25165932, -77.39489522, -77.12040358],\n",
+ " [-77.12040358, -77.39489522, -77.53923761, -77.26531287],\n",
+ " [-76.97653247, -77.25165932, -77.39489522, -77.12040358]],\n",
+ "\n",
+ " [[-77.39489522, -77.39489522, -77.53923761, -77.53923761],\n",
+ " [-77.53923761, -77.53923761, -77.68463868, -77.68463868],\n",
+ " [-77.68463868, -77.68463868, -77.83097548, -77.83097548],\n",
+ " ...,\n",
+ " [-77.25165932, -77.25165932, -77.39489522, -77.39489522],\n",
+ " [-77.39489522, -77.39489522, -77.53923761, -77.53923761],\n",
+ " [-77.25165932, -77.25165932, -77.39489522, -77.39489522]]])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>alatv</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-d0e23c66-691a-4f29-a7bc-6c1d6891ed7f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d0e23c66-691a-4f29-a7bc-6c1d6891ed7f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3edebee5-07f3-406a-b089-4b39d01fb782' class='xr-var-data-in' type='checkbox'><label for='data-3edebee5-07f3-406a-b089-4b39d01fb782' 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>standard_name :</span></dt><dd>latitude_at_v_vector_point</dd><dt><span>long_name :</span></dt><dd>Latitude at v vector point</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>code :</span></dt><dd>56</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>alonv</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-d50cd43f-33b6-43af-a4ce-085d1e7f7af3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d50cd43f-33b6-43af-a4ce-085d1e7f7af3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ee3793e6-c024-4b96-8657-c4cecdf181fd' class='xr-var-data-in' type='checkbox'><label for='data-ee3793e6-c024-4b96-8657-c4cecdf181fd' 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>standard_name :</span></dt><dd>longitude_at_v_vector_point</dd><dt><span>long_name :</span></dt><dd>Longitude at v vector point</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>code :</span></dt><dd>57</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>deptho</span></div><div class='xr-var-dims'>(time, depth, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-7f061c4e-5d4f-4bff-997e-ef5c0bc26f8b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7f061c4e-5d4f-4bff-997e-ef5c0bc26f8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8cb457a3-ef65-4e8a-b850-201e8306851c' class='xr-var-data-in' type='checkbox'><label for='data-8cb457a3-ef65-4e8a-b850-201e8306851c' 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>standard_name :</span></dt><dd>depth_at_pressure_point</dd><dt><span>long_name :</span></dt><dd>Depth at pressure point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>84</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlxp</span></div><div class='xr-var-dims'>(time, depth, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-dc834b01-a73e-4bee-bc8e-bc1741682c3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dc834b01-a73e-4bee-bc8e-bc1741682c3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b7d81e2d-33d1-4aa3-99fe-b19fb0ce84ac' class='xr-var-data-in' type='checkbox'><label for='data-b7d81e2d-33d1-4aa3-99fe-b19fb0ce84ac' 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>standard_name :</span></dt><dd>grid_x_distance_at_pressure_point</dd><dt><span>long_name :</span></dt><dd>Grid x distance at pressure point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>85</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlyp</span></div><div class='xr-var-dims'>(time, depth, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-bd0e1cb6-2cf6-456b-8088-079e3188b94b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bd0e1cb6-2cf6-456b-8088-079e3188b94b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e90f44ac-6b4c-4a1f-95a1-93dffa82c15d' class='xr-var-data-in' type='checkbox'><label for='data-e90f44ac-6b4c-4a1f-95a1-93dffa82c15d' 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>standard_name :</span></dt><dd>grid_y_distance_at_pressure_point</dd><dt><span>long_name :</span></dt><dd>Grid y distance at pressure point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>86</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>areacello</span></div><div class='xr-var-dims'>(time, depth, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-bf43404f-7d4c-4bba-a4f9-2e0458e6573c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bf43404f-7d4c-4bba-a4f9-2e0458e6573c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-743bf7bf-b683-45c4-bb2c-976fb7e31b0b' class='xr-var-data-in' type='checkbox'><label for='data-743bf7bf-b683-45c4-bb2c-976fb7e31b0b' 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>standard_name :</span></dt><dd>cell_area</dd><dt><span>long_name :</span></dt><dd>Cell area</dd><dt><span>units :</span></dt><dd>m^2</dd><dt><span>code :</span></dt><dd>87</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>alatu</span></div><div class='xr-var-dims'>(time, depth, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>76.32726 76.268196 ... -77.61181</div><input id='attrs-00051ea5-64fe-4ec5-b4bb-26312cdd588f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00051ea5-64fe-4ec5-b4bb-26312cdd588f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-608a33aa-d3b4-4cac-a170-67bcf7d2c338' class='xr-var-data-in' type='checkbox'><label for='data-608a33aa-d3b4-4cac-a170-67bcf7d2c338' 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>standard_name :</span></dt><dd>latitude_at_u_vector_point</dd><dt><span>long_name :</span></dt><dd>Latitude at u vector point</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>code :</span></dt><dd>154</dd></dl></div><pre class='xr-var-data'>array([[[[ 76.32726 , 76.268196, 76.20588 , ..., 76.382935,\n",
+ " 76.32726 , 76.268196],\n",
+ " [ 76.43178 , 76.37082 , 76.30638 , ..., 76.489296,\n",
+ " 76.43178 , 76.37082 ],\n",
+ " [ 76.538704, 76.47563 , 76.40916 , ..., 76.59813 ,\n",
+ " 76.538704, 76.47563 ],\n",
+ " ...,\n",
+ " [-76.9099 , -77.055855, -77.20276 , ..., -76.76499 ,\n",
+ " -76.9099 , -77.055855],\n",
+ " [-77.19277 , -77.33818 , -77.48453 , ..., -77.048355,\n",
+ " -77.19277 , -77.33818 ],\n",
+ " [-77.46696 , -77.61181 , -77.757675, ..., -77.323135,\n",
+ " -77.46696 , -77.61181 ]]]], dtype=float32)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>alonu</span></div><div class='xr-var-dims'>(time, depth, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-47.475876 -47.910873 ... 134.39508</div><input id='attrs-576d3182-1730-4e46-8889-faca7bdabed1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-576d3182-1730-4e46-8889-faca7bdabed1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88b49d53-876b-434d-8f8c-f414025662e8' class='xr-var-data-in' type='checkbox'><label for='data-88b49d53-876b-434d-8f8c-f414025662e8' 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>standard_name :</span></dt><dd>longitude_at_u_vector_point</dd><dt><span>long_name :</span></dt><dd>Longitude at u vector point</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>code :</span></dt><dd>155</dd></dl></div><pre class='xr-var-data'>array([[[[-47.475876, -47.910873, -48.33576 , ..., -47.03115 ,\n",
+ " -47.475876, -47.910873],\n",
+ " [-47.72203 , -48.1702 , -48.60772 , ..., -47.263657,\n",
+ " -47.72203 , -48.1702 ],\n",
+ " [-47.978218, -48.440014, -48.89055 , ..., -47.50572 ,\n",
+ " -47.978218, -48.440014],\n",
+ " ...,\n",
+ " [134.46826 , 135.73454 , 137.01273 , ..., 133.2134 ,\n",
+ " 134.46826 , 135.73454 ],\n",
+ " [133.8163 , 135.07083 , 136.3372 , ..., 132.57323 ,\n",
+ " 133.8163 , 135.07083 ],\n",
+ " [133.15282 , 134.39508 , 135.64917 , ..., 131.92194 ,\n",
+ " 133.15282 , 134.39508 ]]]], dtype=float32)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>weto</span></div><div class='xr-var-dims'>(time, depth_2, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-59d03a8d-e057-44b7-bc37-f9e34ef8a5a8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-59d03a8d-e057-44b7-bc37-f9e34ef8a5a8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8418fe77-9b29-4bab-b7fe-4823d1092a30' class='xr-var-data-in' type='checkbox'><label for='data-8418fe77-9b29-4bab-b7fe-4823d1092a30' 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>standard_name :</span></dt><dd>sea_binary_mask_at_pressure_point</dd><dt><span>long_name :</span></dt><dd>Sea binary mask at pressure point</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>code :</span></dt><dd>172</dd></dl></div><pre class='xr-var-data'>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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlxpsi</span></div><div class='xr-var-dims'>(time, depth, y_4, x_4)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-c23f3591-4c5e-414c-9442-336c019a42af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c23f3591-4c5e-414c-9442-336c019a42af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8000431e-2f20-4fa7-b591-460e555dde51' class='xr-var-data-in' type='checkbox'><label for='data-8000431e-2f20-4fa7-b591-460e555dde51' 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>standard_name :</span></dt><dd>grid_x_distance_at_psi_point</dd><dt><span>long_name :</span></dt><dd>Grid x distance at psi point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>174</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlypsi</span></div><div class='xr-var-dims'>(time, depth, y_4, x_4)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-62cac50c-3a4d-470a-afb0-59a8482fc19b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62cac50c-3a4d-470a-afb0-59a8482fc19b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-41a4052d-d4e9-4454-a20f-fbe13232ed65' class='xr-var-data-in' type='checkbox'><label for='data-41a4052d-d4e9-4454-a20f-fbe13232ed65' 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>standard_name :</span></dt><dd>grid_y_distance_at_psi_point</dd><dt><span>long_name :</span></dt><dd>Grid y distance at psi point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>175</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dduo</span></div><div class='xr-var-dims'>(time, depth_2, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-353e7c8d-fb75-4434-b245-6c4a8b635fcc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-353e7c8d-fb75-4434-b245-6c4a8b635fcc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1531cca6-3d46-4ffc-9cc9-a7b90e554733' class='xr-var-data-in' type='checkbox'><label for='data-1531cca6-3d46-4ffc-9cc9-a7b90e554733' 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>standard_name :</span></dt><dd>ocean_level_thickness_at_u_vector_point</dd><dt><span>long_name :</span></dt><dd>Ocean level thickness at u vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>184</dd></dl></div><pre class='xr-var-data'>array([[[[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]]]], dtype=float32)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlxu</span></div><div class='xr-var-dims'>(time, depth, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>13206.138 13204.21 ... 34740.098</div><input id='attrs-09507cd5-ee1f-4d19-a868-b71ca72513bd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-09507cd5-ee1f-4d19-a868-b71ca72513bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5af69501-dfec-48ca-b38c-7fef3814deb1' class='xr-var-data-in' type='checkbox'><label for='data-5af69501-dfec-48ca-b38c-7fef3814deb1' 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>standard_name :</span></dt><dd>grid_x_distance_at_u_vector_point</dd><dt><span>long_name :</span></dt><dd>Grid x distance at u vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>185</dd></dl></div><pre class='xr-var-data'>array([[[[13206.138, 13204.21 , 13207.393, ..., 13207.621, 13206.138,\n",
+ " 13204.21 ],\n",
+ " [13539.169, 13534.606, 13540.714, ..., 13539.777, 13539.169,\n",
+ " 13534.606],\n",
+ " [13881.007, 13878.856, 13873.048, ..., 13879.098, 13881.007,\n",
+ " 13878.856],\n",
+ " ...,\n",
+ " [35625.11 , 35625.25 , 35622.055, ..., 35627.484, 35625.11 ,\n",
+ " 35625.25 ],\n",
+ " [34741.508, 34740.098, 34739.31 , ..., 34742.824, 34741.508,\n",
+ " 34740.098],\n",
+ " [34741.508, 34740.098, 34739.31 , ..., 34742.824, 34741.508,\n",
+ " 34740.098]]]], dtype=float32)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlyu</span></div><div class='xr-var-dims'>(time, depth, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>13121.982 13128.638 ... 34953.965</div><input id='attrs-028579b2-da95-43dd-b429-60db87df88d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-028579b2-da95-43dd-b429-60db87df88d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d94b8e35-618a-41bb-b23f-53332e2bc4f0' class='xr-var-data-in' type='checkbox'><label for='data-d94b8e35-618a-41bb-b23f-53332e2bc4f0' 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>standard_name :</span></dt><dd>grid_y_distance_at_u_vector_point</dd><dt><span>long_name :</span></dt><dd>Grid y distance at u vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>186</dd></dl></div><pre class='xr-var-data'>array([[[[13121.982 , 13128.638 , 13125.1875, ..., 13127.535 ,\n",
+ " 13121.982 , 13128.638 ],\n",
+ " [13457.948 , 13452.542 , 13456.689 , ..., 13453.401 ,\n",
+ " 13457.948 , 13452.542 ],\n",
+ " [13794.054 , 13796.658 , 13791.524 , ..., 13796.254 ,\n",
+ " 13794.054 , 13796.658 ],\n",
+ " ...,\n",
+ " [35841.566 , 35838.36 , 35842.7 , ..., 35846.58 ,\n",
+ " 35841.566 , 35838.36 ],\n",
+ " [34957.145 , 34953.965 , 34951.316 , ..., 34952.402 ,\n",
+ " 34957.145 , 34953.965 ],\n",
+ " [34957.145 , 34953.965 , 34951.316 , ..., 34952.402 ,\n",
+ " 34957.145 , 34953.965 ]]]], dtype=float32)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>ddue</span></div><div class='xr-var-dims'>(time, depth_2, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-bbc3ff75-0a85-488a-ab14-0f390afa1436' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bbc3ff75-0a85-488a-ab14-0f390afa1436' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e483c44-20fc-44e1-aeb0-fdf04e74f6ff' class='xr-var-data-in' type='checkbox'><label for='data-9e483c44-20fc-44e1-aeb0-fdf04e74f6ff' 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>standard_name :</span></dt><dd>ocean_level_thickness_at_v_vector_point</dd><dt><span>long_name :</span></dt><dd>Ocean level thickness at v vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>187</dd></dl></div><pre class='xr-var-data'>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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlxv</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-be3159d6-b941-4835-8522-509d0ee51653' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be3159d6-b941-4835-8522-509d0ee51653' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e26ef6b3-7a2d-485f-96d1-c7719ed61168' class='xr-var-data-in' type='checkbox'><label for='data-e26ef6b3-7a2d-485f-96d1-c7719ed61168' 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>standard_name :</span></dt><dd>grid_x_distance_at_v_vector_point</dd><dt><span>long_name :</span></dt><dd>Grid x distance at v vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>188</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>dlyv</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-b04df6e4-1c70-43e5-87e2-68e2620096a8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b04df6e4-1c70-43e5-87e2-68e2620096a8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5051a93d-306a-4a9e-b4af-3f28946a0b2a' class='xr-var-data-in' type='checkbox'><label for='data-5051a93d-306a-4a9e-b4af-3f28946a0b2a' 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>standard_name :</span></dt><dd>grid_y_distance_at_v_vector_point</dd><dt><span>long_name :</span></dt><dd>Grid y distance at v vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>189</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>alat</span></div><div class='xr-var-dims'>(time, depth, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-e7390024-40c8-408e-9500-8df8a412eddb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e7390024-40c8-408e-9500-8df8a412eddb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7dbba83-0967-4e45-b5b2-873ccb7dc478' class='xr-var-data-in' type='checkbox'><label for='data-c7dbba83-0967-4e45-b5b2-873ccb7dc478' 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>standard_name :</span></dt><dd>latitude_at_pressure_point</dd><dt><span>long_name :</span></dt><dd>Latitude at pressure point</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>code :</span></dt><dd>190</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>alon</span></div><div class='xr-var-dims'>(time, depth, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-a5ba8630-ed9c-4d4c-b2b9-ef2368121f16' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a5ba8630-ed9c-4d4c-b2b9-ef2368121f16' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7c7655bc-c287-4ec2-bb06-28938f23a86b' class='xr-var-data-in' type='checkbox'><label for='data-7c7655bc-c287-4ec2-bb06-28938f23a86b' 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>standard_name :</span></dt><dd>longitude_at_pressure_point</dd><dt><span>long_name :</span></dt><dd>Longitude at pressure point</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>code :</span></dt><dd>191</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>ddpo</span></div><div class='xr-var-dims'>(time, depth_2, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-c1d65207-c27a-4c80-af30-be25d4657a00' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c1d65207-c27a-4c80-af30-be25d4657a00' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7cc3c46f-5cf1-451d-ae9c-50abd72ae0a0' class='xr-var-data-in' type='checkbox'><label for='data-7cc3c46f-5cf1-451d-ae9c-50abd72ae0a0' 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>standard_name :</span></dt><dd>ocean_level_thickness_at_pressure_point</dd><dt><span>long_name :</span></dt><dd>Ocean level thickness at pressure point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>192</dd></dl></div><pre class='xr-var-data'>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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>deuto</span></div><div class='xr-var-dims'>(time, depth, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-f64e26ea-c84c-49f7-bc33-863620bd7773' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f64e26ea-c84c-49f7-bc33-863620bd7773' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73633c84-2ae3-4bef-a603-92238c3ed55d' class='xr-var-data-in' type='checkbox'><label for='data-73633c84-2ae3-4bef-a603-92238c3ed55d' 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>standard_name :</span></dt><dd>depth_at_u_vector_point</dd><dt><span>long_name :</span></dt><dd>Depth at u vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>193</dd></dl></div><pre class='xr-var-data'>array([[[[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]]]], dtype=float32)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>amsue</span></div><div class='xr-var-dims'>(time, depth_2, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-30ff00f7-0acd-4f42-8e77-1cbc26fccbab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-30ff00f7-0acd-4f42-8e77-1cbc26fccbab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-772ec1c7-f464-4b07-bc2a-72bd326c41c5' class='xr-var-data-in' type='checkbox'><label for='data-772ec1c7-f464-4b07-bc2a-72bd326c41c5' 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>standard_name :</span></dt><dd>sea_binary_mask_at_v_vector_point</dd><dt><span>long_name :</span></dt><dd>Sea binary mask at v vector point</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>code :</span></dt><dd>194</dd></dl></div><pre class='xr-var-data'>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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>amsuo</span></div><div class='xr-var-dims'>(time, depth_2, y_3, x_3)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.0 0.0 0.0 ... 0.0 0.0 0.0 0.0</div><input id='attrs-c1429a84-db23-4ff7-9e53-7c9f2ecc3e2d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c1429a84-db23-4ff7-9e53-7c9f2ecc3e2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3a2856ef-e348-4d81-9770-2a567cad99d6' class='xr-var-data-in' type='checkbox'><label for='data-3a2856ef-e348-4d81-9770-2a567cad99d6' 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>standard_name :</span></dt><dd>sea_binary_mask_at_u_vector_point</dd><dt><span>long_name :</span></dt><dd>Sea binary mask at u vector point</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>code :</span></dt><dd>195</dd></dl></div><pre class='xr-var-data'>array([[[[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]],\n",
+ "\n",
+ " [[0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " ...,\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.],\n",
+ " [0., 0., 0., ..., 0., 0., 0.]]]], dtype=float32)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>deute</span></div><div class='xr-var-dims'>(time, depth, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-9b8e12b7-41f4-4d9c-84b2-e61941074966' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9b8e12b7-41f4-4d9c-84b2-e61941074966' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dcb0c4da-78ba-4127-ba7c-8fb0c5243bd5' class='xr-var-data-in' type='checkbox'><label for='data-dcb0c4da-78ba-4127-ba7c-8fb0c5243bd5' 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>standard_name :</span></dt><dd>depth_at_v_vector_point</dd><dt><span>long_name :</span></dt><dd>Depth at v vector point</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>196</dd></dl></div><pre class='xr-var-data'>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)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>thkcello</span></div><div class='xr-var-dims'>(time, depth_2, y_2, x_2)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-e0f583e1-1758-4a86-b9ca-49d3ba70f6bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e0f583e1-1758-4a86-b9ca-49d3ba70f6bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c8db54fa-2dbb-4a97-8d03-f5a92f9caf69' class='xr-var-data-in' type='checkbox'><label for='data-c8db54fa-2dbb-4a97-8d03-f5a92f9caf69' 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>standard_name :</span></dt><dd>cell_thickness</dd><dt><span>long_name :</span></dt><dd>Cell thickness</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>code :</span></dt><dd>197</dd></dl></div><pre class='xr-var-data'>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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " ...,\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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]],\n",
+ "\n",
+ " [[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)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-eec64610-a274-4f6f-a74a-24bb89b0ed2a' class='xr-section-summary-in' type='checkbox' checked><label for='section-eec64610-a274-4f6f-a74a-24bb89b0ed2a' class='xr-section-summary' >Attributes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>CDI :</span></dt><dd>Climate Data Interface version 1.7.0rc3 (http://mpimet.mpg.de/cdi)</dd><dt><span>Conventions :</span></dt><dd>CF-1.4</dd><dt><span>MPIOM :</span></dt><dd>$Revision: mpiom/tags/mpiom-1.6.3p2 4873 $</dd></dl></div></li></ul></div></div>"
+ ],
"text/plain": [
"<xarray.Dataset>\n",
"Dimensions: (depth: 1, depth_2: 40, time: 1, vertices: 4, x: 256, x_2: 256, x_3: 256, x_4: 256, y: 220, y_2: 220, y_3: 220, y_4: 220)\n",
@@ -197,12 +4550,15 @@
" MPIOM: $Revision: mpiom/tags/mpiom-1.6.3p2 4873 $"
]
},
- "execution_count": 8,
+ "execution_count": 30,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
+ "fx = xr.open_dataset('/work/bm1124/m300524/experiments/asp_esmControl_PMassim_3014_T_over_3170/outdata/mpiom/asp_esmControl_PMassim_3014_T_over_3170_mpiom_fx_31700101_31701231.nc',\n",
+ " decode_times=False).load()\n",
+ "\n",
"fx"
]
},
@@ -278,24 +4634,24 @@
},
{
"cell_type": "code",
- "execution_count": 311,
+ "execution_count": 7,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"(Coordinates:\n",
- " lon (y, x) float64 ...\n",
- " lat (y, x) float64 ...\n",
+ " lon (y, x) float64 -47.37 -47.82 -48.26 -48.68 ... 131.3 132.5 133.8\n",
+ " lat (y, x) float64 76.41 76.35 76.29 76.22 ... -77.25 -77.39 -77.54\n",
" depth float64 0.0\n",
- " time object 3170-01-01 00:00:00,\n",
- " OrderedDict([('standard_name', 'grid_x_distance_at_v_vector_point'),\n",
- " ('long_name', 'Grid x distance at v vector point'),\n",
- " ('units', 'm'),\n",
- " ('code', 188)]))"
+ " time float64 0.0,\n",
+ " {'standard_name': 'grid_x_distance_at_v_vector_point',\n",
+ " 'long_name': 'Grid x distance at v vector point',\n",
+ " 'units': 'm',\n",
+ " 'code': 188})"
]
},
- "execution_count": 311,
+ "execution_count": 7,
"metadata": {},
"output_type": "execute_result"
}
@@ -322,7 +4678,7 @@
},
{
"cell_type": "code",
- "execution_count": 54,
+ "execution_count": 7,
"metadata": {},
"outputs": [],
"source": [
@@ -339,7 +4695,7 @@
},
{
"cell_type": "code",
- "execution_count": 55,
+ "execution_count": 8,
"metadata": {},
"outputs": [],
"source": [
@@ -353,7 +4709,7 @@
},
{
"cell_type": "code",
- "execution_count": 141,
+ "execution_count": 9,
"metadata": {},
"outputs": [],
"source": [
@@ -363,11 +4719,354 @@
},
{
"cell_type": "code",
- "execution_count": 142,
+ "execution_count": 10,
"metadata": {},
"outputs": [
{
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+ " grid-column: 4;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name,\n",
+ ".xr-var-dims,\n",
+ ".xr-var-dtype,\n",
+ ".xr-preview,\n",
+ ".xr-attrs dt {\n",
+ " white-space: nowrap;\n",
+ " overflow: hidden;\n",
+ " text-overflow: ellipsis;\n",
+ " padding-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name:hover,\n",
+ ".xr-var-dims:hover,\n",
+ ".xr-var-dtype:hover,\n",
+ ".xr-attrs dt:hover {\n",
+ " overflow: visible;\n",
+ " width: auto;\n",
+ " z-index: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " display: none;\n",
+ " background-color: var(--xr-background-color) !important;\n",
+ " padding-bottom: 5px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+ ".xr-var-data-in:checked ~ .xr-var-data {\n",
+ " display: block;\n",
+ "}\n",
+ "\n",
+ ".xr-var-data > table {\n",
+ " float: right;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name span,\n",
+ ".xr-var-data,\n",
+ ".xr-attrs {\n",
+ " padding-left: 25px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs,\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " grid-column: 1 / -1;\n",
+ "}\n",
+ "\n",
+ "dl.xr-attrs {\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ " display: grid;\n",
+ " grid-template-columns: 125px auto;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt, dd {\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ " float: left;\n",
+ " padding-right: 10px;\n",
+ " width: auto;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt {\n",
+ " font-weight: normal;\n",
+ " grid-column: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt:hover span {\n",
+ " display: inline-block;\n",
+ " background: var(--xr-background-color);\n",
+ " padding-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dd {\n",
+ " grid-column: 2;\n",
+ " white-space: pre-wrap;\n",
+ " word-break: break-all;\n",
+ "}\n",
+ "\n",
+ ".xr-icon-database,\n",
+ ".xr-icon-file-text2 {\n",
+ " display: inline-block;\n",
+ " vertical-align: middle;\n",
+ " width: 1em;\n",
+ " height: 1.5em !important;\n",
+ " stroke-width: 0;\n",
+ " stroke: currentColor;\n",
+ " fill: currentColor;\n",
+ "}\n",
+ "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'depth_2'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>depth_2</span>: 40</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a34b296e-3e31-42e3-9fad-e947d8131e33' class='xr-array-in' type='checkbox' ><label for='section-a34b296e-3e31-42e3-9fad-e947d8131e33' 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>0.0 12.0 22.0 32.0 42.0 ... 3.97e+03 4.42e+03 4.92e+03 5.42e+03</span></div><pre class='xr-array-data'>array([ 0., 12., 22., 32., 42., 52., 62., 75., 90., 110.,\n",
+ " 135., 165., 200., 240., 285., 335., 390., 450., 520., 600.,\n",
+ " 690., 790., 900., 1020., 1150., 1290., 1440., 1610., 1790., 1980.,\n",
+ " 2180., 2400., 2650., 2920., 3220., 3570., 3970., 4420., 4920., 5420.])</pre></div></li><li class='xr-section-item'><input id='section-2c08d194-618d-4130-af53-2f1b1609b2ec' class='xr-section-summary-in' type='checkbox' checked><label for='section-2c08d194-618d-4130-af53-2f1b1609b2ec' class='xr-section-summary' >Coordinates: <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-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-f5a460a5-c922-4354-a382-da7b62e0bacc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f5a460a5-c922-4354-a382-da7b62e0bacc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-afcb3577-dced-4b67-8870-86f9235a30e5' class='xr-var-data-in' type='checkbox'><label for='data-afcb3577-dced-4b67-8870-86f9235a30e5' 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>standard_name :</span></dt><dd>time</dd><dt><span>units :</span></dt><dd>hours since 3170-01-01 00:00:00</dd><dt><span>calendar :</span></dt><dd>proleptic_gregorian</dd></dl></div><pre class='xr-var-data'>array(0.)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>depth_2</span></div><div class='xr-var-dims'>(depth_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 12.0 22.0 ... 4.92e+03 5.42e+03</div><input id='attrs-bffaecbc-3da8-429d-9ac3-309174a5f088' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bffaecbc-3da8-429d-9ac3-309174a5f088' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca227dbc-7917-402b-9f04-dba0071246d1' class='xr-var-data-in' type='checkbox'><label for='data-ca227dbc-7917-402b-9f04-dba0071246d1' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array([ 0., 12., 22., 32., 42., 52., 62., 75., 90., 110.,\n",
+ " 135., 165., 200., 240., 285., 335., 390., 450., 520., 600.,\n",
+ " 690., 790., 900., 1020., 1150., 1290., 1440., 1610., 1790., 1980.,\n",
+ " 2180., 2400., 2650., 2920., 3220., 3570., 3970., 4420., 4920., 5420.])</pre></li></ul></div></li><li class='xr-section-item'><input id='section-194b72b9-e2cf-47bb-bc9c-dac24e7ee2ab' class='xr-section-summary-in' type='checkbox' checked><label for='section-194b72b9-e2cf-47bb-bc9c-dac24e7ee2ab' class='xr-section-summary' >Attributes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div></li></ul></div></div>"
+ ],
"text/plain": [
"<xarray.DataArray 'depth_2' (depth_2: 40)>\n",
"array([ 0., 12., 22., 32., 42., 52., 62., 75., 90., 110.,\n",
@@ -385,7 +5084,7 @@
" axis: Z"
]
},
- "execution_count": 142,
+ "execution_count": 10,
"metadata": {},
"output_type": "execute_result"
}
@@ -396,11 +5095,356 @@
},
{
"cell_type": "code",
- "execution_count": 143,
+ "execution_count": 11,
"metadata": {},
"outputs": [
{
"data": {
+ "text/html": [
+ "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
+ "<defs>\n",
+ "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
+ "<title>Show/Hide data repr</title>\n",
+ "<path d=\"M16 0c-8.837 0-16 2.239-16 5v4c0 2.761 7.163 5 16 5s16-2.239 16-5v-4c0-2.761-7.163-5-16-5z\"></path>\n",
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+ "</symbol>\n",
+ "<symbol id=\"icon-file-text2\" viewBox=\"0 0 32 32\">\n",
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+ "<path d=\"M28.681 7.159c-0.694-0.947-1.662-2.053-2.724-3.116s-2.169-2.030-3.116-2.724c-1.612-1.182-2.393-1.319-2.841-1.319h-15.5c-1.378 0-2.5 1.121-2.5 2.5v27c0 1.378 1.122 2.5 2.5 2.5h23c1.378 0 2.5-1.122 2.5-2.5v-19.5c0-0.448-0.137-1.23-1.319-2.841zM24.543 5.457c0.959 0.959 1.712 1.825 2.268 2.543h-4.811v-4.811c0.718 0.556 1.584 1.309 2.543 2.268zM28 29.5c0 0.271-0.229 0.5-0.5 0.5h-23c-0.271 0-0.5-0.229-0.5-0.5v-27c0-0.271 0.229-0.5 0.5-0.5 0 0 15.499-0 15.5 0v7c0 0.552 0.448 1 1 1h7v19.5z\"></path>\n",
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+ "</defs>\n",
+ "</svg>\n",
+ "<style>/* CSS stylesheet for displaying xarray objects in jupyterlab.\n",
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+ " */\n",
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+ ".xr-header > div,\n",
+ ".xr-header > ul {\n",
+ " display: inline;\n",
+ " margin-top: 0;\n",
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+ "\n",
+ ".xr-obj-type,\n",
+ ".xr-array-name {\n",
+ " margin-left: 2px;\n",
+ " margin-right: 10px;\n",
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+ "\n",
+ ".xr-obj-type {\n",
+ " color: var(--xr-font-color2);\n",
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+ ".xr-sections {\n",
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+ "\n",
+ ".xr-section-item {\n",
+ " display: contents;\n",
+ "}\n",
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+ ".xr-section-item input {\n",
+ " display: none;\n",
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+ "\n",
+ ".xr-section-item input + label {\n",
+ " color: var(--xr-disabled-color);\n",
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+ ".xr-section-item input:enabled + label {\n",
+ " cursor: pointer;\n",
+ " color: var(--xr-font-color2);\n",
+ "}\n",
+ "\n",
+ ".xr-section-item input:enabled + label:hover {\n",
+ " color: var(--xr-font-color0);\n",
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+ "\n",
+ ".xr-section-summary {\n",
+ " grid-column: 1;\n",
+ " color: var(--xr-font-color2);\n",
+ " font-weight: 500;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary > span {\n",
+ " display: inline-block;\n",
+ " padding-left: 0.5em;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:disabled + label {\n",
+ " color: var(--xr-font-color2);\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in + label:before {\n",
+ " display: inline-block;\n",
+ " content: 'â–º';\n",
+ " font-size: 11px;\n",
+ " width: 15px;\n",
+ " text-align: center;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:disabled + label:before {\n",
+ " color: var(--xr-disabled-color);\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:checked + label:before {\n",
+ " content: 'â–¼';\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:checked + label > span {\n",
+ " display: none;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary,\n",
+ ".xr-section-inline-details {\n",
+ " padding-top: 4px;\n",
+ " padding-bottom: 4px;\n",
+ "}\n",
+ "\n",
+ ".xr-section-inline-details {\n",
+ " grid-column: 2 / -1;\n",
+ "}\n",
+ "\n",
+ ".xr-section-details {\n",
+ " display: none;\n",
+ " grid-column: 1 / -1;\n",
+ " margin-bottom: 5px;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+ " display: contents;\n",
+ "}\n",
+ "\n",
+ ".xr-array-wrap {\n",
+ " grid-column: 1 / -1;\n",
+ " display: grid;\n",
+ " grid-template-columns: 20px auto;\n",
+ "}\n",
+ "\n",
+ ".xr-array-wrap > label {\n",
+ " grid-column: 1;\n",
+ " vertical-align: top;\n",
+ "}\n",
+ "\n",
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+ " color: var(--xr-font-color3);\n",
+ "}\n",
+ "\n",
+ ".xr-array-preview,\n",
+ ".xr-array-data {\n",
+ " padding: 0 5px !important;\n",
+ " grid-column: 2;\n",
+ "}\n",
+ "\n",
+ ".xr-array-data,\n",
+ ".xr-array-in:checked ~ .xr-array-preview {\n",
+ " display: none;\n",
+ "}\n",
+ "\n",
+ ".xr-array-in:checked ~ .xr-array-data,\n",
+ ".xr-array-preview {\n",
+ " display: inline-block;\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list {\n",
+ " display: inline-block !important;\n",
+ " list-style: none;\n",
+ " padding: 0 !important;\n",
+ " margin: 0;\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list li {\n",
+ " display: inline-block;\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list:before {\n",
+ " content: '(';\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list:after {\n",
+ " content: ')';\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list li:not(:last-child):after {\n",
+ " content: ',';\n",
+ " padding-right: 5px;\n",
+ "}\n",
+ "\n",
+ ".xr-has-index {\n",
+ " font-weight: bold;\n",
+ "}\n",
+ "\n",
+ ".xr-var-list,\n",
+ ".xr-var-item {\n",
+ " display: contents;\n",
+ "}\n",
+ "\n",
+ ".xr-var-item > div,\n",
+ ".xr-var-item label,\n",
+ ".xr-var-item > .xr-var-name span {\n",
+ " background-color: var(--xr-background-color-row-even);\n",
+ " margin-bottom: 0;\n",
+ "}\n",
+ "\n",
+ ".xr-var-item > .xr-var-name:hover span {\n",
+ " padding-right: 5px;\n",
+ "}\n",
+ "\n",
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+ ".xr-var-list > li:nth-child(odd) > label,\n",
+ ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+ " background-color: var(--xr-background-color-row-odd);\n",
+ "}\n",
+ "\n",
+ ".xr-var-name {\n",
+ " grid-column: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-var-dims {\n",
+ " grid-column: 2;\n",
+ "}\n",
+ "\n",
+ ".xr-var-dtype {\n",
+ " grid-column: 3;\n",
+ " text-align: right;\n",
+ " color: var(--xr-font-color2);\n",
+ "}\n",
+ "\n",
+ ".xr-var-preview {\n",
+ " grid-column: 4;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name,\n",
+ ".xr-var-dims,\n",
+ ".xr-var-dtype,\n",
+ ".xr-preview,\n",
+ ".xr-attrs dt {\n",
+ " white-space: nowrap;\n",
+ " overflow: hidden;\n",
+ " text-overflow: ellipsis;\n",
+ " padding-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name:hover,\n",
+ ".xr-var-dims:hover,\n",
+ ".xr-var-dtype:hover,\n",
+ ".xr-attrs dt:hover {\n",
+ " overflow: visible;\n",
+ " width: auto;\n",
+ " z-index: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " display: none;\n",
+ " background-color: var(--xr-background-color) !important;\n",
+ " padding-bottom: 5px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+ ".xr-var-data-in:checked ~ .xr-var-data {\n",
+ " display: block;\n",
+ "}\n",
+ "\n",
+ ".xr-var-data > table {\n",
+ " float: right;\n",
+ "}\n",
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+ ".xr-var-name span,\n",
+ ".xr-var-data,\n",
+ ".xr-attrs {\n",
+ " padding-left: 25px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs,\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " grid-column: 1 / -1;\n",
+ "}\n",
+ "\n",
+ "dl.xr-attrs {\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ " display: grid;\n",
+ " grid-template-columns: 125px auto;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt, dd {\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ " float: left;\n",
+ " padding-right: 10px;\n",
+ " width: auto;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt {\n",
+ " font-weight: normal;\n",
+ " grid-column: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt:hover span {\n",
+ " display: inline-block;\n",
+ " background: var(--xr-background-color);\n",
+ " padding-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dd {\n",
+ " grid-column: 2;\n",
+ " white-space: pre-wrap;\n",
+ " word-break: break-all;\n",
+ "}\n",
+ "\n",
+ ".xr-icon-database,\n",
+ ".xr-icon-file-text2 {\n",
+ " display: inline-block;\n",
+ " vertical-align: middle;\n",
+ " width: 1em;\n",
+ " height: 1.5em !important;\n",
+ " stroke-width: 0;\n",
+ " stroke: currentColor;\n",
+ " fill: currentColor;\n",
+ "}\n",
+ "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'depth'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>depth</span>: 40</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-38941eb0-f48a-43c2-aee1-e1d313f6e432' class='xr-array-in' type='checkbox' ><label for='section-38941eb0-f48a-43c2-aee1-e1d313f6e432' 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>6.0 17.0 27.0 37.0 47.0 ... 4.195e+03 4.67e+03 5.17e+03 5.72e+03</span></div><pre class='xr-array-data'>array([ 6. , 17. , 27. , 37. , 47. , 57. , 68.5, 82.5, 100. ,\n",
+ " 122.5, 150. , 182.5, 220. , 262.5, 310. , 362.5, 420. , 485. ,\n",
+ " 560. , 645. , 740. , 845. , 960. , 1085. , 1220. , 1365. , 1525. ,\n",
+ " 1700. , 1885. , 2080. , 2290. , 2525. , 2785. , 3070. , 3395. , 3770. ,\n",
+ " 4195. , 4670. , 5170. , 5720. ])</pre></div></li><li class='xr-section-item'><input id='section-8918fd1f-102a-4647-9831-7118575a88df' class='xr-section-summary-in' type='checkbox' checked><label for='section-8918fd1f-102a-4647-9831-7118575a88df' class='xr-section-summary' >Coordinates: <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-var-name'><span class='xr-has-index'>depth</span></div><div class='xr-var-dims'>(depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.0 17.0 27.0 ... 5.17e+03 5.72e+03</div><input id='attrs-67a9bbee-e5b1-4bf1-bece-329ff38fc40e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-67a9bbee-e5b1-4bf1-bece-329ff38fc40e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae8c2bd2-4a77-4c4e-b3c9-f2f240d66cb1' class='xr-var-data-in' type='checkbox'><label for='data-ae8c2bd2-4a77-4c4e-b3c9-f2f240d66cb1' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array([ 6. , 17. , 27. , 37. , 47. , 57. , 68.5, 82.5, 100. ,\n",
+ " 122.5, 150. , 182.5, 220. , 262.5, 310. , 362.5, 420. , 485. ,\n",
+ " 560. , 645. , 740. , 845. , 960. , 1085. , 1220. , 1365. , 1525. ,\n",
+ " 1700. , 1885. , 2080. , 2290. , 2525. , 2785. , 3070. , 3395. , 3770. ,\n",
+ " 4195. , 4670. , 5170. , 5720. ])</pre></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-a1cff1d1-441b-4cdd-ac6e-49ddb9137ad7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a1cff1d1-441b-4cdd-ac6e-49ddb9137ad7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b9e4081-05ec-4fb7-8e24-4ff2e27746e0' class='xr-var-data-in' type='checkbox'><label for='data-0b9e4081-05ec-4fb7-8e24-4ff2e27746e0' 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>standard_name :</span></dt><dd>time</dd><dt><span>units :</span></dt><dd>hours since 3170-01-01 00:00:00</dd><dt><span>calendar :</span></dt><dd>proleptic_gregorian</dd></dl></div><pre class='xr-var-data'>array(0.)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-ffecc014-18f9-49eb-b6ca-029cc73adb39' class='xr-section-summary-in' type='checkbox' checked><label for='section-ffecc014-18f9-49eb-b6ca-029cc73adb39' class='xr-section-summary' >Attributes: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div></li></ul></div></div>"
+ ],
"text/plain": [
"<xarray.DataArray 'depth' (depth: 40)>\n",
"array([ 6. , 17. , 27. , 37. , 47. , 57. , 68.5, 82.5, 100. ,\n",
@@ -419,7 +5463,7 @@
" axis: Z"
]
},
- "execution_count": 143,
+ "execution_count": 11,
"metadata": {},
"output_type": "execute_result"
}
@@ -430,7 +5474,7 @@
},
{
"cell_type": "code",
- "execution_count": 144,
+ "execution_count": 12,
"metadata": {},
"outputs": [],
"source": [
@@ -447,7 +5491,7 @@
},
{
"cell_type": "code",
- "execution_count": 145,
+ "execution_count": 13,
"metadata": {},
"outputs": [],
"source": [
@@ -460,7 +5504,7 @@
},
{
"cell_type": "code",
- "execution_count": 146,
+ "execution_count": 14,
"metadata": {},
"outputs": [
{
@@ -490,7 +5534,7 @@
},
{
"cell_type": "code",
- "execution_count": 70,
+ "execution_count": 15,
"metadata": {},
"outputs": [
{
@@ -499,7 +5543,7 @@
"(('depth', 'y_g', 'x'), ('depth', 'y', 'x_g'), ('depth', 'y', 'x'))"
]
},
- "execution_count": 70,
+ "execution_count": 15,
"metadata": {},
"output_type": "execute_result"
}
@@ -511,7 +5555,7 @@
},
{
"cell_type": "code",
- "execution_count": 148,
+ "execution_count": 16,
"metadata": {},
"outputs": [
{
@@ -557,10 +5601,11 @@
},
{
"cell_type": "code",
- "execution_count": 212,
+ "execution_count": 17,
"metadata": {},
"outputs": [],
"source": [
+ "#before\n",
"coords={'X':{'center':'x', 'left':'x_g'},\n",
" 'Y':{'center':'y', 'left':'y_g'}, \n",
" 'Z':{'center':'depth', 'left':'depth_2'}}\n",
@@ -581,7 +5626,32 @@
},
{
"cell_type": "code",
- "execution_count": 213,
+ "execution_count": 116,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "# new\n",
+ "coords={'X':{'center':'x', 'right':'x_g'},\n",
+ " 'Y':{'center':'y', 'left':'y_g'}, \n",
+ " 'Z':{'center':'depth', 'left':'depth_2'}}\n",
+ "\n",
+ "metrics = {\n",
+ " ('X',): ['dlxu', 'dlxv', 'dlxp', 'dlxpsi'], # MPIOM fxr X distances\n",
+ " #('X',): ['dxC', 'dxG'], # mitgxm X distances\n",
+ " ('Y',): ['dlyv', 'dlyu','dlyp', 'dlypsi'], # MPIOM fxr distances\n",
+ " #('Y',): ['dyC', 'dyG'], # mitgxm Y distances\n",
+ " ('Z',): ['dduo', 'ddue', 'ddpo'], # MPIOM fxr Z distances\n",
+ " #('Z',): ['drW', 'drS', 'drC'], # mitgxm Z distances\n",
+ " ('X', 'Y'): ['apxy', 'avxy', 'auxy'], # MPIOM fxr xy areas\n",
+ " #('X', 'Y'): ['rA', 'rAz', 'rAs', 'rAw'] # mitgxm Areas\n",
+ " ('X', 'Z'): ['apxz', 'avxz', 'auxz'], # MPIOM fxr xz areas\n",
+ " ('Y', 'Z'): ['apyz', 'avyz', 'auyz'] # MPIOM fxr yz areas\n",
+ "}"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 118,
"metadata": {},
"outputs": [
{
@@ -589,9 +5659,9 @@
"text/plain": [
"<xgcm.Grid>\n",
"X Axis (periodic):\n",
- " * center x --> left\n",
- " * left x_g --> center\n",
- "Y Axis (periodic):\n",
+ " * center x --> right\n",
+ " * right x_g --> center\n",
+ "Y Axis (not periodic):\n",
" * center y --> left\n",
" * left y_g --> center\n",
"Z Axis (not periodic):\n",
@@ -599,13 +5669,141 @@
" * left depth_2 --> center"
]
},
- "execution_count": 213,
+ "execution_count": 118,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "grid = Grid(fxr, metrics=metrics,coords=coords, periodic=['X'])\n",
+ "grid"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 115,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<xgcm.Grid>\n",
+ "X Axis (periodic):\n",
+ " * center x --> right\n",
+ " * right x_right --> center\n",
+ "Y Axis (periodic):\n",
+ " * center y --> left\n",
+ " * left y_left --> center"
+ ]
+ },
+ "execution_count": 115,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "grid"
+ ]
+ },
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# easy setup with cmip6_preprocessing"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 23,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "from cmip6_preprocessing.grids import combine_staggered_grid\n",
+ "from cmip6_preprocessing.preprocessing import combined_preprocessing"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 34,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "ds.attrs['source_id'] = 'MPI-ESM1-2-HR'\n",
+ "ds.attrs['grid_label'] = 'gn'"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 98,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "Coordinates:\n",
+ " lon (y, x) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " lat_3 (y_3, x_3) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " lat (y, x) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " lon_3 (y_3, x_3) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " lat_2 (y_2, x_2) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " lon_2 (y_2, x_2) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " depth_2 float64 0.0\n",
+ " depth float64 6.0\n",
+ " * time (time) object 3170-01-31 23:15:00 ... 3179-12-31 23:15:00\n",
+ " * vertex (vertex) int64 0 1 2 3\n",
+ " * x (x) float64 1.128 2.285 3.446 4.609 ... 356.5 357.7 358.8 360.0\n",
+ " * x_2 (x_2) int64 0 1 2 3 4 5 6 7 8 ... 248 249 250 251 252 253 254 255\n",
+ " * x_3 (x_3) int64 0 1 2 3 4 5 6 7 8 ... 248 249 250 251 252 253 254 255\n",
+ " * y (y) float64 -72.02 -71.72 -71.41 -71.1 ... 72.56 72.56 72.57 72.57\n",
+ " * y_2 (y_2) int64 0 1 2 3 4 5 6 7 8 ... 212 213 214 215 216 217 218 219\n",
+ " * y_3 (y_3) int64 0 1 2 3 4 5 6 7 8 ... 212 213 214 215 216 217 218 219"
+ ]
+ },
+ "execution_count": 98,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
- "grid = Grid(fxr, metrics=metrics,coords=coords, periodic=['X','Y'])\n",
+ "ds2 = combined_preprocessing(ds.isel(depth=0,depth_2=0))"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 81,
+ "metadata": {},
+ "outputs": [
+ {
+ "ename": "AttributeError",
+ "evalue": "'Dataset' object has no attribute 'lon_verticies'",
+ "output_type": "error",
+ "traceback": [
+ "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
+ "\u001b[0;31mAttributeError\u001b[0m Traceback (most recent call last)",
+ "\u001b[0;32m<ipython-input-81-efb3c2f16c6f>\u001b[0m in \u001b[0;36m<module>\u001b[0;34m\u001b[0m\n\u001b[0;32m----> 1\u001b[0;31m \u001b[0mgrid\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mds3\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mcombine_staggered_grid\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mds2\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0mrecalculate_metrics\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0;32mTrue\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 2\u001b[0m \u001b[0mgrid\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/cmip6_preprocessing/grids.py\u001b[0m in \u001b[0;36mcombine_staggered_grid\u001b[0;34m(ds_base, other_ds, recalculate_metrics, grid_dict, **kwargs)\u001b[0m\n\u001b[1;32m 480\u001b[0m \u001b[0;31m# I might be able to refine this more to e.g. allow axes that are not recreated.\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 481\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0;32m--> 482\u001b[0;31m \u001b[0mds_g\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mmetrics_dict\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mrecreate_metrics\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mds_g\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mgrid\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 483\u001b[0m \u001b[0;31m# this might fail in circumstances, where the\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 484\u001b[0m \u001b[0mgrid_kwargs\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0;34m\"metrics\"\u001b[0m\u001b[0;34m]\u001b[0m \u001b[0;34m=\u001b[0m \u001b[0mmetrics_dict\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/cmip6_preprocessing/grids.py\u001b[0m in \u001b[0;36mrecreate_metrics\u001b[0;34m(ds, grid)\u001b[0m\n\u001b[1;32m 222\u001b[0m \u001b[0;31m# infer dx at the corner point\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 223\u001b[0m lon0, lon1 = grid.axes[\"X\"]._get_neighbor_data_pairs(\n\u001b[0;32m--> 224\u001b[0;31m \u001b[0m_interp_vertex_to_bounds\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mds\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mlon_verticies\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mload\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0;34m\"y\"\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 225\u001b[0m \u001b[0;34m.\u001b[0m\u001b[0misel\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mbnds\u001b[0m\u001b[0;34m=\u001b[0m\u001b[0mns_bound_idx\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 226\u001b[0m \u001b[0;34m.\u001b[0m\u001b[0msqueeze\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m,\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;32m/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/xarray/core/common.py\u001b[0m in \u001b[0;36m__getattr__\u001b[0;34m(self, name)\u001b[0m\n\u001b[1;32m 231\u001b[0m \u001b[0;32mreturn\u001b[0m \u001b[0msource\u001b[0m\u001b[0;34m[\u001b[0m\u001b[0mname\u001b[0m\u001b[0;34m]\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[1;32m 232\u001b[0m raise AttributeError(\n\u001b[0;32m--> 233\u001b[0;31m \u001b[0;34m\"{!r} object has no attribute {!r}\"\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0mformat\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mtype\u001b[0m\u001b[0;34m(\u001b[0m\u001b[0mself\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m.\u001b[0m\u001b[0m__name__\u001b[0m\u001b[0;34m,\u001b[0m \u001b[0mname\u001b[0m\u001b[0;34m)\u001b[0m\u001b[0;34m\u001b[0m\u001b[0;34m\u001b[0m\u001b[0m\n\u001b[0m\u001b[1;32m 234\u001b[0m )\n\u001b[1;32m 235\u001b[0m \u001b[0;34m\u001b[0m\u001b[0m\n",
+ "\u001b[0;31mAttributeError\u001b[0m: 'Dataset' object has no attribute 'lon_verticies'"
+ ]
+ }
+ ],
+ "source": [
+ "grid, ds3 = combine_staggered_grid(ds2,recalculate_metrics=True)\n",
"grid"
]
},
@@ -633,7 +5831,7 @@
},
{
"cell_type": "code",
- "execution_count": 151,
+ "execution_count": 122,
"metadata": {},
"outputs": [],
"source": [
@@ -652,7 +5850,7 @@
},
{
"cell_type": "code",
- "execution_count": 152,
+ "execution_count": 123,
"metadata": {},
"outputs": [
{
@@ -688,11 +5886,20 @@
},
{
"cell_type": "code",
- "execution_count": 153,
+ "execution_count": 125,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "boundary='extend'"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 170,
"metadata": {},
"outputs": [],
"source": [
- "div_uv = (grid.diff(u_transport,'X') - grid.diff(v_transport,'Y')) / fxr.avxy"
+ "div_uv = (grid.diff(u_transport,'X') - grid.diff(v_transport,'Y', boundary=boundary)) / fxr.avxy"
]
},
{
@@ -703,6 +5910,38 @@
"NOTE: This looks different!"
]
},
+ {
+ "cell_type": "code",
+ "execution_count": 140,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<matplotlib.collections.QuadMesh at 0x2dac901c2590>"
+ ]
+ },
+ "execution_count": 140,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
+ "image/png": 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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 2 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "div_uv.isel(y=slice(70,None)).isel(time=0,depth=3).plot(**pa)"
+ ]
+ },
{
"cell_type": "code",
"execution_count": 154,
@@ -738,9 +5977,20 @@
},
{
"cell_type": "code",
- "execution_count": null,
+ "execution_count": 142,
"metadata": {},
- "outputs": [],
+ "outputs": [
+ {
+ "data": {
+ "text/plain": [
+ "<module 'xgcm' from '/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/xgcm/__init__.py'>"
+ ]
+ },
+ "execution_count": 142,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
"source": []
},
{
@@ -762,11 +6012,11 @@
},
{
"cell_type": "code",
- "execution_count": 155,
+ "execution_count": 171,
"metadata": {},
"outputs": [],
"source": [
- "zeta = (-grid.diff(dsr.uo, 'Y') + grid.diff(dsr.vo, 'X'))/fxr.apsixy"
+ "zeta = (-grid.diff(dsr.uo, 'Y', boundary=boundary) + grid.diff(dsr.vo, 'X'))/fxr.apsixy"
]
},
{
@@ -780,7 +6030,7 @@
},
{
"cell_type": "code",
- "execution_count": 156,
+ "execution_count": 144,
"metadata": {},
"outputs": [
{
@@ -789,7 +6039,7 @@
"('time', 'depth', 'y_g', 'x_g')"
]
},
- "execution_count": 156,
+ "execution_count": 144,
"metadata": {},
"output_type": "execute_result"
}
@@ -800,7 +6050,7 @@
},
{
"cell_type": "code",
- "execution_count": 157,
+ "execution_count": 145,
"metadata": {},
"outputs": [
{
@@ -809,7 +6059,7 @@
"(('depth', 'y', 'x_g'), ('depth', 'y_g', 'x'), ('depth', 'y', 'x'))"
]
},
- "execution_count": 157,
+ "execution_count": 145,
"metadata": {},
"output_type": "execute_result"
}
@@ -820,11 +6070,355 @@
},
{
"cell_type": "code",
- "execution_count": 194,
+ "execution_count": 146,
"metadata": {},
"outputs": [
{
"data": {
+ "text/html": [
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+ " --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
+ " --xr-background-color: var(--jp-layout-color0, white);\n",
+ " --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
+ " --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
+ "}\n",
+ "\n",
+ ".xr-wrap {\n",
+ " min-width: 300px;\n",
+ " max-width: 700px;\n",
+ "}\n",
+ "\n",
+ ".xr-header {\n",
+ " padding-top: 6px;\n",
+ " padding-bottom: 6px;\n",
+ " margin-bottom: 4px;\n",
+ " border-bottom: solid 1px var(--xr-border-color);\n",
+ "}\n",
+ "\n",
+ ".xr-header > div,\n",
+ ".xr-header > ul {\n",
+ " display: inline;\n",
+ " margin-top: 0;\n",
+ " margin-bottom: 0;\n",
+ "}\n",
+ "\n",
+ ".xr-obj-type,\n",
+ ".xr-array-name {\n",
+ " margin-left: 2px;\n",
+ " margin-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-obj-type {\n",
+ " color: var(--xr-font-color2);\n",
+ "}\n",
+ "\n",
+ ".xr-sections {\n",
+ " padding-left: 0 !important;\n",
+ " display: grid;\n",
+ " grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
+ "}\n",
+ "\n",
+ ".xr-section-item {\n",
+ " display: contents;\n",
+ "}\n",
+ "\n",
+ ".xr-section-item input {\n",
+ " display: none;\n",
+ "}\n",
+ "\n",
+ ".xr-section-item input + label {\n",
+ " color: var(--xr-disabled-color);\n",
+ "}\n",
+ "\n",
+ ".xr-section-item input:enabled + label {\n",
+ " cursor: pointer;\n",
+ " color: var(--xr-font-color2);\n",
+ "}\n",
+ "\n",
+ ".xr-section-item input:enabled + label:hover {\n",
+ " color: var(--xr-font-color0);\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary {\n",
+ " grid-column: 1;\n",
+ " color: var(--xr-font-color2);\n",
+ " font-weight: 500;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary > span {\n",
+ " display: inline-block;\n",
+ " padding-left: 0.5em;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:disabled + label {\n",
+ " color: var(--xr-font-color2);\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in + label:before {\n",
+ " display: inline-block;\n",
+ " content: 'â–º';\n",
+ " font-size: 11px;\n",
+ " width: 15px;\n",
+ " text-align: center;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:disabled + label:before {\n",
+ " color: var(--xr-disabled-color);\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:checked + label:before {\n",
+ " content: 'â–¼';\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:checked + label > span {\n",
+ " display: none;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary,\n",
+ ".xr-section-inline-details {\n",
+ " padding-top: 4px;\n",
+ " padding-bottom: 4px;\n",
+ "}\n",
+ "\n",
+ ".xr-section-inline-details {\n",
+ " grid-column: 2 / -1;\n",
+ "}\n",
+ "\n",
+ ".xr-section-details {\n",
+ " display: none;\n",
+ " grid-column: 1 / -1;\n",
+ " margin-bottom: 5px;\n",
+ "}\n",
+ "\n",
+ ".xr-section-summary-in:checked ~ .xr-section-details {\n",
+ " display: contents;\n",
+ "}\n",
+ "\n",
+ ".xr-array-wrap {\n",
+ " grid-column: 1 / -1;\n",
+ " display: grid;\n",
+ " grid-template-columns: 20px auto;\n",
+ "}\n",
+ "\n",
+ ".xr-array-wrap > label {\n",
+ " grid-column: 1;\n",
+ " vertical-align: top;\n",
+ "}\n",
+ "\n",
+ ".xr-preview {\n",
+ " color: var(--xr-font-color3);\n",
+ "}\n",
+ "\n",
+ ".xr-array-preview,\n",
+ ".xr-array-data {\n",
+ " padding: 0 5px !important;\n",
+ " grid-column: 2;\n",
+ "}\n",
+ "\n",
+ ".xr-array-data,\n",
+ ".xr-array-in:checked ~ .xr-array-preview {\n",
+ " display: none;\n",
+ "}\n",
+ "\n",
+ ".xr-array-in:checked ~ .xr-array-data,\n",
+ ".xr-array-preview {\n",
+ " display: inline-block;\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list {\n",
+ " display: inline-block !important;\n",
+ " list-style: none;\n",
+ " padding: 0 !important;\n",
+ " margin: 0;\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list li {\n",
+ " display: inline-block;\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list:before {\n",
+ " content: '(';\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list:after {\n",
+ " content: ')';\n",
+ "}\n",
+ "\n",
+ ".xr-dim-list li:not(:last-child):after {\n",
+ " content: ',';\n",
+ " padding-right: 5px;\n",
+ "}\n",
+ "\n",
+ ".xr-has-index {\n",
+ " font-weight: bold;\n",
+ "}\n",
+ "\n",
+ ".xr-var-list,\n",
+ ".xr-var-item {\n",
+ " display: contents;\n",
+ "}\n",
+ "\n",
+ ".xr-var-item > div,\n",
+ ".xr-var-item label,\n",
+ ".xr-var-item > .xr-var-name span {\n",
+ " background-color: var(--xr-background-color-row-even);\n",
+ " margin-bottom: 0;\n",
+ "}\n",
+ "\n",
+ ".xr-var-item > .xr-var-name:hover span {\n",
+ " padding-right: 5px;\n",
+ "}\n",
+ "\n",
+ ".xr-var-list > li:nth-child(odd) > div,\n",
+ ".xr-var-list > li:nth-child(odd) > label,\n",
+ ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
+ " background-color: var(--xr-background-color-row-odd);\n",
+ "}\n",
+ "\n",
+ ".xr-var-name {\n",
+ " grid-column: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-var-dims {\n",
+ " grid-column: 2;\n",
+ "}\n",
+ "\n",
+ ".xr-var-dtype {\n",
+ " grid-column: 3;\n",
+ " text-align: right;\n",
+ " color: var(--xr-font-color2);\n",
+ "}\n",
+ "\n",
+ ".xr-var-preview {\n",
+ " grid-column: 4;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name,\n",
+ ".xr-var-dims,\n",
+ ".xr-var-dtype,\n",
+ ".xr-preview,\n",
+ ".xr-attrs dt {\n",
+ " white-space: nowrap;\n",
+ " overflow: hidden;\n",
+ " text-overflow: ellipsis;\n",
+ " padding-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name:hover,\n",
+ ".xr-var-dims:hover,\n",
+ ".xr-var-dtype:hover,\n",
+ ".xr-attrs dt:hover {\n",
+ " overflow: visible;\n",
+ " width: auto;\n",
+ " z-index: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " display: none;\n",
+ " background-color: var(--xr-background-color) !important;\n",
+ " padding-bottom: 5px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+ ".xr-var-data-in:checked ~ .xr-var-data {\n",
+ " display: block;\n",
+ "}\n",
+ "\n",
+ ".xr-var-data > table {\n",
+ " float: right;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name span,\n",
+ ".xr-var-data,\n",
+ ".xr-attrs {\n",
+ " padding-left: 25px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs,\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " grid-column: 1 / -1;\n",
+ "}\n",
+ "\n",
+ "dl.xr-attrs {\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ " display: grid;\n",
+ " grid-template-columns: 125px auto;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt, dd {\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
+ " float: left;\n",
+ " padding-right: 10px;\n",
+ " width: auto;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt {\n",
+ " font-weight: normal;\n",
+ " grid-column: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt:hover span {\n",
+ " display: inline-block;\n",
+ " background: var(--xr-background-color);\n",
+ " padding-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dd {\n",
+ " grid-column: 2;\n",
+ " white-space: pre-wrap;\n",
+ " word-break: break-all;\n",
+ "}\n",
+ "\n",
+ ".xr-icon-database,\n",
+ ".xr-icon-file-text2 {\n",
+ " display: inline-block;\n",
+ " vertical-align: middle;\n",
+ " width: 1em;\n",
+ " height: 1.5em !important;\n",
+ " stroke-width: 0;\n",
+ " stroke: currentColor;\n",
+ " fill: currentColor;\n",
+ "}\n",
+ "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'></div><ul class='xr-dim-list'><li><span class='xr-has-index'>depth</span>: 40</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-38ba9075-f022-4fc9-9a2a-42ac78f30923' class='xr-array-in' type='checkbox' ><label for='section-38ba9075-f022-4fc9-9a2a-42ac78f30923' 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>12.0 10.0 10.0 10.0 10.0 10.0 ... 350.0 400.0 450.0 500.0 500.0 500.0</span></div><pre class='xr-array-data'>array([ 12., 10., 10., 10., 10., 10., 13., 15., 20., 25., 30.,\n",
+ " 35., 40., 45., 50., 55., 60., 70., 80., 90., 100., 110.,\n",
+ " 120., 130., 140., 150., 170., 180., 190., 200., 220., 250., 270.,\n",
+ " 300., 350., 400., 450., 500., 500., 500.])</pre></div></li><li class='xr-section-item'><input id='section-663a4253-65ac-409b-9b1f-4874be0dd557' class='xr-section-summary-in' type='checkbox' checked><label for='section-663a4253-65ac-409b-9b1f-4874be0dd557' class='xr-section-summary' >Coordinates: <span>(1)</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'>depth</span></div><div class='xr-var-dims'>(depth)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.0 17.0 27.0 ... 5.17e+03 5.72e+03</div><input id='attrs-223007fa-f21b-49a4-9895-b23f51e71ce3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-223007fa-f21b-49a4-9895-b23f51e71ce3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51c3cd5e-96ec-470f-854b-b3d1ddeb3ecd' class='xr-var-data-in' type='checkbox'><label for='data-51c3cd5e-96ec-470f-854b-b3d1ddeb3ecd' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array([ 6. , 17. , 27. , 37. , 47. , 57. , 68.5, 82.5, 100. ,\n",
+ " 122.5, 150. , 182.5, 220. , 262.5, 310. , 362.5, 420. , 485. ,\n",
+ " 560. , 645. , 740. , 845. , 960. , 1085. , 1220. , 1365. , 1525. ,\n",
+ " 1700. , 1885. , 2080. , 2290. , 2525. , 2785. , 3070. , 3395. , 3770. ,\n",
+ " 4195. , 4670. , 5170. , 5720. ])</pre></li></ul></div></li><li class='xr-section-item'><input id='section-63aab3e7-137f-4f18-8b80-d21038db4df2' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-63aab3e7-137f-4f18-8b80-d21038db4df2' 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 (depth: 40)>\n",
"array([ 12., 10., 10., 10., 10., 10., 13., 15., 20., 25., 30.,\n",
@@ -835,7 +6429,7 @@
" * depth (depth) float64 6.0 17.0 27.0 37.0 ... 4.67e+03 5.17e+03 5.72e+03"
]
},
- "execution_count": 194,
+ "execution_count": 146,
"metadata": {},
"output_type": "execute_result"
}
@@ -848,26 +6442,9 @@
},
{
"cell_type": "code",
- "execution_count": 192,
+ "execution_count": 147,
"metadata": {},
- "outputs": [
- {
- "data": {
- "text/plain": [
- "<xarray.DataArray (time: 120, y_g: 220, x_g: 256)>\n",
- "dask.array<sum-aggregate, shape=(120, 220, 256), dtype=float64, chunksize=(12, 219, 255), chunktype=numpy.ndarray>\n",
- "Coordinates:\n",
- " * time (time) object 3170-01-31 23:15:00 ... 3179-12-31 23:15:00\n",
- " lon_4 (y_g, x_g) float64 -47.36 -47.78 -48.2 -48.61 ... 132.2 133.5 133.5\n",
- " lat_4 (y_g, x_g) float64 76.28 76.22 76.16 76.09 ... -77.19 -77.33 -77.33\n",
- "Dimensions without coordinates: y_g, x_g"
- ]
- },
- "execution_count": 192,
- "metadata": {},
- "output_type": "execute_result"
- }
- ],
+ "outputs": [],
"source": [
"#zeta_bt = (zeta * ds.drF).sum(dim='Z')\n",
"zeta_bt = (zeta * grid.diff(fxr.depth_2,'Z',boundary='extrapolate')).sum(dim='depth')"
@@ -875,22 +6452,22 @@
},
{
"cell_type": "code",
- "execution_count": 193,
+ "execution_count": 148,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.collections.QuadMesh at 0x34c03c012160>"
+ "<matplotlib.collections.QuadMesh at 0x2dac8d58f550>"
]
},
- "execution_count": 193,
+ "execution_count": 148,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -915,7 +6492,7 @@
},
{
"cell_type": "code",
- "execution_count": 161,
+ "execution_count": 149,
"metadata": {},
"outputs": [],
"source": [
@@ -927,32 +6504,32 @@
},
{
"cell_type": "code",
- "execution_count": 162,
+ "execution_count": 172,
"metadata": {},
"outputs": [],
"source": [
"#zeta_bt_alt = (-grid.diff(u_bt * ds.dxC, 'Y') + grid.diff(v_bt * ds.dyC, 'X'))/ds.rAz\n",
- "zeta_bt_alt = (-grid.diff(u_bt * fxr.dlxp, 'Y') + grid.diff(v_bt * fxr.dlyu, 'X')) / fxr.apsixy"
+ "zeta_bt_alt = (-grid.diff(u_bt * fxr.dlxp, 'Y', boundary=boundary) + grid.diff(v_bt * fxr.dlyu, 'X')) / fxr.apsixy"
]
},
{
"cell_type": "code",
- "execution_count": 163,
+ "execution_count": 173,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.collections.QuadMesh at 0x34c0343f4080>"
+ "<matplotlib.collections.QuadMesh at 0x2dac98563150>"
]
},
- "execution_count": 163,
+ "execution_count": 173,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -968,14 +6545,7 @@
]
},
{
- "cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": []
- },
- {
- "cell_type": "markdown",
+ "cell_type": "markdown",
"metadata": {},
"source": [
"### Strain\n",
@@ -991,22 +6561,22 @@
},
{
"cell_type": "code",
- "execution_count": 195,
+ "execution_count": 174,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.collections.QuadMesh at 0x34c04407fa58>"
+ "<matplotlib.collections.QuadMesh at 0x2dac9864a490>"
]
},
- "execution_count": 195,
+ "execution_count": 174,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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tiWvVmpuvubL9ZBxLQp+h7fnDnO/bjkEi4A6z3l+hz7tDyJgQSsaE0BLzlX9zLRmLx6Kr3o8vD0Vj3+QdGk7eydGYNExXDqGr3o/wmxmE38wgdMzmO8a8iv9v4fEQiM3pmtwZG9YaNT7oaY5r0RNq1r+ap2oe0aNSq1Yt+Xd7ze2qXheNXkNI/+Zoe42lx7KTVPNzIiopmzcalcHbXof/lV8pjDqHSqfHqlZLAPab/CkySWIz8/Gw1eHrqCerwEBqnoEgVxvKZl+iMOIEQqeHWm3JEXrs8xWTHfFRmArzkXk5ZJ4+CYBzs9YAZB/dizSaMBmNZEbHE1ZhMLn5BmZ3r8aqwBrE5ysfYwE2WvpNeIFr3ccT4qxYC6zsnf7WvnpaKUqK4ezr/al7zff2sSs7ZvFL2Vq8dmol1h1nYuNaip47vmNsylkmuVYBoJK9Fa27V6Lsp7PIsXZj7uEbrN4ZydHOJt6qpYzR/RUtKT83h+xFHwLgFvbFffOVf3Mt137bCECFFp0pV9GNzXMXAnBj92yie7Rjydao2/mPj1/I6XUrbu//kw4YTzNCiONSylp/sY4QX/Sn2+D5h7Q8jGwmkWQKtRat6NF4qkxzTxv5uTlUfbURDr2Gka51psawn7G2s6K8pz3jngvCRa/BgXxkTiamQgNWLbsxM8IEwLT56/EJ8qdCGWe8Ha2p6G1Pel4RF29mcS05hzIedkxq3RvHjKtw9RiOWh2o1Bh8Q5DO/mjSYlAV5OBk64AxI0XRoAB9QFmK4q+jtrbB+bkuzHIKxteYTNqyD24LIXcrNe27VETv6kiVM8sJn7cGgFqb77sKwn+WVWfi8He0o4lZCNXv3ZctvgeZ618Ddys1RR4VAMjPSAbAdf8S3kkMByDnze5UGDWSgoPrCP90JYFX0vjC2463Pkm8XX9x7ejPCKVrnT4AlOVq75vHLITsvcvSrL4/38z8FoDYPXP4wLEyADMzTwGguXac8x9/wdxT51kS+swjt8dCyRQfG7qbW1qRZazo0bFoRPch+t2XmdVgJFMaOLAkSrL/chL790ZzeOrzuOTcgKRr4OqDMBRh0tsjpIlYnTc/nLkJgIe9FXY6Dc0DnFAJSMs3kpFvJC2/iMTsAmLS87iWkkuIryM9gj2wVRnBZESVn4k67TrGtCQMSbGoHV0xxF1F7aosAqt29UZla480FJF7bDcp567i3boFonor5PEtHPlgETo7HSFDu6Kt2Qp54wI7eo5jXVQa8PjHOZ5mqryziWb1/Vk4acbtYwc3TMPOSsV0T8WBY+65pZSbkcyxL17gfYfKDHu9Bn7PKitrD+/+xwVddSrBsGGNCNqhOKVobR0pyslgY84p1l5OvW9b7tfvJbmO30oLad+DMxtWcm3XbAasOkNifDYfdAuh8sJhuIWU4137Liz++E6T4y2HjLvPP3WPMr1gZNNy923rf5W/qhGVpA3dwqIV/TksGtE9KNj9Pa7BgZyISkE2dKKurx2Z+UVcLeuKnU6NyCykoEITdOd3IL1/f6BLGZIYVtsDAGEoQGqsKFzzGSnnruIVUhb/gIoInR61swfYQ1HtSkTnCibtjGLviViESvBe5yp0cHEh8Ydv8XwtDJONM7qy1SlyKa2cxFCAKuESQq1FGk0cW3qM8lcT8V3cleuVOtHg63Kk/boOdb0OrL+pooNvpdtC6P+JWy/xiGJKoLWzFzP2XOHrSspK8NNWDOTr7ECyE46iUysfsNO/OsEnX3wHQP/nt+L/wwZ6LTuJnV7D4a3HSLlygp+z21CzmxOf9QylIVc5QCD1Ug6wtk4YALP2f4bGW3FaOdx/BN/sunbPcaX5MvoPAqN4229xZsNKTm6egUfaJb41rufsln34pJUmMyYF3l/A9nHbcSmjLFqaGqWMBWpWb6Biv26czSwAwHD8Z2z6/77+4UiLue7P0LEidiVmsEaNExqSKQwG/r8HZh8BiyC6i/xfFmJq2he97a+UumCDqigPT1tnqpdy5JxfJodis2gYcxKNgzfC1gGjjTPquPNg64wAVGk3ADC5+HFhwMus33iZuHwDarGHao56qlb3pFy7Gtj6+6C+EUk5Ny/61qqJjU6N0SRpHuCE8fgu3Fu24Lren7xCSQWZgSb8VwDUjq5InS0yJRab0AaEdrtI5K9XqJp4lsuacsR6VKdUVw8yrVxo7C9Jko70beLPt3tjAEr0tPu3U5CdwfqoHNxsFG3FrUJtkiOOAiBUao6vHI2LXk0mlel79ThXrbT0tcrmfL/nafLx7tshPGxlPgDlu9RnzrFY9i5WXtqlG7TDs3wZurUoR1RSDkMWHcbJ3RYhztGnUSguOjWphUbCGo263aY3e1ZmbtQauu8qYvplZSHZcr8I1iYfuy2cbpnQltwlgEo3aMemcS3YFplCmcOLSWo+AFWvD3gjchcRO9YAPtT9+hgX33Bge+dvANhwJZVK9lbUX3od96vH6TR7BB7PPY/nB6e4uXcO3k3ewsKfRqgfwuJmzmMxzT0CFtPcXWR9Ox7r4NoUXjmDtllPCnd+T1G74XxzOp4eVTw5EJNBu8z9mKq3QRcXjtGxFKqUawidNVJrhUxUXvgqZ0+2NO1HXqERADc/Bzwqu+HXsiZqWzs0Hr63oy2oarTmdK4tl1NyaOjvhLuNhuChm4g9uplSNVsT8VljdtZuA4C9tx11po9E7eKFIS4KlZ0TWYd2o/f2RNOwC1KrR3X1BFmHdjN68ApebRmIvbcd+zde5kS68oL9LwqiwvREwpzr8FH6OXybDaF6pxexttfx27fKC3rqnLHUn9gflUqwfeR8lq47z4xN4wlsEciAoDBUahUHvllKv1M7qX5oDwCRidm4O1hxOSGbc1GpGAqNWNvrOLvzIJk3IvCp/QIXZjxP5rwxHPh8O1sTfvcH71DaEd/6PnjWLI9doB9Cq1McUwCH0Yeo1LorF7au/sN1hG+dgQrB8HVn+apHCJO2R9Kuihf1f5tDXlIakT+fpubmn9FcO47RuyLq2HMYkuPBPIb4/vMTyTYo45TzLq/gskNlymddZHC57n8416374JYG9l93angMprlxbYTH+DKi5PleO0zJnCe7upTy1J891/8bFkFUjKLD6yAwFK6eojDqLLpyIZgqNWXUthjGtSyLXUEqVwwOlFenU2TngVXCRaSVLZgMmKzsQa1R3LCBHKnFetcisiIikSYTTjVqoHJ0xZSTRdKu3WRejUfvao9Qq3ENDsTmuT5Ea7zwswH1lYOsEVXo/fJYAFIOzCVz6tsAaG312JcLQOhtAdBVqIFUazHFX0Vl7wQ2TpgSork4YyFzVyixYj/OPM9Xx2IZmrHp9nyZf7swiknNBsBLlUveT7Ooe6Y2UXvX304v06QD84Y0wO6tHizZGsWMLWPYXroD45afpG2jAMIa+PO+Q2UaulrT8+wmVMnRWPf5HlC0JwBpMhK+dQbTPUNw1KqYdGAGiZt/xtbblbTOo/ErjANpQlWQg77LneNJDr4ViFwxFP3RNYR/toSg1Ztwbfh7NIyuw95Ap1FT3tOOCe9M5tSWGcS3asmqcMUR4s240zhaqfES2aR99TFu3V5l9Fkrxrcsy/LwBJ4p44LmizA+mbzrjvPOPjSDC37N+Sn8JhdvZvJp20roVIJRmy6wevqXt/NdbJZPxd36O8paBNEDy49rp/IYX/YBgmibKZlz0iKIHgWLaa4YWZVbcSohhyZ+lSio3IqL6YV8vfUaw5sGkhDWE/28VQQKiMp0IsBYgNRoUWUlIg1FSF9PhCGfTJNiFjqdkEPTeu1xq5IMJgOFpaqSbhA45SWgP3OC5LMxQBbGIiP5KRl4FxkIbN2DIttyCK2O2kvepceIoZw4cROr4+txrV8HAG0l5a/R3pOkmR+gOROOU516CK2WgnNHEFot2sBgyr/aBfe1l2hV3QvnxLN0r1qJg+m9mZXUjTD3Rk+9ie5+Yyq3IiPMidsGgM0Ln5pTfxdCb380ggliN8PK17597ML81YyvVprwTasI3wTjVg/i3RGN8enQBsORnxnWYRqYTWTSZLxdrmrrt2kw7RsqDn+ZLe3HsGPeD4xtUZaLIfVRHT+Ab+5VDr06nJjdW/BvNgSngCpkxFxApdHh3kgRPOFb1zLSthKx0zoB4PNtBrM7BeN4ZS9zm75I5upRaJOPMiv8d2+8IKsc6k8/Q0CgM/MHTeFqgZFeS7syvL0STaNcTW8yv13LxugNbPmiB/N8lDGiIfXeZs6phdwMCGXhou2MVQlGtSjPwIaBrPvSDkN+No7+ldi4eBHjDCau5xXd4V33oLh7/y/a0/1QAWpRstXNYpN7dCyCqBh2plxcrLWk2flxOSWPrAIjvWr6ICYPxi2kLEJAbpEJF70GTcplRFEeRsdSqHNSKNJYo1WpMRoVDVOrEpj0DmAyYrJ1JTlfklZgIFvrhl9D5cHX2lqjdXICkwm1szvCUEBcrgnX0nVxqbSdb+oU0NvkxRxcSCpSBp2tL6oZ1dAXzaV9ePd+DamxwujgiYg4RNr5SNIibhA0owuqzFTqutgQF5nG4HLdaefrQKvVH7HdUP+J9e+j0uniEdr1/H1txDrHYm4P7v8ugODIpmlUTTtO/E+riHt1Mt0++pVfPQI5H/oMe9d9jloIgq9vo1ajgezf+gG/lWnP4HJmIfXFvtv1pL4TgEqjZd1by24faz+jJx/auTIp9yJODQZT4cA1Bm8Zx/prGax3U+YbzT40g8h8I1d2zMLj0DJSjqqI2bOemjt+oO4Xp+k1+zdqAx8MXwtAP+B9h8p8Oq8nL3/ehXdz6vBln+kQ+gzxe+fw/PQDvLIpln2hZ1k1YDFLwxTBGJmjmN9mpR7iu8hCBr00BoBabQ7ReKbS5gGTBnL4zYncOJ9EzNbPyD2zHhv1q2wpsOXcxo/xu36A2qslI2MaKm0x92e/UzsZJAJot3glG2cvAMCp5VjmTVVi8PWqrri/e1Zp8hd+0X8/WpVApypZ1KhM4q5QzRYehMU0V4xLiZmoEASQgjAUEK/3wVqronDOSDy79cHgVoZCnT361ChMtq5gNCCtHdHGXyDTswq22TeJ0yqunRqVwOvmUTAZETo9JhsnTDbOXDPY42GrwTYjBpONMxkqO/IMJvRqgYMWbuSYCCiKI0ZXCh9dES0XnObIiuW3v9LbDRnI4u5VKZj3Lq6t25Ec0JDd0el0CrQmff441n+6jf5Hl5K87gcK0rNR63Vc2XgavbOeMi9U59Czo6hTyo4PnYKBp9NEV7rf8jvC38Af3ZFvfcWH105n+lcneCcxnIWHYth64Bovzh5KdG4RagHWahWdG/iydcxCPqxYwJmhI/l642UKTQ++76cs6s1w2y4smzL79rHkMF+CNnuQckUJveRXtw2tWpbjo1blcblxhOvffI3O3gZbb1fOf7+Pqq+14Hi9wbjYaFnip0RQyDNKZu74iBqbnLm8SxFOP3w7iTELj3B1/wauPCfvMLlNmNIOl+bPYqrUlJsTw5j82Z472rnl1U/Q6JQwTqlRZ6jTsRVLXgyl1oCvyU6IJuXjWqgcXJDeFagw9hiDXwrFrkNbTmfk31HPhCnt8Pvh93GuBn1fvj3GdksD8uuzFIDry155YP89bTwO01x3jef4CmrbEvNtLEritCnLYpp7BCwaUTGMJnDQq6AQTLaunIjNJsDJmqD6DTDZuiK11qiEQFrZg0qDPL0DbakAimIisHH2xXT+AEVVFfOLX9pZCiJOIvS2CI0WYWWNplQZNI6VmLo3Gp1GRSnHPCCPtLwiavo44uegx89eQ9GO7ZQuF0KUSyhlfRw5XMxUtHH2Ar4JGsubvQaxKskRh7hsHK00CGMhKq2GbIMJY1oiOgdbXJ5tgzEtCbVOQ1rEdX6duIXntVocGj9Lh9KOtNo8k6KjGwDQ1m7/JLr8nlx+VUVAzu8eb/1O7bwteK7smMUnrlVuC6bp5kc9/+2eZC4/xzAXaw7lFjHukzbUOlONpIuHGLF+NgnOwViHPsPVjoEUro+gyYn9vNLvwzvOe/1FW4yFBkKPKxHUD0VWZJv7t2iLCcFNofupXhDD57P74m6jwVarIm/xB1x/9QzOY8Lw7fmiktGrLJWMJrJYtb4AACAASURBVC7/uJ96PmX5pKAmc6s2v13P1hU2HPDfzEfmureFNODcifkUNCjDiF6LeKNbJfRzVhJgK1BnxEHSNb4KT2X4r2oIfYaPZ4xhaDUHwpzr8PzXY5iVegiA6hN1TOtUlT0VanP00hHKtAgjeIUV5yZUJsy9Ea2BYQPnMvfnzSx5a9Id17/khxySw3yxbtMPYShgW4PuDHlh3J19tOyVP/ej/kdQCfFg05zFNvfIWARRMV6csZ/WDUsz4dmyaJMjqeTmj5NejcbLH4O9B+rMeNTGQkiJxXD1HKmnL+LWFFCpkVb2aMpWo7RRsfMXRp1D7emPLMhHZWuPMS0JAFutEt5v17kEdDo1vi426DQqqpdy5NCNDKwDnPDyKcvKxgNp+e6zzPPzosOyjxk+6wAARTkZZOQWgUpD/8GfYcjPxq1CbVZP6U6teo1o2uwshpvRSKMJ6V0BrbUtdn5XMeQVYq2+zOzhq3HRrcVLr8HgG8LSC8qyEgP/8d7+I7rq/Tjoe52vNl2m5oIf2BpxlBpdekExQeB1aesfyi0JfYYqb33ASLfRtC7qzpCXQqny8Q/MOzaDXUm5THBWtL9+p3aS17AOVms2Utnjj/NBnGrVZmiLD+nMFuXAOpioEkxZ1BubNq9iOn+AKQ2a4Z9vYNYbSgSLt5PC+Sp4AO90NhE+eAg/bolkUvi3GKwdsakUQpCjPWpHV4JadSbl2nEAbBIvkbL6az4cqZxn8oJeDNR1JPT7RLaNHYZmdXsyq/vgoBKIojzi9T5szLNi+OCPAHAtV4PIZi1RR/8+LhbmokzCbQwE1h3ICSnxjNxJv1M7+Wj3bPYn5TIr9RBhLvXY2nE0I91+Vwyy9k1nqL0yxjSqH8C3zMg5x9g+U/Bx0rOjpyeG2AvYtJ0K/P+OD4EyPqR9gKR56gJ4/guwmOaKUe29zfw0ojFHbmTwXDkXlp9NoHtlD+x+mYVVcB0Koy+CoZD8mwnkxKfgUrkM2jLBCJUa4eGPKCpAFuYBYCgVTIJBh9EkcdarsaaIVIOGpFwDGpXgWnoeESk5RCXmcDkhixqlndl+PJYBz1Wgj7+J9O9nYh9cheQDh/Du1pNrXoqTwoGYDExS8pLmwh2edQC7106l2sEvsWrShYK9P6H1LYcsKsSUm4XWO4DrP6xgSrExEQA7jfLYfF4UxZPmliPC5AW98Pgynh4jBrM4MIqwRqPI/34N41qVZ4p7VT7OPH/HfJiqbbv/YT2hSvZWXMhSxtWWhD5D9u7PCHOqxayU3wiZcJSlwxtjNbQnC9ZHADA3ev0fAqKqddaM/WQo9Us7E1O3CYdSld92xKBa+PfoxNDm7wPw3qim+HTuhPANQsZdRvhW4uxbb+Hz9VrsdCpeWXGGT9tWYlukEnmhfZAbNzILqZl/HmntAIDR2pl0rTOu6VfIc6+APjWK7M3fE7nxKA6+jjhV8MPujU+RG2dReWtpTtU5jceX8VRq3ZUTr9gT/eVcAH59cTJD3/iIG7tn88ZPZ3F/rQcA3at68JxaGdPK2fohQzybMSd2K/adZnFx8xTSBnRBGiWVw3oztIWiKfZt4s+a325Qz0XxBN2emMPc8MVK31Rp8Zd/73+ax2Ga66PzHl9ZU7Jp7qeCBI4ZLaa5R8EiiO6iy5LD+Drb8FGrcqgFqH+dT/Kxs5Tq1QdTVjqZRw+QG5+KlZMdVs72qPU61Lb2qD39UflXJt5aWdcvIjWPH0/FcTQ8HkdXG6qVdiY2LRcfZxtGNg3ERVWAUWvDpsupbL+YSERsBjcupzB1cH3aOyaDoYjsnWvIiklA7+qAY/fBABwvcObXiCTerecJRzcwV9uQG6l5rFp1mMTzB2jQ92VebBBA49LOBCUfJeu3Hej9Ayho3Icvj9ygipcDwe42qFUCm+/GMXboT3dc/5MeMxokAm6b4WJ2z2a8UzBN3GzoEn2Yrt+f5afg62AyUWO9otFseK8pe4PqcCg1D0etihcuHKGGty3hiblE125Mt82TOT1uJtmJuURGpfHCyBZ812AY77/9CQCXts1k2ck44lq1LrFdV+d+z66vFt9xLHvHJAo2LSQ94jqxr0/FXqchNa+I6xl57K3RiP7PlyXuZAJtDn3P1Cgb6vgpQWcz8g10sImlyL0cUmOF6th6rq9eh0fNigAkHDlP6bGfMuFkISE+jnS1vYFU6yjyDOJi74682+JD1vkeB5WaYe2mUufoXrztlDGiEE87knKLmO8belsDKs7IsHr4TZgF4TtRO7szMtITjUrwVsPSeBuSuWBwxkmvxrswgcaLrnLl8DEyb0TcLv/2RyMYtPNjXg98g+MbFO00fbti4nvaPeoehyB62cp7fLCm5OgKPxYkcNSQaRFEj4DFNHcPWoW9hP2uhZisHTE1e4nMunpKZZzGcPMqObHJ2Pq4YePvh9rdB6HRonbxwmTjTJ6jL4W5SngpRystzSu4ExGXCcDhC4lcC7+Klb0TrSt60Mxbg1XyZWp4B5CZX4ROrWJwi/I8F/UjhSo1MicTqxdHozcZ4Mh6VHkZAFR3c6WgjCtn0yG0VCBh9oUkhwQyqVU5Gkz05rdvv+HykXqMDnsW50r1sLc9QN7VKGw0K2hfpQtLj17HzcabGk4mRN3GjAyLZeosZXyhhpOeF+Yri+c9qeXE511ZxZKuSgSC8WaHir3Juey1q8qepj2wy0ii+euvYWWtmBRPBNe7rakMGd2CnCkDGGlew2naioHYDlgHKOGRZm8Zh1ugJNKzGUmLevNu/++Y4l71jvMfHvMlg9orgUS/2nyRMxtW8tWiCQzzcyRjQzRe1ZW6yv0iKNi0kKyYBNR6ndKfhemIrIu06LeCC2H12NT9E95yvMqbAR2o5qin4ep3AXg1rgqX/Jx40VFDYlo+VTJSECoV1s++hMHJl9Kt4kj4cjIv7L5Eva+nIQsLOD92PBVe68b8NZdY03UXwzosotmpAwxL6EPV1m8TvlWJp9dl7kFiwi9z4/IKOv8UzcSelTEWGpm/5hLuVmq0NtYYti7m5OzNWDnoyN0SyfS8i1R/dys/vteMdefiUasE79T1ZKPtHBIcInB4Tglb5VTBj+iavpQuO4DJdlVo+PXXAHxz/Dq1fRxp+PIrj/1+eNpQCVA/YAzIMkT06PzjgkgI4Qd8C3gBJmChlHKmEGI88DqQZM46Rkq5+Z9u30/96pKl6YzRwQujvSd7YrKo4qHm+oxFeDWth2eLJqhCmmO098SAQG0qQpUUCfGR2KTE4OujvDw9XB2xs1IxsFlZXKy17ItK4VeTJDk2k/jsAlBbI/Iy8XOB3lXceNUzndQ1U0lKTMejeSN2lO2K/c086l3fijEpFqHVAaDRaKnv6km2WofBJRRVbhpZBSac1QZeal2B97dA0sVDrNxfnialXXDuPBLdqc1ELvwGlXo9bwd4M7XTLyw1Sr5Y3p/c9xYwNLMPADOXnsH/DfOCuIOi/+muB2Db84PANvQOL7kp2Rc4dCOLNe99R35GEstN63h/0o8AbAd6hHqSvmwdN+ytCN4zi1mfzafxrNMMLHIm/bdh6NKuEaMrhcPy8Zz77CwA7/ZX4smZVq5j6aezfm/A5h/pP2gYAC9VOIx+4wje8mvMQXPyGLMgKjy5hKjkLJoMXUXi+QNMbprB3ktJTL+4DNBy5vXpBKoEe3QhdLhwGMeB3Rj67AQAHICO8WfwsjLicXA5quZ98W3cA9OZ7cStGYd309qo9TqsHKy4OH4CZ99ZQKPg0qhdvQH4NrA3sIi+r3zAPrerXN6+kU/NruSLegXjWa8CUlMfr9c7YuhQgV07opUJsrPexqt9W0zVniOl6qusORXHmtyVJC0/zei+NQjSZlHD14nn7RIxHFnP5XXHCepWl7gDytqUxiIDlUP2k3lkHwkTh5A++2V+DOjBop1XeH254j5eqmZrAvqvJHpRj8d5Wzw1aMVDuG9bJNEj8yQ0IgMwQkp5QghhDxwXQmwzp02XUn7+BNr0B6LHvYNx/BJOxmXQ0iYB+vTFEFALpORmkYYLMVl421sRnZ5HoHMggUFBWJ3bhipa0ca15etz6HomXnZWVPGwobyLNWXcbPns+1MciEyhRikHgtVashaPZ98nv1DtxWr4934JdYXmHE7MJSU9j2f9HBCuz3IuU0uAk2J6MZgkRpPEaDQRXyRJyrFh0cFL9KjpR5C7He2GDGTj7AUcXr6MHyp78n7zQPT+lbH2cCZqywUSwxOp4mBF/bblsa7ZHD97LfP7KmvhvDbBDWdrDXFtW2OKOsbF8cqLs/K3G/+xfl97ORWKrRO3JPQZljR6k1dGhxHZKRPbBgOoNDOe764pc2gquunRHVnDhJqNaOhhy6qcQnp0fZddQcdQObqyr8ZAmhzdScXGQ0kZ5s/8Nb8vrz4qKRxrjYqjp7tR95M3aOfrwMYbmeTu8gcgNz4F3bVzzNr/2e34cf6ffn1He6PmtCF57jGSZr/FgKVriHwlmZjdq3FPvUT+oc2YigwE/ezJ1Y3rqH1pPwBD6oSR+XJH1Eu+BDsnNKnR/Nq4N6EDG+FapQyaeu25UMWBPTVSeDd9LRVtbzD4gy280kdZJ7KOjxOngZlffogY34/KHT4gzew1V/fzk+wd2AyZFg1A7zJD2PHNM+yMSiM0NpnDw6eRFj0OJ38H3va156tVC8i380QfvpUh7m8z7/IKIiZMBiAnMQdrb08C2yrLHpyY9QtOZfdh2/NtSnccjcamiB5aazoE1WV+LV/mLjnAc4sVrY//qCB6KK85i070yDzxMSIhxHpgDtAQyH4UQfR3LgPRZclhdizfSOq858natwUrv0C0QbUwOnpztVDPvug0nK211PC2JznXQGpeEWqVoKm9YoqL03ry3ak4qno70DLQCW1WPLm2nkzbf40e1Uqh/vAVNNY6ru2KosHhPcw+EgtAmyAPPt0ewagW5bHTqvC2UZFrFOg3KwPpwkqP2tMfY0o8akdXMqq1Z2NEMgs2XyIhJpW9n7Vh7YVEps7bReL5A/jUfoHPhzSgo1MK+fvXo3Z0pTDhJqZu75EwvDdRv0bS4qRi6592KoseVb1um6sq2Ol4c+1oAKxavvq39PPdFB8jGj15FJ++9xn5Pw1mcNmuAHQs48y6qDTeG9UUAMcAb27sPYPWVsfRwXPoHuTIUDul/c3dbbiUVUhc/u/R+Nv5OuBxYA8NO4zAo3JDcpJi2O10hJSLKbzZYiynP6iFSa+svqlNuET8t8rkTp9xC+7Z3oLsDEy7v0MW5KGydyYn4iL2NeshNFr2Oden3OJRbO8ygT7+JrptiAege01fnDu1waOqB2Xb1Sb+yHlcpy1nx9U0OvsJbkx8B49aFdF2GApH1pN5+iSzRm9gwrkfMMRF8aWqDkM8Exl0Qs/oI1+Q985c9lRUnFkCXa1ZF5XGW72CcfD34L1Kg3l304cEvdIelaMr6VXa4HT+F7KOH+L9IYpW+d6opqSHzWS+byjj08+R8HpX3EMC8Hx5MOPOati07yoAK4Y24lp6PifjMrickM2oZ8pS+tSPnJ2xnEMHbjC8TMPb/XJLo33SY47FeRxjRINtfcZX05Y8RvRtbjwHCjMsY0SPwBMVREKIAGAvUAUYDrwCZALHULSmEtcv+LsEUcHu7/ncWJt3g4pQ5WexLMOHur6OlDMlYIo+g9q3AkVu5Tgcl0NZZz0RqcpcoPHLTiLNEyXdfR0Y2LwszwQ44Xr9ELIgH+HqQ65HEMkfDgAg7x3F06mMo5bZR2Ip46LEsHqx71haDuzP5PbB2OtU7IhKpb6fMwDH4jLYei6eC5eSObf5xz+0vWa3l9gzqBKH063oPGwJ+WkJnFkzjlJnN6Bx88JQuibGXxdxNPQVap9ayoGxP+DXUHGwKDuwH7JcHa4W2VDql2nYNO2ETL7BpVKNAQj2dnjsfV2c11acZNzpWZT7RTDzyw95rpwry/yq3yFIZqUfI8ypFkmLVwJQO9CFH3dGcmSAD8MC2t9zoqqXXsOH4d+xT5Tj2a6jaPJaP7rV9uNkvaZMXzuUYZ1mMivtCNlqO66/1gU7b0UQlZqyFF2CokGpS1e7Z5uNZ3ews9soGo7vyva3v+fZBQPIjbnOFyPWkGoOeDtzx0dELVvN4GrvAHDgm6Wcq5fJlS2XefbgalR5GSxL8+Rqo+bE5xto5+tAtX51MeQX4v3BLOIL1MRmFRCekI1eo6L2zMHMWhZO2M0zzPIOYW70eq7NmAKAy8RFWO1cRPMzldnfxsCVUg0oSwr150WwoH9dwr4/wc7BoWjjLzA46KXb12FauQ6AuU0duT75fXzaPYcquDG5dl60+GwvAMM7BtPNR/ktTDbOICXqzJuQeI1f2oxk082s2x8R/1VBFGbnM7667t4L491iSfZN9lkE0SPxxJwVhBB2wE/A21LKTCHEl8BElOAYE4EvUKKh3F1uADAAwN/f/7G26UpSFq9/f5LvXu5Ix3wj+9u1Jn7xalxtNBQaJTE6L0zlvLDVqsjILCI8MYsik+RMfCb1/JwIDfFk5RdK8MsI4P02U3BLCqfgyhmk0UjqhnVM+mjb7fOFKe8l9NbWjGxajp/C4wCY/9V4Xra7xp7cQoIcdDQLdGFbZAoALcu40sDPie5mMw9AyjClH1ynK5G/Wyy+xA+v1Wb9zH5sPJfA0uOxDGvYCWtZSHyhBpecbNxtdWibdCeo4zkOLj4MwIzFyno6MzNPUdT1XfKAg8/1o0wrZYInM39ffvrvQPtiJ8qFPkO/Uzs5XX8n51ZvwJBvoP/zZakxZwoYCijYpwigIPNYVnShkU/Ku7DhqwI+2zKWxFo9eH/zRS5Hp7OwX22sNALTu70x2rkTvOpTvvtmEqVHvES/qOFM8rTFcUI4Z+LPUHfqAep+8gZvvxbKtV2KK3tCfA7gS11xg4PPKBpY/Z17/tDu5tu+5ZLaj7b7mpNTqhr69V8wPvEwUfk6frueTsWFRzg44we2pyuL0uUOmMsEx2CmRKzGcOEgonx1Gvg50ermacb9epmM8m64l7NjZ9WmGPMH4v/+ZJZcyudyQhYzU5aTBDR0tabQaGLa6re4rA8kbodSt1+v7cQfOc243j0oiliJR7kmqNKzmdOvNhX3z2FGrzdJMGj5LS+A6XkXOdPueb7efhVVj47MObUQk9oN5wr+7CzVmhY6yRSXKox3VT6QWtYdjEpbAexcEYU5ysRuAI/StF7/MZvqhPHRtNGMqGKFbSslaf7fcaM8QR7KWcFimXtknoggEkJoUYTQ91LKNQBSyoRi6V8Bm+5VVkq5EFgIikb0ONuVkW+kZVUvXl95mu0LFpG0fydWKihc8Sl2jV8g3zkUlTSiubAbh4iTvFG9KUbXskzdFk+otwPf1DOw0bUUAOUbNyG3yMjlGZ8x/asT9KzpTd3xvXk3aRoAU9yrUtnrTg2jS1Wl7JJjMWT41KTPgO/o2r0+Ow5cM68/o1B4cgknP34e3V0a0S23WV31foS3q8yz9qm41/ZjwPKTHL2aSofqPvg46Hmh3rOoVbAo0sTA198kJF4RchdWnCc+38Dpbp0p27Ymun4f0fjEfgwSrKMPYzy/G3XlZo+zy//A/K/Gc6S28jWdXWDg00/aYCo0MCPWmfYrR/P53CMA2KqV+U+21irKtirH53OPsLX1RGAitijDTPn7y1B+3WZSvliOS8fxXN74ETO/PEyXQ7GcXFWbsOk55O3sy9khPTj09SqGfgKBM77Be6UycdPeGAmAqmyd+7ZXXaUFhhvKYH5hqapYp0aR034EzuaApzlb3qfc6WmMd3rndpm23vZMWj+SGw4VsDv/A3s9nsVGm4evg55t26/wZX01+ZuWUn9MG4RaRcaK2RSNXMeSjWPQ1miL/cB6lBEqYt97lUO7oqj6aiyrzKvDNrV3xvvN99gWW4C6QWestSoiPnyfKnNXcrPlUObvuMLghoHEZeazMSKV2a0+JHi7YnZ9K3QAz575jU7PdqSVNp5UdXn69qlKdpzioShsHDBmpZP44wrcGzdAU74GRe7lSCsEm8oBTF87lKzjczjxyRkg8K/fDE8hKh5mjMjCo/IkvOYEsBi4IKWcVuy4t5Typnm3E3D2z57j7EvK2j1Vvv/5ofLHThiIS/VggrLSqepfgdHP+LG24ST0xjxMO74jJz6FnB+X4Vz9DABF+TloPP1J8a7BmcRc9n6znHdbjWdBrVe4EXcSAK008PaWKDabXYnvpiSTRb9a/sSkZnNwbi++2HOVFg1LA52J2LHmjjkaJc3XeMbHisJff6ZsaBNGtA7iUHQq9jo1we42GCOTKGd9jW3Sjq2FfjSaq2gZr3gMYtrne8mOy+bYrB3Ut7VGE9oAjVdZvqw/kAHRezCmxaNz9nqofn0UbkXbVrVuzZLQZxgw9m2+amhLo4UdWXhuGhHjW/A58OHE5/F8eTBGW1cl/9WT5Jw6yOz4KcyOMGE0Scq42ODvaE0pex2T90QzqK4fL/TrzninYNbP7MIajQqjtROzj8yisEw9gl5pjxQqhr1eA6nSYCpUzE9Ge8VtWcW9NaFbaHyDCQbyc3OYHmlFrxATV56TuIVWAJWahosnUs8riIxlilOIc8/BXMCDw5EpBLQeRXh0KkNjliFUKjZNeIcYrcCx7XByi0x4nNuEuHKext52fNtjKr0X9iP7lw24tu2KvZ8n1Qb44dyqI++UUtoq7d2QMefoHNwKaVJiyZWZvQxRkIHqk+EMS8wgatg19k5cxE+tbZlWYCTt61UEv9GLuHwDhhYtMf48mexjvyF7fcCVEQt4rlBZaNSUmUpR9AXSr8SRl/gzvm1y0da0wcnZj6wCIzYNu+DosBv9kQhIVvpGV73fUzuv6M/wuDQiIcRzwExADSySUk6+K12Y018AcoFXpJQnSiorhHABVgIBQDTQ/dbwhhBiNPAaYATCpJRbzcdrAksBa2AzMFRKKYUQTYAZQAjQU0p5e/EsIcTLwK2Z9JOklN88+IpL5kloRA2BPkC4EOKWDXUM8KIQIhTFNBfNn4w6o0yq8yT1wFyyc/Ows7EuMX/eprnoHGxQN+iMLieFlB+XcO776bSfP5p0WuHYqCvupc9y88eVJO0/jFCr8O4fxoYMN9b/fIkeNXwI7dCZxmkHWZWRT+2ubQHwa1YZ7ehNFJrP0+yY4gD8qN+JMzuZ57l0qgq0fagyhSeXUJgWT2zjgXjYaqhvkhQYjJR3tUWtEgiNltxdPzGoaj2OWddh4g7FFLXZ2I0TSZ+Ss3IWowevYG2/b6nhtIoXY0/S9OIRCjfPRG3vRB5g3T7sEa/k/rh3mMpiLzsqnPqNo7GZVN90gTc3jWVI1zOIiYvwXfwTXhtDqGSvw6vny2Q6l+VEvBKc09+/CQEaLaIwm96HF3Hpp2N8fyj2jvonALPTz3FpgQ9Hp20nPt+ALv4i6Yf3kVy6GXLNVrxuXMe/bTPU2UnY9FUiJhQI5fHQPuR16G2UGff7YtKh5yQarRlPt8hIDvR0REQeY4K/onlMV2upVBTHUZUt1b1sKe2o58SobdQZ1Q71B30pPWYsBhd/bKztUQVWxTYgmFbPdOHC/9g77/Aqym7t/2Zm953eOwFCh9Cl9w5SVEBFpCqidBWl2BCRV1BEqoJYUBEFFEUpIr1Kh9BrKgnpyd7ZfWa+PybGSjv6nnPe83lfFxfJk5lnZs9+Ztaste51r2nT0HUdQZDXRa4umM9njOTBZztgi22EKVorG+DqIXI2bCDsRjqnGjxKrT1zEEKj2Dn+XdrMHkSf7OZsmp/A4jUZOHd/TbM69zGvoczRdgnoTTqKrhaza9hMGjzRliCcxAUYEUq00gFfTjrpPxzClm1HZ9ZjqFIHWW8mt8xHSm4ZcQEB1KtaH/v15ewJu8bQ2hP/wqr43wndHdC3b9fFVRAECVgMdAEygcOCIHyrqurZX23WA6hW/q8ZsBRodpt9pwDbVFX9lyAIU8p/f14QhNrAQ0AdIAb4URCE6qqqyuXzjgIOohmi7sAmIB0tZ/+LK0+FsXsZaIL2rD5afvxb5vNvh/92Q6Sq6l7+3Hv922uGdHtXkdf8YX4mZEQE/laaw+Zwktp4MLHt9JSoEOy24Z+USKX2eeRu3kRkfC2t0V1EZWJGjkEtzoWISiS/dZlLO96m25OP09WUTYdJLZkTmgxAaaYWxtjfcxo78rsDkDKn112fe0LIrZk5t8OOXBF/o4cJX6Wwvk46fWq2pMCgfd1iUDie0jKuzn6Huh99hVRfCwnm2twcs5moF+THiG5V+GDLVWLMes727Unyhk2I0YnoYipzaspM+OA7Gq7/4S+d48/I+ngo23KGEOuvpyzcj4YvP87Mj9cQ8NEA9vU34tn2HoNHNqLKxKc5PulFGiyZRzuNzU6eoQqEV+LTbAu9n5jNU7k7CB3ox6ktu9i+YjwlLh8t/Wwc7tODzw5mEWPScd3lY9+DT9F06gDO5pbR5+mJpEc0Jmrv+6iXDrHOohXz9ru6mrjlDgAKN790s9P/DSa3SwJg9cksvOPm8XaZF+SrKLXb8/0KTVF8asceRGbspE1CWwIv7sBcuxMRY7vg7f001Rsf55BUhWCPDoPPR/TZg7hSr2CplYz7X5+RUgr1/HT4GUSGzu6LX90GSJf3oMRrdUSCJHHjWCqzZm1jYL1PkQ/swuAro+nRwTR6YSvTP3ucceOcJAnwplHHvOMd2H3fs5xZspomMYG0uvIdSmkBgsGEVJRJWEASxQFaaNI/pjbGDk8SKwrEuLNRr19EV5hGaFwoFr2In0FCkfxo+sY4PKnnkfcrpO3fgKHhN/9nvCLNI/rLoqf3AJdVVb2qbS+sBvoCvzZEfYGVqvbwOigIQpAgCNFo3s7N9u0LtC/f/2NgJ/B8+fhqVVXdwDVBEC4D9wiCkAoEqKp6oHyulUA/YJOqaiEbQRCU3517qbj8RwAAIABJREFUN2CrqqqF5X/fima8Pr/tp74F/s8pK/xmwXcdSWTHaTTp1wOAbeM19pfbVgyA0evAqvfHT3EgOopInf0yBRfyaPLBAhSjP1cIIUAvYTAJvHs2k0BLMPpMkfEPJjPiQZlxzR9mDNAzyo+32j7KwC0f0PHUoYrD3/dfMEB/F7rViMCXdY61Qxux6EgkYw0WQnCSK5s4qq+G/4AXqTlUYePVYiLHPMjK3ekkmnQ0ObiEjfUfY2rt+hga63jhmTZ4Zo5iklmTn+kQbqHf5b0c6tYbl1NTNDCZb+113g7pL4xlSfIkOjfMwxvRGoCoQDPyVxt4+hxM7TiK+E7DcW1eRoOFc6n/Thp7q+9nyhOrKuao5W9kgVfmqR0/EmoxMPHgWVYdy6JtUhiC4iN9wec8FxtAvFpEqSmMZzac5wMHLI9w4zl4igu9JzFg8L84NDSUIynFzChZiz23iGsD/Akc+drNTv2meKh+LABn8m5QFFebfRmlnJvfgyVHc7DqBeSabYnbsZLrLYdiK/Zg7PM8Bo+C6fIpki5r+cCQXg9ysf4AlGSoalWob9PSqEJWJuaQOCy9B1McUg1/2Y5Uko2Sm4avzEaD5YtokeNHo6NL0W9cyME319Nq7Xu0XzCBqm0T6NqrPmtm/cDo3QtZVhzPAzu3UwcISd3HxY/WUOO5ifx4/2R+yniL6y4f06Z0QP/8IiTbDeIyLyI37MW0fR5aVG5EX65icJdQI9Sf6IIU3HENKK4TxSZjc87VTMGiCXVQ+uFLBAx/9TfXSL52DKlyo7u+tj9j1xUt/jdm6UFOv3ln0YK/ClEQEO8sR3S/IAjv/2p4WXl+GyAWyPjV3zLRvJ5f48+2ib3NvpE/pzdUVc0WBCHiV3Md/JO5vOU//378VrjZef0l/J8zRL9HyfbX/zBm9A8q/ykI8m0V44nTZ5EUXY2Rq4+zpFcQSVknkaNqIDgdPF9bYGxMB6paDVwp8zCufJ931VRCur9K0z6dePcO35r/O9D4xc1sfa4tpo2LSBO7USJE4/YppJe6CTLpUVTYd8OL3SPjl1vGiG5VMAebKK3SmvTTNxh5X21aJgSjzB1HeMPqwH5CDBI78hz03b+WZnPGkVXmI+rgSi1Ud++Y253STfHm4kPs67aVi70nUmerljZ8zbUBV88JnOnahfBGS5DTz/GYswPs9nLsATfvdFnLwHoR1Nu7E/dbExgbP5Llti8IcOzm6PPvkz7veYgS+SjLRZuv09mefB5dZHfCBq3AbSukWofefHh6Hp2zX+THtol0Wj2DR14+wvbBo5jdUY/rSx95j8wk/LMX/9L30CLOn30ZpXSPUhDObOPJgivc82p1BnRJYnpiTX68WojbpzCyhgnv5vdxO1z4Va+B0LI/qR49ZU6ZSKsOQfEgOkvw5WagC49FFURUgwWvomKX/LD5VcUYlIRJEjDjZceuK+wOGMCEVlU4PnIFrd1lmCWB1PmrKDTpSa81GtVzhYutOxBUcJjduSrNq7XhrZ7hLEqqRdtT++lw/Hs+6TWd1/+1gxdNT+NpWIe9z3+Mxz6DV+YPocNX9TnUOJYHrSZO5hTySEwoouzFKEmEWQwIWAmr3pSAqBjuOQHnf3Vd5GvH+NETh+VqAW2qhN71dXXv/IymN9LJ2nmUPclJjBZ+EcH9d1LGRZ2AZLi1vraghe6+UlX1Zg+EP7Nkvyde3WybO9n3To/3d871l/B/3hDdDlXC/AF/CAz7zXiGS4LQBiSgvfUXfraIRZmb+KYwkGXvanTnTks0KZimff53KhFn2rzUqdGQeo4ArhS5aBBupNSjp6pV4bpbwu6RCTTpaL/yZZRa7dDnXsIn2xlxfR2HZq9DF2Fh+fZUXt63gNlLXFgHPYuuIBXFHEjZxo8Ju3YeQ9t+HBoxAeZ9ecuE/u0QEFcDSYTJQz/C+/nXiMHH+ORUDo9PvBdfWBWODhlH8J50ZBV+zk5dSclFadGOvVeLWF24AN35Ys5FtaDahv6svVbEe2uuMKlrdSx+BoJnpKD4jjJy+gSqDBtA96R04no3ZXsHiTG1tBkHAHExh/Es+Jw19R6n35oZVP5WD98+i233f03w41Khi86Vg/ABUs22OH7ag05fk7QCBxfqNWWY4yK+0ESUfRoD0tJnFG5rOIUuGYMIdcKMCD43+Hz4QhIgOA6v3oJTMOBnyyKi4Jx2/YxWyLmK4rChup0s79QeQfGxNtfO6G9f4rxfbZ6Z3pnluXYmtEygS6yejJdn8cSw+px7/FEmVxvPhmfasLRrJOKZbeR8q9UVdZ/QjsOvbGHmK1uY92VV/KL9CKsRzpW12/nYupfwSavIc/iIDTDhCwpDKrlOoMtG18o14IrMwhf68vCQn/PafSuuy4+eOF7/7izbBsWy5yp3ZYyc3y2m4PAJQpJrkPjqPOaf9RDzw3B2nLlx+53/IgRRRJBu0+jh9ho/mUD8r36PA67f4TaGW+x742fSV3kY7+fe8zebK7P851udx5+de/vf7bPzNvvcFv/fG6I/w4qHGlJs13IDBr+IinF7YCV6hIj0eUnToNEvTgVgy1Ot/jDHfyccThfXij1UM9pZek5jSh2d2Z0n155kQpumjLCfZ3WhRKMghSirBV3WUSIrNeWKXgJAjKiETdXjFxyHemIrZ1dswl3qptkLA6nzlAE1oR6WGq25YIMaoYmox7dQcjmL5W/vZtgT56n33WaWHs5i767LFTmSu8WVF2viM2tstW0/XuTDtXMZlfMIjuOFBJ7fzcrd6cycdx/mCK2wd4LUm0/eWMgHADVh0cB3yHjCn3cbj6a8Wztb9r+FGBhOz/tDuPHoW4Sf/R5P6jf4ck6w+UoR10162qVt4Ogry8hNy2f2uLYcA9IatKL/sb183vV73JVb4lo7GjlNY47drLD1ZvA36DBc3I2cpxEoAvsNo88ZiRFN4pi17TKL4tMg6zK6hp3J1EWRWuwi0OmixO0jPtBIhMeF4CxB8Y8gxyXgkVXCDRJm1YNQlIUcqmnfIUoIkYk4g6tgUj34dEYkRyFeWcFxLoXrsV1J6tyJYbViOV/gxN+oQ3zuXWweHx8lNuLQQTcn7F6u+YxYIlrBY61o2W8yoBA1/HW2WdZjqFKHmDVPEX1xC6dmLmHx6rOwojaP31uNjm+9QqazPjGyBzn7Cjq9ETm+Pu6r2nocNnU8yuWDFEUmE3D2BzoCTUd1pcnsndiLXQzopYV+Z/eq/afX0bVxKYakZFSjH1KbB4lo9QC78yWifUZGN9Vjst9gevx/A3FaFBD+uurpYaCaIAiVgSw0IsGg323zLTC2PAfUDCgpNzB5t9j3W2Ao8K/y/7/51fgqQRDmoZEVqgGHVFWVBUGwCYLQHPgJGAL80o74z7EFeF0QhODy37sCU2/7iW+D/3GJn7+Cf6fEz9h1GlV70QPJFWM7m7Sg4ZOdsCRrydv/LV1N/8wQfbknlaPrvsQcHEn6YAHdwCnoSrJBVRCyznMtvi1lXq3yP9l9GW9YFUpUIwE/rabw0BH0VlPFQ1933zNcdyhklLhJCDQSK9oQLh1iU78X2JhjB7QmcQAzXVfu+vyzi8sIv7aH46HNWFGpIbX2bifpoX50SfkR5dAG9DWagCJTtOEzTq/cj/26dsw2lw6x/nw+/WqGUW/MWnxOO6LOwOHFDzEjuA6dI6zU7V2N6lOn4blwFLF5X1SdCYCfutxLq4/fYFPHpwipFszK3elU99PYYU8sG0L7i/ew/6maWLu+wj0PPcq8HTMBuGfz9j//EDfBhdxSDKJASq7G8tOLAi3jAyh6dTTGqUsIv7ITX632XCz2ceR6CfUi/DHqRBRVJcSsI8AgYpBETNmn8YUmku0zEaX3INnzELwuZGsoeVJwxfFMOoGgjENgDsB95Eekbo9RumImA+jHlpH18OjMmC/swptxESk8lmbfWZg7rAkdhSt4YutT5lPZcrmQ+2qFcaHAVbE+fAFRjA9vTfMQMwOXjUQKjkBx2Phi6KIK9fPFZz4C/1Bsm7S8tX/bHsgRVVmbptC6UhAxrix8QXEUuMFWrjpxw+6harCJ0P0fgyLzUUQfnpmkhWcdBzQx2owXRhLVty/Xq3QkyCTh9CkUOmX2pxcxpIqErjgTX3gSl53a9/f7+ryf8XcoK8yIT3qlZUVo/8/x1vVUNhfn31JZQRCEnmj0aAn4QFXVWYIgjAZQVfXdcvr2IjQigAMYrqrqkZvtWz4eCnwJJKCx3gb8ilQwHU0gwIcmIrCpfLwJv9C3NwHjyunbTYGvgWDABeSoqlqnfJ8RaExngFmqqv5WgPG/gH8M0U1w6rrWdiE5JrBibGeTFjTZrT2IjGe2/q8xRH+GVv/aztF1X/LEtDE83bYy0WoxPmsYsqpi9JYx90ghT94Th2WfpkKtusrQN+mKUJqHbe8PSCYDqqxgun88Z+06wi16StwylYO0m11y28lTzOyt0ZQdeQ6iTDpM5SGJKWWX7vg8f+rSgaq9G5E94CVqpP6IYitGV6clx0aOIfdUHsZAA2E1Qon48GsinZnsdoTQJkB7qKPISI4idiqV+CYlhx92X8PiZ2Df1DZkPjecbz8+wUW7h5dm9qAsK4/EYYNJX7WauNfeJWPqKOxTl3HPvU8DMGjyWEY2r0Tj49o95SkopFtOB1q+OopPejzBotceZcgwLV90pwywQ9070nDlB7j8IvnxqkaQqRfpR/i3b6CzmND11jKNX1+xUy3ESr7DQ80wC4qqYtaLqCoUuWSKXV68skrzKCOKpEf0ulB1RvZn2QmzGKhr10ruVHMAxUFVUVTNIOn3rkJoNRD3l3Px9p+C/6nvoE57zgwbTK1VX7P/uoOMEhcDUr9ALrNj7DuWAtXMtxfyeX/zBU6u15Q03ln6EhOefJV3lr7EKL8rHBr/Ko3XfcHSSu144stneKbn6yRaDIxdNZatSQPp5Z/Hj52GIkoCycNbEvroeLIM0ciqSpBRwiAJmEq0HLly9Ti6yAR84Ulwejtqgx5IxZlkGOOIz9gHUVXJt8RQ7JIxSAKxJgVZMnKjzMuZPAc9pcv48rKQ4mpQElKt4tqH+Fv+8H38HYZoZqWkV1oGBN9yu7mZ19hcdGtD9A9+i39CczdBTYv7D2Ptjxzg0pOa+Ga1pWv/8Pe/C38HG23flI4wpSMTvk5h7LoU1gxOxnjtIJ4qzfEZ/Lh0Ix0/XyliuEZ48Vw9g/fYNox1W2KK03otARQLFioHCUiC9nCTHIVc8/mRVHiONFNt+qYdxVC5CVtulFUce7SQyKKsLTScr8nOXNqxgbK1TwJ/DG01mDqcfQk9+Gp/Gr7+z7A49Rvwumnw+SquPD2KoLc/50SOnXuf+oxF03vTOsGKc50WPXhuxEoA2oZZcOc7OFl8hHveOERIp6n4XH6kXDnCxOIUiqIbEqQTOV/sJixqKwuO5ePsO5NhZl1FR9gpj9xP3SUPoXtIq315OqQ5xxvk0FBWubJ6AvrNi5m76AXOte5Y0QDuZ9zMMKXO+ZQGRgPr4hsx8F2thuhj+0Ae6zUcd0AMRV4FvSgQZjGQFGIkxl9PoFGixC1jkgR0ooChPAyUUeIiwwEJUiG5BCD4FJJCzBgkAVdwYwB0ZfkEOHPxBUQhKDJio24ogogxvjLWtAOQUItM2UJs61osPJzNxxvO43X7WBrZgLmDGtL0p/XM6DaTeY7zjBs9g5UfzWRng1acbLEd29aXEaVTmB9dT8nL/QA4Z3Ojth9CrX1deDIwDW/6RbZdyOPdGzY+ObqXjGH3cfbzQyTmvkrc5Fc54Q7CI6sYJYESJRyA7NB2FNm8XL5WQMvEDjQTdFgUHx5FRa7eihyXQJlTJq/MQ1KImTyPgE6SibTq8SkWfMYa+OIbU+JVMN0uZPZ34A5Cc/9I/Nw9/jFEN4Fd0up4Qn41lvny40S3Tv7zHe4QnsLrqHrtbc14Exff5lUx64Q7Ksi9Hd65rx6GhiNonzuINx5uQDNVRV+cSYuqoYguG2qcFpPXKzK+7FRURwm6cuFK34nt+Od9jKPNUEyCFyQDKAaq5adwdua/SEiKYf/XJyuMUFWrgS4XDjFs8X4e+aEEj9MLgOLzgCgSOvwLYE1FR08A1efl/tHvsHLBWDYCiikAb0A0my4X0nfiWAoFaH/xC66Nj6Vo4+uYY8MxNdIo3jGmVYx4rgMLmkxkYdQVhLICtk1tj1/HG4j+wVxR4XxAPZzFHhqQQfWgeOSJb/Hgq0+StvMiS19YzpJLq1FdZeQs78PMcD8WddQiDheeacO0aQt4PbQu6aUeFvdfxAcNztJz+WpMn37NoF1fEPDt94zaMuM3iuErVrxKt+2aRFC/Fq3wbrxIw06JTH5wCfNsKZp4oqMIn6Ji1YuUuhUaRVmx2HMQ/aPId/pQVTDrBHyKih8eBKuBJJ2HAyUibosfV4rsVA22EGHV6onO5mkhtKSQUKzFqUj2fERPGZ9lW0gMcuKK70WreH90uz8htG0SexbtZMInLXgkaBeXHp7J1ot5XMi306TtIyzMbs9Vm4fvXSdZ16AVk8drHV5j5l1n/aI+wHoMNZtwY/EMHqgZirxuDk+27sthkmmaKDE3IpQL7gSGfX6Se59bRov4ICrZT3PggSE0njaIzKaDAYi0amXCfgYJn6LSPD6QQKOE0V2CmptOlVgLYr6dkPDqlLhljDoRj6xgkET0ooDOWUiC1R+PYMXmlgnRK4iluYj5qdrC+je1MhdE4fZkhX8s0V3jH0P03wxVb0HwaQ8O5eoR0gJqAFA57BdFX7NOwO7V6sj+WlnrL5iz4SWaTdyELvcilBURYa2BbPUHUcvt6KwBCCYrckkBRNXAbQnFXL89gtdNTpmPpCtbOBffhca+VOY3Hk679lqSvO0nrxEZ0ZwhS/az7lQK0tUCtsXsYPrwNXQoP3YHYEzCdi6/88BvzsnQcATOz4bgdZ2mR6iTfXoR7+41lFxOo81Tc3hlfzzm/CwGbtpNUPV4Qrv04kvqMmyYxooN6/MMcb178dSaFxk3R2PsPdajKmlvfILDqzBh6Hz2fzyRlUcyCGmTSI22EwCwhMayyXyVont7ol79ijH1HmJdygrmNnsUx26t0ymixPlxDzJ2UB16Tf+ew3P7UrfVRE637FCRGS7t04sHnl/CYOsJZs2fxpX2nTndfCcP7poLNVsxN7YN3Tsl8ljy0xxJi8OnaHkRVW9CEgVM9hvgF4lBdlNgiiC32INOFLDqReye8u/fmY2fNRTRVUJiUBDn8x3oyz0lp0/BqhepE1beq0oFV3AioiCgAxrF+FPdH04XqXhkFan9ELZeLsK0+Qf8Hp7K5e4qNo/M6GbxNBuzitKnOrElJYfKY7SH+Iw3etPXozHdcieGMKt2Mzac2M+E0znsKr2XCyY3D6o9WX7uJ/R1KoEio574kdpV6/NS95pMXHWcTyWB94c2pu7wduyauJxOX1RGqZSMKpoQVIVQA6iCiKD4UHT+2AggMDoJ0W3HHladtGIP+Q4PNUIthBpBFSUERQZZh+C2oddbCDboQVGQA2NQLMHoSrKQM1JQdSZ00b+E6/4OiJKIpL8j+vY/uAv8Y4hugj+LMcfNWP63zF0s+hOoU/CFJBCi/+NXYHAV4VRuLTV/N7Av6k7xAX96fZSC2SDxzv2NkXLL0BVloOpNFdsJBhOqswxB0lHikvF8/QHZB85SbXh/xDqtqW+RWZ00hCtlHsa/NpnTYfdQvf9L+Fyrqd2jPwfeH03lsisIkf1YcnkATyUN/M15dMjsyPEJVSpCW4XPJvJDzwkUvj+RcVEdeKhxNMYmnbH0rEV46zGs/ex1usWb+HzgGQ4WHgG+Lu9DpBnP/IuHGf34YWIa96TZh2OYn/0xM6Z9T/U97Qk3SmQsfITidyczd8JMTg3qB1RixIntJG7fSmnMeJYIl/BcOMKEYck4ju2hxk+7GVuvBQDTpnSgg709U5+9n2+qhBJ4zk3NxwZyGliYvQ3VaKV4xWxaXnXR6/IRrR1DygoinjvIqiU2bpyeRkiPsUyeGMmZ8WswbwTHd5MBUNLPYqzRAsmej8EUgFM0UezykRCgx2rPRpX8sUt+yCqIZYUo1lDk4ASOXbMRYtYTZjEQbpGQRIEil4xH1oxWiFmH3aMQYpYQXSVU2roMKiWRXK89YtolfIlN6JlgxKMzUzApgclDP2Lh025mx7ZiV/pxKucdZdmFEjYUHWLlRSfvlbjY1UwLoS2Nb8HDacd5P64+T6QdZ9CCsTSY0gNdQhqCLoq6wQL4ApACQxF8bho5j7Hr0RjOiTF8feYGYx6eTqUDpynY+j1hfawooZVQdVq+UXRrHrWgN+ORRUr84wnOO4tJcRNo1FElyA+jLQcVs0Y2URUUoz+i24boLEaQvcjWUATBh0dnhiCNqSx4HXhzUwHQRyT+LfeSKAqIt/GIhH88orvGf7Qh8soKnhKtutrwuzqgO8XPNG1XOec36ncyQL/Gz20aflbJ/q/A6B+ExeEEnxvRUYS/MxUEEQUQq2h5VLs+CLfDd8t57hbHe09nU+lBVokNyShxs+ZYJt27R6Ec05ri6eOqIhhNeLOvYSwroFRnIarfMMoGVeKyW0EQoOrR9YSHmVlw7At8IYkYbCpVWnUlqWYYXzxcB9uKV8jKLiRq8iw+vORl7zOLADjY8BjPDv6ANYXLGRt3oqK3R1aXU9S/lk1pyikWn/mIrKgmrEotpmOQQpW2fZm89CA82ZzBP75N76S25Nh9dJqxFfietB1ansjpU4i79AMzOzzMDLfmcTyadYJK3aYw62A9lk94knN5Cm0/+4wScxCTzDUZ1iiGFUeyeGmfg0+zf6DoajERC54jLM/JkgufAfBUjUd4gB10f+8Jki5txNniIZL3D0TOKSPfZCVUKeHLVhN5o5uRque1DraX5i9kwCYtP71g/1tcrtyFw/170XjAK/i8MvI5rbhdMFux64OQw4I4lm1nfcolutaMwKzzRwqIwaB48PNpzEC5KI/CyAZcuuFCUVXqRljwdxci2pwoJn9CzEHIivZgNNpyMJkDUbAgeN34tetDZlBNTt0oo12Vluh3f8LR1z6h+bKZCK16Unf/UKxdX8GWf5w6k7dybkYTVOUYS8/Y+WjjBT7LWIL/c5ohKruwEWu3CVCnPYN/t7aso9aTtaszwQYz3uxUjMGRCGZ/vCd3Ut1kpVatFqil16n6+DDkgmwEUUTVm1B1micneJyIzhJUoxVJ9KfQKSOH1iJQVIiw6tCVZCPIHlTViFSajSoZUI0eEHWgqsjWUBSDBVH2IkDFvACqzoSg+CqeE38Z0j85on8H/qNZc/UbNlJ/2rcHtTy8ZDaZbrPHH3E3hsj7k1bkp2/W766P82ucv1GKWSeiEwXCdF5knQldWT5uSygG1YdTlbB4inEaNXZOoPWv5Yku5WrqEV8mNuKZglMUexR2p5Vg0olYymuJGkVZ8S/LxnfwWwyNO1McVBV/dyHywW/Y/uR7dJg/hKKOT5JW4mL2DxdZ39bH/uFTqNormahBI/GGJ5HhkjiZY6NOhB8FD/Si2WqtG42l91tc2PoOgUaJ9FIPER9O5dUXN/FCwWmCNs3DkV2AaNDx4bQNjM0/RWCLpyjbNJ1x0VqIqH/tcFI/XEtisIXJHx2h2etP/ubzTXmuHZ1K+pDxk6a2Xu/egeyqeYhnB3/AoHtiWHskm0+7DGfglg+YPL45Rz4/Rb9Vkzm/7EuaXoqumGfEie30PKMZi+7RMD6kOb3jAmj3r/5kdp7ItSIn7S+vpfneyvgHm2mfHMUzqR8z9SmNXbbwxk6eP2BnRpeqlHkV5uy8xuxO8fi3mYRj41RUUXvvUw3am71XMnKtxEO1QB36vMuoxTcQQqJxhCahEwWuFXsocHhp7l9GsTGMQLkUqSQHJAnFFIhi9CNfNuIu94gKHD5CLTqi/fRkThpMwtwVCJ4y8oRAfIrKztQi7j2wgFMrdtNwzw5KPQohJokDjVvT7uAWUgY/jHvhahICjOxILeaRgExqL9SKRD9M0SjV7Yqq/oGc8fXpbFYfyeCTfon4tqzAWK8FSmglRFcp7oMbEYMj0NVtDYKoKUKY/Cs8GgDRUYRQmIkSlkiZXzR2j4LdqxDnr8fgKECyaXWZgqqUK0po10/2j0BQFTyCDqO7BMmep10Xs8Z0dQkGRAH0aNfHbPX7y6y5OfXrvtI2/NYvvbPOnmfD9Zx/WHN3gf9oj+hnG+rwKvjhweMoRCrVFq2U2OCO5gjys+DLPIMfmpz/7TCu+URg4t8mI1KqGrAC6AyUeRUMkoJfcTq+swcxAu5Wv69zu3tUKadTj7h+AnZ8RKCi0LftwyDpSS3TLqJbVvEzmDHUbAI+L7KiUqgPJqTVAwTseogrZh0xOoGR7+wjJNKPS8FNqNK9Lq6CElRHCQgCgUYJvSRSNXU7+87mcT5Zywk1enoRj644wg9VDlOvXgvUYWPhxU24ZzyGacpM2r97FdmnoJvcDflABiNObGdctEaT/6BBR61o9YkZBCbUIqlZo4pxAEGUuBQ7hNVj6jJsvoHrp4/Q9LXRmK+tZ10fMx+kn2PF4S95d6SWV0oYPIi5Cw5Sr+4DVO2bAW+m0nbkCJLGae/5bfdqtSt+S3NoNudD4l8eRY/m3UnyZtBw6BIKX6zNV86VnPn4NBtz7EwFnhxQi6kdX+TjVIE5cWm8fdjEPXFBjG1ViQn+9Uh7vRdjY7rwfF4KAJlFHpoFOTC6SvHTB1Mw92nCO3ZASqjFCeKZ/9UZAs0Gasb4czW3jBrtK2P9fh5Ohwtrj0e5potBUVWqXjtIZHglBK8LW2g1QkwSfhd2IJcUENu+MW/+dIOnWyVwOUvzruIDTWxrO4l+gybBye+wVm+OlJ3DuvMFtL+4n1pDurA4rYiSSH+OpBUx8lVNGm1X8C+1YTdjCDaOw2z9AAAgAElEQVSprNF6TA3bgqRHNVrxBEZjvEdGyU3Xap4Co1ElAwgCgs+N4NVypSg+ECVEZwlmSzCSSWMDOrwKOmsokj0fQfaglBZCRCUQdYiuUhRrCF5RC+8JHqdm6FUF0aEJQZv1JhB1qDojqnAbgsEdQrijgtZ/XKK7xX+0IZJVFamsAD9LMLJowiMYsARqC076NxxP84QmMunxRlwYdT81ln11233+DDUjfym4yyt1kGHzUMnPSrDPjeD14AypgqGV1nX1r3pDv0dpqyG8eyiTfZ+eY1q3GjSI0jzAKZsuIgkCb/ZsgvDTV4SY/DnkDsG8bRHN7h/L1uQOLL9uY13WSaoJBdzQi8xJHkv/OaOJvOcAhjIbQZUb0KPsFIeeeYthR1dBeey/VXB9Pj6SiTu9EKPPw0fX/fiq33iGTBqKW9Czf1IgV58dRbUXZ7A0+RfxyrwVX3CqVy0+jG/AzJy95MydTsywPrw045dvd/ixrcSf20mj+75i0kPJDJNEhAWdMd+nGZSyZf0Y17h1RTjQOmo9jmPvYukxkavbFsCb4yuM0LSC09R64iMAUrZMoV63iXw2oTVyQBTvV+vKpatHqDttC1GJo9izy0iPojz2jp5N9cE98KQrPPXEDOJKjzNp75eQc4Q2X+gJXrqKh51eavI9kTuWAiB1egrRlY/30EbiK9ch0+FCrFwPVTJQ1d/Ahx39IS+N0ipJZNt9vHsoE/PjKxk2sxclplgCJYFz+U70sS3IeaAXCe1rENpUe/FS7+nFxZhgoproWTn9ByabTtC0UR/0JVmILht7rXH0XHWe2X26EKc3ECFpDfXEsDiMEZV4NCiaLZcL2X8qm/r9HuLk+tW3lW7aUq8FCwoPki1bcAbWI9FfQpC9CIqMYg1BCvWgSDoEdxmC4IBy0gZSeYMNyYBg8gOvE9FVilHnQm8KxIeI4HVqD3ZBhKiqyAFRiGUFiG47KDK+cpkzQfaUG6HiCkOg+twoBiuC7EGU/55QtyBoeaLbbfMP7g7/0aG56nUbqGd2fIvgKUPxC0cxWBE9ZSh6M6Lbhq5Qa539c4fNLRc0b6lbjYibzvl7ZL78eEV775+9oIwXRiJ7tYWd+MZf7gnF5Tyb9jarOEDxIZuDkOzlua+wuD9sv+n8DQ5nFLNmq1anc7M2E01e3oJ/sJnNj9VnyNoL7Nl0lPyLh+n25OO8fV9dEq8f0N4ygbRVa5nSdDKnjl7nu5c7UTVjDx/JdRma4EPwubhuqUTYjnd5uv8i5nwwBFO/p/DrOI1X502lWpiVntVCcK98lS0vrCe6chBVNv1AvlO7RuklLvSiQJeyIxBVBWdwIvd9cJT1wdv5ZMwqnLLCuO1vMt9Rm+SoABRVxauotIgLYMPFfFrGB/GvbZd5qWs1yrwKST99wKv6bgAU3duzwjsq2/wipZZIotuOJWXLfIof6cuHP16jW8oBWsUHENdeKyDdtm4ub22/RNTjD1Vcq5/n6DlmFABftQfTgGWYg6OYNetxnkiSuPTMGGZ3fZlTp3M59GIbcmdP5J03dmD3aaGf+84fQunWhRr31SFh8st0+fIGG0Y1JaTVGEac2E5gOdvqmdd7E9p/OL7UM0jB4QiBEWT6JxGXdxwUGbmkACmqMutsUYSY9fR6aBqqItNs0KN89UQzfIsnE969NyfDmhPjrydo70cUHNaiQGGtmpPf5EHCjSqLj+Ui9+jB04eW4U45QFmPCQQIHrLcWsecC83asv5qEUPaJpC9aDWiIOBv1NHBlFMRRtTF1rrt+h0tJPJsbgqiADpR84wlAXQoSLZcBJ8LVTIguu2abh5aHkexaKFnxeiH4HMhOks0D0bSazkkg7Vie0Vvxq2KyIqKvzNXu+f9I7GJFjyySqivCPQm8LoQVO37UCUdqt6C6CrV7qWISn85NPf2PfVfaRd96+fHjONn+Cb9+j+hubvAf7RHJImAIiN43YhlBaiiroIKiiCiWIJRBREl8wyio5guAmxVf6FzXs6zsfVKARtOaCSEjaNb/ulxXnyl2x/GYqa8gXDx4C8tJX5XE+TLPIM3rCo2t1xRlBjk90cm3q+h6M0giAiqimL9cxFIOe0knSIj6WpyMr1aLGpBFsrFfciBMRSZItieWswNu5uVmy/y/IBkkiP90KUfY8KHLzH2w6958Zva2Mq0dn07B02n/VZNWSFnchdenDwI69K1lLplxMBQHomL5P0TOYyoG0e4ToexYXv6nnsUU5iXFvNOMOnMTiap7dEJseS6mnN15R7ajG+H98m57E4rpnm8FqvvlqB5db7d6YgOG64jy/h42GtIe47xyNsDudFrMqszS3gmOo2CqBh2pxXjVVT8dn/I0PptKbaEYXrkfkLfH0xMdCyOTk8wrfyaekrPcnjObhaObMqxwf1p9NmHFL9Qm+Jlz5O4/lvwq8eDj05n69o5XN6m1QV9VrUxP/eYvffsT9w/SJPKutpHYsOzwwBQU9bg+P55woZ8wmNFm7n0zEYWfJKC9ZP+tACcL5zl9ODX+aZoP+8/3YZaX8/kpZr38GbZOUrcCp7tS9navwfnRj5AdMPBfAAUPVcFAGdeEapOj1inDXL5QzjX7sUZXJ+qQiHy5VPkbt5M76YNoPNIBk56gi/eWkJeZil+29/j+/k7Cfr0EOF1wvDv2wJD4w7kN3wEgGglg/BT3yBIEpUHzKTQIIIiU3j2KnJnBYPJSKX8I5Tu+J62pw8wa9EB2q/6hE9V0EsCuXY36LzUerO8GHnx7Q3Ru2oql/NsJHg1A6YYw3CpOiRJ0vI5Jn/wusDrQPW6wedBsIjws8HQaUw+g9EfwW3TSAiCiCLpkQUdblnF6VLwKD4CjRKqzqDd66IOnSggKyqyX5hWLGuwVsyrUcKNmiH62Qv7q/gnNPdvwf+IISpvyGRDa1vrU1W1ya3a3N5iJlAV5OA4BI9GOhBURVuHgljRTtolmbFbtcXZLdiKfHYnAJVsxQwvzmWA50L5fH80RC/U0BLjsy69VzEW/9oKPEU5f9jWm1MeS5f0iD4vhpzzEHz7OoakcH/sDielXhWdqOLnLqxI5PL7N1JRRCwrQLGGIPuFQ2QNDBm/tCPvUiUYgyTwQK0Iom1XEOyZqOYATp/KJa9uc2qWF5kmTUolFbD21lSlVUUmuuFQ9rw9nrqd2uJu/TCGnPPEBkTxxoEcVnx+lJQ25+nS5UHGhvfi++IzvPKawsFKPWntPk1aiZu6W37AcnYrgjONh6zFeE9c1E7ZP5hLlTpytfL9NI72I8TrIU9V2VxlANH1jWTn2nkoXsGbcoUuH5XQtUUlzAaJ5CaPkrBtPi8Y+7Jg7xxW6psxLMZOtt1HZqmWX+hsvM6aCa2IE22cXPEV4YPe4ul9q5l+bi0pxTI/TVtK5VI3MzedZ/eKD6g8dj4NGsew8L46BHmLmJdSyta1c2iwcz4Z24+TFK2FKh071vHp+NU8veYb3u/fB2c5meXFwjMM/vgole9/g+RuHcg6tgObpyVBI56Hyd+QZffi9CqceuYT2s52kfJjKhev9aLK43ZmB2n9sF68NxqfpMfmE/AziBgK00kOTeRcqcJ3RUbiGjxKo4aZXHxpOqXvrGVkkYsViyaRXr0jnm8Pc8+Ie7DGhuE/aBIluiC+rtKYPmnaGnj/dACPJdZhrxxH0ye2saDJROS4cMqyFxO/fQnFF65h7tABY0QYfLeApSd2sW3RQnomBfP1+QL6X/8G9DVp2ybxtuv292tYuXJOIyTojUimYFQVFKO/VvujN6OaAxH8yhAdRSg6E4pJC1ELPjcGSa95YUZ/zZCU53RUNC8rxKwj3+kjy+alelAgupLrqD43JmsoqmTA6VVw+lRk3S/9gkyiDkGRUXUGBHfZzU79riBIt1ff/scO3T3+R0Jz5Yaoiaqq+b8amwMU/qrNbbCqqs/fap56DRqpxzd9obFnZC8OyYJOFNAJ2tuQLOrReewoBiv6fO0NT4qvV2GI5Kjq+MwhyOXXwP93KgbmZmOQPZrczp3oi3lzroCkr7jBdAWpd0yacDhd2D0yLllFLwrcKPOiF0Wq64pRLx9GSGoKgNsajqnwKoJPMyjeyBq/kQIqsDkwSAIlLplo2xU8KXuh80h0Jdl0XJlKbrqmoXdhocb8MzZ+nOBErbtn4dWT6Ex+vD3/GYbVDQHZyzmbqBVfSiJVbedIX7YYgIhGNXkz5H7614smyejg6AMPcm7OJwQadSRH+uNnEAl3lOuJXTuJlFCLTEtl8h0+6vl7wOfBbgwh4OIOsr/+CkESsUaFsqfdRJrH+rPpciHVQi2YJz5MvRcn4DxzGEuHB7jx8RL8n55Hfjm93TNtKIlvfcChPJlOD0zmYleZpW/vIeP9L5if+ykBycnMv+9fPJfyOTdCanGjzMt7B9KY2rEqkiAQLpRRtGwmhefSCEiMZuYrGp29d1wAG7NKMUsir22YQrOdcZzf+jWhSY3o8+UbAIQYJF698i1ycAINXtjByZebE3zvbApeqktmQ62GqkrpObzhSXDkO+qu02rD7utenUGNYkkMNCAIAnpR4EqxmyirHqte5Gh2GfvSCmlbOYTGqZtZcO8MrpR5eHJALWotWc7LP5Wy/sfLRCYEsn+lFhqedWkvAPcOqMk7H52qWA+vFp8h2JmD/evlCJKIu9hG2MOjyP98GQVDZtFt8lc4CrLY9+E4KgUacLz/In5Dp7Pvhpf6kVZO52oveO2q3r48QrlyCF9gDKrBgksyVzDWBJ9bMyyihEfQYVB9mvhuedhN8Di0UJzerFGzBQFVpeK+lAQBSXaDqnIoT6bE7aNrjITuxgV84VVxGgLxyFrRrlknoJeECqac6ClDFXVIZQXoY6r/5dDcO20avdIhNvKW2738UwpfX8v8JzR3F/jfFJq7WZvbm0JVVRS9+ZcFLQiogCoICIBXURGMfgiKjDusGl5FxXr9AgRqC0nVmZBVFXPhVRB1+IpBF1OjYv78idEYqze84w+gj6paEaqDO2fu3QyZpS4yMdGufveKMR0KvpBE9LkaE+73enSh5YW4/hYgpD5dvyyknXSN2GAzcwfWp4k+7zfbu48uJ+qBdyp+b/Pog8xefpBHFvThcLvO1HmkOdITswm+cYpWX5YhBg/F7Gfg/WPLGTUtjleC6jCt4DQf70jj+cRgZm+/wr2VTFpoxaQ9eL3pF3FdPE1so9a8kxrDpp1XsecXMnpYSwy6Ggx7biGGNa9TcPoq3Wr8wOXgfvStEcreDBv1VnzFtnwHMV1as/liHh2Hzqa41Mv35fm+fpLIGwdv8HD9GJzfTmJa1b58OWwO7zSJ56U637D46lDWPruIknMWZrS0EaHk0aN2JC9t1ry1ZZWv8f4rm8lwerk3+hrzHFr7tut2L8nvTGTFW7uY5m5JkwZe5gyfxbxtl5gU2IhP7ptFoEXPIz8W8nnrMyTXj6Ls83l4y0qY2G0mSy7XA+CppIEM71wZn9NHlUH/AmD3yWymd6yCUVBwqwIlbpnrpW5i/PTojqynWd32hFsjsbllhAZdiDXP4kqZh8JLWj7vwMU8ijPTWfjUg9QdsZCE9uNofGIfACsv5NFwtJVxo2cQ3bAz74heUmc8j+z1Ed+pCaJeh+AsxTp2Dr3e2M3jQ1rQYvwgDP86g9q8HsYRr5Ju92HSyZR5FV7+9gwAOye1+826mbtLe7H7dduP0+Ya1JScIEqY8IGiIHjKEGQfijkQj6Cj0CmjE0VAJMCoMd4Mog5B8f0mfwSgVLwjq8iiAYPPSeNoK+vO5bPsrIOaYdWpppgxeBU85R6rioBeoKJVm88YgEdWsOj/HtKPpqxwayrUP8oKd4//KY/oGlCEtlzeU1V1mSAIxaqqBv1qmyJVVf8gcysIwihgFEBsXHzjqycPIvg8mlsvihRLgSiAWSdqtG6DiMHn1DwkU4AmBlke9vIYA7F7FU7mlJFj126CoY3jyZ49hvAhYyle9z7GxzRdtN97S2eH9Aag9soNf+la3Kry25d1jg1FQfQOKkTN0gyP4tRCDMb2j9zR/G3m7mD96GZklHqoK9zgnKBlR+pFB/7p9t2W7GPH8hVIBjP2Lx5nTOV+LDqyGKVyQ0p0QRS7ZBLOfsv2YXNoeeYg+o0LiXmvlJwN05loqcU8x3kkrwNdYTqZ/tpDKtaVgao3IxZmUBzbGH93IRfGjSLqnhoEDZ6EaM/Hl3YOqcY9FK95l6Pdnqd9rJGLNqhTdo60oDqIgkC0WoxyZCOnF3zBmZkfadetezcWP7OIbeOb8WpwMs/kp+DvK6XkozcIHD4Vvw5TaDtyBJ9717H3jR8o9MjIKvSb3o2AZE03MH/fQTzj5vHCxvP8sGYbANOeG4BBJ9IsNogrRQ4G+mWhmAO13J3XhXJkIxN7vI5ZEnDKKmfmfMjO3jrMD3/IiBPbqb5bm+di204svrYez+l91FirecrvPNuZXrb9OJN7cjDTxvhF+wkKt9K0TiTD70mgoeci9t3fUXDmGpEt6iOFRkPjXrhEI2klHtafyWFqAzNKyk5sp09ScPoan9w3C4AxJxYxY9r3zN/yIt89Oo8fy9tP9Izyo+eRNaS/OZPtD8+mS1UtbH2ybnPu3fM+BRHJhKQfQDCY8MQ34lKxhxqpPyJFVwV++1K16MA1ulUN42h2KW+t1wzV4Ze7klfqQC+CV4EASUZw2xDdZRoxwRSArDNVeP2qClGmcsabpzxsJojIpgBkRUUFZEXFq4BeBEkUMKg+REcRLms4J3IcOLwycQEm/I2iplMnauy5PI9U0ZPKq6iEW3SY3UUYQ2P/ske0qGPTVzomRN1yuxf2neCrSxn/eER3gf8pj6iVqqrXy3uqbxUE4fxt9yhHed/3ZQCNGzVUUTQXHFFEdNkIDPQnzy3gE1UEAQw+J1JZgUYdNdlQymPKAFl2L5EWHcmRVjpbtMK99MJgwpIqoRqsBAydypPfaqe24qE794zuCrepb2gc4w/OYgpqdgHgUnmPmDZ3OP2eyR0osDnu+HS2PNUKw/IVhCY1wnzfAlq9vZIPOo/inM1NrxphuNZ+R5XEOjw38HXevm4nsNnjpBbN5WKRh6bBJnbVakaHs/vJ/3IF8f00VpocEEUqoVgiw4ksTUP2j6TyinU8+dUZhpeYybFFsPyEnVfig2l1/wjCVANZLpH96YWURVUnedd7FHYYTY/PrtGiWhs6LriPKVO/AKBvvoOeTeNQvl/MzKPLaPn2PnZMbsOE0EGkvH6Y2KY92dwvmC8bbqFp/9oYg/zJOZ6Gz+UBRab1gUpMH/Aqb604wmePNaVbHe0hM9h4ke/FOiSHiDSyX2J+g1H0TztGmEHHdY+RhGZ9yFmezPmUG4y8vw4BpW52PzyCESduMOnxRtQbP4vQpEYEjn+Hw0IC3lljSOinvdS0rRRInq87EY48mmxdyNcl59n76SXCjRKOykEcCTQSmBCEqigYG3VE8QvjrSN5xAaa6Z4UwmTnFqpNjaRqcmUspmrcNyqWbiFabqvSNCc06MgHz++DmGYQA47vn8cZlED0w4s4tOI9LBklHK7djD7/j73zDrOrqvr/Z+9Tbp87d3rPTHojDRI6JAiIVAGlKYqAFGkqvoK+CIqggAUBUUFFRJGqCAqCSG8JEHp6MumTTC+331P27499ZxJgSIEAP17zfZ557txzz9n33NPWXmt913ctfYpr2lPsXzuV/oxLZ8VMRtspvL//jPGjp7C4+UDGFpWm3Cdvp23ykRR8xSlTa9iYdplWE+O5C6aRtWKs7EpSGTbJugpDMEQiQvngOZpyLQ0SQqsqICQio69LZQU1+cAKaeKB0kYIwBDFYnNPkRMGsUg5wYE2ZtbW0ZX1SLv+kPbeYGFhT87DKVoiyxAEJAw9Jz4gdoqefjj4WAyRUqqt+NohhLgPmMV7t7l9TwgnD6aNL3U4yiuJYAxsJB5voOApPB+km0LkkrrOwChDGZZm1QFz1/ZzYuFF0v/+N28t0FTvxt//FfPgU0kWx7xw9ig8pejo17O2qqLywsTb/sHyc4/DW6mTxEbLjB13gIow6ydQ07UOPxSnxNbhgN3Lt9+DLY+FiyG7UnbZhvULr95CZB/dBv25P95K6uvXs+SJxzh36mrqR0S5rvo4Hlv3Kn+sn86Fr/8ZZ+QYDCF44/f38MqxR3Bw+xJiLY3kXtfhouCuB9BUWY4yJJ5RzeNtDge7r/LbsqW8cto3Of6P1+Ps20LkvOPh5uuZHPcRboZTJsS4fWmKkQeeTflTv+eOL59GqddPvxmh9cv6Zv/GvbC6O4M8/BwW93tYgfmsGShwwm6N7D+uivEVEfr+9mOe7sow4s126vYIEb/t7zR/+uss/9pJ3DTJZXJCUHvCVFYfejB7TK1BGpJWYPIP/4DVvohTXyvhlvl/oO6rv2f12SWM2GU2T+1zHLdecBAv/+dRdrvyKWJrXmTJvx7lhtWPEznrAQBWHJfhzHw9+332W4TL57BrSN9u1r1X4R97MblAJdHJ0/Adl1f+9CZnf34CFTfdy+Mre7n75bUUXJ91N6xn7hUTGFney6hEmJgluCb0aU482uPoG87llkda+dLLN/LK134GwB23/ZlHp+zF3uUh5vZk8RRc0PA4l/QsYON1B9EfMNiYynP+wz/j1iVprn/j9/R4ipbO+YhglGfSzcw46kKMjQswhGDX7z8NwMuXf5bG/jbWWjUkCz7xgIGnFCkZxXV9SgJaRTtqS2QhM0Qe8oMxLeHT14azahHCtDASVYiqJk22Ac20s8PkXR9f2xwGIzWDum3JvI8hIe8KKmNVyGwvVdIkG4nh+opk3sOQgpiTpjRYQk+xdEAILQZrF3XtPiikaWAMow/5tnXkjime/W/CR26IhBARQCqlksX/DwYu573b3L43fA83oMMdhpfHMwJIIQmmO7HDCTANfCOqxRU9l2SgjGzOJ+vqC+XAkWW4/1lBYuIouoqGCCBrRohmu4vv9PgDBZ8SW1Lo68APxOgr+LScex7rSsbiKwVdybcpaG8rrMqmYZf3FL0Ycc8vKZlzGNTqGyljhFnYlYXebvZqHp7ivSOx+0knM+8vf0KaNjcecAkv3vAi//nrRezz82eZu/QfpB65nV987S+05X7AL9ILEP++jPU330DJ/95I+M1/6UHcPGb3KrJV43hgRYac57P+r3+m/sunsvtNV7LAbiFkpZnylzu4o7XAZ8tCBAoZlBXiuIkhvnznG9xeF8T6yw9xSqNcETyK+x/UyfOFmcU8s2aAjCcYn2/l/q/tzrKeHNf8YxGLn53HotvP55IL/srhtTFmPngfq/MBTrjuWdKPXErnr/4H5+QruXVBkvPO+gEPey6FZI7eYhO73W0HN9GA57fhrFnKgjnr+ObB99D8xL4s/t7NHHr1Dbzx+GNc/dQqeg8/hbnf+RW/PWt/kj8bYN53fsOlJz3JrW/uyWduuZwjxpUTbn0egHsPuJcnTr2N65+9Bjl6GvknngRg4o034Vsux668k5P22x2naQY/fmYtz69NUh2x+d281ZwwvZ7/HV/gnKYjuAU4ee9GUuPmMPWv+wFw9Ol38OpPjqLh9iQ0atkigBFzzuPQc87goRvP5c9/vIKNDfuw21eP5S1DsmH+RsbNe5qBrx1H/Y13s3bAIVgyjvEDS3jtZH3d5ZAM3P5LGk7+OulgNSE/h7IC5JUgaEpd6FnIIPt6hxTdlRXAD8YRVhiZT2GPnKTZniW1FIzAkNdjG7o+yJACz1O4vq4jG/SOXF9hSoGvtHfUVZBEAwkMAV6RpKA/84kJSVXQIO/qscOWpD/vkwgO37V1eyHk1llz29AqfCfegY/DI6oG7ivOdEzgL0qph4UQLwF3CyFOo9jmdqsjCS2FbwhN1fSUwohW6MI4zwFh0K8ChAIhBJDL+8QCBqah3fSK9DrY+ygKz93P1Lv/NTRsLpNGFfWqJka0cVnemRx2FwKmoCe7Y9z+zZEdvJEAYYeGJEpivSsYc1+RwfeNa3f49w4i/awee9+fPKHf33s2025czdpXXsA+9nDufODnnFv/4tD63zpnFn9b0stjXdP45e59KENiNIwFwI1WIjO9hNe9wnFVZbT/7hf0rumgpnYCRt968q7PYQtu4enQmezfXMraAYdRkSgon3sbd+OOFU/x6wWVnHtIH4U3n+WKA0fz1EtrAc2sOtBeh/fGckR1EzE/w78Wd/GZ3eo572e3cW/TrQB8YfwRXP7WANmCx81n7sE1zbP4duvDlMcsWu76KUc9eQOhe39M4fPfZYypj71MdSJ71lIWKWXGQxXsMeskft31DY64cyX/OHEUfZkzeWTMTL6/fh4XAIfv28L4iiADf32VupkNvHzCjyk0z2TmN77IktW9mEWPaM/FL3L/PxfxRMUIjjjiYn0Apx3AsjtWc/3np/JE3bHQC2dHWjlgdC2HfvlKvvKNr/CZ877ARs8n/+tT+fm95/LNz/1yq+dxsAj7zLZ+JvW8zFOzryZ42rFc/61fc8Utt/PpPyzknn3u50fPrebro2qojFmoB3+JeeApJKsnEQnqCZrlF3BO+xFrPZ+wp8gRQDoghA7FWUURX5nXckLKtFGBqNaCMwLIcAJhh3VEIp8iQEoXoALKlwg7jOcrBJqk4PpqiKxgGwJbCkKWZLCEx/MVSujcUVgKpICs46PMCMLJYhfD74akSO3eQdZhZ2juQ8FHboiUUq3A1GGWdwPb1c1KGeZQx0dRrD1Qho2ydVhtcBblK8i7PkFTEHLThIAeQogeTS8Of/7bbxtX5pNabn4zjK4c9HZ0aK4mBMT3peSuHxM/6hvbs9vDIpdJY616CQBj4myqlmo1B+vsq1jfmyaV0wV5oUgL1VOnU1jXytn3vg7Arz/3rsO5w/DM/8yB/5mDt1p/1/N//jbJB6+h41u/Rsxex503/41051rE7Av49ugLiz8AACAASURBVO3f4Zgf3oxzz/3YL9yNGqcp50b/RlA+2flP4GZyxEfXw/k/5w+Luzh+0hgCAw6BibOYVBmmqu0liCTAkfyurYQjV7zMK/157ntxLWdNXwcHn0FkzXxevEirZfzhzQ72bx5N45qHYNJs/t3mccn0IE/ufyzPJQvs+drzLFvcgXPVzZyZ/A8bdjuRBq+LXV+7lWP+2cm1i79Pan03z47YlT9+65fs9UQr9973KgBLjull1X3/4QsbUnxjaiPx3lqua/obf7nqKFr/Zxk3TRmFu/YVRp11JxXf+RXzJ+R5cNRMDp3/V9w/Xs/DZ+7Gk5P25O+tvXzrnFm0fEs33TvlocU8cue/ueXzuk35yw9eyz4n/Yjr5l1FaW8Dp+++K7k1q1jz17Xc8bNn+GbA4LtGE/7PT3jbuRlO73D9HVoZovCt4c9nfUmA3z6/ju9/aiRioI2LPzOedd+9kuyJHp7jYuRTbHx5AVWx+4mNnER7hQ7m2krQlswztcRBFHJ0WeUMFLuiRiwTUTRAXmk9+O6Q3hueg2+YuDGtRpDMe7rnkvSGCk8R8m1huaApkMWJlxBgS03JHiTDCbQBkm6+uECikHiGIIdJ0ABRVPQZZNMNvn5QCCEQWwm97WwDsf34/4m+/T6gk5SWIVBIPZtCIIr0T0MUZ1OGwJIGZroLirHimtIIXt/wtRFyzRtQ1aLfvEcX1c2xsDPHVLEel20TTh32l/guKl6NsiP4HauQVU0UaieSy2QxJPQWY94DQtDQNJanz7mOy+b+z/v6rvcDY8RU3rxmKgs3armUNf05fnDQaHZtOpXHF3dw+cFjWH9HB00r52HtfzRe23JkTnuRfiiO6NuAMG263niLymljqXI6OXJcJbHOxYytHofoMYg/9mvU6Cn4axZh1o3ksDEtJGwoq7D40dGTMcwK3ujIUlE2hcaMLig+vS7H3zssvNnnYxZglyrJiovOZP9bvkvjyINY3pPlmlkBPn3rJciOxwmaEmWEcOomc/cxadJ31dN0+hnceOfJPHDenpz4x1fw8rp27ErrIG5TCU6/cBbTvnQshyx6nBF7n09ndZSWUxTq+XuxBlr5/gUHckpjgUPv64Dv3cShQOUpX+fpPeZw4N1XMLFlf068+UUOXaEnSL87upaewycg5v2Nc7//TX5VP5XctAOY0V/NyrFvP+6PfU17pt9l1dCy8LHvYWW2gCl1caj7FHQMcM2CP+Gl2llnVnHECRdwxiU/oSeZw4oE8efdT9W+szCmHoDKDVBm6Hq1AWWTc/0hpeyKCoeyWBWeNDELKYx0N35At3EsBOLYgGtHMbM92HaYTLHRY8FTlFggMv1D96IybAzDxPMU+aJc0mCMwZK6JMNX+n42hEAqD3zwzQB518fzByed2jtT0sSSegQdMdnUcv2DQpgm0ra2vM7OHNF245NtiITUnScFGIaBicKn2PFR+UghMCRIz8ERJioYY2Nex69HDDOct/IVvNI6aJoy9BDdGsLHf4fJ6SQeTRi9a7a+wTBw1y+CeJ0u6BPaoHqxKqTnEEx1EbBDBMt1jDvrKlYUJrH/M/fz77YUhxRe1wZw6sHv67u3FxNrSuC0K+D19by6Mc2XnHmcunczdC0kc/NfcUJaWdlUCr9f80286nFIM0Bw1ygtM2bj9WxELZlLaPqRZKon0JlxCTfuAY17sH7AYdyYAAXg2WU9fHZMKfM7C0yrjvBWTz0BU1AbluTQGnx9V59P/xHfwzYELc46ugJN1F7zK57uttg35DImtIH80/+iep+zEX1BykWW9B2/oOvY/0Ve+U1+d/Cl9L3lsPf8Z7nwH4tY9Nxb/CfwEADXH/ojnv72/vzzc1fw0ECeT7/2KMeOmIC3dCn+bkfRPfME5m9IsrS9m++2bzpGZt04xpxzH8888wQzr3ma3vYHWfqzTyFXaWKLWNtOV3wKe9wmWP6jEJdYkm8seJJrJ82m/jKt4BEESgHOuQ+A0Gc/uNcNMK6qBL9Y6tbobCT57HUMeAbRp/9A4fPXY62eh185EtnZilczFiOl685UuI6aqI1TMgLTCuG9+ijCDhIYNQW3tBEvVqm14ZwsoW5dY+QGSxFuAek52IaJr3TzPpkfAMMcYq8ijaG0ilGU7FFKe0OD+Z+gCYYhEAIcJTUrzvOxDd2NVgGDsqZ5X+eGQBsiT6kd5hFJKbZORtjpEW03PtmGCO3xmFLPkpQ0hgrZlNAJVDFYnS0FRm8bdfZgv6EoxoipWqpnrZbnx9w003k/LYbfrzcE0OuZlMaqdVgQNL01n0QWUiivQDTdXdxrqDCDuM8/QO3vH+Lih7Ws0E+d1vf93e8HJ0ytx55+KgM/3oPMqoexapt5LlFDyDJoSYTocuqZMVJP76NeBmWHUdKkv3wsJeEEb519DtHaexnxxeOomXEkj6zo5dDmMJX+aljVS2H5Gxx+4Fcxe1rZ3fDxXl7AhBmHsT4LZs8qZJFxFaosJZl3aQo6dNpNPL+mn0+1lLJ3o0S8+iDEywnOPIic66NG7cZdK3IcW1VBU9hn/mttnH1ZE8f9ai5/vv5PdF+9J+fffTXXF3/j+SfvwsavXct+Fxj87pfPcchrUU4tqeL5doMze/JMMro5aPmD1P1G82queeixtx2j7ozHvAunsrwQJX//zwnP0pHn7toZjPP6ueuyQ3hs708xpzHOE2v7h1XvWHbj0Tv83MmxeyPRori3rfwm8evuxKxu5Mm1A8xpnkl7VlEzIsFzG3Ls1apZc3E7SNmYGTi04ESrCI6eirNqoWa8WUE8I0BPziPjhCkr0Zp6VaEg3uq1KGliB6KbKGyglRWK4TysIJapQ+0CcAVDFO5B4+P5imzRIAk0LRv0fb25CoPnK6TQBAhAs/uKRIgdc/B2Svx8GPhkGyJpDMWVzUGjIwTC9zfFn4soeAqRaGLAKbr9/WmiliSY7UcZtqZ3A3Ziy8VqwyEQ+WBtvc36CZRkcyihwxQy04uyAuD7w/ZRkfkU3sFn8XrDsfzoT0HEkudx5v39Azfse1/7XttMZu8vElo/nxPkai3T37MEt3EaMqs9IrXsRYy60fhRHQp91alg159dwZqbbyS7+A2i9WM5vKoU0jk2xEbRLl0mz5mGwCdXNpJHW/sIVs5hT2Xg+C6FFx7E2k9zWeL7HkRraxqzP02POYIj6oFXH8BoGEtu1SJUdRNy4t402DYYPs+3rmfucb/k1MMeYdRhU0leeipPfe4ozC+chLIC/HL9I1y7THvNbXVxZpQFsQ3BT78yk70bY9gbF3NiTYjUP69BHP5lFk7/Entt0HWLhc2Oy7Ibj2b8BffzcPBvNF32G/JHf5u2Yni1zpKsc2LMlKtwbzofgEMO/MpHcLbejfLJzSztzVFbVkOVHeD5tgyr+rIkghZHlA3gFSdnwjDwlryEXdOOKq0lUzMJu6QGLxDFSHVheg7xaA0ltiT4jjCYUD4iN6Bzt76LcHUN1yC7zpcmeA62AaZlDRmWzb0YX+l72PW1jI8pxVDRquE7SGniS0HB08Wwg+3TbUOQU5urNHwwSEMit0LfZmdobrvxyTZEFKuuhb7Y8Zyh4jjhFYZUuIFi7NjAlD5RT8/EjI62oemLMeLDS/hvC8x0F4VwuRZslEZRm0vLECkzMETAAIbCjhMro+TtEMERu6CWvcTqbv27RpRHP5J9Lrx6C/OPOIgll0/kc5kNnL/Pt7n6d18kUN+ErJuoafMAE/ejECqlO+NSSYGSoMGj2WZmX3Id+Xt/jrdhBWL0TFaLBIvb03Sk80AJdTGIP3oDhx10CkkjStDQumw9by1jwRTt2e4xel9+0pyGnjU0lFkYq5ciapvx+zoI7X4IudrJvLghTZnyqQrDgeMqaTx4JBcecAmTmxLs8+ly6seV4yc7WOaV8uCSDs6bVQ/AhrRL2FDklWBUIoh791UYY3aBCfuy8OALeeTNTvY67wDiE04c9vjksw7pi28g3e8wds3jJBLFupmOHGc/HeSh/XKYNU24G99fSPeD4uUffJp8ei8aspB77DFqDp5ES6lNUzxIk5WF1avx9tSaeVb/etTC5/C6N0L9ZNanHJQqodm04KUHyCxfTMmBx5CrncyKPm2SJ4VCGOP3ZXVXktKAgWUIbC+vDZHyNyWClA/SKCrnewghh2RyHE+9ra4o6/o4viBi6RB2xlf4ysAa0qXTQ25OGLANwY5SkNkW+vZOssL24xNtiBR6ZmRIoXW8B5cLgRBa/l64WZRhY5omwnMAY6gzpFvWxEZHPyyHyxl9lBC+q706N6+9oM0beRkmBVNLDKUdnZyNK8XYsiCBXC+rZBUjG8ZS16prRig/8iPb7znJGeROvZS7zzmDz5aFiO4+h0LrAmS6e6hwuLtkJANJR08YfJemkih5V/HX5UkO+dzFmB1v4SmfJitNZVOcVMEnZAp6ch5Vk2YhuleR8ByU79MUq2DBonUcUKoLjFXeBcPm76kapkZdYoGw1rgLxUknmrFQzKoQGCueR4QizG7elbY/3Mfzh36Dr/zuB1RFbIyX/s6/jruCrOdz5tWfw5+l2W0VYRNz2TNkRu5DvZWHI79G3cm3AMt44IavAvCpu37Ej533bpVQGTYoS63B6VyPGqXVZcyBjTzwxZE8MFbrYxy9ccGHdXq2iAcWbuSQOklFOIZ3xNe599UNnDmjFitiouY+jDfzyKEwk1dSgzFxb5QZICXD2NLTHXk3LqJv4ZskDjmWttLxDPQXqAwbxKVDPtlHIFaKKXWtkeHmQPl6UqV8cDf5kEqa2nMa1JszLMwi6cgCHK8Y2fN1yYbnK2xD6hww4Cn9LLAlQ+rbgxCoHRcvM7aFvr1jvuq/CZ9oQwRgKRfcQZmfYiGdGiQsaMYPyh8SQjWkGAp3iUKGWmtwWvbReBHvBWUFEU4WZYXAsHUM3Xe1l2fYQ8V/xYgDpgDbz6BeeYQRux2GE5uAqp2IkU9R6O/Cjm9dLXlHINffycsPXssvn13J3J4szadcwp7X6NYZg9L7pV4/JZG49lrzBazetYwPxYg3lbJmoIBRswuWFBhOhkjfKqLJLoRpkSqbTE/DLGKmQj1+KwMLFxOfNo3JV1/JcqGLeZUDb6xLsW9TnMpsG15XG/6E/Wh3bSqlIO8pwple/FQf3S378sTyHm58ZCnxpgmUBExGl4VYeNEfeGij9iaPTCS4e6FO0CdCFqOq9sDIuLyZAv3I09iruZy9msuxp18DwK9uuuxdx+bZqz9D3CyqQM/+IstT+gk1YITZNdvPOfufC8COzwJtG6bVRPGCJj1pPWE4bGwlZt867Ewv/oQ98X0Xo9hUrl9GKSlSsINSEhEO5rrXcDeuIf7ZU5jr1rBsZS8HjyojkS8K6/oeBSdDjZAY7Rvxw6W0mxX4aPZbSViHtLWXlN+0Y8oHpYbyu4M5IUOhad0FXbyq8DF8nUNSrg7ZxQIGQinUZobHhKFJ0QeFNLaurLCTNbf9+GQboiJVc1A2vrgIidpUV1RssgV6XUOBKtJMB0MCxsBG3HT325S3AfLJPsye1cCHH7rb4EfBhzLTIOBltVCkGYBAjJynSDuD9RC+Lp3wXF0cuNthICS9eZ/V/XlAMqN0xxfYbgm/qp9K9O//ZPaCuUwfEUcufBTh5Omo1DUoSkECEPkk+WACzy4lKBWVwiBgavXpiCUJ22GkFUKVj8APRAkqQd71WZ90Cc06mZa9UhgDHXhrFxOfos9VxJI0x+Lw9O3I0VNwx8yiVwVIFTxswyNkSlaISmqmH0l/2qUmFmC/XWr4ygHHMa0mSubbX+Q3f1vC1HiQM1/5M3vf2c8FLfp6qY0GGGv2kfvXLYyaoCWcuv5x8bDH4PRZb/epO/rTWBJksoNsoplV/QUSAT1udSTIqm+fQT75IekXbiMWdKSZWBlhVV+OlkSQJjsPBRe3vJl+GaU01zHURTUkBXKgAxWIYBg2wncpNM+kNT6VJ1Z1c99LC/nNCdMoffr3yLHT8SpakJ6DTHZCuhdCJXTZlTy7uo9dqmLEAlKrZIPO6xa9Iz9QzLcKiY+mZMsibdvCIyh97JDJQF7gKc2ukwDF4lbhe7onWbENuVBKl0bIHfOo2xatuZ2hue3HJ9oQ+UqR9wH0xWoJNokbFpOhSgZQQuD6CkPokrihi9Rz8IwAuXgTQS+LN9BDoKTsY/ktUVtiSkEgr8kTvhlAOjlkboCwaRMpehfCd/Ej5ZhtSyg0TGNNQTIyv4oqYJGjiRZ2vPIj2+/Cq7dwlmgG4P43NnD5Xa9z+zmzaXrxT5QldKsFI1GFVzse0P1pbOFr/TG3QGk4QUZKLEOQKvioQCVmsYCxNN8PvktVNEi3CvFEu0mqUMURk6pIGHqGKwe6UCvmk17ZitUwCplLkrFjZB2fF7rS7NlYQl/OxZSCUbKP0aE0+82wSP3jJi7e/S9MiAX4SXoRu130CN+74D984+vHcMCj2sspPf1/kW2tmCVx9vmXDo3Om/nu3z8cPAVVyVb8oFboqI9ahA09mXhqbYqZ19xG2cWP7LDz8H5RGjSoCNvUyAwy2YlX2sCAbxEyBfloNd1ZHfOuL6xD5JJ4dkjnLAm8bZx/HxHBW/Igsn4U3bUzMKUg5rUjkl2IUAynagxLN2aZWBlldNSn1zeGvBZH2gSkgxeI0p8fjLFrMVNT6rYOws3piIfvYUuIB3TnVsdXQ36qKfX97RvWENHBkgJfmEORhA+KnRI/Hw4+2YbI18lJE197QEWvyDc20bB9BCh9kUrPwRempnmjDdEQNVQGtQpDLoe14DFUw0QkHw+JYWnaoMVUFGQAO1aF5yvM4gPNKdJazYZBkVUfXIdk5Xj+8PeFABww+qMzRLCpwt+efioA3x1RypWHnczIgM7FFZ6+k9Qj9+M7LhWHH4tf0UwmUo0V2CTRFMh0Y0XKWdHnYht6tjvScPGevQcvnaRq6t7MbprO3E7J4pxFS7DYyyZSjkonCY8Zh3J0GNNXMLkUWkrjrEs6VIQterMuwWgZlcue4eVLfsOfnlvLZ0cmuO2ym7nmNK2l1zxjOhd6z/D6I7qx3G6f34BXNxGzfATP7gn73LR82N+fyugC2OhmrUJW9+cJlI3SISwpaE+7vNSj11ufzHFgXzuX3qVzUWwnRTuX1eO8sxfV9uIz46tx25Yw1rCR/QM4laPpyCnKgrq5pBKCWqFDczLd/a7tQ8Egk2qDTKotwVuplRQeDu/GtGLRqsz263NSnsA3LHapMogIh8EndU/RyLm+wjZCGHkPpfSkzPE05TogQWZ7EZ5LPlKJJ01dNygFISEwfTVERJAC8kriOZusjhSbimF3COROZYUPA59oQyQl2LneTV6QFRzydhAS4bubpEI8V3tJhok7KLYoDaTnEDYkeSVZ2avj1B8Hf26woR2REGzo3+btxlTF8FZCScdCTt+z+cPZuSIeWdLB7vU6rFkaDQ+7TvIn+yKm1XPaw0vZZ4w2iMfMPp3ySW+Rf/M5vN4OjFg5bqiKgPARaBmmQrgcz4exZh+0voJRXkNh+Rskl6+iZPIkvJpx+HaYNf1dPL68i5lNOmS0e32MmO+hfA8ZK6UvXE1cgdnTSqS8mbKgQSxgUBEyCBoCv6+DsjEJrjhuFueXnsD8l9bzlyuOYc8yl6wdx3/4RnY54zMAOFVjkYU0A/f8CoB5l/5km4/Vmv4cEdsgakkqworGkE9LoA2AjuoxVJ30J5KNewJwMlB44a8A2Hseu+Vxe1JUhbbcmG170Btt1OKhoWosHypCBoabQ3i6x5cyg1gdS4fWt8vqhh3HaJmB0TKDc079Czd86wA+PUKzGkVFPb40sXpW4z91D52Ldai74Qe/ZdI3dS+v84+fwuyWBC1WBuHkEOksdqwafIko5LRBM4NDLSaksSkUbwjw0EWwjjvoBW0yBoYQ2F4O4Wx7K5QtQZomxtaUFbbmMe3Eu/CJNkTGYB4o8PaHovA9fGEgDKsYQ1baCBVriwYT/1q8ykfmk8R61zFxkdZ6Mw8/56P8Ge/CezWtA11x/04YLTN4sFE3eZv82vOs7k7tUAq3Pf1Uvn75hVxuPE3uKS02yhk/etd6hVdvYeGXjuCpz13NH566nlXFnJvrK7oqJrFkyiimVIcJpzYSMRQy108orEOhwvews72opXMxymtxy5tRDdMQe/kY+S5ktheWPM/xvo8ystCuPSLLaCY/+0u83JYm7/lk1g4wpzmOFynH7F1DZVkzjgDDkMh8ig37fpVR+59IxirhF56i86Bx1ERNCg/8lPDoKWQOOWcorJNMu0StENe26BqfH7/H8YmG3+2ZuJ7P2Kii19c0Y6O/Db9T07SrlE/bnZrQEdtfy/Xce+T3ADip870NUUd/mgUdaRYAc0bsGDXpuNuHssKIQgqZ0w98oXxEITPU8l6O3mO7xjxoZClmp27k6MWqyVoxsq5P+QFfoGd/fb4bNl9/VBnlIRNzwypULo0Ix1Fmv86BKl/3KYpWks35RCxJzlUYQmkCgxAoFC7a+xHo6Ic51Co8q1uR76A2EDuqH5EQ4hDgOsAAfqeUuuodn4vi54cCGeAUpdQrW9pWCFEG3AU0A6uA45RSvcXPvgOchuYXn6+UeqS4fFfgViAEPARcoJRSQogAcBuwK9ANHK+UDn0IITygqALAGqXUB6bpfqINEYAXKkV6jmbdODkoVmcTiEFRfw7lgxAoI4AUYtN1onw8I4Dl9OBUjqa/Qisj7Jimwh8PGnvf0v+Ub9/DYzjMXd0z9P/l1nN0PPUiftH7fC8FvqZPz+SosQ1QOYJHV+hwzoEjy3lqVQ/3vLyOiw4ey9TqamwEthXWwpW+DtH44QTGqF3JluhZd97RYTuZ6UV1rUNGS1F141GhOD2uvnR7sh5Ll/fiK0VzaRgpILTocZxJnyIZKAMfIoZPXx7KfJenV/exa10JCaGoWPIo5fFyKJTAXoeTeeYBgpPmkFV67PoQiEKSM5++mtrvXc9pd75KdyrPhQeMYWaNnhIEw5F3HgIA9hlRirH0KRJj98YhgB+tpDCpGdBevHBzKDP4njmm4VDq9XNAnf7ewAcMyw2HNUHdkqQ+6GMsewEjXmSd0vKudXOZ9BChIO34SAGdGZc3bjgae8NCMC28eA1JI0pP2sXxFYloGWM3Iw0s+Lnucvyvxe0cmMjocotQTGsT+q5uI2GGUVaItKuIWIKIoXD11BLYpKhgFuuOLCkwvDzCyQ59jx8swbeGm8JtP7ZF9HRrSSIhhAHcCBwErANeEkI8oJRauNlqnwHGFP92B34N7L6VbS8GHlNKXSWEuLj4/iIhxETgBGASUAf8RwgxVinlFcc9A5iLNkSHAP9CG61epdRoIcQJwNXA8cV9yyqlNrXs3QH4ZBsiITXFc9DbsXTxJ0XmDG4eoXx8K0RB6tyBLRkSQBS5PDllYfsuWRkkSLEb5CcQh63VeQ1/+dwdOu6MWI75D12LiEH9uN3YWDpuq9uY5/0U3+nltLH6hpVrX6BpwiyOmVBJxvFZ0p2lPGwRMk0ilqQk24P3+uPYo6filjXRnfUIW5KOtEtN1MQrqcagWGPVvgwJVMU1lbg8Wkl5YwkJ6eiHe1kEwrpFedrxqcsW20WEm8BzidoGc9f1MSoRprJpEt7y+WSXPkLomHOxahrxjACprH4Alzn9qFCc6n1nIdM9XHOY/u2lXYt5oLUWgKMnD2+IqgMKd8JsMp6gI+lQGgxRWnw+KUt78IHNBHVP6lw43DBvQ8YuHQo5Bbay7rZiKNQWK2XEKq0Q8URvPfuM2xer9d3XUj7Vj8glMZ0s+C5+KE5cSIz1C4h7HjJaiptoIGmVYgiIqgLRsEA4WUQmR7upywoaNgtijCwL4UfC+NGKTTqR6W4dTjd8PAS2oWneuD6WNIZYcE6RqmAbRcac74PvbVLPL64rdlRBq2kg7a3Qt7eekJoFLC92IkAIcSdwFLD5RXAUcJvSCbC5QojSYsPQ5i1sexQwu7j9H4EngYuKy+9USuWBlUKI5cAsIcQqoEQp9UJxrNuAz6IN0VHA94tj3Qv8Uggh1I6qDH4HPtHBTEWxPkAInaS2I3jSwjECZJWBY4Y25YzQ1dnuZlofqlgwJ3JJYp26JXhNfPgHyycFcvQe2x1KeS/sMaIMufoNxrx5L3cuGeDPPTrn05lxOPve13lqRRfre9MUutbhzn8Qd/6DRL9wKbMu/CcqGMNIdmIkO5HRUsy+taQcn3+39lAbtamLWvRkXR5Z3sPzqRiZPU+ksPgl3Mduo1b1UUKOsCXozXmsdiK0hkaytnQifSP2ZEPd7mTLR5MtHw1CkjBchJvDGGjH2rCAVVYd0nOoDJv4gRjKDBKxBMoOM7UmytTqEpriAdx4HXLkVJTnY/auw9xFN5dLBA0SQQOjYzm+YWHsezwddhUhUxLzUkVpKaUbIm4Bz7dlCFmS2qiF50Nb2qUtvX31LKu7U+QHeij0dxH2MkNq8h820p7Aq5+EV/92/USr7S2Em8e3QigrRCGYoBCI49VNQNWMIVmzCxspoeApwm4Kc/V8jGQHfjDOAqeUKx9fQZXMUOh7ewPmpQM+jjDxhaFfwwn8QBSZ6cVwMpoRKw38osKIUD6ykMZW+ngWPIUvtDoDhqUZdkW1hqGavB0AUSQrbPFPTxaOEUK8vNnfGZsNUw+s3ez9uuIytmGdLW1brZTaAFB8rdqGsda9x1hD2yilXKAfGOzEGSz+prlCiB2iK/bJ9ohgqPht8GIzfA9D+ZhWiO6cT9C0sNEUUMsQDBR0aCkWeHfC970S8DuxCfWJCJOPv4yfXHEqe8ZzmJ1L8Pq7cTasIjPndAp9aV77xREw9y4YpWkfbnkzIpckHjCY3ZxgxMAS/FyIykizDmEJwb9be9l91heJ3HoJ7qIrqdh/fxpHTWdjsJ4VvTnmt/VTGrJoLg3RUhokx0qY0gAAIABJREFU2LsKAJlL4ra1wpQD8WKVGG2LSFQb4BcwCmkd7kt3Ey70IXNJ6hJN1EVMBgo+fQ6oSBPlnzsX17BZUwjQ3L0CI7Gpa25fziMRiBByFVnXJ+2HyYZaWNbaPszR2YRAJMZe9SYMY6wC29BaZBAhUzBAENvUxmfHZDqGh9Gsoy0HArt+72H+ct5edGcc6O8mbBlMDKQwCjmMTC9e5O3dge9a5XNASxUVfp5IZj1C+XjRSrz6SVtVsh9XVUI2l8NIdekaPzOII21cFKKkAddXRJT2dCS6HtBFUjB07V3QFHi+j1cseFUUJb82e32n9uT7hRAGQm6NLCIA/qaUunRLK7wD77xQ3mudbdl2W79vS2Nt6bMmpVSbEGIk8LgQ4k2l1Iqt7MMW8XG0Ch+HTqgNYiRwKTrt8FWgWJbNd5VSD219QAm+o5OaxUVGuhuUTyjWSN5TZB2frkHByaj2kELBIBDUIY7YjOFG3gnAnH4IJrp3++b48ggfPxDHK63Hr5mAHLcPAFXr5pJ9/TmMibOGRE43eGFqQ5LlPXnGlQfw/AqMvvVUmRt1YWRiBKm8y6FXPsGPTruYQ1b9jeTr8wn3dhCeczrxoEnENqmKBKiM2CSCBiJdlIcRUqumewUydimxWAUluS6tUmHYSMCNVbEh5dDU+Ram76KsMPFoBUqaJB3FRr+EEkOSdR3EQCeiWMRJrJyAIYYEo6MUKE2vReTTXBjtwJ84Z6iD7TP/M+c9j2E8EmJ7He1C1zpSgTL6daEcVRF9q+rr9qNF2Nr04H0+PI09Op+BznXQPPVtRI14QOIQ4J2PabN2DCYwrT7Erz83vBF+evUAezVq4yaUwhRaYHQw/+QLg82f/5ZyMU1TT0CdDCFAyQAg9TWxuQEScqio/QNDStiaIdo6WWEd0LjZ+wagbRvXsbewbbsQolYptaEYxht0O99rrHW8nTey+ViD26wTQphAHOgBUEq1FV9bhRBPAtOBT5YhUkotAabBUNJuPXAf8BXgWqXUT7d9NFFsCS5xrTCpgkd/HhxRzUDBZc1K3Xhlr4ZNDKOqT3jo7f8HtN95Jh0iTsI0MJwsBEsYIIjrKbz6SQSyaahsHGqU9tDCLrKOx4L1A9x41HhY+RoDr79IZOosCIYxgzGOHFfBigNHc+U9bzDtvC/RWP8cuYUvYhmCRNCkuTREYzxIU4lFsG8Nqph89krrMTL9MNBBezhKW6CFyoBJ3EqRMqLEezR7qzsTYES8Cvo2QmkNeA55dHv5oCEICa3C4DZN14oWgHALhE2BTHdjBWOAYGN0JEShqvexYY/N5vggdT6dRoIQUB4y6M56xCMfLYVm/g8PGWZpKQxsqieyqjeRGE6e0TBUTzXYDmV7SOaN8SA9WY94QBZbOCiEgJglUEJg5FNQVMhXdgSU0rTuQJSCGcJ2s7rYe/DcDRoi30MoZ1gV+/cFw0BYW6Zvb4P69kvAGCFEC/r5dwJw0jvWeQA4t5gD2h3oLxqYzi1s+wB6znhV8fX+zZb/RQjxczRZYQzwolLKE0IkhRB7APOALwE3vGOsF4DPAY8X2XQJIKOUygshKoC9gWu29oO3ho87NPcpYIVSavX7KwJTmr5tBkg7Po6vNagsKZhaHWbi478AoGTK5W8z+zvxwXDdmxkmVBmMrwiTKBmB5ytClsASAl/FEBPn6F5KRZ2yvZsSnH3bfDLJPK/s0cS0NUu5+6K/ccwP8sR33xcMm7AlOWVmA80VEV5qS6Ia96apugXPL1DndFFbFcFY/xLeyj5kZb3W5ANe7zfosXZht/Io9YagO+vpxHUuQzchIolGZKaX6UYvC8wWJsUNlB2hYIawhMAOGORdn6wycH2XNRlJVaRYZ5bRExkj2UEmvAsm/qYW7sWWG1vyhHYUxlR9sDYjOxL7jiyHkcOnBYajsW8PSoMGUsBAwSNqSUyUJjkMrmDY5K2IzhcpX+djvALCCOBZYQwnM8TCHMoJDXpHO0jiR6vifzCPSCnlCiHOBR5B2+tblFILhBBnFT//DZrBdiiwHE3f/sqWti0OfRVwtxDiNGAN8PniNguEEHejCQ0ucE6RMQdwNpvo2/8q/gH8HvhTkdjQgzZ4ABOAm4QQPppjcNU72H7vCx+3IToBuGOz9+cKIb4EvAxcOMiB3xzFpN8ZAA2NjSAN3GLldHlQErEsTCl4uS0N+1/A1Keu+0h+yH8DWruSpAo+X921jpK2V2HAwncTWn7F8/BK6yjYMZIOlJlB5MpXAZgcK+XJr7RgpDpxo1nE/sex/5KziL52D7JuFB0qRMBTNAddvrBLFa19BV5uSzJQXk2LsIk6GZTy8avHICo9PGmQj2jihOzOs0dDjKAqgJLU+b281h1jRa9FfaxAYzRIJlaH8fef4Ox3viY5uArLVwTcJKKQIRmoJGobtEQUaWViFanAuieUvl8DA2340QpE43srbe9I1Cf+uzz3iTUl9CQzBEzd6iOQ7sTob0PltLSV1/j2MnPh5ofEgS0vP0TP1gr7m4hIuiWMs3Xjsa3YptDc1r2vYtrhoXcs+81m/ytg2ILG4bYtLu9GT+6H2+ZK4Mphlr8MTB5meY6iIXvH8ueBXYb7jg+Cj80QCSFs4EjgO8VFvwZ+iE6I/RD4GXDqO7dTSt0M3AwwbcYMJbL9EC7XxWxOlmiynfbf/YJZe2vmWOArl3/4P+a/AK+t76M9VWBOjYQ3/4NnWqgxe9AjIkQsSXCgDWUGCKTaIVqNyOXedsPK3AB4Dre1evz+PyuYf8/lvPzgtVRFTBK2xG57k9wrT2KV1zB+ygH45VE2JPNEbYNQSS0y1YkSIYTwUVaQZJF0MtXsxM9H6DHirOrLM768AqtQ4Jh6hXR6oKfAAlXPlNFTaIrbZIqec8iUbPTD9HsB+rpzTKoMEfUdwrbNgi4tTWSbdcRtA2VVU59fT2fBoDJWzcqMhPYBxlfvmKLSndDoyXlEAg62GcKNVaGEpM/S+brBkPogWcNJtuuC26KHomWCLNSgIRpsQ17MIQ2pr3xACMNEmFtRVthRYcD/InycR+wzwCtKqXYApVS7UspTSvnAb9Fc+22CiU8k3Y7wCnjxOqrP+BbGpH0+pN3+74C38hW8la8A2hOqjljMqfJxH/4t7roVGIkqRCFDia1bMQvlY/StQ2xYSrLg02+Wsr5pH9Y37YOyI6iudXj93SRCFrMmaFbpYRfdR6rgY7z1KBv+/Ht63lqG1TQWFYrzZnuKeNCkLGhgdq/SzCvDxA+WkDGjLOjMsKAzg1dSw0o3SsSSTKvSoaFE0ETmk+TiDWTLRrKwM4U/aQ7Jgkd/3ifleGRdRd7VQri7VIWIOn2IfAqrYylTxXqmivWMa32Eqrl/olamQPmELcnGgsloZy1CwJKOgY/t/PxfhdW5nMiGN7F61+KHE2RdRdYdnhSWlUGEm0NmerHdrM4XGxbKCiF8d6gxph9K7LgdHAzNbelvp9bcduPjDM2dyGZhuUG2R/Ht0cBbWxvAlBK7ogF3wzJEPo3yXXxpkovrjFD0Y2q//ElHJpvDqZpAQEIqnaU+BNaGN3V3Tmlg7Xssb3jljI0FSRU80o5PLlxHxJI48RZs4IV1Sc664p8APH3dcdQtfpHcmlUccfxeHB1K88X7f8bpv3qBltwqltzwW5IbUsz89Y9ZUTIJMwsVYYtdK22Em0FJEy/RQLcKYSjIFXxGxIuhmHwS14uypt/BU4p4wKBhwzxUPocdToA0GVMeZsC3WNatjVtJQBfSDtbjBCSkrFKsoKBdlHP6n18pHolqHh7XzZJciAn0El8/n2TldNyyZvJ9O6YuZSc2YXRlDH8z274h4xOyJKWWVnIIhiPkMmnyStItyzELPr5VSjAkMXN9KDOo675SXbBsHgD5xa8DULKDIiPbpKyw0w5tNz4WQySECKMlKs7cbPE1Qohp6NDcqnd8tlUU3ngae+QkVKScB5ZoZs9J03dSFLYX3ckMMS+F6RaQ+SR2LomSJu33/InE9KlY+32el7IlzGx/EtWaI7zrUQB0ZjzytmJZT5aOVJ6JVVGuu1iLh76+McWIcbux9v5/U5+4heevvo9Z3zmWeZedA13LGfeDH5CsHM+lz6xmSn2S3qzD7g1x0r5BxgsSqxxHMu+xLplnbFkQtdkMuVvGqY8Jcp42QoF1r4EdJDNyLzamXKoiJo0luuNrxvFojAcZyLsMFAwkEDCLvarQz4/GoMd/jqsaGt+s339IhDbTtBt1bz6C19tBw95f/EjOx38b5CgdCJGA7E5hScHalM7TjdmszC9sSU1oEOAqhR+MI5wsRm6AbKgcphxK6I2tV39sNwwTtqZbJ3acKO1/Cz4WQ6SUyrCpSndw2cnvdzyzdgy5AxtwlYux+GmOLx8sDt5piLYXMS+F2b2KQu0k+qwEi3JZWuJBEhf8lO68T3VmDQ03XU67bVJ60fU8uXqAXaoirOnPMrosTFXEpj/nsLQ7w9QaTd9+YFEHrVVjGHXht1CGzdpVf6Dp2VeoC91K625fpE+55DqyjKuOsVdDCQ8u6yYeMMi6Ck9pRYwqI0dFZQjpZLhrWYqTp1QDkHF8bEPSk3Poz3tYpZNo7c3RmHKImBKlFJbU6zWUBKkMm3RnHL2dFBhSYUlJyBSsTRZoKgmy3+83FZvPu3RCUYQ2DpnscIdsJz5CBMMRgkC2P/225Y6CgggS8/sI5XvJBhLYex67VTXz7YaUCGPLhmZnG4jtx8fNmvvwkOnDW/gkxsTZH/eefOKQr59Cd8YlHjSYWBnG/81F2DNmUBUvR4QiNJx2Jm+FJ1AuBQc1BjEG1lPVPAKzbz2YBpNK+slUjh3qwHnWzHoChSQql2bgmb9z6PcPp/SwEwEYYWeJ2hEueXgpnxpXiQ80l4aIWFK3ffY9hPLY6AX595IuTtqlmpqog53XXspbAzYj4gHClhwSMRiVCOL64AMDBR9DCEKmYGQiQMzPUB62CZm6EWHIlEjl4SIZyHlslA53fm0PTvjVu3XWYuEQ7P5ZLIZXQd+JHYtBBfnyYdjr75TiSr5jkvCh1V1JufU6oZ2GaLvxf8YQDdUw7HoYwFDX0MGmbTuxdby2vo/Jsh8WPUNdVaMWla2ZROjEM0gmRpF1FQVPh9/2LQFz1UsQKcUtayZV8PFCNUh0W/Bw+yK8jSsBCDVPQbg51tTMovLLe+kEtCnIOD4PLOni/tdWsPeYCua0JDClYP+mGFbXclJlo1nQmePe1zdwwNhKcp6PmR9gVn0J/cZgv5k8aUe3B3B8pfdDKdb155hYGdHtpAWA0F0/zABRW/dAcn0t2+P4kHc9mksDxAtacXzepQd9HKdgJ94nYkM1TB+yTNcOqCPaiXfj/4wh2on3j6ue0OoD/RmH0MwGxlTW40XKcUvrUb4iXzGGkJcnZEkEWUrrYoh8L17tBGSyHWv9G5SDZispn8LSV+iYNx/f0Qn92nOm4JXUkjAMkgWfuxe0E7EMpBQETINLDxnPlHITTxrYfWtxEo0ss0fw1FsdHD62gssOHEW0ZzmFljHkfQV5n1ShWN9jSlIFjxJbEgsaGEIQNAVRS9Kbc0kETUwpMKRAClBIqoKQ8wWOr3tTFTwtYKqUos9KUOq8q3xtJ3YCAGEYW6Vv7zA5of8i/J81RL9RqzhLNHOWaN4uryh1++XYIyfhrluBcgsI02b1Q89SM2siAImzr9rKCJ88zB6p03Utd11Gec0h9L7wJIFEDKu2GauQ05Tqkkq8klqUFSIgfDBs1P9j783jJcuqOt/v3vtMMdy4Y85DZWbNA1RRxVyWlEwigyiIiD5FxEej8KRtEOXpE7G1xdb2dSs++aCgIpM0ig8bmSdBq6CAQmqCGrKyMrNyvPON6Qx77/5j7Yh7s6pyvlmVibk+n/zkvRHnRMQ9cc5Ze631G279FGr9VlxzgmpyB0ulx3rP+A2XsuZpL+GQlQZWJzUU1vPVPUvcdWiJj3/zQf76Z67DKOGOtIuKXR3PYr/HheObODBf0Eo0P3zpFKOp4XC34rPzk2xyXdqFZdtYNrR+nsgMA+eO2b7FKEUjUjR9CcSMJJpu6YaVUi3S5JUDPKXzQSgTUrOMoktGT222mLelXZg2j25seD7O7Tgh0dPzFdFJx/dsIhrEn3ztjylv+Rjxk07MRDC96PGYNZsxGy4Uc66ix6VP+H5QmnLPPbTfLzDQ5k8dTVj33Iry4P08uRKd2Tf/+sf5ry/9acZe/DMiGNqexi3N48sCdITyjkrHRPmi+ME88YXcuQT90lGfL1lTNzJz6c6wy4/TCRXRWt1lpqqRV5YXXbaWF122lsmaYed8weaRmMQkZAt7qdZspvRwYcOhuzO45hRzBUx3Ky6ZarCpGdOrPFmkaAdC6zo7S7e+hsp5fOWJDTywVLK+UcP6inZIQqOpVEstY9lXQC3WFMESZOAMsmdJyJBjp2Bumy/OYu7/Oro5RlsL8by+V2Dg+pLrAbjnkKhQn02SPefjJGN1RE/Px0PieyoRlYd2wQPf5nX3i4z/u/wuyls+dkL7/uD/9y/87c88gebmSylu+zJuaZ58epZs00aSq59BNXEBkY7QV96Aypdwd/8LbkRgvtGGi8/Un3TG44H//KtM/4ooi7zl/30p5dpL0N05Uc52FSqu4ZpTzCSTGKXIexWJaVCLNKX1rG/AUmFRCKQ2t549apx/3T3PDReI0nLbNLGFZW0jxTpx1ZzpWSYyQ9O2WaJJu76RPYf7ZLFmPI2o19fhHbQSDS1oxJpeKVVNu1iGb/cba7jrcI9WGmE0RNrgvTh1NhMtjp2hXdcpHW1nMFoQcz0I1tMO7z1r6id/OfT6ffLKkcR17CXfj1KQ3PIPAJRXPxdYPRO78/HYhzoB0dPjO7iej4fG91Qi2skEO4A/ecGFRIfv41sPzmPXi9nZdSewf/aV9+GvfS7JJdeCd6Rljh+ZwjbXMGtjkqnLaGqLKXu45hS2tR7dnuaO/cLCu3LDuSX5Mt/usv5pV6EbcmGNXv8s2iqhVhtl0RomrLDTdXuasXWTlCi00jQihapyvvJgzqFOwaZWxuZWyv52xb2zXfqVY30zZTGXOc7OuT5rGwmT9Zh1jYjUqCFvZ8k2WcgHicywdTQmVgLHNUqFJCE21P3KYzTD5AKwa6GgkRgasUYpaCaaLFIs5BbrPJX1gp7LBebdrzzWCVt/IbcC+daaevzIHlXHiurWTxJtvoKivobSebqlqC9w7YupfVOEj6Pdt2IBc9WzzldC3wtxHqxwRuJ7KhEB6PXb8b0FfFLjsvH0hJ0ZP/WL19PrX0enctR1hOnMoACbjmDTJiYXBYEki0gbk6hg9qWqPiO1c3cF9K7Xvo8XvEIsovWb3ijMce+weHycUU1uY09Pc+hQn/XNhLHUMJc7btnX57b9i/zY49aztZXQKx2HexWjWcSlzYTR1FCGntdELRIPIcBoRWEFGGC0oNdqkSSRWhySj3X0Kk+/ErOzxCgmaxG1UkRKy8Z6DnakjdZKDPWgkjAAHsz3Lb3K4bxnYzMWUAIerSDSil4FsYZ1jZhmIpVdrxLEXRYp8sXZ4fFJWxNHPXZ+02XMp1O0e2JBXjpP7Vv/CMDXtzyH9UXMBc3Jh+1XHhQ04UobhfNxjsSJtObOSyucdHzPJKKd00tc1N0J3Xn8+Fba2QSZd3iliQ/fS5GvQdkKF0zP0sby6vQbe+ZZ34ypnGd9JrppPqnj0iY+G6FyHhW4KM6DV2IH7EyMn9hGrfRM7P0abk6gowN2+NkeY806r9v3Nd53gQjEbvvDyzncrWglNfLKU41tZq6Ar++b5xkXjDFJhyWa7F0seHCxzyuu3sBEZti7WNIppfoZJKvEqOHlaB30SifJIhBU+9aT524IOhg8t1hY2oVYeeTWM5YZ8QuqOhTJCPOuTmepGFZEo6kmizS9yjHXtxgFpZP9lnKH0QrwZJEJn0UAFXO5Ja88SkXD14o1zPUte4rlhcU1j1Dk2ts/ByNTcOB+JtZuZTxOsckGeiRH3KS2zd9BNbZZfHIO7SJeu2343M2dFuycEVuF83HuhNInIPFzPhGdbHxPJKLP33uYp24awTIFYxtRZY9aDLo9J7bC41tEDNG7ZcfGFbGpFTPZO4CvjaK6XXyUiPGad6iiQxJ7nJFOv1Fg4zo+SvFe1j6JUdhNV+F1RLTnW9g7vyjbngNk2psPVdwyJ2rTP7v32+xI67jaKC4bYaYY5YO3HeCSqSb1WDNTNnhgtk9pPd93wThr6hELfUthPVO1iGaiqfkCsFiVYcJhbqVi1e6VIq8chfVoxAZbIOGgQxuuclK5GAWpEcJp5TxtXcdWnnqsGcsMSSEVaRW1sIHJ2og11nl0rGjE8ubWSeVVOo91cKBdEhtFYhRr6hHjkYAedD6Hbk8zCdyW7DilY7meRczoJN+duJYR7ynuvJXkUs3Cp/+ekac/k2r/3URXP5d43XY2HD62ffbKsA/8GwsTMoecGDlvZ/+YhjZgzsO3VzvO6UTkbcUbPnob/9f3bUN7i+nNofIOrj6OA3zaFHQX0PMG52W1OtFcvph7/T4apIWXt/FRMjyRBlLyylVSXUUpFRrrPVoJIz/3mlTJc15H+FGRnnG1UezsPpKJjY/eATnJ+NQl1/LaG/9vvvoHohd32+g1XBnPU7XW8+BSyUdv289V60Z45pY6pZJqoZEYmrFmohYNk/CauqGZGKz3LFYJhfVURSXzEqTSsAhIYZAQqlCZdEqpWgYeQIlRTGQGpRS9yoXqCKxnyAeqnCfNReKlb5pUoQWYGkXbedJIEk9iFA5xDyusOLGuaUibMFYQze/FmjWYxf1HHJdrNj2ynfUgzFVi+WIuWPbIiYBidtnt+TIzh95xFb7MAVBj6454jWZyYjer8vBuulOXcDi0IifOj5lOKd7w0dtW54WUOn6iOV8RnXSc04loofD8yjO2s2HxXjg8D9rgnUWlBbq/JMkha6GqPnXfJZoLGmIj0jrbO9tmw8LduIlLcTXhfvgoA6WWk1CVQ9FFmUhOQJNSWk+BqH8X1oPRZF4G+64hrRbdPszd0RY4sMgV688+EMOhP3wDz/7MX/Lb1/0E3Pd1AO5+YIErLmhyqFNxz0yXx69v8azWAtbGLFi5+NbVI0Yjh1eOvpMLTinFYiCYWgeNWKGUJg3Xq0PhvAfnUVphFcEXyOM9RMaTpIaxWGZu3qSUKCrrKZzHaGm9jSSGOMyVbGs9AEXhyIyiV3lGVUkjAdVfwqdNUIoeMZ1SgAlVLLI+UUhm3eYmCucZGxeUZVY/PTO6ZGIjTGzkCuBJb7uZr/6UfO/jv/B2XvSumwD4x9fItmMnmIj2qHHoVVQWto7GFLP7qL7wAQDqL33TaX3efw/xG5+4i598wiZ+5Rnb+ePVeEGlT8B2/HwiOtk4pxNRYR0blu6D9gx27jC6PoKa2IBLR0J7TSofnzSYLTXFWIt6rGmFYfRaVTA/dRkxUCWyCh60ecrKk0Va5gcmwpsEHw3gxzLnGFQElZMenSp7qFLaXBzcRWv7BY/2ITnhSF77e6gD3+bl3/kMT3jb5wH44Ju+n0PWcN9cj9hoblhncEWNg1VCYR0TNal8cJKEisAkNQqq4DuWW4f3UolkZjlRgVRBg5lQpBm2zBKtSLSiRGHiOv3KERvZrx4LQq50wh/S3qKBbjWQ+FFkRkkF5WP61lPpMfp9qbi8r6hFmlZiaCYCAV/ILY1Y09CWke40aud35UM94Xmreoz73/gCAPWLZAb3kUt2kn9xJ4cf/2KUUvzVNx8E4NefdQkAD8y0gWWNtUeKeTPK1BNupDr4AMVNf7f6op7fI/H5e4Ubt2NNg4uyPmZh/3H2OME4j5o7I3FOJ6JabPDTe9Gjk+iWRTfHsPVx7Mg6XFiVGCctjdTISlgr8JHoUrmkTtOWeKXpVo5uKSiteiwQ4ChflASUNPA6ogz0FaMAFV7Ly821rxJq1ZLMlgA9tXnYmjrbwt7+OT5pL+MZ//Q3vHnLq7j5d54NwINLJf949zSXTjW4YX1MNLOL3c0Lme1UTNUjxhKNA6yOKUsn7U8PzgkkOjGKeizcnUGSBsjtoCXnUUaJxL+SbZcKSxZpPDLPibXArI2WOU4WSSJqxAmm7OLjWvge5MsorGe6kupqPDOMmwqbpBRWMqPRMp/KnfgONbXHK4XXCix0m+vhkvU07v7Sqh7jW976XNy9LfqbruFfd83wV6+4msJcI8e/ZxlNFD/+uA3L38me23jf3TKHHCQmgB1TR/biegsdyqkdmPTfl5X4ysjbC0Qzu1B5m+rgHgiSOyuTchwABS+5bAqz9xv4ziqZGCp1XvT0DMQ5nYhirdBja0BpdK0hZXOckjsASRBaRzLjiTSFlUQzSCgxHlXl+KRBt7RYL0lmwEkZrH4Gc6bS+uE8ItJquNK3zrPQr9iYNoerJZe1aJbzoCOK+TbJ2FrOltj3oQ9w5ev+iPar387f/uAb+NNSJG0ufOHP861azEK/AmKqia10O57RzDBRM/StVBmD1hYwhGhrGFZIlRWU4YB2WlhPLVIUSJVTBZj1ZE0BhpHIk3tJ7CWKA+2KxChGEk2Mo28VaaQpoxoEfpEb3gsCAq/yJMbTUxFFXmEUREaB9UNV7sooUhORLh0AENJuiGiVqyGAcu0lxEsHeFJmMQfvoZqQFuD6pI7XMduL3WHLKwHYPnF8IMLa0Qb5Yr7qn/VcifLg/fhvfJLCOZLHfR9my2X4hUMP225TS1rrzfn7odZCx6tDK/Yn0Jp7ZD/Z83GsOKcTUWSUJAmloZZCVYJJiEPLxyPzCQNobwGZLwzXK97hdYRDkkqkZLCuvUWVOdhCto3AmRgQcmQcKisb3qN0MsuwUYax4SahFKoqQJ19Tp6f+NN/4Tn/UTOaGi59zku585lPA+Da73yaH9+wjV1jV1IClFlWAAAgAElEQVSYiNmeJTGCYtvXLgPaTWG0zILqsYAMjFbDllszCTBp74fSOf1qmUA6aLNN1WS7lipQeR8ft9jXqdizkLNjPGN95rFao1yJUhHKe+Kqh43rQ7IqiFRPM4mY6VUs5JbxkDQTX+FXtFB0bw5VFPg4Q9kCEAj/mVY9UFWONwm2tX7YKnZxJrJDmcwl884SEfCCS04Myp22JuAY/Kbv1fjsPYd50j+/m+bTni3SU/MHsYcfxC6IEWYUlCwAbt0vqMQLxhw4O1xMnnZoA8d7rfOouZOOM5aIlFLvAV4IHPLeXxUemwD+FtiGuLD+uPd+Ljz3FuDVCMDql7z3nzreexiQisVEYBLQEV5pjM2HlRDeBx95TaQhjRR6MMfRhsKktHOL955aLKoBOl+CqhCtOecC9JvQPgrzISVVgGOAyJKBejOU7S5rCeeg6mMO3oOdeQBz2Q2rdnxPJNrdHrGvKFVEHqqVyQD/vWXfEj900Tjvef3Tee2fi63yR3/5haz5179m81M30/OTHOqUTAbZG+sY6rVlkRq24opQ/VROEs9iITOcXuWHHYrKLcOum7G04RKb41WKjTIWbMzhRWmhXj5VZw1LUECkI8zsbhrZCL3RzezuROxeWODSqTpRQNlJkrOBJCuLgk7pII6IvUPZcoh0MouhEgpcsjMdaWuCd9yxwCuuWod1nrFcVL2TB29jotZC5W1ccwqnNd4kNKfvlh0bVx/jVf99R/5jbyFODJ3S0aKP2nQFSX/hiG3KQ7u4al1I1MNjulrf+Qmg5s6DFU46zmRF9FfAO4D3rnjs14DPee/frpT6tfD7ryqlrgB+AulRbAQ+q5S6xHtvj/UGHoWrj6PKnkCn0wY+SkMCyFF5W1akUQppk1gbvFseNlod0yks/coNZxK6v4Aq+/J6UYKPMgqdYK3D+WVwwqD9BFIhDWYjOgxFy9FNGFeyYFpMJjV80cN+58uPWjIq5g8RJQ2p5JyoTg/iNXPfoXrwLqqvfIKrR8Z46ytElPNV77uV97/yZ5lwS2QuZ0Mzph7EQesxJFpIp/1KWpQOSVCxDqCFUCnFkcIoL60xpJWmIVgxKIFtk9DrO+b7NoATFFtbMTVfYOMxDncrHpjJyaLtLLQr0l6Xtc2Yx61tsCauWHBhLmAUjVhIr7mDXiVk2EgrcFCalAiH6S/hGpPozgzRxksfle9gEK3O/uFiaGXkW69D2xJz703Y7U9E9xaoRjdAv08tO2+999B49sVreMZ/+yL/8+efhPWgqi6YSLoXK+KOcozLJuT88KXA5n2yOjM1r9TxUXPn89BJxxlLRN77f1ZKbXvIwy8Gbgw//zXwReBXw+Mf8t7nwP1KqXuBJwM3HfM98LishXYWn9Rw6Qi51xggcRXKlijvoAonapxJdROg2Rq5QQ9Oq8RXoZ2mxZteaXxco6hk2J5XMncayM6AzIqySJHmC7hsdHizOdytWFcTC4LRsY0iGZR3cPfejA4oqtWMat93WRzZwkxP5G02jTRpVn3KqMa+dkmsFXM9C/S5bssY6IgvXfAinhPt4gVa+C9z12/j9kNdLptsskbZoUK1Rv7mXtB6G+i9KaUovKOq5HhooGcdlRMOkKkGqDmotEIpmQ0VVqqWB+Z7NJOIsVpEKzHUKHFxRuU8rURz2VSNWEPpUrJIkfiKuUpxuIzoBzDCIGqRxmhoxlqqQKfoVZIQs8Uwi9HRGTn2x4rXP2075YH7qFrr0V/5IADxs18lT/b7/NP9bZ550Q3UejOYpYPomQeoDuymfNyNsu2arY/q5z0XYjw/zDd6LUbXyozPTyaoqs9Xd82wvplw6WSGue3TALjt10KcrV5rTunzFdEZiEd7RrTOe78fwHu/Xyk1mOBvAlZ6M+8Njz0slFKvAV4DsGXLFmm/Dfq2SuOdlzufd4EPJCsj5R2+7Au8OhV4rDexVEmDAYez0uZTGnSETZu0C0cvCG+qIB9jtMj9JEZjqj6eGLwbCnWCtABBbtB5Mk5qEqLpnbjFWdytn1z14fieZCO33D/P5WsaTGRGwBRlhQJmuiV/8/W9vPJJW7hkIuPvbtvHxjf8PLt+773MX3EV6n1ibfGTP/aL7PQp98/n9EcSvJeW10RNXi+vHEYJodd6MEh7rrJ+mJAHSDql9PBYgCQv74PSgYKpmqGZNAQZZ+RYUlUU1gcZHpkztfsOD1ROM5JEjKYK5b18v0Du5aaQKocPytuzhaawVuSBXI7bfad8F48R1DlefyFVv/+wx4+oekxEvvkadJWjJ7ZQNtei8fib/g547D772RZfeuONLHR6NGwxRMSqQiqjtY1kaBmvG8LhsgBlHxWvUoV5Hr59RuJsASs80jf3iOAT7/27gHcBXPeEq73qL6FsIeVy0hhyV3wUxtBVgU+bkrDKPqY3Bz3p1bt0BJW1yKIUpwzex6BHBMRgkuEcxHo1bMVpLax4oxUayU4lmrg2TqdwpInMYIScmZOYjLm+pRbVaW56PHF6HyiN2/l1qjFRXThd9YVq7x3k8RaevX2Mpm1jsxaHOhVV0qSmFNvHMt76nItY8+AtuAPz7K0ez4ve9gtcV9zEf/r0Ffz3F8sKvd9YQ6twPOhy7pnpMppF1GND6YQIWjpPLXCGBpVhObTb9oCR6lKBMmqIViudR/vlr1iSTKhighCp8x6ijLywRFoRa2gYw2hq0FUO3uJ0NkTcDZTsKhf05LTGBzJTYhSjqSFuHxK5ormHo6oe7ahlGQwqoRXxo1cJhLsoFrjzcJ9r2IPKO+jegsCSN1+C3Xv3o/1xz/rY2IxRZZsqbRGZCB/XmIgMDW3R7RlcgGub3pxQMGy5Ku97Qq258xXRScejDe84qJTaABD+H9wh9gJbVmy3GdjH8cI5dHcOVfZFAQEkiSixKcA7lHeShGwhg+uqBOfAOZkjFV15HCQZ6YhCJ8wXjqXCYcN8RWZAgtRLjKz2Kw8uSulXAiEurKcXj9CLhfvho5RIy2C/cqLubFsbhJcUp6iih09HyDsnrjv2SDHX2s5EZhg7dDt40XKz3tMrHYV1LBaW8chR3H0ru7Y/i//+199k4eofln+9gtnGZmYbm7lruo9RsKmV0kwiZnsVS7nl3tkeM72KysklNqhYBhYN1kEWaXE6jbSAPmJNahRp0HUb/GsmmpFEU4vk57rxREjV06+EmzRwXLVeqqNCJ/SUKHzbAHxoqJKGKmnFDPlaJiD4apHIL2FLac9mDVR2dvNukvH1R3/ufDV0RIw2anRKh8o7mKoPtgJnafg+eukQZvEAKkpQUSLXupf7xKqE0kGB+xj/zldEJx2PdkX0MeCVwNvD////isc/oJT6IwSscDHwteO+mnegDarKMbaU1lxSw8dCWEVH+CTCmxhddEEpXGMCn6zgaygtiglBKcEBnVJu5kYpCuepaTUUygSZLTlkcK8D9ygzCpJlu2md96iSJgS7g3Yh6tNxmpGO1PHNtTjviW1OX6f0Oz1GG7VTOqiNWBN1pnHteRjdSEbFluoQJlx8I90F7ph4Iut/4DXsm+7xH195LaPV/HD/AQJtqh7RqzzbsoptmeIzQvznug3iGTRVk9OlcHJsYi38niiANaR1N6iUHv45S+dx4SKVdptnIB85uHQTvaJyWuGgaj1DcqvykpwGzxHaeXEAZGhvZTaoDbiKeNsVp3RcH+24bssYcGydu/MBM+/4Fda96jehDBqRRs5LnbelkvQONSGVpquPy+9VsTpvHtr2x97mfCI62TiT8O0PIsCEKaXUXuCtSAL6sFLq1cBu4GUA3vs7lFIfBu4EKuB1x0PMAWBicU6d34Mqc0z7MC4bwTUjXNJAeYczsdyk0iaq6oOOcKlULGXgFHkPsZJWmoszQXipZcQXCEQ7MQNDNk9hRZDThIpHh3J9KZjBGV2nyC2pUUzVIgrrgrKDolc62qVDAxO1DFs5Gr5Pvtg7pv/NUQ9D2aWdTtDc+njM4kF80Tni+Y8/5w380Lf+kTxez1M2Ntg6mnJv4WnEmjc/q8HuRblILxxPOdCuuL+S0+KFl8tnqfbfQzayFkvEYmGxDtByPEZihdIlzqTklSSgXuUwwTZDQtp6lfX4sGC0YV7UQyqZAagvNssX8YBAPGgBei9ouFqscSFJxaFF6o1GVzk+WJqDQOh1f5Hq4AMAJDueeNLH9nycPZF/XgC4rZf9oswiByRVpVFFVxCvVmztBxD9crDgq61Sgj8PVjgjcSZRc684ylPPOsr2vwv87sm8h1OaDgnNkXVSprcPw/QeVJShlBZ3Ue/QzobKJ5NkFG5UhZUTxnmIYwE4aFvSTGLahQzqY63wXm66kVao8Fq9SuDJjWBjkJQdFlR96PLZKx1KwUJuya1waorCDdUHYq2wiF7eQm5ppBpvYvrdDlm9Mbzo0mf+zAkdi4Yq8UljePMF0CtuvD5OiZSsIJcKx675HtvGauxfymU+A2wJbPRtrYfL3C/YiHZfWpgDKHiklahU6IQiSP7EoTpMI1ElB/DaUDlPqZdBCN1SkpVSkCESTMao4B8EyosckAnHv650sIcI30HoKvcrFwzvQAXAilUG5z06jlFFF3twN+fj3I69s2245iWs+dbfAxDt+RbVxispohoxDu2dCBYjqvmDOY5GyOYFyep8kBOYEfnzieik42wBK5xSaDwj/Wm8iUQ9WymMd7iqj+mIooGLa/i0SWFSrPNktdpQ4ifSDP1vvFIoE4Mtiaqc0ShF+R7YgaSHwSqxgVjoWaZ7FYnRHO5WxFoxltU4sFSwvik38T0LBZtbCeOZCe+l8DG0C0lQsV4mg2qlUK6S1VxVUISWmrru+dhd4p5qtl1z1OOQtibI2wt0nKHlKnxSFyRRiBd87YPsp8X0bM66Rky3LNk6mrF5JGYiMywWkjD2tUsOtgtu3ptTjzVP3GjZYLoUo5s5MF+w0K/YMJJglEj15NYznwu4IAneQUYBRtEt3RCNmGFJ+wukTgwHbVJngL723g9JwUkAOGg8ylXE3hHpCG/McAGg3GDovGIupCC2OarsCrE5rom1h60wvTnMdc+m+MZnT+NMOx+PZVT772HiKx8FIH3Zm+WxvXdi7rmJxvg6XDYCwYnZJU2RbnLSmdBFh5HZ3UfIOZ1WrBJqTin1POB/ILz8v/Dev/0hz6vw/POBLvCz3vtvHmvfUxEMUEpdh3A+a8A/AW/w3nulVIpwQK8DZoCXe+93hX1eCfxG+Ki/473/6+P+wceJczoRYashKAEd4dMm1eQ2qWz6S6iiJxyY2uhQbgbvUCswGgOS6gASrFyFj1JUbwHTmcFlLWnxNSaHytxTmWKdXUS3p6mmdqBszjwNNjbjocTNJZMZRsF837KQu+Gg3jo/RN0lRg0/Vx436JQOHctQvbjmJUymEao2iiq7VHvvINp85VEPRdocpbO0nHxWeuXYxiQTtYjSeSZVj8VaQi3SjPQOMeI9a4NoZDebYGMz5uKJ2tAr6N4yo7eU00w1V66pCbco2HFPd+Xiz4LV95q6JAWjBcbdtwM9OsWoSdDdg9BfQMd1JkfW0rWCSATQSoRQQRYF6AhlRd1iqJARwCdeadI4Gm6rnJVtnANVocte+MML7K47AKj9yC+f6Fl1Ps6S2D/fYVL1KD7/QaoXi+VFHbjn0BLboxh3wTW4YHSpiu6wZaaXDg1lnAD8/CFUtkpGTifSmjtOIlJKGeBPgecgQK1blFIf897fuWKzH0Jm5RcDTwH+DHjKcfY9FcGAP0PoMDcjieh5wCeQpDXnvb9IKfUTwO8DLw/J7q3AE5FR7zfC+58WGuS4iUgp9Xrg/af7RmciVFj14Cyq6OLjDFsbk5lQXEd356SP7B0eMUZTZZ84rGhMlJK5HFVVQ905ryN5Pe+wY5vwSqPzNipvk2QKvKenEmbVOP3aGIuzFZdNNlnoWiZrhoPBwCy3YgAXGZisB68dV1Ho5Ah+Ta8UAup0d0XLLiSnpdwyltTQh3fKA8dIRBDcO0cuPu5x25700ffdgrvoKUGrb9muoakqmomVm74pUFVBObqWKF9EL87go4xIKWpJnX6aDXX9egHgEetl3P0Avl04T5U1ieoFZukwqpKBcqMxSRmltEtHUULpxAQvMRqPEpkm7wT9Ftqpg7aICslGQdimGCYpAK8jTGeGr77lTwG4/is/cdzjcrZFHuxKTmVueK7H3tk2G+e/Q/emf2L+7j2MPOTm7jdcwqxqMNXZDd6JGWZtnNytsGYB0v4cet32VftcqwTffjJwr/d+J4BS6kMIqX9lInox8F7vvQduVkqNBaTxtmPse1KCAUqpXUDLe39TeK33Aj+CJKIXA78VXusjwDtClfaDwGe897Nhn88gyeuDx/ujjxUnUhGtR7LuN4H3AJ8KB+cxD28i2iObhHdic3R3Dm3Eh8jFGX5kLU5J0kkA3Z+XWVFIRLrKgxFbIkg7peUGbEvRigNU2cUrjauPU4VKqqw8GxsR0cxOdD4P+yDafC3WM7SoziKGkOXSekoUHRtRFFbQc8HgrRMM4kywRRjot/UqR7vraMcN1u54Ogu5gzkBIWwaPzkocjKxkQTYXsuAEfb8xqtRRhP9pxtpmGXiaVE6kiQm3X8H0/8g59X4K9/IbT/8Qzz+DT+G3nQhCtj34b8FwCx12Pp//jydi25g72LJvqUioAv1EHoNMNsribVmotZk+9oJ4sX9Uu1UfaIoHQIOtJIK1XkBKRitMdoIEMQfCcMbJCJchbLV0AJ+yKAfVMXm3O3Xx4cCf6j16KpBnA2x/v4v4Rstll7wRswLjnwujRRUMqu0rQ34KKX0yAKpaqMXZogH54t3VJM7htX56ceJaM0B8BKl1F+s+P1dgQMJQtbfs+K5vUjVszIeaZtNx9n3ZAUDyvDzQx8/4v2995VSagGYPMbnOq04biLy3v+GUur/AZ4LvArJjB8G3u29v+90P8DphFVRmC2EVXBA0Sgls59eCUY74bKUnWFZvdJ9deA1pFwlNzdXgdIUyYisqpJE5jhAWnag7BMndZyq0xnfQbshJ3yvU4koaBi2uyC+2S7kxtpMgmCoEamcJetwCBhiqhbRDJYHyltcEtMuFEvK4oK0zsDaaLZv+daD8yzllrVhHnXp2pN3gF147X/jn+86zPdfMMGFo5KYR6sF/Nc/y0rq37EkZv7wT7/Gf9g7z5VvnOXyTRcxt+YKDrQrCuvoV452cG3tlpZ+VbJnocdsr8alk2sZc0vSUil7NOIalV+GdUcKvB60LT0ogwqqCUoFIMPgZhB4Il5HQ58YVfXReYdy93fZ8KSz15xwNWOlTfnZbE9/tHD3CVtDX/jkR3x+JbVh09J9eBNRixcEoBMcgJWTSt7VRofAhQ4Jee5YrfWIRw29zo61DfD33vvfPMomJ0LgP9o2J0z+P83XWs33P26c0IwoDK8OAAcQePU48BGl1Ge8928+3Q9xyqFgrJzDqzpFVKNtY5SHuJRTpQy+RF3nsVFjOL/oBZKLJwEHqUL4LN7h4xp9lYAXgEEUYN0ohYtr5FFDiKndCqPEEqEWaVrBF7sdBv/9SkiakVYkWuODLI51Huc9aaTIjKYVy0CVfoWPMnyUiqiqE3074TMt2ytM1iK6pSPWmgNL0gefyLqiRBzg6YPB7dFuSFt+5918Y888z9g2wdZWjPqaIJFmbvpXvv2XIu/3g3d/c7j9Uz7zhSP23zqQJ3r7tuFjn3jGz/Gsd7+Bi5/yYnpRg8p59rUlpe1d6NP1Hq0V+9s5sVFcMtGioUrhfeRtdOCCDBYKcVyjIiieD6TPAYMatukAUVQgEi7JYEFRFaLr155n7MLTXqw9ZqEveip5ewHaC6TN0WNum0xspJjdd04mIeBhFW90nZRBGx6ymb39c6gko9x8DbnXtAtHK5VrRFU5Lh2hU/nhNV6LYULnR4B3TiccfogyPeqfcvz78okQ+I+2TXKMfQ8qpTaEauhEBAP2hp8f6bUG++xVSkXAKDAbHr/xIft88eh/6onFicyIfgkhn04DfwH8ive+VLIkvQd4zBKRQQbsvcrT7wrzP40EeWWUeAtFgW0vKDXH4W5FEVpGjSgQUI30fRUyW9BI2jdiwYqNMnqVw5YepaQ6Mcj7VNbTIyS2oDYAMnhPIzUkaHpAheSWIp+vFi8PWW19gqXcYgtw3mF98P4JnJs8vK4Kfj5GQzOJmO4WHOpULMUxE1lGjRJVQS8eYffhJfLKsznAsR+JMLt7sWTrk19C/LW/Z9dnbqe1eYTFvSem9PBOAdGE+C+0v3Mn45svJDuwm+rgbi59zs8CMLV+nL2LBbO9EufFRPBAp2JLKyGD4QzIx5kkYyPaffFg5qO0ABhgCEwY9umjLFS68l0pW8isL6kRb7oQVovI+BjFoHo/kThXk9DND8xy5UYB1xwLUrD03t+icf3z2Td+BXMLYp7YSgyJFf7fnE+ZXZDFTzOR86MWaSx1Cr16auar0OS7BbhYKbUdeBABEvzkQ7b5GPD6MAN6CrAQEszhY+x7UoIB3nurlFpSSj0V+CrwM8CfPOS1bgJ+DPh8KEg+BfwXpdTAV+O5wFtO94CcSEU0BbzEe//Ayge9904p9cLT/QCnE14ppnuWWqSPMGSzLiQgJWisgbzOwD56PHB96rFGq6AZhyhtd6woNhdW/IkUkFuZ44jFNUdYhqtAch0g6gbIL6mEFFmkcT6Y9HmBKxN+LqwHU8N7T5FbepUfvo5RMl8S8qdnsTjy9NdK0GojqaFbWsDQjz0mTihNzHyvols6Sus51Km4IOlRzC8NnWKFxb8ibvwp+O138bTPf+mUvosX7Pk203/8xuHv0bqt3P2G/wDAjh/+PiYm16Oe+AJm1bKQbLtwJFkL3ZsfyiwBgngKsx9vIuF/rUg2KAVBzNYrvQxosMWQQe+SBmy7hnjddpkTPHgX0abLT+lveyxj4KFE7dQG7uVX/wGA+Ck/slof6YzE4W7FFjeDPTjL+KtkBrn4xd8H4P43/TQbX/g8suf+NF/Lx+nO9tg2lg39r6atYrbbDnbxMVP1aKhwMtcXMNBqhXXLih9Hi+NN0MPM5fXAp5D19HsCqf+14fl3Igi25wP3IvDtVx1r3/DSpyIY8Assw7c/Ef4BvBv4mwBsmEUSHt77WaXUf0aSKcBvD4ALpxPqLMEdnFJce911/u8+9UVAEoAoH0glo2AokDmogAZ8lwGgYKADp5WiXzkKJ0TL0dQIyVULBLmynjTSwZJAEkMWCK4ehorRpVtONIkRBYAYUYUurCevxKp8AACK9TJ823p5n9J5BteN0Qzbc/3QarDeE2tNHN5/hSIOabj4uqXnYEe09yZqAikfTQ0tXbLwTmlbr33T/zgD38jD4/afegHv+MAd/MCaOk979VPY+OMvx22/lvuLjHbuGK8ZJmsRtXJp2J5RVTHkgaANPkqGYAQGyMbBtgPEXFUsz4l0hI9S+iqhcp4R2x6qaWS1U5NReqyi/+l3A5A999WntH/14F10xrbRqxxjMUPwTr12dvkd3XlgkU5huSad5+ZOiyesr9OrfCArK+6fz/nq3gX6leXCiQabWynWQSs12EA4H2hCGsXQCLJTOionU5sda1rf8N6fsryGUuqt7/vQh3/rh57/gmNu90uv+wXe/zfvfYL3/lun+l7/3uKc5hFVVm7aLkCzBwKblVsWIR04h8ahPWfU8s3fezlhS+eorBArm7GmYTwVmnYpxm0qiHnKPgIwSIxUOgPYslLLCgwgybBfeXoerLeUzg+TnlKyqsqVOqJaGoRDqrqBtE1R+WGlFRshwEbBiqIWa6yDdmlplyJCOmjjGaWCoyy0C8u800Q/+zusa8TY2z9H95tfJtl6MfHmC4fvvdp+PVe9/+PwgW1c/wvXU3b6HPzYR5l82oNse9pLuduKR5JRCrIR8TQKVh2DFhs+WK7bcmh86INqhpwEVeCQJcPnQNQcbOkElWga6DC7y86tPATAA9e8DA4tnhIoBRgqhJQo2rllspqj6EAytfn4Oz9KcbhTsL+doyfG2TBigomi598OdmgXFq0UU/WYqXqDNY1EuHjBGbhTenqlp1cK0VyjiALn1ChZnK5WUeRZldbc+XhInNOJqFdZrA/ipNZzuFdRhYV0LZYbd2qkkhm4qXovBneDSskoIZqOrpDmmSs8SjkSrdgaZG8K60I1BNZ6OmW13CVSoTJRQuTUSKJRIWGosJ0N2zUTEQodWFuLzbVncK0MZlwgn9uENpwpuzIf0ZGIvdoCAnFvqjFCqWK5gKscnMEldbGyKJaIZkXmprj33zj0ha9w3yfvpD5V56qfizAXX0t/fBtJfw7OwMD7nX4XxcI0P/LBu/nzl1+N+/Qfs/COX2f71nWkFz1eqhjn0KOTqKRGdfAByn33Y0YnATCXPVmceIseur+ESxv4dIRSRZgsFTIyBCFaWXj4IP1Ti/QR6g33T8v8a/vUKhEcz3Bkz301Ow7eH347+URUjW+loUSNvEQoAr14kpH9/4ab3/uoGwU+Uty2f4GNIylPb3UxS/fSn7qKOw/3meuLoeN4FhMbRRaltFLxxsoCzcEElRKHWMXjVAACqWH3wXuwfnUykfdHLhqPts35OLk4pxORB0ZTI1ydIKrZV6E1FkAKSomitg5nhwrJIIEhbycK/JVBe25oW+ArvPd0rRqW+oMEEQ2Unle0xlzQURMbBgKwQT6DBpJIZkbG5gwyptGGJEmH7b1BK8JohR7MTZxF9fuovCND/SjFpc1ARg1De+9Eb82WwSa9g+7OkeRt/PReisMP4pbmsb0uU9deztS1l5M+7mkU257EnnbJGqDIxmnWz0zJkIxOAXezb6lg7Y4rmdx6Cfv+4WPM/c+v0D7YwSSGC555OVM3XB9Usx12YYZkx1XovINqzw7bdVHWxKUNjI7kmFT9ofK6i+tH2HL7gMZTVgAOPqkLMlljwasAACAASURBVLLXO+fadCcaD851aKVaHIe9Q0UGVZUoI/SGjApfPNyo77GKy8wcPs6oamvZpyfYvb+D8zLvqQ0tPiTh1CJZNIpGo8NoAShplknZjbAIne7JQjXRarjQPN1wfnmOe7Q4n4dOPs7pRJRo6QkXYY5jPUfcyAerIQA3SBjeD1tbSWhzld5jXWjdGLHAts7T9iZULMvPDdS2l8VLlz/PwKOncnLhRKGaibSiHilM+zAqX8JHmTDBk7pUZsUAdRcUvnVoUVX94fDdK41PGziTyNzEJDgU2luRtCkLgUI7iy7aqN4ivujj8z6+KqX9NrqWanQTCz7lQKdi90If7l8A4IWXrzvD3xb802ufzi27RaDjj/qP5/VvfT72La/i9q/sYbZwKKOorx2nduHFqDjGdpbo3XYz3jr6MwtU/YIokwq1uWU90eYLpWqqjUhbLiDoVJWHajGUx94NJV/k2I/ho4SiL3+7j2ssWLkUDnYrHrdBoNLFwvQQir4QVNV3PAaVVHyCygBfum+ajSMpW5oaXXaEjhCl6LIP2mC90Au6SjO58QqimV24+752VO7OI8XOUFGu9nHoJaNgPdPditgopuoJiVEs5JbMaJqJHlYi/cqRWz+kTgyksgY+XIuFEMIPLBWM12IamR56Vp1ueH8CYIRVead/X3FOJ6IsUkP0lVZSBYlpnayMBisX56UiGZzIGrG2HihBrwRsuMD1yStHrxLwgFYCBLBaUZQPf9yzbBeRGE0jFmh24gpU0RGZQRvhowRX38pcpZnvWYp2jlKixjCWGuqRkDEpwhB+AF9eYXOs+4uooiMrXFfh+21cZxG3NI/rd/BViS8LlDFiCBfFECXyv45wSZ2yZ2kmmh3jUhHsW8ofja8LgCdtHYetPwxfuAeAyd99D8+/+K3s+cK3ycZr6CQimlyPuvzJuLiOaR+muPtWyk4PW1YUQU9v6YF91Lo9omYTPTKGHp0kWrNJ5kg6CsctwptE5kmFDom9j+7O48PxQGmcdzRrE/Qqx8ZmTK/fx7SncfVxukExfTE/vivJYxHVNz4OgNtxHVeva5EZhe7NoUrhvg1sMaooO6Kn5FdYJZzoLfp/3XWQWCt2jNe459ASF689tWT0jpuk1fiUTWNc2/43ZjY9iYlyiSpt0Uw11mmmama4IGwmhpFYlN47wUIFln20Cuvph+u1Uyx/T6NZxEjwCFst5NxD57mPuM35THTScU4nIuUteSXtr0grsuB/44Y8omVggl4xcwGpPgZgButkhjAANsjzcoI7fBichvZf2CALHKFBhTRYcTUoRAXaIu2iuE6HhJmewEjbCwVr6glr6xG1WKNtKYml0xEjuyqHKBWVCOdQZQ9fSYvO5z3c4izV3CFcZxHbLyiWOuRzbfL5JbxzmCwlrmdkky2SlkgBVZ0+zlpqG+4i3nwR6xtyA3FrdgCQjK2SMvFJxK/9gGjizbePJBrWLrkKX5W41gZuW4z47lLK1U+4gh3PTBidfQD/4HdxA0dbZ2VWFguU2y3No4o+OorBxGKSGOSbBv5UfuiwKcg7VRUoWxHlizQHihu5mK3pssdY1qRbOiIdU7mzb8Zk5w6h0hrc/kWaFz4BH9dkwVMbFekbtHhthethNA0294uLJ0zyfPWHbuX7L57iSZtGg3qIVCILJ2Hm+PYv3MNUI2HfQp9fvn4r9YN3gZXquPaR30O96OcxJuGCkZTpnkUpRarFrFFBaD0b4nAh2xUI1YFHVaz9kD80AA3JHJbhdXu6cWKtufOZ6GTjTBrjvQd4IXDIe39VeOwPgBcBBXAf8Crv/bxSahtwF/DdsPvN3vvXHvdNvKcWLcOYB/I6ADEC9x3IfwyeG5yQfcswEYGcYDJnkrZaYhSjkSYNpb9WYtRmA6w7M2Ld4AbukOGiVlUfl42yWIo0T7/niLVlTd1Qc2JdrbuHULPT2LlD+F4HV0jrpOp38GUBVYnNc4rFDvl8m6oj/fxiqUNvps3Svjb5Yk6+WFB0S7RS1KdqtDaPMHrBOHE9I27UiMYmwFlcWVHO9ShmZsHdje116R6YIR0LN9MfPW0+2inHWLMOr/8DJl8vvxdf/hC7/up9bH3ZIpc+9WV8fd8CH/72Pi5a0+TiyTVMXrAMpIiCQGor1aT5Ar7sC7rOu6G6hLLFcnWkk6DcEAfPmjCHG0DFB4sUI4kM70VOiOWFTBxauocWOqwdPUvsx6+6EQCfd4R3lTSwOg5eTeKKm7k+hUnlHK48WXMdaVIXBYqD9z+s/ffZew4z3ZV25sXrmty4bZx1NcV8Ke29k210/R9Xb2CxcOyc60liCYrv5oob+eSNv8jLnvFCXGMS3Zmhnkp1mpmK1Ja4pEHlNd5JJ0MBBXKtWieABQ3DazUeVkqO/gpAw2rEibTmzsfJx5msiP4KeAfiaTGIzwBvCaSs30cYub8anrvPe390051HCqVRAcIZaTX8Y7RS4AVFVVgnFVJouQ0Sz2CeNAAfJEbT1Go5yQzmDEUhMjJJA2UStFICNijDanxgQaANPWJIMua6ltHUsLE6hCq7qPYs1b77ce15fFlQzs/TPTRH79Actl/grMOVFVW/ojfXpzvdoz/XxxYWbRRRsOhWWuOdwxaOpBEzvmOM+lSN5qZJxi/ZQm3HxZjJDag0g1oLn9REoWDmQbKZA6ANutZAzx2iDphGE4CL1pwdq3uA5IafgA98BDt3iOyuz/PTj38Wt+xrs1RYytAiK90yPF0rxUKuyaIGSjcwATE14HApWw7tIxhwjso+KkgCAUNOktfRMlFWR3i1rOIchap7wCU7W+Lm7S/iacGAsBrbRF45FIokKHJUTqr6LDJCJ6hcuJkqUqWlen+E+M50m6vXtdgxnnHD1jGm4oq+T2gXFXnl6agTOwjP+uMv879e8yTW9/aQNLeysTmC+fQ7ed2PCo9toM7xm/eMcn3V5QcumKSmFLZwskAo+5A0jhA5G7ThB55eg3ntYAFprLSaMx2hlFivrJbmqbTmTo/Qej4eHmfSofWfQ6Wz8rFPr/j1ZkQ64pTDKk0WKZxXpMrJDMA7WfHqCKWW+8hDr5uwb6JCwhn4ljgrdg9VDq6SFXNSEyO3uC6rS+epqQqcpaczOqWnESvqVY7uzNAMN7QRW1HdfjsL3/4mZaeP7Rfk80u4oiJf7LG4d4nOoQ4uXB3aKExsyMYzkkZMfapGbTwjyiJam0cZDXpptbXjmFodVWtgJtcTrd2Cy0ZE+DFtClzbg/ZiIpc7uWjTkXWYNTMyc0oaxO1pXOfzTH9dCNlbX3o638Lqx8V/9hG6f/eHeGfRX/hLnn7tcyk3bjpi5gfSmnHhZjvQ8bNhjtCrZCUcmVhuWpGSFlXZQxVdVNFb5iKBJCPvhpI6Pqnh4zomynBaUJdKqVARyXs81vGxOw/wvE0RZn6/POAdSTaGDQKg3sNCPhDXjaicUBdEL020E7MxqYRW6mx0e31eevlama/0pX1W6HEOBO3Aehws7ytHtV9mfdGGo9uPtAvHxMJBpnJRjy/H1vLal1w6fP7lh+7ku5/5LkuFpVt5EiOtb5UvyzMlrpA2dZCAUgOhW6BUy3Ouwnp0JN9hpBVxaNOvVm4QZOyxtzmfh04+HssZ0c8hboKD2K6UuhVYBH7De//lR9pJKfUaxMiJjZu3BIKqxymDSurAsgoMQERYDVuLNjFxYLppb1EDNJFJsdoTR6kIkDoRIBUYscXYnMbwJtbDm5h67GiUbdTuuynu/hbd/QcpFmV12T0ww8x3DzO3c56qV6FCVTN50TjNjSO0No+QtlKSoJ6ttKK5eYrJK7cTT60TcEGSCSJszRbcyDps2hz+bdZ7etbTq6TCUwp8CbYoMUHjTuOGF4yLG2QjIghq0yaquYb0Wli/fit62+POSvmb+kvfRPHlD9HZuZPWmjuItSFKm0eSWQf/B9CBj8VbyUXLcPhBWCctqjiuY5SGvD1E0ylXQVXKjS5UWyqK8WkDVRvH1EYpdES/WkbPbZ1oPqrH45HiK/fN8LxN66AjycIMK/cY3e/QSkfoW09eEUjXsl9lYbFfMd0tmO6WbBurwaEeN+wQ3lYyv4fJ2iiq0xdVC4T4rVlWL3HA+kbEgT/4rwBsftufP+Jn/Nwv3cCdBxaZTOu4hWlce57DX/gi7/x76cK/c8W213/0bTRuuB7/1JfitRG1jKRO6SFReoggXWk8Z5RQKVItkl955Ybf+8pm3EoPsNOJE2rNnc9EJx2PSSJSSv06onn0/vDQfmCr934mWNf+g1LqSu/94kP3DZ4e7wJ4/DXXemNzVCQ24CKRI9vVIkUUKKIu9Pwr5ylWqA5EUW1ZsQBxZx1IwaiyJ3BoW+KTmthOLx2ievBe7Mx+ipkZFu59kMO372Vu5zzaKGpTMrhtrmsweekaxraPUyxJqy3KIjbfcBlj116LHhkHrdEj4wJAaM+jswZqYgM+C1BkE+F0hI9rlCrCDqqnQKCNDUFeKGjY4Yf6dINe+UCE1Xsvcw/kIloqHOONCVxnieorokUWvfzsSkSDGHvhT0lycVbaajC8IQ306QYrYxVacFppTJRClCzziZQWAIMPmnVxho8SmSd5J2RZpaE7D4BbWIRokajZw1Y5SXOKPjGzPUl+RzfHeHRi/Llv5c4PvxmzuBO7MANAlGSoooM2Cbozg+7Osa61njJbTiYO+SeivJpuadk5JwuoG5BE5Hbeitl0CbY5ha1JrRRZz5q6LOL6VsijddvlWx+/HYDNbzv6Z923lLNxw1VkGxWq7PG/2XvzsEuuqt7/s3dNZ3zPO3e/3Z1OD+nODGQgIWIAAQEVRS+ioI+Cot7LT39yVVAcriCi4sCkeOGCouBFrgoyKQEZAgImgUASQpLO1Onu9Px2v/OZqmrv/ftj7apz3k6PpDv+8tys5+mnz3tOVZ06u6r22mut7/p+12y/lt959dt40k+8lX98wRtZObRLtrv9Czx/zVf4wW88lXxso7Qs6FDos3RIVBkpkYAoTe6jk7AAInnqLZVLak5lg+Zv7NlCzcn4nWqbJ+zM7DF3RF7v/IXAcwqBPa8c2Pevv6GUehDYDtx6ygNag856aCBSikoYlsJ3udUsp5Ze7gv6kaYaDih4ciuwz1rgCBf3o9tHJTUTRtBeKMEEWEM+P8vhux9k/r69OOtorJ+gvnacTc9/CpsA00sxmZfOHm1Su/hyog1bcWkPM38YXRuBtVsxzWmMDrEqYLEvekNjlQDtDFYFWOdEesKkpdBbZHOiYwrqWoeEUUASDNJSIiYnwArlHMpZAq19NBCgA4GuGwf5yFriDVtJO+LrzY4vE1x0/dm4xGfN4utfSr7/XnHMOoSCidpIerRQl3VhLAhDm4Px/+dIxORcGUG5MJGGVqVLVu/SUYUVCCKU17TSyTKu38F1lwl85DQyMoNrRMz3Dfc+CsqdR2svft8tzP7RNaSf/UvSah3dEGfhghiVeaHHIEZnHYLF/SIWGSaE9QnaoSZQjkYkiLRNoxXOb3sF4CGlgJ21rSRagZeDXxMbdHsOF1eJK6PSW5db1lw+Ve5jdgm1WrBpdak38314yqSC6ks7TN78d9yy+VsAvOUzg8f8B3bcKMtHpXGVJihNrDWpsfSJReYFYSspUK5SJ5L9K6EiLiXnC6JcOwCkPEpzPNFHdC7sMXVESqkXIOCEZzrnOkPvTwFznpZ8C0JTvvMEhynNwSq1RClMu3JCNw5GKwE6y6R/ZOkoakHYjG23jV48SjA/S/fIHL2FZUwvRUchQRySLnUwWU7crFGfmSBq1GluXEM8UiOsJFTPP59oy2VQHxXnZXO0z4G7MCEfP5/DNpI04XpY7lsOrqQE/ZzxqiIJLJ1MVlfd3HqiRuG1q4eaxKOKMI5qGAokGUECGQfKQODcAM11rPKXjw4KWXQQwsvAZjTiUFIMozP0D0vZbu9n3sGWV/P/K2eUHd6FqzSxVel3cUqJgw2iIaSbF8OzuaDmSvU8cTYFWEGg2gz28Smnkp0iiLDVFvgUqE2a6LSN6rch66LbcyibM1odo9qYeEzHobBOt4f+0gd4xn9/C2/KDN+9ZYypSydZe/UFgNR5wrUb0f6edEGM7i2DXRQnZTImR2ZYSqXtoZtbHpjr8tXuBNdsGOHA1dcB8Kxbb+IVb/4Cr3nhxWyfEGTgSBxR83D4zAoJcDB/iLyXrzrHff9LQAgb/+hvGHve63nLH76Sn9poMV/5OEdvvQ2A5V/4Yy64+FrO9xRO73jJDwFgVxYwX/wgyZOuJx/fKJB7kxFmXUhGmO8Zafq2g7aJwlJPGNzJFEnokayExAh4Rbmz0ytnrUDHT2ZPgBXO3M4lfPtDiIDSpFJqL/B6BCWXAJ/1/TwFTPsZwBuVUjnSgfPfTodafBiRqfIeuruISrtEuUQhdnmBdO9Olh46QHd2nu7RFfqLfay/gfuLfUxmqY5VqE/XqE42qYy3CGsV4mYdFWiiZo1gbJpgYi1Jc4xGXMUmdWzSJK+2sD7lt5JaTG2AyFtZsSz2eyRBQMWnQDqZoRJq1DHFU+fAKbnBlRL+OXIvPaEUoKn4K2XcoE+qsEBJeiIKFfmqA1uCvIeKKiUfW0EKutg3BPUNTD6nkAf4GP07b4I7b6L2kv88rcPC0iN7Uc7RTcbop1YmPuXKdCvewTotEXDpoEzm9Yz8QOQ9yAfOuJCNcLnUhlQZEcVCnlqkMCtNbFRBRVV0b1GohNIuWodUsy622iJNB7Ia59Lmljs4YO7Xf5q3/69by9rfV3bOc96BZTbvOMp5T9/I0kMfZfJJF1CZWUM4sxk9vRHyftl3pZaOUGkfJWpMYquj2HqF6VpIN3eMJJqtn/wAd+RTfO7+Wd798qvY3IrLtodOZlkOR0TGPs2ZqIZw241c8LIX8MCHPg1IJPRvP/IGfuqSUczDd/KJd/8yV97yLg5+7CE+8NZ/B+Bnfuu5cvI6YM+HPgyI0i/A2z7+q+y89pVsDxdQaQftbPlMq1qHicaUXOe8JynWcIBw7BkhP13JDEc6PiXvHKOVUFonztK1sKeRmnvCztzOJWruZcd5+69PsO1HgI+c6XdEWYdwbrf0yhzZy8ptNzN3zy7mH5hlae8S/aUUkxpMbtFK0Tp/hJHzRqj7jvBktEky2qA6PUY4PkXQmiAYm0LVWoMJK4hwcQ2b1MmqYxzpGkEiZQ6XWqzr0ckMh1ZS+mYgigfiIGpRQBIKPUkB+0yNY6Vvme9lJIFmqh4RK00tEhh5JZReiW4ulD+VUA0VW+W9REsUYLVEXTiBkYc6JGeQcpLISATjCuG4WIcEKqGdWWozlwPQuGqWbN+DBFPrSW/6CPF1/3lQun57GZ33sbWx43bE2zApX7sCLWcdgY4JwwTnkYPCy1cpgSdFOk7l/RLKjckFqm+NOKFi3HQg1z5p4IIQ7dVfbdLE1sY44Ce70yPf+c5t7Hmv5xd/5aX84nUb2fiSH+In7z5M+3Cb6cunGd++jsb6KYJKjAp8ZBho0qNHccYQhxFqdArdmsSlXcz8YczRg6ikQlCpE+iAyBpGhpqCr4gPk+7aQT67j86BozQv2ARA66kvwDTXEHRm0StHBOSzRipll3/oU6vO+e/uXuAV60O+q3cnR/fN8tBn7+H6y6f48p2zrPuddwHwjYfP57I3C8Dh7S/8B6JNF7O84Sq2ZUu4HV/HtZdQ9RFMe4ns0MMA6EqtrPWoah1da8pvaYwy0hynUW0xWZ+g7SUucs/KELaPELSPnrVr8kRq7uzb45pZoXfwINld/yFF/0wK2PWZCaJ6ldEtkiarjLeoz0yQTE8RzmwmmNogKRjAJnW/Co5xQUSKppsPMS64Qo7BkfUd7eUuh9spnczQiEOacVCyPYtInU8JeBLVSKtStqGfS5qsEYcl2GCyJqSOI3HgSz9C6lg4mTgJpRDrLMoWtCYi+qWyntQ+gkjUXJX2aSk9eBKcgyCibyEKEiFf1QFOhwS5Iw40Cz1JcU1vuYpIB2S773msLt9xbXapw2jvKLY2holqFMl/51yp0nrsRBDqgaMuUIUGjVKawE+whSlrBn1DQYzSofSoFA2wBUuzKVgYAmylBUqj20cJuvMQxiynCefaLnr1x3HW8P6/v4VPfukhnnTZJbzkXf/IZC2iqxT3Z9JbNdNMWFuXe6+l+lTnHxYkXW2UvLUWmzRRNkePHiFcOohZPIrtLGOX58toSTdHcXlGf/8+Zm+7j6W9i4TVEB3LcUfP3024fIT2TZ9lxz98hYN3HObmuS4Af9gfiO793DXn86y3fYnve8XVzLTnmPyhH4N/Eg213+7cv+r3tZ1cm0Zrggfe+jZ6C3I8ZyzTV2xh7CmXoRuj5O0e8/c9TH9BzjWsxMTNOmG9QlSvEI/U0VFIONJCj0ww4lN+hJH07nXbZGeJ5DU3juwU+O2zROLwf5U9rh1RVK8SXvFc0tHzmO8Zgqv8+0DdO4HUOFYyyxFPiJgbyobIbMV5aW8DGKxzpdR3FKhVN1SkBWW0sVUh0rokVF3sZ3QySy0KqEUeGq4UgaaUKC9IGYtGvIIHL/KaQoV2UcF7V8iWh1hUnklB3hfqTe4wClSY4FxUag+FoeyjbE4EsnL0k3OiLMoMCveKPk2gnlRZymSbBZqMbrmaeHwGt3CI/I5/I3zy887ZtTuRjQRGILthldxIB39By2SsIwhWsyhb58DJWLuhqDNQQgirfJRapCRVIbAHgsbTiaTnTFo6KDlw7qXjq1gV4Dx6LFg6RHh0FxeuuZAlGzG71GFqpHbWx+GtX36QS5+8lkr9u2i0qlxwXouZVoW7Dy0TaMVYVSbxzDoOrvSZrsv9sX6kwlTrAsYncpTJMEmDxb4hNwHV+gz11jrUjDRrB71lop4XJAwjyDOCiYdY32oyvdImGhkh2nSRnND0+TgdUr/22VwSh2j9JeZuePCE5z/FMnOf/mcAnnHLfzzi85v2znPrfrkOF00/kye/9ftoPPgVZj/1cToHj9Laup5k+1PIp7fR3HQpze+10G/j+uKsVFLFNcZlkRBKjbYErBSoOZMStKbl+YnPzjU6vYbWJzzRmdrj2hEFI6PM19czu5jy9X2L3H94heVeThJqpkYS1o9UqEbCoN3NTImcS3wvkUiJizRDFCgiJf/XIqnrAGXDpLz2EVLR2a8hCSTKib1iKgwYwCM9UIwt/odBf0OofJFdhdhAAbJPUc9BaS/2NtQ3UWTclEKhCb3D07420ndaIjLEeQamL+zcSmOjqrBBFND0qkVpKc7PdnJ6cYWpNReS5H0Ofuhv4JMfLVMpj5WptI2ttOjnRbe8KsfLOAFrBHow1oU4WnGNlP9nfZToGIpyYOBshvtKdADWpzML5dfMr6CVRgcxfQNJ0kTHy9BdIjzyEOPA3Pj2czIOL7t8LRdPNYiu38L2iSojsWYpHRD8Vv392TOWfu5YSSWiO9JJhbC3FtJKapCJ6GM3d/SMYUUrrAtwVAnjGnF1rQyLEwLf+vQ2woueTqg0Lojpe+mIxb7laDdnnx6h86TtXPTs/8477vkYn3zZH/PhNZfyo4fuKs/9i7/yTMzdX8SmOadjf3PLHv7+T99Jc2Yrr/uNX+Fll69lHpgHpumws7aVL++Zp5ONMdNIaFXECX/roSV2Hp5jdrlHP5f7YqKRcOl6QTNunxhlQ6vCWBKUwpaP1p6QgTg39rh2RCjFvuWUaqR52nktrpgZYbGXs2+5x6GVPsZBMwlJAk1mLZHW1KKg1DgpdIcGRIqFjpAXtytX2N5B+Ekv82k7jSLUwrRdGXJEocLXHfISYoyV1XnR81JOiDoQGh5ffM/8hBppT+TppPcpGDrHHDCZXeX8jI7QzlAxwhhgKvIwFk24IFFU+b3OQp7SaGgOrmRUQ4ke9yylBCMXs/41byM+uIPOP/wRALUff2z46HZndUKTk1vRi6pHavDbPdcfXvoZil4qqRGFPgoGD+jQ4qwLBKFTx0xGvg6INSUHXYHGUyCv8xQSz+KgA9FBSuqlIzsX0dDyB97A+A//MhdO1qhFmtHY98z4+y7y8ifVUOEQGfpuJvfPSmbp5ZZe7kgCV6r4xoEQ+xpLSYvT9ajNIpKMtCYJFZFuEChItKbuf+dYJUArWElDHpzv8Km7DtGqXskbH7qV6qF7MA99k2DzlQDcsOMQF05fxXnXL5zwN/7SdYPq2nXnjfL3fwrLBx7kf7zmz7j5VT/D618gkdiGddNwePkR+z9tfUNEH0PNt2+e59CeRbrLXcI44rY1DbZtHuOWB49y6foWF0032Dp+dq6Tde6UEdETdub2uHZELku589AKk7WIja0qa+shF7Y0rIlZzEXqOxiSgyhkg4sUbyFiVyiiKqXw5L1Y3yhXaBdVPEWM89T0RQ+DVkK2qNMOqlcQn/aH6IYERltS8gdDjkhpHDEKCMhBaYySDv7cT7aRl5koEIJxpFHO0bdeTynvo7KMflRHKy1MAXmKiutkyGqeGDA5qQplcg4TYY+IaihraMQyifXzgQrtvuWMqakLaT41xxzdT/b1TxA99YfO+TX91qFlJmvC6TdRi4iDkHDomhgnDAnFZJB7bSjlJdgxbghNqUrotv/Lv60G6TlrVvVslSi6qCJRURBiJUmHxnkGB4kSlDm9Ff93YirvEahYFknOEiJyIbkVstdIQ5y1Ud1FalmHll/g2KSJaU2ykhZRu79PPLmrIgcNriLEr7kbjGEhTd/3MiexcWXqtxZpkkCxebTCeDXioskGn7r7EK+74X5mRiWq/u0h5MZF3/vq8nV626CGdCLr/Mtr+ZF/XeCBe2b55F/8Lz75F8W+72PbdPMRkhMrnW75+sevO5/3Ld1HfSShOVZl27oRtq2Rc2okIUc6GZ1s5cwuwAnMWE5dI3qiSHTG9rh2RHgde+PwTMExaSKrRUmb+fSav3HiQJVs3SCraTMkl1DVyAAAIABJREFU/VCYxECDlFrRYKryPirrEZqMBKRTP4wh18JflvnIoxCzC+NB06UORX5ADVJABUgC70BcSdDoyK1MvKmVdGBBa19MKFHoNYqKfhnESbogFiSYyTAq9rIACbq/TKQAZ8idhto4yjl02qY1TJkTxti4znwKe5ZSts5chr7vm4DU3s6lpXP7efpGAZLIyt0KnVEujlhW8pY40KWzKaQ5Yl0Q2Q4alp0DgwYdDxRvffQDMv4KAS0QREIT5SNTHQ0Av4HNpK+rgMDH0lsTTm86J+OQt3uEtXHMSiaS866P7i4ymtRRFZlgjYNOUKMyUkUt7IXZ3XJu87MEUcTEzBby8Y2YeKQEdyiTyn1aKP8CYSEaaC0uqmDjOq7awHoNrCJNLNsY6lFEI46YqoVsHTufmx5e5Iv3H+GrNz/M3//rvdz11h/k+y5aLbIYX/GzpLe974S/90nrWrxn7Fo++oW3c/BHn82rLp7iM+9670n3bdSqPP/CKs8H0vmDXHfeNXQyQy+3VELNqE/faQXLfVMyiT9as5w6Nfefz0L4+LPHtSNSQcSFkzW6mSOzluU050hHek4qXlJY/oWDdFnWG6SnAu8ohlM3Hikl3diDrvwilaWyLrozj108CmFE0BgV4tEi8oGSmJEw9jDhXNJ0hLgwLKWsjRbEmzGOUMu+gYYK4oS6+dDq1Dsi5ZtbM1tIiwcSZfmUFXENrYNy0uxbAE1SaeGUIugtk/hUHTrAxbWyHqLbc8K3ljSYGFlDljRoZ5axqfWPwdWEHb06G5rCDFGjg4sTUqVpZ6J6a5wjtUKyUqDkrBNqo0ArNJS1OAmOXJm2E8LSgDiKSqQjFhIdysRsDYGz5bgpm0tK02sWkTQwUY3ANy2jz4709InsaCdn53yPRhywaTRhQinCIzsZHZGajq2MMG8TllLH2OhGqj6SC/KM/NAesm6byFmY3EI3rGNUSBzEEObl4gWtJaorwBo2F67F/jKhzVFZf5DOLHp2lKaSNEmCkBHT50c317nuvK18eE2DP/j9v2X0ubew8Lk3kd72Pm7eLa2Az/jh1xBf8bOARDjmoW9ye7iFRuLPWSletu82bOcok9WAN3zfxezd/RLu+tQ/Aad2ZACX57uht4RrjGPGNgqtF7Jw6zUqTNTOzlRn3ROouHNhj2tH5IKQVhLQjClTboViq/OQ6ro26PZ8yaqNL8KCj3wKGLQb1B1K2YDiz8JZ2RzdW8a2l0SsztcTXFgRjrhhCYGiyTLvo1ynXCaJw4uwQUTmYeKZdQSFb1SU2kqRHsial+fCQFXWCGCspFCR/RVaRYRaYb1Wi7EOaXtx1ON6SdxKVCGPG0R9SVu4KPFw5RFQmkYokYdKBgqx58oOLLSpRbqU5xAUlKQyjWcRjwOFRpPZQZ5eK/UITarC8RToJQsEUKaeirSqlAqVrxPlqzjr5IUCFeCCkDSsMt/NWVuRFNG5bGQde9Wbue2BWfYt9Vg/UuHhxZR+fRLGJlm38wvk+x4k2nwpY5uvphtXRHvLm5rcQDS9ETd3ALswKwS3I3UBvORWVHo9nVHpZIbYKfDOWGUdz8owSD+qPEObLi4TVJpbOEy+70HWAr9y1fN4+Ud+k68+vMQVv30DAO/6hWsBcT7xFT/Lpd//Er61f5FLlo5w8X2fI94uVECfjp/MrftzLppssKnieFJ0lC//9rN45bYJPvqOdzN9ydO56n98mt/7iSuAR8rax2NrMYfu54G3vg0daDa++AeILn4aIKnKpD5BKzk7Cwdj3arn7Xj2RGruzO1x7YhEGE+jcULymLYZDRPMyBR9J8Sfqudpdwoql4J/ClCZAAooHsDChh9MYwYOKgiwcRUmz0N7xmZTbWHr42Q6Xo2W8cVzwmRAW680TktxWXup8QLaLT/HYSgkzAUNpZQ4l0JzZVhFtkDnFZmC1DhCLccpgAyBgiBQdDIBPGQqJI6ruLhOpkKBSDeEL0y5CZE21yE2qmLyU1PeP1rLDu/CxTWqYYNWEqGRKNRFVXoqJjeDcQoU4CH5xdUq0paBV+PNjKNvHEq5EvqtOYaFY+hvp0QOoaQCGjalcb6mF2rFVC1E3yU9MVz1A+duUIB7j7R5aLbNJVMNJmuhRwEq7v+L92Iyw9Yf7pG0pqk1JgdaS4BpTuHiOjpuoHtL2CiRlJy/910Ql829yni5+aKR1/8Nvv7l7KAOpv1zYzLod6A6gppcT2QN6c67yO+4kcntV/I9my6h8lNX8lf/sYtf/CthTPjG778AgD/5599h+zP/H2a/8U1ML2XcL+Se94Ir2ZeJhEljeR/3/Oqref+Hd/CcRswHP/cWfn3v+dyxe57/+saPM7vjZoAyQvrMvYcBeC4wc91l7L3xNlZ23E1rYkZOe81mXNKgGp6dxdQTMhDnxh7njkgobEB45goaFmUygjAZrPgKrrHhNNvw/2ogHV3+jXdexfs6FCi1p4KhSF1UmpggIR9aJSkPigDIHaRG0E1ynrZc9SvwqL3VYmvODepCtUgaXK13h6kpGltl8i2ACwVfHUhdSSlB9Bk3UKcs0n26MspSaoT8MtYDqDKIE4rrWBRaWUKtyA/vA+BsJqPSxSOo/gq9xhqW+paqQwTNrMFFVfpWottIKxKvkDs8vrqkLPLpEl9s7+eW1A6YyAMv9V7srpXoPxUmNTmNDpISfFLC8P09pLMuQWfunIITjrXpelz2BhV2/kSDu4GL3/I2dG8ZU22h8j66vzJA+wWxpJwrTUxcxUXV1WwRQzXKMgKyBnwTNXkKQSgOOIhXPxNF74BdQpkUm9Rx511KMj6D2f8A6X3fpH50P8/ZejXbfvAS1tSleTvffy93PnWBzT/1WtT2a5nefhV2dg9mVu4r941PMZNnzP77f3DfnsNMX7GVN/3MamaPG15+Mbz8YlT3Ofza+ufyy8Fm1Ic/wVu3HcZ22+QXPYPKRYdZ0+4Sj9SxK4LYC1vLuDCB6ihnw04HNfeEIzpze3w7IqXQvSV5aHQgiqTg8/p9ST8UkRBGnIdv7ARE/KxwLgV1SPFgOlvWcoqHski9YQ3Ko6ycp5uR1NCgbqGH0HXS/1KkkspT9ywA/pRLZJ9fpSMremMdfa80CxIRlXUQ58BZ4iAg0TJJtHNH34jD0koTWEcBOwsUnhfP0MksSaBlKIbqHc5ZMgcRhnoAurcAT3ku7vbPnbXL1m8v0wvrRHGDdipEloHWOB2TaVjpW5Rv/i2g9gW03lhJSw7HLgMiCXm/6CMaboSFQdqueA2S2hMGjQH6LtKyTahDjIMgqhPpEOig1m3HRlXSI3uJJzectTEZtnRuP9s82eiT1rVWfXbJBz5Jf2URG9chCFFeHpxCiyuuSr+Ydz6FVMIwyjNQjkqgJRNgclToG369c3Jae1qkEJd7BokCaBPXCbSGVHrRbLWFbUyiN9cJ5vaSPvAt3K4dbFy3Cd0YRQUBtttm6399JazZRD6yVravtgg98Wzv7q+x44Nf4q98g+yrXpJz8NYHuPDnfpTwqh/grVfB0t/8Lgdu+jab/+TdPPXrIlV26+558iMHcZ0losmdqKn1jFx7PS7toQpS27Qr0hjHQve/Qzut1NwT8O4ztse5IxpQ+LtIy83n7EB7JPCCaTYXBxPE2KiGS+Qhd1FVILs2l5QDPDJagtLhuEIa3DdKFp8VTN8FmkaaK4smWL8K97WazFHCxcGj9pD0W1H3UUqimGJlng7BaI3zK/bM0lNKivg2p5kEVEyXps0Jq00WeoZubn3RXo4pvHWapdSUste2IAtFiC0zpwlyR5LOE6wcwc0LW3n47J8+K5fM7L4DJreUE3/kG3+NdSzkjm4mlJJJoIkjQbrZICoh7IFPwxWO2/ixtA7vRCiPBwMEU6COaYz1qcpCFqSQEwj0QEQtcjnhUDRRQLy55yvy3vUvPStjUli6eIQ8bhAC77lJUHDvfPGTHrHdno6mlYzRiAOCIBYS0CL1FESlDApQpiX18P3mBMRSiaoonQ0WWCCLrALMYu0AYecCXFQRxWL/nKl+G91fkVqSszgdoEcm6D10Hwv33khteozKxk2EU+vRo1M4kxPO7UK358iPHpQ6K9CfXybr5bz8e87n/TfuLk+l8rxXrvrdm3/mJzlKnUumxMn81JUbWGxfQK19SPSqdADNNeisg/a6Ui7PUHmGO0uMTJbTSM094YfO2B7fjkgH2KRBW1XIraOWJER5d5BygLLY6qKK8JcFSdk0ajwEJtAhcRwJ8SV4VJESp+MBDqhB9JBbXa7OtXNlobzoLygo6Y9dfYOXtbaU8PIiLVesyjO/8i8cUaQHx4MBPDmzPnrx22fdnDhImIwjKrZPM45Z7BtS6+j3DUmgiLWiFgjiLNKDFFQB0V3sG5b6hvFqyKjJcPMHOfrZfwVgzRUvOCuX7ODIBZBCHEAzUmUPT9cFnuNv0GjsgEyFpN45BYoh6LaPdgqUm8On63yvmC4iHX+raOGqK9jLCwBDauxg/MveMX+yBemtQ3q0nEUf3c2uD4uY4Naz6Ih6nTZEVcL+Evrhb/MDlz75uNsttrskvvk4NZYkrqGiapm6lfMW3Snn+61yn6ot6oaFimlPxxDGpVNPqgk6rKCyjqSfycENJWQLEE9BJhtVcZWmZ8iWfcLNl9GYXk+yfxcu7aHrI6j6iGQOnEPN76d3zzdY2b2P2swj5TTe7XYd93eP/MwbSW86Pi/yXj3BVCOUvqr+ykC3CjxcX2GTs6Ooe3qpuSc80Zna49oRWRQEEd1U6N/n+4bxSoVmXKDVLLozjwsTbLVF20X0+6ZkdymK2XluSY2n5NGKgfqVJvBkoUCZAwo8q2lRnxDk2oBmJjWDXgPrhBGgqAlJf9LgNxgnKSXnir4lqfcUrNNSpB+wC2gGKSjnZGIOtBTtO5lln4GJakLdpQRVcUbLfUvHOowz5LGIjEkdxQM6vLPu5Y5DKymBVsxo0YeZv0+Yj1fjlL4z6/Z69I2lGgorgMr7cm1Q2NxSCQoGC0rHntqi8x8fwdlVjt25R/aBlRGAVTjlHZUacP4Np/mG5dKqofJyE/7YhAPZaa385Axrn3YZ0aaLzxpLeTq3X6Dn7aOotItJe3zbE3we25PTyYR/D4p7x6eTlTiM1FhB8QeqZAcpHKyyBmUykqgykG2yRvp+C1mNMBmAeXKkZgQlxF3okIzIeEcVBjRUPjuR1GFsA+HERvSy1G9UXMX5xmGbZeh6k6hepXNAGLFrMxNc94UvnXKc4utezAwwM1TuadWrzHVlrI66KpOsoNJOGW2puCI9UcHZ6YJzzp0SFfdERHTm9rh2RCJ/YBlJQlJj2buUsm+pz5p6QjOJqYaakUZYSiDUAkc1CgZcbs7itGYltaykEg2FWoS0BnxmbpXKcOFQYOCQysnKUwDFgSrBB8VXFek7oKQHShF5imKFFflIJYi1lz2XWlOgIAwGjqigajFDK69KqDBOsZJa9i1nrGtEVMlJqsKDt5JaOpn1zkthrBzHQZmWjHREMwlkkso6mPYSeXfQ/PhobLHd5b6jPSqRNBxrpbBRhX5uy98f6oHyZjezAvrQcr7FmBc1t+FUU2aLGogfR88moNQA1l1sWyIOh65X4JGJkR60AQCkVpFa64EPUAkTqI6QXHIN/bsFERZf9+jHRncXsbvupLfnPkljXf4s/jvw9h2rVUV7nTaNWNPLh5CEpi+LLh8FhEFC3xRREIMo29cK46hS1osChfQaDUX+NoiwQSL9WZVEmDkoGlo9sejQQsrpEKIKymTo/grOpFI3iqqo6ggqaeC0RnWXMItHcb0O4cxmWhc9FYAj//x3dA4c5dHEK5snBVL/7dk5gtEpRpprCFZm5fyCIcDRWbBiPE9mT6C3z9we147IONGmibMe66OcmbVVdq8YjnYyjnQcjTikHmsaUY1Eayoo+cEF5UveR+c9mtUx+rnyLAaOFAj8irlAXGlFWfwuJkNYfdM558roqagzGJx/7SW8PUjB+kio6AUqJtoC1GAZREhybPk8844kCsE6VUpOBAoqgULHmnZumesZGpEmCeVcWknASCy0R+3M0s1sWQ+JPItAkhum67FM4ksZujVBMvLoJcXsAzdzT7Sd0UpILdJEWrGSmjKqG25CLfcBnHfEitXpTRg4IqtksVBeAwQ1KHU3yjEHSIeuaWad7yMaXNdjv2MYSGIsZEFMkNRxa1osfvKjANQf7eAA2dc/zYEvfZ2wkrD+J6/jLjMOwGufuRqokKHLRl1ZwIAJEoIhstbhcw/VgCLKegdfRJBaIYwfSqOUb+R1RtgndIAKE4kYPelpEFXkM5OBp5ECiaBsVBFEZX9FVIqV9oweFWxSR/fbuOU99O4Rho7q5U8rz3P6Ne84CyM4MAsc7hrW1ETVt20DcutohmcH82mHasEnskebmlNKjQP/AGwCdgE/5pybP852LwDegWSZ/8o59+ZT7a+U+k3glYjkwC875z7j378K+FugCnwKeLVzzimlEuADwFXAUeDHnZP8qVLq5cDv+NN5k3Pu/f79vwWeCSz6z17hnLv9ZL/5XCq0vg94IXDYOXeZf+8NwM8Ds36z33LOfcp/dtwBOpk5HLOdnPFKQtI+SvTwHWzaeAWNqMJyakiNY7lvaKeWeqxLdoLCeUQ6phlXIJfJqebTYHmxgvQr9MjDoIum1+LBLlJAAzSwKicvjZ8MhXZzVd+L8ak4oFyNF3RCMIh4gDLttqquhaS2JFVVOLRBDaAa6ZLYsmeMkEMGmrFKQBwo2pkrKXMkBegRVj6aWxMbXJSgtl7Fpt+7il2vf81pXPET26eyzTx8ZIkXXDBB1YsECjBgUO9KjSX06aTQR6OCplMl0KNw2MNgBWlixU/MqhzbwEdTzg1HpT5V5aPN3Pd6FY7qGNXrMnKIPXGosgYb11lJxjlwywMArHtUIyMWnX8xy/v+jZlrtvPQmmu4+nnC0zbMJpAdeoi4NgZKEelI0JXO0csdEBCUZLpDvImBICtN4YiNj4S0IBKNE7Rc5qIyG5AoQc4pawhWoSmlXqejiCCIUJkoIoPnt/NN0GTCsWirLXAOE1YIwgrh9Eaq/njhWao3HmtPO3+cg4tt9i+nrF/cBUCz2mJ/tIbeWYLe28cmNfc64PPOuTcrpV7n//6N4Q2UUgHwl8D3AnuBryulPuGcu/tE+yulLgFeClyK3LqfU0ptd84Z4F3ALwA3I47oBcANyJw875y7QCn1UuCPgR/3zu71wNXIlPgN//2Fw3ytc+7Dp/uDz2VE9LfAOxFvOmxvc8792fAbpxigE5rGN2oqxcTIWnR/BeUsk7FlrBKzkhpWMinoOwfdTGo3BQJNK0XP6LLPJgk0UUGWzXCHdAH1lb8CxSqnVkQ2xWugXO0rPylEPqWX48Aq8qG7tSTsZLBtMOTgUr8PCIo20oPJuOCiU0PbK3+OeHYFkJ6cvCOORiu8Q5DPlr343K6FHmsbCWsihyuaPIFt7zrt+2mVpR5xZx380IVT1CNVshsII7QqnVI/l98RhQOHKpHjath2yXBe/O9fF06j5FXzA5raQe2uGNOCPR0KWqAB8GGY1y/2zbN949DKUjNd6SmqKt77LyLydtV3NDJiN+w4xPPjh3n4gx+kfaiNyXI29fdw/+f+nPd/cx9v/Oy9/O73XghA3pqRRmgFysjCIrMCWBDwy+B+irT0TwkjhdxbYbHIGZoki2i6qFMGCqwOUGEgkSOe27DcIaKXWxwBjfoEun1UuOt0SD+oYnSNaqNB0FvC+ogqshnh3B7ynd+SazB2bqXV17bq7FroY5r+e+6/heZl38fhztlxRMY9Jqm5FwHP8q/fD3yRYxwRcA3wgHNuJ4BS6v/4/e4+yf4vAv6Pc64PPKSUegC4Rim1Cxhxzt3kj/UB4IcRR/Qi4A3+WB8G3qnk4Xo+8Fnn3Jzf57OI8/rQd/KDz6VU+L8rpTad5ubHHSDgppPtpBSeFsZxqAvN8W30jaOGJnBOJLoZTHRoh3KKwAvYDbNvKwUK6b2xTmKE0EdIxYrceECBNKx64TUsJpAHdDjSKc6v2L9I70kjahEZyXaZdTgjzkvjCH0NJ9JD8GOfRioABjJJ+jx/KMeNAy9T4ZkHQt8M6oClvhmKgChXxpUhWPNiL6eTWcarDcaTBn+0VlIov9t94DQvo9i39i+yfSzmxkNy5Asnq4xXJUXSTQWxVUCslRpQ83gQ46DmhkykDpmAizSmCOQViwP5fBBNKg/+KOpFxYJAxj0v+rmQWmDox6znG2EB6k4Gu+hhWkoNsx1HI05YP7KWWqcI6L9z+/qeea7b0GT3G97B4Tv2su5pmxl78mWopVnWBzFrRlYzAaykogdUDTWtRBPkPXSYkCqF1gMuwqKfrUABFvpNxT1jrDjW1IpGUYHWjAMReyxEIwunH3lmiUjJvRloqTemSlOrr6FCjg0iOr5dAKDhEabLqWUsCVF5D7skwITkLLUBnMwkMpKU4tSG7WVj+NmwM0jN/Rel1F8Nvf0e59x7TvNr1jjnDgA45w4opY7nvdcDDw/9vRe49hT7r0cinuF91gOZf33s+6u+xzmXK6UWgYkTfP8wKeUfKKV+F/g88Do/t5/Q/jNqRL+klPpp4Fbg13wod6IBeoQppX4BCSHZcN55tBJZvR3tGma7ObmBttfqKSQgigJ9EdkUkYBDldGSRpXaNkpRIpMCn2cPhiKIYlUf6UD6NHBUQmkeLWo8AkgoEG6q3K9YlSutSqYCKSpTsgUU6bsiCgr04HwKp9gv6kv++MYOUjBare5DAkHXRdqR2kFasUjfJX65vHmsyoHlPhpIozpH0pMGpMc18+3Pk7Wu4s7ZHhdNSpPlZC0sASEF/LybFeS0cm2SQJUghF7uaGe2VLEtqIpK2iIt8heF6SDGKklDSbqyoEmSa1A4udw4en7hUehIhVr5SGPwHcWkXvQ65UYYGwRYEWLcKO+89S/58s+9kRuvuJbvue2WMx6npyQLqAfv566bd9FY12D6mssJJmbI9txH7yv/xisuuIho0yWY3Qvkk1s42LY8NN+lEQdsH69SqUReMHF1c2+gpe1AA7nSGIooXcZMe/n0YsGSW8iKxdbQeKHkeeh5gUIVKiKbUnEOnSRSZ8wtQRQSmYyxROp/caBgpUdoUqrxKDpt43pt9t8oY7T11IoQZ9VMY4pAq7PGNWfdAJx0IvOP8T875373RNsopT4HrD3OR799mqeijvPeqWKxE+1zsmN9J/v8JnAQEaB5DxKNvfFkJ/ZYO6J3Ab+PnPDvA28BfpYzGFS/qngPwBVXXukqViakPIlYySypsXRzRyejFPsqVkSNWNJwRWhdoLO6xcPGoJm0yLMXJ6Fx6JK5VJerTbw4XqgciR5O86iyrnHsjzq2IS5QitzZQfTDUCQ1FFXBIP13vAJ7alZ/3zCzQ8E/t4pdwCP2igVepAXNllmhArpy9Mz5ufJNV/OWf76PF1+xnm3jgrNd7Bl6xpWreYcsFiQadaVzGTbj+1+K6KmoHxkHoRPWbPDUTlmXKKqVv1mXDnkwaIMeLTlePdIl00TfR7MF4KOwnnfUFlceqxpKrS2/5Nl868FfBeB7zniU4EA0xfpoN+Pbxpi57jKSS6+FSpNgbIpwzUZ0vUk+vhGbNLEoNo7Iee9f7rPYt1g0kTblIiYtG6gtgdZlFF4IBTqH8Mw5K/UfFWCU846XEnlo8D1ZauCIQWiqqmFELfB1Uid9Zws96VELtCG3jkakaVWaYI3cdzrETWykP9/+DkbpO7e1LYGRHF4ElVpG1NmRgTD2dBzRqXNzzrnnnugzpdQhpdSMj2ZmgMPH2WwvcN7Q3xuA/f71ifY/0T57/evjHavYZ69SKgRawJx//1nH7PNF/9sO+Pf6Sqm/AU5ZZH5MHZFz7lDxWin1XuBf/J8nG9STH9NT7CRWJuUiBC+iin7u/MpfaG2qoSop4SvkVKsR8z1D3wiUupASGJ4cFcgD7IkxI6UJw4SeGTSjEijCoVx8MXEdW2T34zAgOmX1jSsr0sFrpVbzrJXsCx6NV3xUgiSKiEupVQ9MmZpxYJScdzNSq/a1zjHTTOgbS9/Ak68fviQnt4OLbaYWHmBpbBvXbp3gezaNcqQrEdWexR4bWxXqkSrHpxIouk6g14FnQyj4KsJYUwkVmeePC5SMUzezpJn1HH0ySPUopmZWCLtzBFGNnk4GfUJ+hW8ZgD0CpaiGmsBHQt1cIsJqJFpQ3dyVonLGO8kiuhbaJAi7c3STMe5ZPmm24YT20JFlxj/+x5j/8ktse9Mfk49tJAN01sUkDRb7RsAqDloO4t4clYX91BqTTK2ZZqlv5L5Wjrq/3wcOw5Uy8dVQ0o+FHD1AoX0VKEuloO1xFqX0QCDPg1aGxy21luUUxisBjVgxFkMzjnyjsdShpF4LPRXTdZZualBJTDOI+PO/uxOAdx9bMT7HJm0UDlc5O9QKuRHF5JPZWagRfQJ4OfBm///Hj7PN14FtSqnNwD6kxv4Tp9j/E8DfK6XeitTitwFfc84ZpdSyUuppwC3ATwN/ccyxbgJ+FPiCR9N9BvhDpdSY3+55SCTEkBNUSK3p26f6wY+pIypO0P/5IwxO8LgDdMrjIavWI12Dc9KQGAeKRhwQ9hZAa5arDY50c4yFdmZY6Dl2HBUKky1jFaZqjkqoAL0q0oAhWHEh9xBEsgI3KcqkVKMqQRiWBW2jhyMXV0Ykw1Z8PhzbKt+nMvzdRSG5cDyrx3F1lFRYCZpQCq1cSXsTa8p+mix3JfdYsXJ2/gviQNNKBowOjfd/lH0v/5GTXoO9cyu0KgGTnf3Y2hh/f+dBLppssHc548aHpC7w1PUtzqsBpgeqkB+QyLSTWbq5Io1cmYIDRxQoaqEqe8BQimo1YSmVBt2VTIrPi33F+maTarpY4rQ7maXnm4rHKyFjOiPSkS/HyVQPAAAgAElEQVTuO5qxppsXqEJLNRQ04VxqWUoNPd8EVvGppkgr8BJPK6ml2RhjoXvmacsNP/nXAHxlw7+TnzfNnG6yEtcxK4a19Yha2kErTaQrJbdgN3dQGYMRC1r7a6NKiHAyVCsrtjdmEMlYB3EQlkjCkpzKFbqzElUmQUQQa/p+v+J7ighxsW99rUwAQNVwgAUtnpNiv1BBx1HWomz9kQwKj5W1Esle9E7Fy3OadjqpubPANfdm4B+VUq8E9gAvAVBKrUNg2t/v6zW/BHwGSaK8zzl318n2d87dpZT6RwTQkAO/OAQIexUD+PYN/h/AXwN/5+v2c4jDwzk3p5T6fcQhAryxAC4AH1RKTSFT3O3AfzvVDz6X8O0PIaHbpFJqLwL1e5ZS6inI/b8L+K9wygE6oTmKjnv/EASysg27Mh620qKKYk0tZN9yzpGOKF6uaUiTXjUU0bWGl0EuJugCWKCVcJ2pvC9UL9qTqzrhp1N5nyjSqEBWk8W+q84PmcCKVXpZ5xjioiuITo+lBBpG4w0j9o7nhIpjwMDBFekZx4CpoIiYjJOVfyUcHEheK5r9OcI5CUinP/Zvxx37HYeWqIaS7qwu7OGBYIZmGPDRr93Kd180zVfvneWl150PwJXTFcLD9+PCCFsbw9bGme9kdPNBvaZYhWuFdyJSlwiDuOQCDLMFxsIK1XrCQk9uj/lezr7ljDX1ERpkVGyfoCKfH1jJ6eeOVj2joQwmrrHYNyz2LQs9QzPRkp4EYtPHuIDlfl5C52tRQCUYsC0E/twimzJejY87Lsez5Kqf5yP/+03sef1FANz9e//Mut/8Uw4bccTWOXYvpmxoTtLoz9FKZ2nZ3PfhTLOYaWZp0c8cQZ5TDRWNSKK6WqjK6y73ky1BCZaBMwCJQsvUo/N3p9JY3+Ta9Q5c7iclEay/0carAbVI080lpbqS2hIGbn20WDRgN2JpL0iNjG/bBrzpHS/m5jf/G/+y7nJeuP/O0x67R2vJ8kFsfZy2OzvMCsNgmhPZo/VDzrmjwHOO8/5+4PuH/v4UArU+rf39Z38A/MFx3r8VuOw47/fwjuw4n70PeN9x3n/28bY/mZ1L1NzLjvP2X59k++MO0Mmsb4QtoR7nwjsXhJLvr42z3DfML2eMxAGjlYBGrLlsWuoIB1cEklp07BcT/3A5c1U67BjBNOHNEsfklCJ0jiDUpbPxvweQ6CT19Qn5p8pVdhIoQj8Z5A66ft/hSCkYQoQV7w1HSUXqroh47ND3Fw5MqdVNuUVqqp1Z2lnRcDuAKzfiGsavYk+GNWr6Btkj4QzP/n8/yJ+97gf5/A83eegtr+e3rr+CfX/75wAcHm0ydd0VJJdcQz6+iYWeYTm1ZRo1t46ugzAQNFwrCco00YoHhQQ6oBJVCVZmqWddaj4lOzG2hp0LKbcdbHPRRJVptUJlZZbppE51bJSb9i6TmYQLxhNqK4eZCGMWgxEvGy+r+oMrGRPRAhP1NWTWsdIfpOaME6BCM5GJeCnNmU0Dbtk3z59/5U/45e/+df6b2nRcjrTqtb/Ij7/6lfz5//wdnjf3JdJlIeK84L3/yDdn+1w6FZQpwcW+HUQPYYzqtyVq6S/TrI3TM47lTk4tknu5EQcigZKDDStDXIT+vvB9Qrlz5L5nS/6GvJDScxA4hcmsXINcIsQCRdrNBwuegpYp8tHkSmoHfUlqkAo1Vo4xEgcleEErSH7qtfzLq4Ur7oUnuafOtvWaa4kU1M4Ss0Ju7Gmk5s5O9PV/kz2umRVW+jnx/jtFqjtpQm2MdqbZt5yynOZUQk2sFc4FrK04wDGfa56yXoro7/jqTqZqMVeuG2GiGlKP9KrJXA08gvyXdVFZb6DVEiJU+T6aMceslgS9Bh6IXE6uBeu0KRol3XEADFo0d4xTj4iIQJUcdzBIoyhFWeCXOpLvS9IFf5vydRNHw/VIKlU6mWWlFEOSc1Ta4qqru/qPtQvyfRi3hoNpyL/ee5io3uIVP/u7vAL40V95LX/9ostZZ6VdrDs7jx6ZIJ/cwsMrgrZqxpoN5gi2Ps6DK4rdC106meEZ57cIOnPouE5KhLFQ8cX0bm4Zq0+g+8slk0DcX2S00uBIBw6sZIStJuMVCOf2MNq9h+dc8HQ+df8cuxY6XL1unBm3xGjnAK24iuqltOIaty9aLti0pnS6axuyei6IYRc99L1lVxir1GklAVfMNNkx8XzefsMCOy7/MSZ/8M3EtRZTm8/nxc/Zym8+pcqfvv01/Pzl4yJJ4p7BASMF9B17VpisxfQ8fDrWipaXzX54Oce4CqGuUgkkulAe6DFdj3zqWROmK9KMGlbpDKEbi3uwoKgahi07DwAp6kiBEuRmHChBhmpH1Q6IYQv1YCiAC4OetyRUOKfKtFwvFzl3if6hlwtsvBIGBEqxoJs8uXVm4Je7Dy6xjVm+8AxZkD//vm+e9r5m9x1yf4yfjzIp4ZGdZ/TdJ7IzQM09YWdgj2tHVI0CXNqD2phXPw0B0bKpxwENLz19pJvT8L1Da1u1VcfYNlEX5JEbpCTAlUzalpBAQ4hFIcJtClmFFrpHSgc4HQGO2D/4BcGkCyKSMCgdRM8UKRBLO4N67sqVYzVUJVOyoPtAuUJ/Z5CDj4dCpOGHwrnjww+VkvPRzoKOcAq0s8RZmzCqUsQ9BaVQuP9eAPI1F55w7NXyEVTSZHu+yPbtMU9/8N100i7P/ujbua26jQ9+6xD3NaS+dMB0+dpH9tL928+w/erNvOqZW3jh5jqH/vQPCSox27//RdQ3fBf/+O2D/NM393L99imuO6/GxhGY7h9E79uFqtQlWlgRtu5C7t3WJ4iMYmOrwnw3Z65rqDRGqE1uIZjbQ3jHp3nRxkvZFa7lf9++n83jNZ67ZS1jvcOorIN78BtceeHz+eiOo/xE7SE2r72QB3oyYRar+dQ4brzvCC+7bJr5hZSV1LJhRNjao4uu4bLDN3PgvS/hC4tNvrzzKHGowWT82CVrMTf8JfF1P0BvfAumLXWtq9c1iQMht82Nk34mrXy9zLLYy6VGFgVk1rcGKKmBViNNpCCPBdSQ9YwHYPio1i9UilrNKjmTIPC/S+73Xi6pQbnvBc4eqwynQ3Ik2jWZ3F89D+wotfFcAYwZoEOFAcQSaU1uYbGfl+lfY+Hl7/3ZE95Pw/blnUeZqkdEWnFPPsmzv/oxPnDh8/jr8Yt45dyO0zqGaYlCazT7gMwNae8Ue5yeWXs6qbknPNGZ2uPaETVJsVNbyJvTMoE7qEeKSjj4WUUN6Hj2ssvWrEptFVbAXhWeRaFzlG51Ah03UXFTnFJBh+9lwFdrEUFsc1TeQ5kUFyZEQUykRZCsEiiWUsti3zDfy0lNkW7xDMZDbAJFOm0ASWYgT+FES8iqoBTj06podrWPRO84S2AlLWk9v5yyOS3flW/CCmFvAdsVqG3cmjzuuJldt3NwzZV8bd8Sz92yhdsPdrjmkx+Dr32cnX/+DlrAS67YTu0Hfw6AhcpmPn3JWt7z+ft50nmjHFjp8/Gd8KLX/hnhnts48i8fYXr7Xfzak67na5u28t6bdvPFHYdZ26pyyboRrl53FZtGY2Y7OZtGI/Ttn0JvvASAI7n0xIzEmvku1CPNwXbOTKNOsvZiwrhKfseNbLCG11z/Mm4+nHPDA3Ncu2GCiZE1jK/LmTl4K7Pt8/jXyja+f/ftbPXKofpJ38Pt3RbT9YhOZnjdDffza8/czLr+AfZ3Zpjr5gTJZtZu3c5i33BwZYE41HRTwzf6EywutnnW838OE0RU5ndx3qggZJ1W9Ao2CeckParlOk/VQkYr0hsnrBCD6CLSSqIoLdHhYl8ioWooEz8M7hVrhDPRMagXgSH2C5lIQaagP1S79DcfymREQCupEPsbbyUT6XoQ51OAJIb5+qQhPCxRm93cCty8l7F1vMb9/3QjAE9+ya8/4p6668ASG0YkEr1wolIS0mbW8YmDIT+x/3binTfzzpYsjn5p8d7j3puFdSMhQm14lKCZ2nLS7U/XMmNLZpYT2VnCRfxfZerx7L2vumSb++hXbgNkAipqPpFNUSbD+pqCu18AeJvfKTn6fR/6BQAOLLQZiylrNKKH47xgmlCoJBrChb2YxhRpII189UgTu7zUOlG9ZYl+kjqdUHiErZMIo8IQtYjJ0L0l+bw6ygpxOZkU0tZFM63yabRYq5IHDCDRSKqnMB1gdIRxBcjCMz44W9a2nFK+adcJ4i/rUkif2yBCpx0AurpC8+j9LI5vA2C8uTp6LKz/ub/BPf2l7G/nnN/eiYsqqKzH4dYFLKWGfUt9alHA3bMr8lut44UXTjIaQbz/TvKpC7i3E/Hhbx1g5+wKP3H1eTx3oo+94/Ok+3dT/64XYFrryBrT7FvO+Ng9h1g/UkFrxZ9++E4++ivfzZSH4C/0DFPd/dioyl5a1CLNZx+c56nrR8oFyEQtJDryIOaB24k2bOXAxOXMeWK5sSRgZv8tOGP4mTvH+cq/7+K+P7gGgN4N76P+tO/FxXVspclv3NJlx4ElZkar/M8XbkGlbT5/OGCmmbCmHjHZO4i7/+vkh/diex2S7U+B8y4lH11PNLeb7uhGAI4M0c0UkYT1idZGFJQNzEVvD0gEk5RaTKv7ySI9cCRl8651ZTPqcEP0sIx9QQ+1ui9t0Ecn3yuw+WL74h4LdZHmLbgRxXFWAl02SC/2DSt9AWOMVkLOj7vszavce6TDYj9n65jcXzONiEasSUKNco5DHVNC6KuR1C0Xejk37DjMq552Hnc89XrgxKm6fnu5vPdxlp6Vhd/5E81vOOeuPu5Op2FKqdd//2+84w2bn/qsk273hf/5eu75wseuOBXR5xM2sMd1RKTCqGx4BEGFlQ18SqNsLvWEjRdj9twDwLv+xw/xrf1C1nhhS6Pb89jKCEYndDJLO7dUAu17R0D3l7FJXQS3aol/SBXkmfBs5f1SiM8l9RJ1dLRj6OWWyVpIM9ZyXmEIjWqJZAsdjCZByehQ6BgVAIrAe6UCaQeIABlQcvFbI5xgWpKHEhlJakh5JmWCGIfXHfJaMpBC1sPUJtCejHK2Yxjpr5Tw9u86gSMCUCZl48M3oVqTgirM+kzrnUxGNeLRaZZTy2RN0mf7lnos9Axj2mKXFwjye7i4Mc5zt63lq3HAp+85jL5kDVc89ccY68/i2nOoPXcSLB7lvDzj57/r/2PvzYMsvc77vOec8613v7fX6Z6lZ8FgAJAgCYIgCC6mIlIUrdASZUeLK4oY01EoRosrcmwpJdkJLasUObISR/GiUqRYSkWxlrJEqWzLsihKiiiR4k6CAIcABph9enq7+7edc/LHOffrHoo2ABOMCkWcqqmZ6b7d9/bt7zvved/39z6/b2daWtZml/n4Qyf40X/3BG+7x1FLVpsxq3IKaZeN2OH+X3+yy+6sohF6i4+yoN3cYum1ZzB7T7OUSHIt2Z6WTAuN2HyYwe//DP9EjHnfO/4yvXf+FABvfde38ivdNcoP/j/sfPIi32cMx7/3b/G1/+I2//X7n+SH33oXj5wIsNbyb57cR4qU06fexl2vimkdXEJUJTrtcnVUMtJrlLfd+/rZW2M2OwkvX22yEjvvLBM1GZeHPlZxIEl9WTDzkuxFUFrI9xdBZ17Z2nak6cVh2kvjS+OyrWYgXT8SagFGoFxvSnrV26QwDHPjRyEO74HYW82nPjiVdQCD0tp6lqjSth6sXQTGSeHKjIGEPGrTEIbT/ZRxfkjZGBXuvguloB0p0kCQaRcAdSGIA8GZXsx3vnqTK8OCN3/sA8z+rx9n/5/8IP3v/vE7rsviYNsdrPz9YZIOhQmftZz2XJdjH77UI3qh14s6EFVBQjOUCCEOfWaMpZQRSJcZmcQ13aPXfwvXXg//7MPP8DVb7mNq/2lEMUdUOUlzCeKU0qt+Si1pSu0Iw7pAzg6Q5Zyos05mBIQNwnzifE98z0LkUwZ+bq7XbTKugprcPfckgYXEddHrSQLhBzRFvelYz8lbDKEKo8HzzxYDvPhAiy4RVYXQYxeAFidBUznzMiERYYKQzpdpETwBZDEnkkfLlm30/m1+8lH3PR75a196/uPaK/8Km1ZTPPFpgre+i2tVyt5cs9wIWE8sUSFZbUq63hXz/JILaPsmZGnzAmI+BBlw91LCucFGzZy7PdPctH0arSWWVy442XQ28ko+iRjm/NirQn51d4UHNzoAbE9LqsFpJjakPd1FVDmnsjFB5xxpIGuZdyuSzCpLK25jhWCQKK6NCkpj+KMrQ+5/3bvZ+tSv8I3vew//w+/8DgBv/LEPcv+Pb/P2N7+D7/+bW2w+9QGe+Qd/j19a6RO/4yd5+qCgE0n6j/8O33jjEuX+Po37XwvheUzSpWouk1WGeVXykWsHPORFMncvt9jPSh69PeNUL2G10SDyMv5CQ+6Va41Q0gwEzUCQG1kfVJTPahb9q4ViDSDTTqadhpLSwKTUNb099n2dyvcqQwudSNQMuUgJCuPUlLowBMp7Ox0Zjzh6tSxKcAsBxKzUlEZgkARS0Y0ViUrIvBHjrWlFpAS9RLGUBvVr1v517s4q9ueaZuRk34kntVfaBdtWKJmHit+4NOHhb/1h1mJLMdxB++ssTRJu6AZx3KQTucNVaSwYUw/+frnrOc0RveTQ+rzXizoQacMdE/GFtr7pD4m0BPuXAepgBPCfnB7Uw37z1kkXDJSgshBj2JRjbqsul0cFN8Y5y41lXraaEt36PFy/SDjdRQxOMo/7lI0V0qiByCd1ZiQ8Gl9kY7pBjI0aFEHK1BzxHvKbiLWWSeHYdoubfcHESwJBZCtENnfZlu/pGB+IhNHeS8Z70RiDMN4jZhGMdOnEC6ZyAUoF7nPKukwJkLN95MyVLLe6G8h2j9/83/6Z+/q/tmAoHq7t4ZRBohA6Z/8t/w3/+uIO2s75urMDTux+iur2NY6tbFIeu4/MT7O3jaQwloEZo0Y3HSKpveIGj/MRKCc0aXVirLWkQqOlZG+uqUyDViRIqyk2biKqjNVmxCB1r//yMGeoI7qBRpZz5xYaxrX4o5coro8LYgkzg7O2rnIa5Zx7VzrcmlYM0pBL+3Ounv5LvPmX38CT3+8G1P/wbY8west386uf2+bnPnqVojrH69/zv/J1xwTqykd4VZRQcY6De76OwfoXUJcfw8zGyO1LiPW7KLTxxnuC1ebh3NGF5ZRm2GRvXjHMDdcmZW3mF0jX2B8VmpFXwyVK1ps+QGEP7d4XpbmagOAVdpHOWbEzlpOEPeMGgWelIQ7cczRr2bh2ZpCBGwRPQ0nkkUy5PxQtuqeODXhYfdDedkMJgQzAoMgrJ8axFloeqxVpcYdrscT1lppePCGEOyh0IlX/zHEgkN5WZVq6YVohFO1Y0o4Uw1zTTyIiURLuPeNe4IYnlWvHKoRDa5OjAp8vZ5XPhazwwijFv6rWizoQAUS2wkoJgajZWEpAQ8+p+q4mH7dcINoeTjkVzdGhO01fHZWMck0nViyliqgcEuxfZbVd0B+sow185NoBn7s94YGNLc5fOIO4/STBziXSZdCNAUY2kQv8jx9CBLBh7CTeUiGgtsGGOxE8iyn4xewGUJOptQpRSnuSg7c+lgFGKKS393ZZUVETHxYT87UrpakQ3ovFhkmtNrNCYptLiPkQ4+dbxPgAu7ZF2PzS0u0vbI9px5LUZOyRMik1b9zqs5wGtPWEavcmevemC3Lr99T9L+2VX3I+dAyy3jp50scYS4DL8goRgIXUZKjpLrRWUDJ02ZDUqN2roBRV/yTLIzeACrDeiuiKHHXR9QHF+llMc4lKW4II1oKCouEAoeNCUwQBfZGDkHRmtyjTVWalYJA2mVeGj8yWOfnjjkMT5TdYuvi7vCeJkKsDso37efIg53dvZhzrvpLNdkTXzgglVP0TsHwGdIkxFXnUZpI5879GKHhwo1NvxNZalClZiSENA4a5JvMHqUA6efbRebAFbmfRO3TYKkNlBI3QZUcT3w+6OSlIAslGO2JFSIK9yywnbdLWMW7PdJ1dLjyf5pXx5HhZ9z6XE0lmJKPCeEGFey0L76p/X3LRChWRdOxGY2FamTpQLij5LjvDz9QZf70f4rmEgLyytZ+UMO5+sNoRM7qx4riXgV8ZlWirOO17by3g1FKLz2+P6tesrSVSyvV0X4BlrEE/S6R5Mffd/7zWizoQCdyGKvMxDWuIGwMOMu3q5cLwTz/lEDPf/3q3sS4dPIEo50g/rHmys84TWvLMMKM0MSc6fegagr1nMJ/9A+5vdrj/zCt50nZ55iBjnCuOtc6yqaaoyW2Cg+tYGbg5Jp+dCO2zEhVifW09tH6EUHgIpFQ1ETwN/eyFvXP+ZwFVTZQr+i++ryzniEV5zqOHnCNm7KgPKuCol7OoCijniGKOnO27x0YpJmyAqcg7GyT+e5unP4Mqc0a/+B1f8v0+0faDvVnBQBpWx242409mZznXb9K972sIHvsDqluXCSe3WetuHL5OW2LDlHLjZYxMSFUYBqFBFDMXHJWzNJfTEZgKmY1oNVdcKciU7j2OUjIRsd408KduOPLM6ZchJgYbhohGF+PVjO1YYRCE8yH9xhoAPW8MGNy+5gZ2rWHAnDBuOENAa9loNerm/PX4GMn5jdravDSWzVbIchrUeKIoaTofn6DhKN5BgOCwwa+EoBXLOwgIs9IwNcorM60fFqXmvFnLHYOlpXFlKg0obG2DDt5aREmOxwtptuDGpOCxnRmTboOtlbOo/cu0hs8QDU5za1oyKpx6LvHlXyudmCWrLCoMUeWMVEjiRlL3mRbrqHpTCggRGHmIrIqUIglsLZgAJ2YIvawc6QZsDdQqvEo6xJWTqDtK/KL8Zb1sXUn3+krjsE3Wun/fmlY8sZ/zq5925LAfffs9nGEPE7ky6JTDg9cLsZ6TfPul0tzzXi/uQCRwG2uQIOcHqNke7aTv+wKG776vxTM/9F7e3/9pLu3PePnaBhvtuB7yW9MFq82EQapQwp2wDrKUXuflnH7k1ajHPkj2O7/A6bUTnLv3Eea9k+zNNVhDNdhiWLn+1Kw0Tn5N4TIUnDxaWANGI2e7h0FDhS4zWdAavNAhwP0sCImOW27QtDBkSpAGMcnRodqico81lSvJLWZFfInOxg2niEMcKuWqHJGNkaUTOwhrEHvXicKEarDlXlrU5P++Inn3ux29/qhDKEBuHGttkPYQ1vLp5Lz7RKlZuvFxTG8DzjxAtHEWC4S3nMS2uPhxRNJE3PUAw2iJeWXoJQo5vX2Y6QGymHmado7MpyT5mKi5BASY1jKZiJxUO4T8GeeRFGycpjx+PyMT1gSEtJqS6DkQghC1F9OSmGNtCFXprpukDWVGW1VY2UTLEAX0rCdFmwLdWGZWGq5PCsZ5RSsKSAOnDHMYG7fp5JWus5ZFL6XhMTwJFWI+rg8IzaTLuLQUvm9YGReMGqE8wib0zXYvBij9HNrCrgLcYWVSWIy1dHwgWm0GDFLFzUnFJ26O2e8mHG+fYk3vEY5ucKy9ynbmym7zytSihAXnTwhPEDEVylQ0w5TSDw+V2tZYraMSZSWowbCLoeoFCsceeYwSjuSwoKjrI+XErFpkRy4zSkN5xGjSizKU9Y9xwbkZCrZ6Mbszzd99sMkoWSabTZFxC+sPcKmUTm79AgWi0jwH+fZLpbnnvV7UgQicEZpWMbqxSkPPCHVOO445qNp84OkDvukdX8vp8tNw+hSmYbltVS3dhQiJYakREIxu0osTZq0Ol0clH3x6SKPzIPe+400k02uwfYnG3lUazT52tAOrp+k2lyiClGFuuTmpiANFK3I3QGIEDZ374KDrngxGIxcChyBxN4wKEGXmRASmQs72aadd4qTNzONXtM+ClNHIfHI4qLi4waypZ0DIJy74+DKcMC5wmUYfa9qIbAwqRDR7qFtfgHVXW7ePf4i/urTO/Xfd4HVX7qLxuu9j9sf/6I73ezW/CTmYRp/BT/8A3XObDN/5g+jWaZCSSdhj2/RohZI15Q3kpMJMDgine3T6J0lDRVyMkfOhC5DFDJl0nBS9s45RIWp+QLB3GTHZQ0QpJu0iu8dpUSAnB6T3PuDezv5xTBBjc9fXiCpDCk5E4ntjKnElKBtJRiakOzjp5r/KuevrlXOMNcikS24lMnIEBBHEzEvjAlll6SVhjWeKlJsFcid5UVt41FYengOHNYgyd0dpP98mqpwkiCn92WThubQwNlwoKAN5SMOovFJNSWdit+DeLXov1z22aqMVkgaSU8EYs96i0Ja9TEMyYLmlEFXOcpr4ctwXoazwrMUwPVRY6pJw0ZdUh064X8w6BN/7rHIW3TAbRF+SOrJAV4kjEVUsyPdS1NYlix6YtU4N+8XijEhIeqEftZCrKG04KCGvEozPSAepJFK1gcuXvV4aaP3KrBd1IFqcwIw/qaehc4NMRUGUdHjd8S7q2NsxUQMTNSmR2Ex7xhhemeNOtaK1gszHNKe3uBCF3L3Z4mYR8PjOnHa8wokzm3SyHUQ+xmzeC0FEsH+FYLzDmaSJbq8xTtaO1Kb9izQVwlROZCB99uazGysDbNRwttw+q5PzDCZ7BLN9ZNol7G5QiqDmV6kFtr90UmBk4IZTA3/7W+PKcUUFgQtATq4NRA2quEMgpOsRRQ2CMq8l4XJpHdvf5Oe+/Seo3vdTf+b97jZT3vLzN/jVdz1AIAX9H/nHxMUYG0i2i57vA8BS6ueXjEflnH81zA4giFGT28gwAV2hu8fIozZx6bhqNoi5MgMpSlYbXZSKIJ+5zx0JuDZMEFuv8D+/Irr1eQYqoNdeA2uQ013k1IFvbdxitSeoUFgke5OKmUqIEfRV5JSF6hCIGUpBpheyYsVBVjIpKtpxwGY7JBZuSzNCcXNaus0zEPXsjdtA3cCnm9dSrmzrXzuAqDIiIYikpBE4RLC1Aq8AACAASURBVNTCqE4bl+EsjPsiuRjshErYmq5gLEzKikmhaYaKZngYGW5NSwZpH6qSREmmpebGxEFmu3FIesSbSlhL5TOc0mdnmRAoERL5a0rWxo538guPUrfBUUDuWNYgLCipsObQVdcFwMNs0lr849w9uUAROdEOjhKPRXi5urALrJU7ZKW5yzbLqMvevGJaaHrJ4damqgwTPn9vrS+1nhPi5wV5pq+u9aIORALLgbcoVkKQyZhUFFRxB20sm0//PrK7RHnsPnYyy7yq6CWKbuIVapVjx6EiTJgyCzuYwAExQ1uxlgq6cernKzQ6WqLVWnU3RTnHNPqIIIJijpru0p0P683GhnE9VGqDBEKHBEKF6NZKTe8WlUOPmKiBVSvYMEEGEWK6B7cuERRzZNp1PSB8z8daJxc/CnL0pTpRFbVvktCl2wS9iAFdooLYKctkQGYgHZx0GRpAo8fjf/Nv8A9/5Af5O+9egu/8H/mmn3XGub/+1x+un8r+4vuYZzmDt30jIm7w4be/h939jBPn+rzyu99KfPZe9P5tqqkb3tVpE9VfJdg4407JQUIRx+xnmmMTZ1FlPv17qAsP0Wxt1aKTuDlACoEJIkxrmVJbVNhAhqnDFQHyymcpLj1KsHkWVfkyXzH1/bIIqwLkbJ/YGkzaRQnprxcJsSuTUhV3SJ0Ws2BuFsfJn9caAY3pLeTeFTe/1t1go7XC9lzXlvNp4MpK1pfTdNhgWhqkCAnStM4i6sa5n/WS1kDcqgnkkSd+L4jpjuDuvn87VuSVo2Q7J2LJeisgqtzBRJRjTNSrKdnaGPbmpaMh+JJiKxIE+QhRZpi4hVaOOXgI7XWCn8Is4Lzu5SoBYSBrUY0wzt++pnz4snQdcO3hYUmq0A+AS0L/+UWmlQaq7pEu7mygHssQ3oW28qW+BVVeSUFBgIn7VMYyyTSREmwuJSR2oSAFo5Jaxv/lrufkR/QCzSx9Na0XdSAyuOltJQTtxNWCU+uCxs684vyFNzEXgYd/GlabioQKe3QaQgZYFVIhybQ5bDJ7EGVKQUOV7KnU2RPk2klShURmQ0zcxoYpJumgpruIfYeH0c9cQ6ZNRNJArJ6G+RAbpVgZMCoMhoBeHLkMIbuNiJouOwoSdHfDBbnu3M0wFRPE2HsKGo2Nmtgwdk1+qZwsW0X+9i3q4GZl4HpB2m8UfqPOOhu1L1EcNZFyH4BydYt7/v7fR195nPTdf4+T3/K/cOt/ehgaPd4jtviHv/xefvsb3sLH1d9mZ1YQB5Lff2KXd33o9zluXBZikzZVd4Po8sexHhUkeqsIXWCSNsgAUc5IZvusJ230R38XgP2Hvo3V8VOszK+jO+toKTFpFxs1oHQ/T6s8QF25iJ1PkX0nQNAbF+DuNzEqDS1RIqd7iDD2pU8fvBceUlGDRCUUiyFN47h1SOl6a1KRHUHZAPR9dpeGEnKw8ynV7g2C9Sly9xlWT7oS4Vg4qbKaH2DiNuPKDXOOC3dIakWy7k0GUYhcDBsLWZfEjBewxIFEVjlWRogFkDRyxAyMZl65INkMJb1YOQWhz+qqsIH0Zbemz5y6sXIB3dragFDkUxc4fABccBCtz0wWYoiaWQeH3lCL9SXLw6bOwK1/b4UfMF0EKqHL2lLF3YIRSkXYMKXyIw71XOCREqCSDtJaZ2V4mws/n6cEpJEk0fM6y7fNJfIjOKQvdz03P6IX5Km+qtaLOhBp45VQ0t2spdMo0I0VWWW4lQsu7U/R1tKOAl7RmGKjxqHNgr9YTdJhXhi0oWZ2hR514uoWBUnUqJuqQkAQJ1CVSDP0AoIpNmoiA1/mMRpbZKildaowxaZdMgKqyp1kLdCJFAq8mCCAIHLBo8wQusKkXf+5AlUewfosbnhrMEHqApIQhxuCdoIKEt+D0qULTv7Un1Xu5N2qpqjdG9g9pzhSMiBfu0AUN5n+0x/iv/9b30N+epPeI+9lNHsM86/+d37mVX+VuzbbXHj7BZKlDq/dOkacvZNfuNnmp375BifOZDxwquK7H36AsZ8J2ZuXrHQi1lsBcbaPzMbI2T42G8GDbz/8faZ95DOfIpwPka1ldGvFBVghEcUUdfMiO7/1awgp6dx/v/uiN3wbn92e0wgVp3uxK3t66boNImzUrPtmAAM/SBnZCjkbYdIuOmoR5CNUNqIZpqQeT6DmB8hiiEm7zEyHrLVGfKZFkD6GnY4QrSVyP2gcSuuo4fmUKukxLkqujQpmpaYdK5YaSQ0mlZWTj09sSFHz20wtGpC6RKu4NseLlERaTcXC0M9ZaHQDQWQKTJDUSJx5XtUmkZuxRk1uI7IxpjmgbK/XogDTHLhylgiw2jqBhbGU1hIgPPlboXSOyP2158UxHFVmWuMOc/5PnRVB/TgLCF3VmbqzK6/ueKyVATZMkf53ZoK4Ds5wCFhdBFNwQWGB9Yr9EK+br0spg7TeIyIl6SVHTV7+45c1FvtskealHtHzXi/qQAQwMGOsTNAiQQuLiduockYndjfnoBHymZtjhmHFy1aXMf/yf2bv0UsA9M6fIH3FI7D1AKFqUBm3n1vrNqwgO0BmY6wKiVJJpCxW+qZqNkK3V1157eAW0miq9hraS5ZVa9mVPsLE9YiERELdn1pIYkU5d8o3XWAW4gJdYVWAmu4i50NsGGMid2O5bCipFXY2iL082tabr+6sIkpn5kcQYa1B5NKVCpM2HVGgRrcR+9eweYY97gCi03QZtGEnPsbm276R957egN/7eWa/+QN8T+Me/sE/fxfvfuLfcY0ukZIsiSny0scRumKrl3L+wjKvOT3gzFKTJBCkvjl/cXfmN8CEzfaAwPiSZdrl+o/9AI2VHu33/jjq5iWq/W30+IDweIX1vT2kcg1/qeicP4Ns9QjW3exILhTHWiG9RBFOtg8FCMUckU/R3XVM2kfIADk/IN67jGn00e1VZo0VJoXhqe0pm52UpTRwwoG5m6sKdp+muPgJyp1bNP7SexmrFplo0D12D5QZRWOJcabpJopIZ8h8ilUhhTbMS9fraceK072EvsgRue/VCUketRnllQObasdU60p3MClEUJd/lHAb7kJpJr2cuelnbiwBc0/tBrzRHsSBcpl+dwMlt8laa66kC0wry7x0G3OgXMaWKIH0lYI4kMTCIPPRHRkOHrZrK+nUn0F0GFh0cXhNqsBd057s4S7cI8pOf4hCH2YpAtyYgS6xukIEEdJn/IvZN7A+Q3I0+qPKPSkW9heqViKCz+iKCQPzwswRWfvspbeXwtDzX19Jh9afw3lgbVtrX+Y/9i+AhbdADziw1r5SCLEFPAYskLp/Yq19VnvZUBjX49EVyhqisOF9VhywdHFzvulUj0AJPnp9ykPv+F6OvfEq4BA3ur1KFbUwlUEJWG8GBALU8Bo2aWPiJnnSZ1poQimcRNujckyjDxmotAm+7zJrupJRoS1d5RRZNnCBIy6mUGb0Jjvo3ga2dDNIQrqTow4SL0kXLrhkY8qnP0ewcRq66wDo1gqVN3wWQODlttaXGI1QjkU28816FZHJmDhuI3OXiYi9q+jxAUIqxOZd7EZurmo4qzjVUgSJwnbXiG48SjafUn703/Idrz9B9E3fx40y4vJBhraWvWZMtPkIT+3N+aNLO3zD/cf45gvLpLZATa4hp26O66HNl6OE4At7cwIJ3XhAoyl4ZlzS+sF/zGB+FXH7IvmjHyZYP4laOlbbS4sqPzQk7KwSPvQXsSrCLCCd5YxVMtTuLiKfujJp2nWBJxsT7FzCNIdY5cqg1Y2nka0eagNkex1tLVeGc76wN+Xlq23OLyXEB86dtrrxNLYqufnHn2Xr68ak3Q7XJyWXs4DtaYgUY84vpUS+xKfbq5Qyoqws7VjSS1KWEkmwf9mVGT0do5QRw0xTGIvE+QAJ//s8NCl0/aHSuHmyOHC9p0CK+tpe9JSO0rMlDh7a8rbf6Sd/EwukrR5m817C5hJTP4+Tho5mcDTbEgJiYVDjbaT3PLpjLs1UCK1BKUzS9YHGiWIctSOsy3DWqxatitzmvMiEihnoEltbplQexpuDKFyvs5z7Hl+I8JWCWnmKYyuG0tlkOHm7E1MoDy1uLuqJi35V+cLYQFhjMM+iz35JNff811cyI/o/gZ8GfmHxAWvtty7+LYT4SWB45PFPWmtf+XyeQOgC3VpxQ57+xFMaiwL6qsLGAZcOMi7IPbLf+ucc+8jn0H/hQeZv/x4AHt/NUHPBkihphZJOCNHVj4MKMXETE66yX0m2DwpakfRomwo53UW311wpIkyoBqccYHW6S9BxGdEwN6RhhEpiFxArSyNuEcyH7P7qz9M+f5bozH1Upx/CBokz75ruAE4aLYtp/XPaziombvofWqKNg1YKr/oT0qubPLwykdZRHXQBUjk3TSXoBAkyu0q1fxuRNLBnH+SpqsX2rrtJj7UjRJXT2HkKOxtS7txkdu0Go0s3OP+vfpsf+r2nePj0gK/Z6tEhAzRDG9NNAt56foXXbjQJn/wQ2Wf+GHHyPKLvwKRLxS42TIhVRBJI2tkOcrLD8vIFbs8qkvYJmoEgel2Cbq9RSeU2rWyMNAvIq/D4noQi7tY+Ol1ygoPrmOEOpioQx85ikg7CZ41i7yp2+AVkswNBiFrZxOZz1PA6qS6I2mv8ha0+NyclG+2Q5uhqPTxsHvxGDnLDmVd9DWVnnSAfkagGT84KtqcFS42IQRoAFVOrOMg0sTL0E0W3OkDOx9iLjyHWT2P6J9n3zq+l0WhjaXm121Hlmf9Ra7PEhbIs8tYgC2Xa4isWj6mdVENJU1lEmZEA40/8KQB73/J3ON5yHkpNBWXoSApBdoCcD1EqIvSW2kZIRGsZWzYPMxm8UKaYIsxC/ecOCQuzSON9we6Y2bGuzGBVxKL1FvhyqQ4OlWzhZBs1uokZuQOUiBPkYh4ubkHcxIoEhPCzZnOkrlBRAx02yCrHsyuBVAiEJ29gjVOV+kPAl7uMsc8uRngpDj3v9ZW0Cv8Dn+n8mSVcJ/RbgOftbX7Hc5TuJGqiJlaIGq8vk5jIVgxkzmAg0H/yAT72j36btZevkDzwZv7wmusX7M4K7l5u0QolXVkSXn8cMx0jOwNM0mVYOWhm7gcwU6ExYYr0w6gyGzrFXaOPsAZ18Y9I/Wl6/fj9DEs3a9KNFYmeI0cjZDnDGsP13/0Qm0kTcfohhjamnTaIbj7uGvpCOnxQ0kXe36RqLrnnwtHAkzAljBYlIBeQmqFEmZIUg8h9FqZCChEQSuMUWCpG9I8jmkuY1jJPji2P3Z6w2XEbwlozILz+KOXliwQbpwm27qN77+vJgmV++o8vE0jB/WstevmOI0Y3+jRCyX0rDVqXPsRn/vOf4Mx/+lrSlz1Ift9bCb2SK9i/glUB9yyfRWKRw33saIeeuEinOUCrJQ4KSx5vks0N682AVE+R+dgFaVPVikDyMRPZrkUlg+wG5dOfQ6RN1LGzFMtnmRQGK2MavS6xDBA3voDevYnsDBDdVWQYY0Z7iKokGG2zDqwOTmBpYMKUW0svB+D9n7rFJK948+njnCpdCp+GkuVGxForcjM7811s2iXXlivDnG4S0I0langTffUiALq3yagw7MwPy0PLacBAlY7zZ7Q//LSwQUymhbPtrkwNyDWeuFEZN4yqQtcTcYOopqZvu8zIDTGbuM37Nv8LAL4HuDkpSQJJP5Y0Q8+LCzvEfkBZjW7SLSaI+chllr5PN/bmeCqAVtTwwUUeAnStRZQ5opi7+yFq1tm9rPL6MQuRvMt+MnTLXXfXxiVxMGBwbIWov48a38bu3UDvbyOiBLlyErMIbguOov+/KGaE2YggiCgSp54LpUBUVf15a40r8b4Ay1fAn/UxL63nt/68ekRvBG5Za79w5GOnhRCfAEbAD1tr//BLfaEQ4ruA7wI4ubZcZw5V1KrVLNPSUEhFb/8p9n/jF7Da8NDfficXH/kufvKJHW4cbAPwLa/cYKsXOcbVfIxur2GO3Ye2hlJGTHxg66cBy2mAmO4wiQd0VOjl1wU66TKuBNpKloqM+Wec3LlRFaRnHkEIS2N2G/OZD5LfeJrG6/4i3e/9CXrl3G0WMiAN3QYTJG1sEKPGtzBJh6lImMgeSWHoLm6kBYlAOHWO8D5GSueO5QbYqIEO/NCid4BVnl+Xx13KoMPeTDMvDXctNTnVdRlV4/ZFzHCX4OwrqPonMFGDca65NSp5ZGvAiW7CmaRAXnsKETcwjT6hzpH/9me59HsfoXNyifjEaab3vIXffHyXk54J9tpj5whvP0G8/XlM2qVcOcd+9xxLTJGT2yij6XXWGWFYaUSEw2vIbIyoMkzTN8EBkyTYKGWYa060vUPrY58hf+YJkguvQPePMy9NnS2OC8O8cYzOuSXU6AYynzoeoBd+6P1tsouf5fYnL5Ku9Fl6wxuwr/1mfv/x3cMLdWvAajNEScEEd40tNwIH6fRzZVaXtNvrLDciGqGT/ptGn+DYFtXgJGPZQGtL3+ugtRcTCO1KWrIcU7VOMidEa5fVG0tNn5bi0NvKKkkgZT1nI4sZjSMbrUFQWknkN+xPP+MUkXe98+VUVx9l2j/D9WlFO1LMvFNwoiSDVBHO9qkufdYNFt+6TLh1D8HmXXS6m+51BwnWuBK0FaKWZIswJRjdRI1uYudDZNzEpF1M3KaQEUQRhbY0A+EOVNZQtVcJvIBkywyR0xk2T1xWFTUQYejUka2ey4LKmcusPLx3EYhkeYiuksnYvQfNpXo2zDb6boj8SIXhy1nGWPRLpbkXfP15BaJvB37pyP9vACettbtCiFcDvy6EuM9aO/riL7TW/gzwMwAP3n+v1XELqUsKbejEitjbKfRuf46LP/ajZPtz7v6Or+dfnvrP+Kmf/QhvfOUG3/Wwa3RvtZUrw2iFjZrcMC3M3NKKQlLpvIIKH9zCyTYYTWe+jdx5Gr1+HpN0GJUATvaav/xtNNqOcSWCkHi2SwyIfMyN3/5dgiTCFO8n+tZ7uDhV9OMWy9YQl3PmQZO8s+EkqpMdZD6hFRnShpuOL/yNp8LQyW+NJvX25/WpE1yJJEyZFI404BRGoi7pTApHMi60pZsoTqSG8ManANC7N7FnH2Rb9ly8Kx22f7MTcs9yQji6gXjic+jZmODYFuqK+7obH/kMjfUlVt/93zJsbbIzq3j1RqdWiU21oKsCxGQPpUtM0iGQCSZs11BWmY/philysutdbUM3nDo/rN7qRh8bJGzEIcmNzwJgWj0aD7wBc+Jl2CCmVU5oBoEzILTWcfWSLlX/JLKcQ5lRNZcptCG1Ba31LeC3GF++hQhDSut6igBr5W3U+CJlch+fH5Z84saI9VbMfSsN2uUB4vrjiDCC+ZT4OJzrLHt4a4Vur6Lbq+wXMM00UsCqN/MLqzlCuyFdG7ewUYOdMqAy3uY+lDRDQVTNsWFKbpxowYlaSpoqZC5UffCSk9u1BF83lyhkgokaCKP5FfkbdF/7Rp7aGXMibpNWU0oT8ZntKYM05J4OyOyA6gO/yY0//STN9SXaD7+Z8MRdlCvnPJXD9+OqjFLFhOXcHXZUTIEhC2OWmt70UfqB62KOKjNkmGDDlCCMkZMd1HQXqwImYY/e7tMAVLeegfXTmLTPHinzMCba3GD55KuQO085qLEMnLdYVbrfaaPvAlLhxA965zp66FBawcvfSLl0GoC9uSaUknb8wgy08pxUcy/MU301rf/fA5EQIgC+GXj14mPW2hzI/b8/JoR4EjgPfPQ/9L1MmLqhQ+M25KayyHxEJAOKJz5F+8QaZ37i7/Lhg5hf++AT/PWvv5tvuGuJVVx8E9PKKX8AhKTls6okcKfayORYITFRA+buBuCx/xexvkWVDhgVmoNMc7phkLN9Hp8PWN54DQADmTvprHaeSGuveyXha74eUcwx013uTt2NIYdDrJAkrZBS+NeiAigzRDZGmYoo7R1hkIEVAoFzs6zxPVGTKmqjLR4qaWscjcWjkKytwZLdWNCLJOG1T1E88WkAwgsPMU4GTGdVbT3Q8M63wXgbNbmNkQpx12scgNM36I//jR9m2jlOIQWdyTZdT0owUd/9noI+pr0GrRVXztEFnUAiJyNEPnZlHeOyCEebaGIDRz2Qs/16WFLoAjndJb31JOXuTfdWnX812eAM48IwMKXblLMxZriLNRqqkmjtFCbtUnU3mMoGt0cFg0SRRDHFsfuI//I5GtNdTJgS6pyNA8exyz/3YdSFV3N9Do/vTIkDSSNUjApDo9mjtfUAVoXI+RATtxD5mFhI1MF1bNJGt1eJVUhWub1p0T8P9q+4Mlxr+VCmbZwQYWFbH0iBqDJkPiFVATZuY4IYWWZgjcNHmcpnjgVY7zGlQpKWkz6PC+j/Vz+Kne6y3gxh5PBS58qcjY27eXI/52YRsN7oE9/zGpalJLz3ddgg5HrjFHsTzbl+w0tjQM73mduIyNemVDkjjhrMK81uskqvs+4yD39NLkp4VkWE+1eQ013McBfR7NC8+DE+8VO/CMA973ob8tTLMM0lZGGoDDy5P+PycE4/2eRkN2UlCVhXmb8evHglamK8Ys9WBeNHP0tjfYng5lOo2FmFR9EA+xxmf57rcqW5lxA/L/T688iI3gI8bq29uviAEGIF2LPWaiHEGeAu4Kln+0Z55eZxRrnmuN5BzvYxrWVEsU9w5j7kQ9/Gz39+B2MLvvPhUzy82aZf7B7icaxB5GP/IiTtuMA0l2rigZwPD9U2RmOkc1PVnfV6cr0RSuT0NjZuQgbXx35oNA3Z6KwT7D6NGt1EPPh1THtbVMbS1hPk5HY9W2HDGOZDwqQD2jWFF6ohZIDwcy+AA3YulgpdoBSKQrsyy2IdtZwAyCpDrp0qajkNCKY7qL1tbFUSvOz1AIx7p9nL9B3eOKF05R+Rj11wOXU/89gFmPZ0lyftgL285MZT+zx8vMtaOcc89SlUfwW8D5QVgiJsEprCURyM9mqqAILESc3zGVJIJxKJXZ9M5GOY7iOCELvgv/lZFrXkVIQ2SAgEtCPpyN24zM6M9xFxihnvU+YZqrtEmE9pLZ9GNELas1vI0QTdOUYeNilbmzSUJdx9ivLpzwEQbV1gfOwVXL455XQv5WWrKfH1z6Lpo4MNbswStoclSdhlOQwYxG5my8ZNF1RVROgHSnNt8VoFZHMJ3VpmmGuKomKlEdAo9nyPJcSahbmhqXlvQlfY1oqjukuFKqYuu1jIpeXhraymu8iowUBKRFYgrCGY77kSl6koH/8I+ft/kQsX7iV4+ZuQu9vYqElw7DTV8ml3H+EsvMPJdn1Yk/Mhab8PWYEsM4Ldp7FRyoo17LW3mFYWIxpEkcP/BLhAJLMh+vMfwTbbiCBChDE2m3L2He7QlrziDeggRpRzulLS7iRESjDMSj525YDSWPppGxsezirJbIwtM2yYuHmzV5xkae0kZjrCZrO6p9pu9B3a69k2k+e4rLU1buul9cKtr6R8+5eANwPLQoirwN+11v4fwLdxZ1kO4E3A+4QQFaCB91hr957tOXLtZiYswOXPoLMZ4sIyNkzZ75zi/Z+7zdM7U950dolXHWvRs1NEPq6N4Fwqb5DtHjT7BPOraK8Esl7+a/ZvYasSuXEW3VqhfNU7uD2rUIVhkCqMhTLdpNCGu+XMKXSAgxLAbSR65zr27kc8M8y6U2LYwAbGwTnHE2RVHsJRFxu1JzEI308CPCYocmoiFWItPgg5KKYUf5aGDK7RHfrhP1XOQAWY5gCztMWecQSCycwhUtqR6ylZ6wKX0AWmvcZ+x5U7FlMd8uxDnNm5yrl4TrF2gnCy7dSEr34HYrxd8+8WFGY524dbTyPTJrbjA7yKMM0BImlDMXMlneLw57Vesus8mQpsPsMajfClFquc11CUjxzaZ/caerhLsLQOa1vQ6DsenzXIbIw6uEpXO7ySbq0wD5po7SS/spggijnhSUcVLzZfwbVhyXo74mQnIrrxOcrLn0fECeHGhN7yeXZmjm223gyRs33K1irT9gkOco0pKo63ApJsh1aYoJXzwTKNPpPCcGVYMMwrJCnr2Rh75TGs0aj+KiRtUG6GZhHUhKlcBll5mnoxRw9OYuI2lZ8BCk3hDlDFzJX9wtTxDbORO0xFLdSr3srg3P1OwDEfOoEOILrLGF1i4xYdJWlObvhBaOewa+K2EwMECSKfUD35KTdaYDSdwZZ7rFSO2lDmLoPNxmSf+CAiTlHnH2TaPem4fGt3c33iLs4dJdhohUQHV9z13V5DWyfN/iv3H2OjFbI0egqmBqscMktUGWo+xCRtTNplYkPU+v00yhHB7SchcwdMNbqJTLvMgxdGrGCMxTwL4udZS3cvrT+zvpKquW//93z8XV/iY78G/Np/zPOk+T7HlUR1l7Crp6jSLlZF7I0rjrVjtnop9600/EDhjPKTH0QcsccOT57HdlbcifvmJZQM3ABp2nd/Z1PM+AC1chxR5dzKQ4aZs8WOTIFVEVfGJdpaTqfOGwmgH6bIyQ5M95FrW1S+4d4MJWSFq7vL0M0RZVPIp4goPcT3yGY9yHfHtLqQbl7IN2Ol1STSgSG1h2Mqjz9xMmCvePIT+6KcO7ZamDBrrnF7VjHMXJaVhtJhjUJX9rNCunkkFXFTJ4CzDeg275TCFr0TKFM6abWKGWaabnuduHDvRTx1LDsrA8TaFiIbo688js0zwo0tdP+Eq/mHqZPiD2+SP/FpgpVNVH+FanDKnXBvX0HvbxOsbh7ig64/jjzdQg1vYA9uUT7zOOGpC5jNeykaSwxzQ+Wde1vdLnHmVFkmbmKaA5SARJSIqnSzYT6bATf42U8Uy+Uu8sYONkqRFx52RAshSYsh9670HBdPGIzsMilcMF9KA3bnFZm2NMLEzTjFLhDtZpZBquinAXHgQLG6tUK4MobK4Xq0V0+CmwUrVUxYzVGjbezuvc6pmwAAIABJREFUNWS759FSXWaVxTs1OGWah+IKFbhDi8+ahNEucKddqu4xovgLlJ//KLK7hBkfINs91N5lbJTSwmVANkgQ1okKdHuNRAnHl7OG4PR96PaqExfoslZHHs3ObBgTbd2DGBzjoH2Cz9+eESvnxbS47gZpiLbWCQyEBOHev6893Wfp9mfJP/Gn2M2z6LMPkamUBDcqYXyQ1nELSoc1mkdd4uOvrDMioStEPiFdHOS+zGWfg3z7pTD0/NeLmqzQCBRqeNOf2Fddn0Jb2tKw2Q7ZbPdQ5Yxg9yJ2tMP4Qx8gOxiz+o5vBqA493o+f1DQjRWdWJJu3oVZOJtKiW6vIU9JAq+2UpPbbPRPOam0gExEJLrgRCtgqgUjGxB5AkJj5noVdFepBlsYFRIae4dTpKhyN+/TWnKKoDB1vLkvmka3R25shESr2AFABYR++C9SESZqoLziahF4FgonbSxWhogk9I6wrm6uBPS97XYjdMOQi+eWXl3mgpBbK53GHb+DaPk46ulPYpoDlzFW1mGXijEid8FCDV0jWa2fpuqdwDQzAt9DMGnXlZ/yCQtwa3X1CfLr15CNNmppHZu0EfN912c5cz/DpfOO/QZET/wR4fZFiic+jS18lrVyChu33OeVqE3UCm0Jk27t4SR0SVQ6AgNSeXFDs3bZbUmNnO1gHvsQNk4Q517DOFl2CkcpaFK43pn3NiplRFdUqOF1RDGnWjrPMDdEjQ5hmTlWHLCfa5YTwclwDoHxSCIoV865jGI+xCZtd33ZAisDR8quMkQxpRruwtoW5fJZdmcVaShJ8KMLkx2XEenClz/d34SJA+CWGfLgKuF8SPHUo+RXLtF8+yPo9hpTGZMYX5bOxm6eLRtjfQVB4WgTdj7G9jfIN+9nnGs3+nDjUapbVwjWTmDTjrM4ERLTXGLSO8ukNByMS0IpacUSJQQ9byUfSkEo/HUeJhQyItE5zS/8Edff/+vMt/c5+9+9lolMmOSaOJGYtEcmY8a5Rsw1aSDq4d7dHJreGK+hZ3fQ2L/cZbHP3gN6qXT3vNeLOhCFtnRlNH/Rx9KxpYQ1BLN91Hib6pnH2PvERwmbKUJJVr7+HegTzkJgd1bRiSTLQen6C34KHNxJygQJunOMKoiRs31kMSWY79FPulS4yXUdxATTHVpxi7mMDiGNusQGIabRx6gQbSwh3r5BBtg4Qsz2MXET61FBNogxQYw4Ijetp8u/KCgtLAeQEUEcIMs5Kp8g6/kKbxvuy3iVCOo+UVaZeogyUrK2EEikkzVgcJP2JBAkNYDv5KBVv/f5dIxRIR98eshbem3Ps8tpWoMVqQuqC1vyKEW2lhHzodvIghDdWSdrrjjm22Sn7iWIMsd2l2g/chI7OO5KarN9V6I6/YAjq5cG6TmBtJex031sVRKduQ+zdheVt/SIypkL0GmTygdnUeVHsEcTRDFFVK6vsxiYXZQF1fAadvsyQimCtVOUjT5V5eCgykAUx4RJB1HOENmYpJgiRk5daZZOMS1N3U+wYVL/DgeJxzfd+gJ6fIDqr2KWTjFJlsFAyxsn5qWBICIUAuX5dDbtEJy5n0n/DNujkjQQLmB6ioWa7WNnQ/R8iqxKRNJ27rZhgkm6iKiJOrjK9EP/hqd+68OsP3iONGkzFxE3JyWxUgzSLqkPWrbMsF1HC7FBAjcvOUDs8SXGuSYNJergluMqHj9PNThZS8kX2B9pXXk2DdxQeDdRTpix+B2qEHTlDg9SoYRAzg+odm/S2lxh+fUPoxt9GnpGGgZQGcogZexp293AXSMm7XJQKPZzjbbucJVG4SFS6AVYRoOu/sOB5qXK3PNfL+pAxHzkJ7mFmw6f7btZnDCtJ72D0y+jXWRQFcjXvZN91SHx8qVVO0YNbzjJqdZu9sGXZWQ2cv0ba3zZKEFHbtIbIQl1QewxOnl7HSUFMTiqMrjHqdA11rMRIm67nN0HijxsErVDSunwJ3Hlav8ylWgZwgLWKYS7iWovmxxlnY1BEMSUFnIrCaOWA1QW01qF5jyHABUSKDcUaSpLZWBeGZqhJAlFnQVZ3GFOWo0Futo1/1cG63/2vbcGNT/ga1cN4tLjyN4KC/O9xecXDao87hJb43oHxRShQ/RiLsoaROlwSebmJWyRIc69hu14lVgJR2HIhq6fE7ZJqozB5Y+h9711xdZ96PXzhN01qs4x5iIiQiAWNhllhrSGUEVeCJLVYhCx6EUJiV28x4vBWXBQ2+4SbJyn6G6QW0krErQ9j1Diy0k2cdgaUyHCGJO0KTvHSEtDO3BKThM1a0DqUmwQsykibRMkTSduSLvklSX26hJhDa3Ilaxcn85dVyZxRPJJ4cQpaaBQw+su+wbM/i30+AAz2kVOx6h2D9nsIGb72DB2GWnaJegNUKF0ZepH/4D2yXtIVs8zrbxdeZg6A0VvOQJgWsuozbs97aBNt5yj9m44VNbyFqa9ytwqIgSqnLmekZAkSZdOrFxpmgI53cMknfpSkrP92sHYhjFhmSOzEXJji+Deh7Fx2133t5/Ahim6e4zKWOJA0lEaOd4GFZKJiL2soNQW6ZItJ/Tw98ILsZ4b9PQFeaqvqvWiDkR6nmFay07qWzhsCzduuYZ8u+fknc0B6lVvxcQt5iqlpQTKD9JJP9MgszE2cz2ahUGbjRqHdeZ8imkuoYMEabVrgPrGtombzEpTM8EWmUYaDQilyzLUdBdVzJwAopz7zKfJyIQM5xVKwGboGsDMh6ikXWdC9QT5EbGCMFVdchNeku0edHizOXWV6xE4LJArKSjpSnBSQCuShJi6lFBamJcLCjTYj/1r983e8l/e8b5f2hnTT0IaIkcNb0LadCff+dDBRCtLEsR1KSqyFWq07XorrWX32HxM6mefnHqwQq6eouqf4LaO0caV+GwVYZIuCEljfB25d4Vq56ZT5eF6K7OwQxn0mJeGZogb7s1GTnkoA6yUNQhVZuPDjSkIMUea2GIxj+V7cjaMa7pA5vtMqpzV7/+in4GfB9JRA+MDXTDdoVflyHziNt2oWXvkqIPriDJHN5ecECFMGZeW0jjeYR661xQIUEdmwJABJnFlw2VZ0u8l7M0rTHTY11IyQBQZsuNYfabIIJti8wzVX0UmXUQxRQP3/MgPUm2+HLX3jOvx7D1NJ0jqDML+f+29eZgcV33v/Tmn9l6np2ef0WjfvEheZGNsMGAMGINjzOOwXBJIQp7kJSGsYbuQxG8SSMjNhTdvIAQuS4BgMAECZgkOW8COjXfZlixZsqSxthnNPtPTay3n/nGqe2Rbqy17NFZ9nmeemamu7j6nq7p+dX7L9yckYVvffKxKmrpFh+FohYzaLMp0Cdw8ys2ipIkLeoUY6h5PImpgBA2yhqlvtOoliCIiJ8OhQBu4jNtBWoZatqcyRbj9Tip7dpA6ZxN0r8bPdGn9RC+vC5ING1cqPOUj56b0eWVrl3HeMcjakrTSblpjYq9e7cYZnE8blahvPxMsakOEENTSnZhSoNw2okwH5uQQanIYFUWtoG3kZhEqwvNLiHJFq1ej3V6yPkc4NaplROw0Iu7wCdoV0TRKyrCQKkTWZnTabKNKlOsizHSSsyRKCKZr88typRSzDcWIH9HuFsnZUrvb6iVkpYJn2nhAznUZaZiMRR62myJHTd+tx64Y/WKRTjAAvXqLBSCV0vpyUoU62N4UmXTns+qaqLjpmQTSjtRCnaHSrxPvY6sIX+pMwEaoGNl4PQCr4sdr1SqPlXz6MzrOVLezWF2rkfWSNkixDliobOYaYSuO41SnQAgt/Cl1ozqqs0g3owswC0sxAq1X1jA9imaEURqDWUHkaV9/088f5bth6YXMxLVjYaRoNCIioB4obEMhGzPIsd067dvL6dqnoI6cGyeqlhFeGpVq0wbOMCHOohPxiqhFHOiXtRlSgKjGatKWPi9Esw08egVcj8C2U7p9RGVKq3HHyS8i9PUKGxAzh1rKFHPCpVaL9E2CEIg4nmdKodtFKKVXFmGAij8/Eek4lFWZotfyEKFPkNOr1sjNIlZeCHZKtxNplFEHd2qVgnSWaP/D+Pt2YBS6mOm/kD3TDfryq2i3IkTcul3W53Q3YSerjZyYFxs1ohAjqsT1YHFfIdPW52ytFLvK7Vh81kE2KsjKFEacuKPqNVTgY/lVuvq0lFJdCX2uGlarSaOZchFuitDJcHDOZ64RknO0QrpLENfo+VpPMdZV9KIATwWYw4/p7z8gbI/Qy1N3To0hejaUFYQQ7cBNwDJgCHidUmrqCPtdBfwDOnz3eaXU3x7v+UKIDwFvRWcnv0MpdUu8/UK0PqgH/Ah4p1JKCSEctF7ohcAE8Hql1FD8nB8DlwC3KaVefdi4lgPfANqB+4DfVkodM1tkURsiI5PDjhrI0iTK9gi9Nt391ErpWEtQ1ym7YWPeqDQLWJuUpzAKXQSFAUIngzkzjJx4rNWFM8x0Eih9dyprM8h6mchJE3atZio0sYQgW9U9djqMw15bCKJ0kRElGauECCGwjBRGYZlOWIiavWIOUuxer7tpKp0h17xgNYPmh18clemijEj36Il7thiRzgzCcgld3Z3WFOj6nyjQF01p45m6r41slPSdpZUilNZ8lYWKyIR6tThnzMeDDmek1GBZSrtrTCkIIokVjzPMdlKTDpZSuIZs1WuJ2L2phGxdkISbji/QDcz6LFUrSwkT249w62O6eNZJ63YA9TKiUUV5OWqFZUxUQ6J4tZVzDNosie2XQUZUzSyKFGSLhLE6tAi0/FFULSMcD+Vk4pVIKk4L9+e72IK+sBFn+YU+ojaj63hMWxuDOGan40sNnSkGWKarCx5Nt9UwUdkpIif7OPeQSLURull806NW1zqApiFbzd4ipSWfLCERflmv2KVJIC1qQYRlmDh2GjE7SmPLHagwRGbjFVGhk/L6KxmrhGTsNO1uTvd3SucIp8YY//lPKL74CqKNV7FjrBY3ejPxhalbg0cBkZvT7kJbr3SNpoBoFOpEiChoFau2FLHj1vOiPqcfU0q7qYVuGYE0ELarU/rLs/j7dyHHdBPJTN+qVpKOrJcRy89BXHAVvptjph5SD3SX3DDSF3nRKMFjD6KiCJnOQqaIDBu68ePcBMHUGDLXrs/JrpVETlbfeJ0C1AmsiE7BguiDwM+UUn8rhPhg/P8HDt9BCGEAnwZeBuwH7hZC3KyUevhozxdCnIUunzkb6AN+KoRYo5QKgc+gpdN+jTZEVwH/gTZaU0qpVUKINwAfB5ri1f8LSAF/+ITxfxz4pFLqG0KIf45f4zPHmvCiNkQ4KYzSKCKooWIhxebFIrLTrd40uk12Q5/kT/QXpwsE+V6m8TD9iKwQWkw11Ubk5Vtto02pf0duFmW6zEY6AaHdn8SoTsX1PpX5pIK4/1CP18aYMLGkXmWICIQZN4irTOlAvhCkqeObDiqMJe8PiwsB86sjIbTBcTIo1XR7jWgRyWynTtFF6nFLFzvuWyOVrh+S8YVCSVPXYjR7yaBjOXbc1bQ9k6I9+/iP2/U8+rIBsjKBle3GmB3R2W9RqAs0zTYIFflgulXrBMzH3SpT+gKX6UA5GV2YODeG2vwT0msvhtwAFT8iyPVoIdmgPt+8MN2ulblDRdHTHUdBu0Mbob5omwe2kI1vIPziCiqhIGUKZHWKKMqjsl2EXpt209VKmFP7iabHiBo1hJtG5juI4tqt5metV6dxkaqb1e5eQ3dYbdbzNC/KRtOtG//o80AgolAbrfh4Rl5erw7R7lFHzgf2mwXKtSDClyZW3MYe09Yaik01bieDsBxEKkdj3x6ctI65GPkiB+cCZusBnmmDZRDGn6ex8w7ctixixQVUQkHaNrTgr2tg+2X9/bG0Ea1FgpqvsKUiE8wXgGslbWu+yV0UthrmCRranR3peh+E1AbZThE4GWR9Tt+c5LowvWGCg7ovWLBnC0a2DSPbRpRub91siEqAJQW9GZOUoZCNMmJOx8Jk56D+3puuzrxUkb5JrNe02zbbocccRbr9SRxDe7qcUPr20zdE16JrMAG+DPwXTzBEwMXAo0qp3QBCiG/Ez3v4GM+/FvhGrGSzRwjxKHCxEGIIyCml7ohf6yvAa9CG6Frghvi1vgV8SgghlOZnQojm+xA/V6DFrP/HYe9/A89lQ9Qsdgy9QvzFUPpLYEpkdUoHnWP5G33XO6vrNJrLdtMi9HQX0KxlYNRm9cWgbx2NTBeR0i0lTKldToHbRiPUgpo5AozZvYjpEUQqj3JiGZbYVx1Znr7g+VU6vDxKCCDClAJn7hAopS/QcfsHEfrIXO/jZFGaKcWPn7PuO2TU53SMS5rMZJcwXg0oGAZttRm8Wkm75rw2REMrVzd7IrWalsWBfFSkXVSg40UnQMnrgkCRVQoRVHUMKteDESiy1VFEo4zfsRIRu60iYTDbCGnL6LiOEiJuhW0SeXl9V3twB5mJvaQ6lhHJgu6waduY8V25EgKlIBWUdMPBw2Ii5XpERdl0dyzDKI2i3Cx1JZEibhZopQidLKHUwX8nbCCn9uPvfxQV+AjbbWnbNVvHA60kkWb2Y+hktKySUvEFONSp37Ze+SANVNyYrSm86plgNy+EzZVt7Nazg6pOngjjmJRhIqSJMGzcOB6JNFBenlBaBHWdppwWvjYatofVtwxhuxhrNgFQbhvEmgvY2J3CHtuJqpqE2W7mlEW+ZyWZ166lnu1BhYolWS3magnmXY6GTSQMbEP3RAqVIs4M10XYTjZeGU239A2byR2imQoPiDBWQbA8Imnq81FIZBRqA58tYi2LXeS1Mpi2jsflerQOoiPxRIjwKxjTh4gO7iKqlsGyMLsHtecjdOKCXR0jJm6/Lty01qcjjvvVS4+rbXo6KHUirjcF8FohxOcP2/i5WCfzROhWSg3r91PDQoiuI+zTD+w77P/9wPOO8/x+9Irn8Of0A3789xO3P+59lFKBEGIGKALjRxl7Ed1nrunGOfy1jsqiNkQoXXQXpQrUU0WCSOEaQru8Dm5HemmC9qXUU0WdEhqnScs4WaHpOpLlCUy/AlFEmC4yY7dTrQYUXKMVS1GGxVwsFtppBVhjjxLNjKO6lhKmChAGYLktZYVmt0pin74IfTwhIYiI0kVmQ4McNZTlUQ4UWX9ai4qO7EQ4HsJJ6+Z5dppQWhiBDr7qSvewlc1nTO0nH9TIZruf9PEcrBvUQ8myrNeKOUVeQQeM62Wth+Zk2DJabT3nosHCMT/y1V1ZJkoVbEMrEYA2jr6CtAwx5sbxO1dxoOQzaOsL1TQeo+UAMClIH6MyFWvwZbWYZc9y1OhelO9rBWfbwzSdViFvs27KkkLHPZoXF8ANGjjSpJEqUlHdVOxO9s808KMKnSmbomfgNlsSKIVZ1ynkjd1biMoljGIPZlc/wsu22l0TxxAjIbULVEV6FfDEtHo3C4057TozHX1XHoU4poMyhC4ujpNXlOmgxHwhsGhU9EqpmRgRZ1gS6dbwZlCLjaBLaOmeVp4pSAVzutBUxgoD+S6M9gGCtgEAZusRnSlDG6HJYaLBDcwJF7NZVyAEk3Hac9rWbktlWER2ijCOI9oCpF/TmaOpQutGpRwoiCBlWYhIi7UqabZWOiIKiNJF3Tsrjq+JOCvSmBvT8RzQxt50iSx90ybim4rIyxOZDqkoRMYKErI2g//QbdrdZlqYAytb368o00ndSlMLFIHM42V658sSonnjKOcqLQP5dImiiPDElBW+o5T686PtI4T4KXCEdFQ+fIJDEUfYdjwLebTnHOu1TvZ9nsq4FrchEiii0iSGNHG8PFa6HYVN5OYwiv1amqdRxo2C2D2QQ1peq7eJEFL7rIOG7iZpaAn5Rk1njlmiWV1uI8IGbUIyZ6WIrNgd4OW1zpVhackYK9XKFDPmxnQKuVcgQmDGd4uyOoNy0uSyXRiP3AGmRb5jCf7dP0bVazjPeyXfnu2iXok4z/XIK0E1aODGcYisncOzJI1Q8eChCoP5NTw8Voa5kJf2Gtjtfa3PZ+DumzHyRUL6aPZAn3K7yMd1UZGQyEaFgZxzwp/5J27dxds35CmRIgW63bOh3UaRaSIzHTQMB6XiuBW6jsgxBRlLIktT2qVip3X69PBORDpLsPr5HAp0HMsQ4Emd3BE5WaqBlnKyDUEYawEacUIJI7uIpkbxVp9PqbCSatzDZ7Ia4BgGEYp2V7dtkI1yS3hTZguIVA5hWXpFZNjaVVmZQvmxOzB2KykhaQqvNl2mURy/KBQGMcd2YcyO6Ky2WB3D89pwbFe7Ss349eMLsQgarZuJVnajlNqN5FfjhoZxZ9Nm/C1SOJZ8fLwwzoqM3GwrvbvD1gWxRBGqbx0jKkO9GlL0jHgV0aDDMTHrs4hSRWeBudn4BkpnV4qmqzAKUdJkuqEvvPVA6c8xXgk1k3uaY4lSBUqGFg72LInT0B2BZXVG19UFPqQLrX1brud6GRkb9PnJxV6LepnSIztwi3mM/kHE6osJ7BSiUUHOjeExxtxXPkVQruFeukmLtloOYkr3BSPfRWSlEJPDJ3yOHwsVRVpM91j7nED+tlLqyqM9JoQ4JITojVczvcDoEXbbDyw57P8BIJ40R3v+0Z6zP/77SK/VfM7+WLA6DxyrOngcaBNCmPGq6PDXOiqL2hAdKvtES87RWTnlCZ1OaqeYTPVRS2kFBMcQOpAdNlq1Da06ESEJ3BzSrxGZNqgIP156py1Du/d8veQXKkLMjJDLddEoLGXE6dUdUhGYSmDbKfxQ4UaHiZIKffEz44ummNxPY/dWrAtfxrhv8t/W+Tx4YIZ3r1hKtrOfcGqMaGwv17GXzwbnsiYL6vabiEpTSC9O6e3WLSzsjgHavGVaXiauA7LzHcf9zAr1MaacTnKFwdbdeDt1JiOH3rbj63FdsaKIqE5wz0zEpUtWYREhG2UsKQgixYTTSVjXhjxydQqxGQp60lbskox0nMXNYQ1vxZ8YJlp+Ab7pkRY6FT0VVjAOHSDMdjLdiKjHBYS2IZiuKaZqkpUF/b1JTezF7NGuGtDpu1PVkHUdKS1Hg5ZVMqrTWsDWsKFvDVieTvOPFRsAaIS6FUas0GD2LtPxlXQRQh9ZndWZYnGBchAqZjBpa+vDHNtFVJpGOC7Cq2u3nZcnsjx8w0EBdlM3z69p3Tw5L+IpGnU9PqW0xlzzZimoYQBZJ6WVt4Vsrb60IGpDG/TmOR2Fuo+Tm6OS6qQ06+OYgoofMRkaeGaazto0xuwhVJz9RxQg/SqWkEgrBfHNFEJQj7SaO0DRM7ArE2DazBkZStWIvGOQipvlRU4WAm2E7KgxH9/z8tqwladbdUmR5bVWl8KvQGkC/AZmOtdytzV19gpXvBLR1q1jtpluvMndRI9tPeblXhX6WsboxgM2b1x+znHP7RNBqeMbolMQJLoZeAvwt/Hv7x1hn7uB1XGG2gF0EsL/OM7zbwZuFEJ8Ap2ssBq4KxabLgkhLgHuBN4M/OMTXusO4Hrg5+oYvsk40+4X8b7fOMb4H8eiNkQAjzYyYGZY19jB3vQKvTQPFZtH5rikP4tdn0T6VR0ctjxdKBdLlmAYGHEV+2iUot0zccrjdHp5COvxHW5auxykg8x2ENlpzMYcWSet5VCigBmVQimlL6DTOhMozHbqbJ3hrYSTI6haBbN7CQee/7vkHYPu8gFevLSP3RNlfrJ7ioPRhXz2lofYc9t3AfjEP5173LmPlRu8oFPQ03fkDDfrot8A4PBSPn90SDeN8xW5OOHJybXTexKfufQrgO6SOhko2r0sGRVA6HMotKn4EY4hmAn0O/uR0r2JhEQ5rnZXBjUaQ9sxz72cr+2qc/lSj8Hy7payQZguMkoOG+hMmURKIYVuZeGasqVjR7pAUFxGaKVI1aZRhs14JSBtu0SG7lwrUXqFYbnxxdeNY0e6r00zlieFRJSmiUo6UzYYO4B0szQy3dgGrVUMaGXpds9kthESuXmibJfO2ooRUYDyawghCaRLI1QYtl55Cjul368+pwtNKzOEJX1OylQW0dbdeg1RqehEiNjVGznpVvmB8GuEXq/OioxXKbIypccharhhla60q3XcFISBztAjaKq+67ghcYxKhIF+n+Yqx3L16rSZhj93SK/8vTwz1RAZp5tXjBSh0mrs2Z13EpWmMQfXEBUG8NuX6vou4SOtlHZzOrq4123GbaSJMC2C0QOEU2MIx0XVa7ExTyOXnsOX9ru8bGWR7ttuRAyuwSj2Ek7oVU7vhz595BO1f73+PbpPXydOASoIiPxjZ+A1U8efBn8LfFMI8VZgL/CbAEKIPnSa9tVxvObtwC3o9O0vKqW2Huv5SqmtQohvohMaAuCP44w5gLcxn779H/EPwBeAr8aJDZNog0c8nluBdUAmFrZ+a5wO/gHgG0KIvwbuj1/jmCxqQ9STnXcpyRWbYPzYmTH3HapwVkcXDaeztc0xtU7X7UOzrO9MsyadwhzdqavQiyuomXrFIRsVqJdQnvaXh5HSF4BGQMaWmKVR5NhuregNyEFbt/tOFSDbBdKknCoyPlal4BoQBRRqo7x/cIooBaqxjf/n8h1w+TraPradtz9fK13z8rcefUKPjp30Z2Z1LYNZfafqpLPH3vkInNffhj86zfp0ijZVxnYyOv5WnkI0ynQWl7N/1qfU0CKUoLXEpmshXXZKqw/EbSVEvkiY7WJ1MSDnGERBRrfTkCaPVCzCKOAsr4Kcjl1qbpb+wiDG1D4iW6+29ufWEDYUnabCipNTzu5M6dVqrKAx24hohC4ZW+JKpRND6nNavTzW7pPS1Dps7b1YcXPDcGYCEfi4swd1LypDi9Q2C5OF6WBLg1qocNsGMONGfkoaOl7kV8GvkkoVsO2MVl4HIjuLLaQ2Gk1pnryej7BdIjOOrwQ1rZLhV4lK0yANzHwHYaZDp4W7OcrYhCFkm7I6cS2PrOo7VY0SAAAd9UlEQVRSg7ZUQceyggZtuQ4tZmtmieqlw+Ss/Hk3WdjQ7j9pEjlZrKCKGcc9VSyUO10LAUWPEyJLhwhzPZRDgVGeYHbz3TjteQIpsaSegwVaqeEwN55tCEIZ6xbm+zjkDdA+eCHW+C5kvUwwuo/Zu29nYsseVv/pe/m9NvjesI0x8CqI4FVyJ/Zlrzuhc/YtFy7h4ZEn9dh8SjwbKyKl1ATw0iNsPwhcfdj/P0KnWp/Q8+PHPgp89Ajb7wGetGxUStWIDdkRHnvhUbbvRmf1nTCL2hABnNUzLxWyvGP+wjqvi3aYu2laf+ntuItrVz7NTFkH6qt+SCNQbCtJ1neuRFZnqASKUiPC9BVF19PB0/IEUbpINVBsPlTGkpKlbQE9holwUghTn/D+vT/R73nhyzjk9FIOItxqSKQUf/nTXfz+JYOcVRtqpfkeTuP+L57Q3K9YpQ2qfZz9nsgThUtPlpLXhRFoQ6wv7LqBoJAm5sww/ble9kw35lONYzHKupXWsQ5PYkYhsm8lzI3zPKNCGHYz6vTgmoJcbZzuVJFCdYTg9h9Tfcnv4VkexrhWR5/MLuP/3KNXnnO1SX7rggHsuNYldHN0BnWd9GA6+NkexioBkYpvKKrTuoC1UUYIiQx9pO0ROVndKj5d1DEWwGjU8Hfci7Bd5LpL9HGPmxe6UuEjSYsGvrQpB4p024BWNghqWmTTdFC1OczqDCLbBRmdvFQLIqSdwQwb2nDYIZgOBHWdxefPFzMrSydtyNg4gjYcSkiqwo6LeMX8KsbNEklDFw2XxhEz40jL0okgXpqorY+grR8Rd7uNLB3HEoFu20AzJV1IpJC6wDReuYS5HqZrOnOvTVUwDw3hP7Yds9hDdul5DGdXcvcL30lHyubibptodgRG9yAsm8byS7h17ywdKZtzpCD697/HL+kbInfZStSm17NnusFg+wqcuUOYQOHaN1O4FohjjYdjrDviNfCoHH6deFo8O665M45Fb4hOhkuXFZ+0rdnS4I5N57LxtWvJ/PO32DWnGMx14gpBPb6Yynqsu+VkCKVF0VV0px32z9YYKwfMWRkmxEpSPbqXzcb+tez5qw+Tun8r7e//B+7bM82FvVk2Df8Xl5zbz7Xf183XvvuKFGbvauhd3XKlnc589s7HuGJ5O54pqGLhqbAlcRNJiTm+B1mbxUmtYGhax1q6MzadKRM7rFMVNmOVAKxODLuLDjuCh3+BcLJsmxEsyTvkGyXaTJ08MLfzUfIv0LI8QkpCL89dB+eoNvTF4LIVRfqzJg0p8N0OlB+Rnz2o4wPFwVbDwLxjaGknFVFPFXGkdnXJuXGoziDcMlGmA1/aWHbzTr2L6JH7ATDjzDivmRjgB1huHhHUMR2buUgxFUIh36dji7NjqEyHTisO6sjyJEasCG4Yni4DSOmiS1md0TVJKoJY/VpZjo5nNdP5Ax9VryGz8yoHrlR4ht/qNQS09P3CXDfkezFKhwj37yA8tJf66BjuspVYLf023eOpbmeZDR3AIePp9hbKsHXctV6eN3JC0mt7iO13UX/0QeSLf5PZTdfTVh/HnBjCz69n84EZXriiyEhN0GdY1Lf8Gn+2QrZeY82Sy+hImZiHtmFecjX8+kctY/TdR8b4g3UewQ+/glx/oY7/xB4PuUY3brzulJ/NJ8+JJSucGoHVM4lnsjHeErQ0RA8QofPo/+GpyE88W6y+/oXY4ShRtotICszZEYrS1Lpz5Rl9cVCR1tlqlFljVlg1UKCGSSNUVP2Ih8f03dvDpHnRR/+F4l03MvvpD3DV73+Yl33hbt525SVQBu26BWPpxmdzik+bjT1ZXYtjGngibFXRtwo5rRFEfY58wWB1uzbyPU6ICKvImUOkUgWw2xiaaXDb3il6Mw7XrNwE225j47mv5qHRMoMDK7HGd9EoriT/lvfxwKyFaxVYPtCNeduN5P7sC1zXpVe6G774BabCDOVaSJ8H4w1Jm1/HPziE7abJNiqk2voJ7AyVMMVDE4KKX+KSgQJuVNcFmrGYrfCrWFacIo9WSLBXbSCam4a5CeTEAR2/8H1kvoOgaFK1sjR8RSaOo8w2IiIjT7Go25PLWNHbnNyLOaNXcZ5X0HVHoaVXJWn9NRQNncXWzCCLvDxBYZCSr9vXu7MHoTyhDVethBm35G4VmAKqoldzUddKyqku7I4ctukil23Aqc4QjulyEWWntCBsZQq3UcF2c3regQ1hgDk3FvcxsohGdOFpuHMz1sBK6F6GHTQICoN87o795FMWv7H2LNKG4IMvWoazfzNqVqe3u1e8Ef+7X+A7xgZeY5RRKs0V39Feg1++9yPzJ9Yde550rp2O340oDIiCZzxGdMYhnqn+6nHaYK9S6j4hRBa4F12t+zvotuBN+YmCUqopP/F1tG+xD/gpsOawYNqT2LRpk7rnnntO2ZjDxx7QwfLpYcLedTrd2q8QWSmiTAdlZZGpTyL3bSFcc5mOJU2PovrXUc90xy0W9Of5y6Ep/vXOvbzzJat4mTnEgS99luKHdVD15h0TvGHjcWu8Tjv+fcswK9tTzNQC1hZd2sv7dZxBCMqpLg6UAtpcg6IrKQeKtsmdADQeug3r/CtadTHK9ihZbdw/UmYg57A0b2OP7SRy83z7oMHnb93Dx689h41yGBEF1DtWc/OOCb7030PUqj5/eMUqrloVS7go8EzBnB9RuP+7qOe9lkqgyI9vx+9Zjz28lWB4N2ZnP/XBC9kyWqU7Y9Hrj6Esh4rdRjVQFNFxqKYsD+h4i/QriOosKorwd2/BHz+Ekc5gDa7BKPYRZruYsIvYUrB9okoYQd41WZsJW63ra8LGC8otl5/0K60UZhXHX7Q2XYkwXUSZrk5PH9mlP/ielRxy+5jzQ5ZmLaw9dxLOTKDqNYTjYvQsbx0joSKtg1ia0vqJblYnf+R6aRgOjl+mEYuqGlJgTewh2vuwfi3L0i0pOlegdvwao9BF2LVqPhGiOkPQuZJvPDLLpr48g3mtOThbD3W78+GHqG3+Ffbzr4kHo42z2buabz54kNcskSg7zcv/+V4AfvneFz9DZ+qREULcq5Ta9DSe/xe55/3uDU7vsTPwSvfdRG3vXecrpTY/1fc603gmO7QOA83q3pIQYhu6wvak5CfQaYPPDkoxl1tC1q/pAjjDIjR1C4iZ0GSyFkCqnczcNOa+zYQ9axHpdpTlYkUNnPI4hTj4fPHAeu7Zm2Oq5vPr/Er4/b+j6RhcjEYIYGNPhowlqQcRKUvC8KMIQBa6cXI9VPyQih9SDUw6UybBrgf0E6OQctsywjhYnwnnyJf2cYVRInh0N2L1xRxIL8czJVcsU2w5WOSBQ7OcuyJP6cZPsudH9/HC563iFV0Fcte/kZFcgV8+pi/qKctgZbtHzpaUHryP+i9/hf3uTxIWBogQ7G9bR7rzLK1ooRTnW+MEv/4pdPYzvealTFUC+jMW5sHdOv26Z2UrdbqpJo5XQDbKGMVekAYyX0RIg+DAo6jwEYpnXUYl3U2pHrKi4JF3JObUEMGuB7AG12CaLpGbbRVSU55CSAMZKznIWgklJJXu9cw1ImaqIdsmMqzvu5QVxizysQfo7oNMboDtk3XWLzkPM7tPu/1URGR7rThOkOthXwUGlpqIySEdK4sizEYVmW4nyPVQ9yMyqoY5tQ9/6+2651HfMoSbJji0l2j/Li0Ym+9GORkOEAuGZrtIh5L/3jVBqRFw+dJ21u74AfXbbqOWS2FfdKluHR5j9q5u/f26DfP1bc+2ATqVnEiywonUESU8nmclRiSEWAacj85RP1n5iWeNYPeDuN1rtYRJfY6gfWmrEFQoneCwY7LGsg3X0DH03xilQ/gdqyj5ClsIMvU5pv7j3wAoAB9//Z/wb/sVL77ufcCJJyGcjnzm10N0pW1evTzNOV0eslEhWrpRZ2/FMYQleRsjjlF4jRndyweQ51zO/nJA1pG4hkDUSqh926iPHcBZdyFTXheegryqILbfxkde/Are8LUH+JN33URh6Tmc/5rX8rFrziKwDW741R5etm6Oq4a+A8DU5i10vOQlqPNeiXXVa3noI3/N6ls+hVxzHubcND3nXMGo7zJZCxnIWtj5AeyLr2EfeSZmGpzbYWMN3UljaBtGZz/K8jAnhgBQjSqqI0NNOjjpIiZg9q8Gw9arJdNCOLpA2jYEly3JYlcmEDVfGxsrzkoLahhlnZIOEMXnVWQ6jMz5NEytvJ3xI4rBFB0yYnBlF7ONkNGwja4VF9L40ecY+t4dbPjYX1Avnsdc+yqU0koisl5qrT4awiRUPrONiDYnC6OPEQzvAWlgr9pAmO0mI0PEg7+g9NC9WNkU7qXXEObjBP62AUgXmaxHFGywR7axta5rIHeMz/FH5Z/xvl/8Jys+8BFozDBfXjuP2bf2VJ9+pw0nlr59nGSGhCfxjBsiIUQG+DbwLqXUrBBHUoDQux5h25NuLYQQf4BWiWVwcPBUDRMAa+k6wtkR3cfGyRBZLtKvYcyN0SYkdr6PzSNlvrd9nAt6L+Lcoo0xc5BCFBC5Waqda8i8RSt0yO2/ovHTr3BdOsc7Btac0nE+2/x05xhrO9J0pm3Mqb26l06mg+1hgUZV0Zm2kZUAQwoyjsScHUHtupewrGMBYsWF9LuW1tRraGFQ1lyCPCfNv2ybYv+efXzg0j7CX9zEr//sK6jwY3z9L9/I2/7ot/nxt29l39AU68P9TH7pc3wY+Ci/D+uu56W7vtUa48dvP4hnd8Mf/yMHu7NcWbqTHf/0ZVa9pUSXl2Zm1dX8Ymiaih+Rd002HzjIey4bRN7/fZSbxtxwOUFxBebUXhrb7wbAPP9KRNjAtlwqfoTXvlTrzKkIaU1hSAPhVzFKo7rb6tQYUXkWa3ANYc8a1MAGwtqsbsVwYCfhTu2pkdk2orI2ZP0XXs1DsyZ37J/i+QMF2ooFxO3fZObu2OX8hx9/3LEIissw6nNU8ZhrRNolVi+34lpOKmBlWILdu4hqZUS2DbN3OaK9lyBdRFanMMf3EEqDzDW/yz6rB9uQFJ1YLd112FcK2D1VZSDnsmLL7a084JcC2O7jxuO8+E30vfhNp/R8O515lgpazzieUUMkhLDQRuhrSqnvxJtPVn7iccTCgZ8DHSM6VWPdPzlHV/uglhmRBmG+l4lKQIdraeXu2TEyk/u4eMUldKZtdk9VGa80OL+3h47yfuRjD+IVeohSbdw6m+bSsQMY+aKWNQHGv//BUzXUZ52+rMPKjK6IVxOSoGMFY4GNpSLyaYO0JVs6ZSNzPt3ZHpxsG0FsiKZllrbNP9Qrzf41BMVljAcWdihIWQb7p6rcerDGikvezIu+dRGqWiIsTfO7XYNsWPJq7tw1QfHNX6M6pevEGvfHxb7r/xiv2QXlJ4/w/3/+NgB2fu71RMHlrHrTAYxCJ39y8TuAD+IZgit7s1z55T/FWvIK7MqE1psbXK9XKyqi9L0vkVp/LtHsBJOpPjrGtyLnpjH6z0KpFMryCJA6s648gb93B+HECDLbhrVsPWrjy3mkYrJvrEa7J0hZ7eyd8xg1c1x6QRuPTlZ4ydJcq6uqmBhiQ6aDc84pIPwKKkoTveCNFC7TdYOu5wEZ7Df9ORvj6/3tQxNk7ADPlMzUQ1S6m5Q/y4yRo60+jiyNUt+3A2FaiBUX4Od6KfsROWpYI9tQlsf0+pdz40MjbB/ezdsvW66bJFoprNIIS3feRd/eHWx/wdt5+Pw3c9b9XwHA+413ALD6qj94xs+505YTyJpLDNHJ80wmKwh0DGhSKfWuw7b/L2DisGSFdqXU+4UQZwM3Mp+s8DNg9bOVrBDtuouh/HpMKejbdzvTv7wFO5vG6uxm9Plv4Wd7JrlkoI1VXgM5dB/le34FQHrT5YTLNzGlHCarISvyFtx6I3euvJb3fuVe7vl/X3FKxreQDE+XiRQYEkp1HR/qruwl2vsw4cQIwnZ1y+kYc+0mbvf7+PObtyKl4FXn93HN2i6WqXHk2G5UWw9h24AO0I8PEfasoWK38VAsvnpZsJ3+D+u06X95QLszX7HjvpMa89nv+T4XXKDdTV/9rSfHp295ZJQrXV2Z73fqgPx46HD9Z37NVw9+lr//9F38U7ziCoZ3Ywyu14kWQupaHSdLOVDM1ENGy/pmo+CZLHMD1G036QJUwCj2IM99MdHWWzFXbsTvXMWhqtZsy5WHQUjE/oeZ+NmPcYt53N98D6DVLo7FnvESS2p7UXYaP9vDSNnnwGwD15R89D8f4brz+ymmbM7qTNHmGGw+VOaivgze9F7djqNWJupaiSxP6gQHyyHM6c/rpl01rlheoL9wfMmnxcSpSFbwzr3+Bqtj9TH3q27/If7wg0mywknwTK6ILgN+G3hICNE8IP+TpyY/8YzyoR8+zF+fbTPwyH/A2kuJll1ArlJCVcsIRysXn9WZoT9rocIA0d5LbWKG4kuvIpqbxpzaRyfQ1rUGbr2x9br/+80XPhvDf0b59y3DbOzJ0O+BaJTJZdswwrrubrtkHXLpOYSZTiI7hYhCzJmDKOB5XpVvvXUTtUDxyESFW/dOsa8tw5Kui8k6Ek9IPMtFmBbm+B6ylsfz3TRhrodb9q/ii3+1it/7s387aQPUZOsnrjnm469Y20X42DB+p+4/6+Tauf5jP2sZIYBvzfWxoTvDwNCPcN00Ip1DSomqzyHcMplUgYxnMGDq5oOyOo0KTMQl1xL95MvcvO7NrCykoA4bL7yacMvPmfzqP9N9wQbKL3xLayxq4Cy63/+qk5qfLt4+G4B94yUOzOq4Re0oytAztYBIwUG3n+5cD+bQPYh9WyGdw+8/l301Axpwxz6dBPJcM0KnjChMVkTPAM/YiujZ4FStiDb9xS109Wb53nW9BHd+n90X/Q73Dc/ykmVtVD/8O2z77nZ6Nnax4urzyf3We/nVhMXX79X1GJ9ZshNjQAdnT8e6h6fLgakyYxWfWhCxruiSmXlMt95wsygrhR+rKExWfQbzDkumH8Z/bDsA0ewEZu9ygo1X8c2tY/zooWHW9eZ44YoiG7vTZC1BOVBkZIg5OQTlabbmNrDpVe8GFj6545sPHuSir3yAL3/6Dj5w0zuwN74ISuNEXStRps20kefB0Qovys4y/fVP0f7K1wK6K6jd3ke45z4m2tfSXtEeZlEvc+hfP0v7BRsAcK9+27M2l59vuJg1120keucnqfh6VZt3DNywyoGG7r8UKVjVefKyT4uFU7Eics+69gazuOqY+9V23EJwaEuyIjoJzihlhaPxteHP0tWzBll5HVF5ls6UwZvyByn/4PNMTJS56B0vYnbPMOnBAcJf3QRn/1bruSeqd/VcYGimgR/20FccpFNWkeUJrNlh1hiCqCOHUdpHNDuJ8NI6PTmdQ617AVU/4iXLCxRTNmuLKQZyFkrBbCNkpBywut2BwCcqTRFlFXf94BNc/Or3LPR0ed2GPppllvaGyxm/6fN8729+QiNSbCvVed/7XsQqgHc/vu3M4a04yn5EPtPJu255DBB85iPHbFT5jNL322/lByNzVPyQvGOytiNFV8qjM74KZFPesV8ggSiKiI6Xvr2Ib+4XisQQxVi5FN5rPwXAzpcr/uLsN/Khr72NiY99hQmg/+/m27JfubqTK1d3HuWVnlv0F9L0x73yNh+YftLjYa4Ha2QbYngH0ewkxrKzqRRWUo0Le3eMV8nYDc7ucHh5n4ExvRu1bz/0rsL3BkhZEqMySdCxgg89aMPB/bx508CCr4aaLP/7r3LD30M4dPSbW6tnJZ3v/uSTthvLL4DxEnurBu+5fAWf+NXuZ3Kox+SKB+8iuP/HvHxdvqX8Hd73A8zOfoJ1L1qwcS02VHj89G2S9O2TJjFEwNrPfYe5r/0lr3/vHwHwNx3n8Gc3vIKpLTth4/w+Zzrn9bcd9l8a8h2Ioc1aMbsri5nOEXgF3Zk0Tsa/pFNizB1CzZz4qfb49zk9MJadR/f7/5E/eP/JPW95R5adozrb7zPXL6zrNlpyDuLO7/Dw//dlBl50NrmN5xNOHannWsLRSApanxkSQxSTedOfw78+Od7UVLhOODbV/ACNjK4/DkJFwYmz6PzH72cs3QhxLG2+WlnHJT5x7elngE4Fq7tOk7jLzjuZOf81nP3FlwCgNv8UaKaIJ5wQJ5KskGjNnTRJskLCKaFUqepusfFSKG4FlFzkTiM+V1jHZQ/rjMDVztzjYllnAqcgWeElorDi5+bSo7syVegT7Pwh1KbSSqnKU32vMw15/F0SEo5PNuVRzM73OXI9LzFCpxnXvP+l7Jgos2OifMYZoVPEf+FXULUnx0qbRBPbke2rSYzQyZEYooRTSiblkUmyr05LprbtZe3fncGqCE8TpZSS3ecRHnrgyI+HPtHkLqKDdyVFWCdJEiNKSDgD+MG2Q/R+9KsAXLfkuRmLezYId/1YikxPpGrTCPfxn2NzNRQeuDNZDZ0kyYooIeEMYTBvM5g/2cbyCYdztFVRshp6eiSGKCHhDODV67sXegjPGcJdP5ZPjBUlsaGnR2KIEhLOEDpzKTpzqePvmHBMnrgqSlZDT5/EECUkJCScJIevipLV0NMnSVZISEhIOEmUUspc9UrC4XtR9RLUppLV0NMgWRElJCQkPAXCXT+WhI1kNXQKWNTKCkKIMaAMjC/0WE4hHSTzOd15rs3pTJnPUqVUotl1GrKoDRGAEOKepyPbcbqRzOf057k2p2Q+CQtN4ppLSEhISFhQEkOUkJCQkLCgPBcM0ecWegCnmGQ+pz/PtTkl80lYUBZ9jCghISEhYXHzXFgRJSQkJCQsYhJDlJCQkJCwoCxaQySEuEoI8YgQ4lEhxAcXejxPFSHEkBDiISHEZiHEPfG2diHET4QQO+PfhYUe59EQQnxRCDEqhNhy2Lajjl8I8aH4mD0ihHjFwoz66BxlPjcIIQ7Ex2izEOLqwx473eezRAjxCyHENiHEViHEO+Pti/kYHW1Oi/Y4nfEopRbdD2AAu4AVgA08AJy10ON6inMZAjqesO3vgA/Gf38Q+PhCj/MY478cuADYcrzxA2fFx8oBlsfH0FjoOZzAfG4A/vQI+y6G+fQCF8R/Z4Ed8bgX8zE62pwW7XE6038W64roYuBRpdRupVQD+AZw7QKP6VRyLfDl+O8vA69ZwLEcE6XUr4DJJ2w+2vivBb6hlKorpfYAj6KP5WnDUeZzNBbDfIaVUvfFf5eAbUA/i/sYHW1OR+O0n9OZzmI1RP3AvsP+38+xT8TTGQX8pxDiXiFEs49zt1JqGPSXDuhasNE9NY42/sV83N4uhHgwdt013ViLaj5CiGXA+cCdPEeO0RPmBM+B43QmslgNkTjCtsWah36ZUuoC4JXAHwshLl/oAT2DLNbj9hlgJXAeMAz873j7opmPECIDfBt4l1Jq9li7HmHbYpnToj9OZyqL1RDtB5Yc9v8AcHCBxvK0UEodjH+PAv+OdhkcEkL0AsS/RxduhE+Jo41/UR43pdQhpVSolIqA/8O8W2dRzEcIYaEv2F9TSn0n3ryoj9GR5rTYj9OZzGI1RHcDq4UQy4UQNvAG4OYFHtNJI4RICyGyzb+BlwNb0HN5S7zbW4DvLcwInzJHG//NwBuEEI4QYjmwGrhrAcZ3UjQv2DHXoY8RLIL5CCEE8AVgm1LqE4c9tGiP0dHmtJiP0xnPQmdLPNUf4Gp0tswu4MMLPZ6nOIcV6GyeB4CtzXkAReBnwM74d/tCj/UYc/g62g3io+8833qs8QMfjo/ZI8ArF3r8JzifrwIPAQ+iL2q9i2g+L0C7oR4ENsc/Vy/yY3S0OS3a43Sm/yQSPwkJCQkJC8pidc0lJCQkJDxHSAxRQkJCQsKCkhiihISEhIQFJTFECQkJCQkLSmKIEhISEhIWlMQQJSQkJCQsKIkhSkhISEhYUBJDlPCcQQhxUSx46caqFVuFEOcs9LgSEhKOTVLQmvCcQgjx14ALeMB+pdTfLPCQEhISjkNiiBKeU8Tag3cDNeBSpVS4wENKSEg4DolrLuG5RjuQQXfudBd4LAkJCSdAsiJKeE4hhLgZ3bF3OVr08u0LPKSEhITjYC70ABISThVCiDcDgVLqRiGEAdwuhLhCKfXzhR5bQkLC0UlWRAkJCQkJC0oSI0pISEhIWFASQ5SQkJCQsKAkhighISEhYUFJDFFCQkJCwoKSGKKEhISEhAUlMUQJCQkJCQtKYogSEhISEhaU/wvcpmYwIxtwpgAAAABJRU5ErkJggg==\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -1019,7 +6589,7 @@
],
"source": [
"#strain = (grid.diff(ds.UVEL * ds.dyG, 'X') - grid.diff(ds.VVEL * ds.dxG, 'Y')) / ds.rA\n",
- "strain = (grid.diff(dsr.uo * fxr.dlyp, 'X') - grid.diff(dsr.vo * fxr.dlxu, 'Y')) / fxr.avxy\n",
+ "strain = (grid.diff(dsr.uo * fxr.dlyp, 'X') - grid.diff(dsr.vo * fxr.dlxu, 'Y', boundary=boundary)) / fxr.avxy\n",
"strain.isel(time=0,depth=0).plot(**pa)"
]
},
@@ -1030,13 +6600,6 @@
"NOTE: This looks more like the expected divergence."
]
},
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": []
- },
{
"cell_type": "markdown",
"metadata": {},
@@ -1052,7 +6615,7 @@
},
{
"cell_type": "code",
- "execution_count": 196,
+ "execution_count": 154,
"metadata": {},
"outputs": [
{
@@ -1061,7 +6624,7 @@
"('time', 'y_g', 'x_g')"
]
},
- "execution_count": 196,
+ "execution_count": 154,
"metadata": {},
"output_type": "execute_result"
}
@@ -1083,22 +6646,22 @@
},
{
"cell_type": "code",
- "execution_count": 197,
+ "execution_count": 155,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.contour.QuadContourSet at 0x34c044120898>"
+ "<matplotlib.contour.QuadContourSet at 0x2dac90383650>"
]
},
- "execution_count": 197,
+ "execution_count": 155,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -1122,22 +6685,22 @@
},
{
"cell_type": "code",
- "execution_count": 198,
+ "execution_count": 156,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.contour.QuadContourSet at 0x34c04424b860>"
+ "<matplotlib.contour.QuadContourSet at 0x2dac98015310>"
]
},
- "execution_count": 198,
+ "execution_count": 156,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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4BGNx38Rk9ePvs+h0SaZeuNeVVS3XKEr383QkzINLRWSDiNwR/R1u91gbRTskmcPAP6jqauDxwCtF5ORo3wdV9dTo05bqmN0szRSFRlLYNwv+5GilF18qsRJLVgyMDNRFMGfccH3uY5IQZ0NqhiSSxw5ULzrluelgxM2DbwS+q6onAN+Nvnc1Wm6TUdUdwI7o/30isglY2epxxKEb1UU+iswS0A5bTdrk50ovLuLIZXmlNq5h6fzeWNtMEnxiOeOG6/nhE56Y+zw+6jXoN9rXwMhA092fS4SRMA8+AzgzavZJ4DrgDUX1KyJLgVcBdwOfAN4M/CGwCfhnVd1TVF8WbbXJiMgq4DHA/0abXiUit4jIZXFioohcICI3ichN9913X6HjmQ0EY1GEjcaiFROGvff1EkxWLJ0/TTh5JJiiJReLpttMEjzs3G1lPrfCcZ6dp6LPBXENvXnwIREBWSI6ouBxXQksBNYC3weOBN4NHACuKLgvoI3eZSIyCHwJ+HtVfUBEPgy8E9Do7/uBF/nHqeqlwKVg6skUNZ5mEUy7o6aLSrTZCZ5naQTjEkgS6pFifviEJzaNaFqJuHtnpZoiJRqb6bndz02RGJzXk/qcVXoF4GpVfWva+QLzYCHjTMBDVfVPxXS0TVXPjLZfLyI3N6PDtpCMiPRhbuynVfVqAFW919n/MeBrrRpPOwgm6cWrV5/tu5L6Y2k0O0CziCbL/fcJxlWNZSWXTkNIivFJoB5CjEOS9De2a2zWOj90KkLzIHCviKxQ1R0isgLYWXC3PZGWaBEwKCKrVHWriIwA8wvuC2gDyUQM+glgk6p+wNm+woqJwDOBX+U9tztZZVlBNcs42WzpJem6uo1o0ggmzjXZRR5D/9L5vYnxMj7SpJei7DIQH9sDjZNNVvVi0dJMaZsJI24eBNYDLwQuif5+teCu/wW4Lfr/RcDHI+lpNfD2gvsC2mOTOQN4PvAkz135PSLySxG5BTgLeG0jnaT567v7irBf2HNkOU8jk3S7VQ+tjIPIQjDNRhYCOeOG66ufrPClmDQSqNcG1eixRaD0NAsibh68BFgnIncA66LvhUFVPws8FFipql8CnobxYDstMkUUjnZ4l90AwdKkTXFZDkUi17vSr5eI8hJDM4mkG7MDtItgLPLYY4qUbFqBItVxcSilmZlImAcBntzk7lcCDwCjwFHAKmCcyNutaMyatDKWOJKIIMuKqt2G+iKQpDIrCs0gmpCHU5GrcGu7afbE6hJSuwkn6f7F3YdmuDV3guNIEags7GPBouTnp/dAr/HV6kCIyBuBlwETIvI+4B+BHwJvF5FPeKq7QjBrSAZmpiTvBDG9HS9Wy9RZTZRofHVSnBST1+hfRHxMO5B33PWQs2/8LzrfmQs/91lehJ5x/zyd8P53IJ4PnAwMAFuBY1X1PhFZiHGhLkkmDqEH1V3Rx5WRbcU4ZjOKJpo8dpgQwWSdjLvJk6pZklfIASIubqfoYM1qf3Wo0uLe36T3evXl6+GKMqcYMKmqB0TkIEbe2gWgqg82y3161pBMHOLIxyKPzSbLuTsBrVCXuSiCaHxVWb12mNDE2SihtCtGphX2ktD9cj3arHTj/z71kI59RnyPwjzPTpbnulPfyw7Bz0TkM5iAzO8CnxSRbwJPAn7djA5nPcmkoZsfyFarA5ImmiKIJi4Wxia2tLBpYkIEZF2UodhJutlEU686LO64BUOVzCozSzR++yzH5yWbONtpSOPg7ytRCF4CPBsT9P5F4HTgL4Hbgf9sRodznmSSkKRiC+l/W01YrZJYLLmEVCmNEE0oRiaNYELb3Nxk9ri88TBZkJdoWmH0L8oxIuk8WdRqecimUeecNDTzXawsqqRKxvN2d+60qqqHgc86m34UfZqGsp5MRqQ9tO2SiJrdr08wbkr9sV1jM7Mj1xFHM75nvGbSSiKYdqMo4ugmm5ALv6SCRabKnk7NGf9Tov0QkW8047ydS7kdhlaJ7PVUGGy2iiFvUsq44mdpnkRFrcqbnWbGJ5qQdNNMKabdwZVxaMT1uVVVZOc6ROSxcbuAU5vRZ0kyLULapF+0RFKEG7e7Oi16YotLJ1NPwOV9E5Msr/TWkEsrjOYW7Y6FaSb8+5jlvtbr+lwk0cyWuJwm4EbgB4QDQYea0WFJMhnRqP0j6fhOfBmS7DBxbX2EJppN55/bVPWIOwlmVUnZa3Tbd3LCSNdIb6+3yEVAkndeK8o5u0QT96xkIaMkZ4I5jE3Ay1T1Dn+HiNzVjA5LksmIZqrLOn3VFZrA3IkoqejWwMhAlWxCE4a1x4T68IuNZbXR5CWXtO9ZJtlWE1KchFEP2SRJJ/51ZbnOZgVwhvblIZsi0Dc4P/X6eisdnRX8IuJt8X/XjA67mmTGt25uaLUSZ/9Iy3JcD9Ie9ND+dpFPFinGehy5BJE1/b59SfMWyrKkk+RdlgV5V+OhAFEfdvJ1J6Ck62u2RGDhEkjaYgHiSSRtYi2y6FkeSTcP2ZQAVf1iwr6vNKPPWeNdlne1Uu/qptU++5vOP7etY00qcex6GSWl3/crM7r15eMm26Xze2d8LJZXems+dv+CobB7aVJ1yDxwr9X9WGRZwTc6hjQsGKrkske5v2+9BFNv27kMEXmaiNwuIpujfGKt6ne+iLxARM6Ovv+liHxIRF4Z1bcpHF0tyfjI6pmVV2rw29cjYbQqrY3fZ1F9uZNpI9mQXRVUaLKNSxVzYHSCpfN7g9KSnVTjCKYdCK3sWzWWOGkrT4CmhU8aa6/ZMKPNxnPWleSSAyLSiwl8XAdsA24UkfWq2pSIew+XY+b9ARF5ITAIXI3J/Hw6poZNoZhVJJOEJKN71roz/vZWqbKKqD/j189pd2xCFhUUTBOISzT+/jRyyTOx1uOV1kpPtjSkXWvcWEPqPh8hgukUpD3PHaZOOx3YrKq/BRCRq4Bn0KS0Lh4epaprRGQesB1TjnlSRK4EftGMDruaZKYOT8Xuy+MyHJqIQ+Tjb6uXaPJINVna1pN91r50RZCNL2HYbRbuxJdnQk5qGye95I3p8ZGUJSCO6GY70shl7TUbmlbCvCgUtaiqLJ6fSljz+nsBzhORjzubL3WKgq0EXE+ubcDjChlgOnpEZD4md9kAsATYDVSA2aMuE5GtwD5gEjisqqeJyFLgc5gCOluB56jqnmaNIa8ayU7kIaJx96dmgg1sa9S1uRGVWKNkYyfcJDWXC59w4gjItfe40kzN2ANeX+758qr1spBHnMrJ9m8lgf7h/kKN4VmQRKz1eoV1svTS4bhaVd8asy8Uo6LNHIyDT2DKL/cCFwJfEJHfAo8HrmpGh+00/J+lqqeq6mnR9zcC31XVEzDZQTMZw5ql9gnZYdLaF21rcc/ZbDuOuzpzJ5tGVEFFlRQOpTFxEUqs2cwqmta4nmZk9yftTo27gXg1WVYJpSSjXNgGHO18Pwq4uxUdq+oHgScAf6iq/w48C/gW8GJVfXsz+uwkddkzgDOj/z8JXAe8IcuBRUUKp6mmrHqs1an0m9FXmuRVjW1poeG8noSWeTM350ERpOBLNHEOD61AvcZ5SzT1EkmRxc9mCW4EThCRYzB2kediMiE3HSIypKpVQlPVUUw25qahXSSjwLdFRIGPRrrKh6jqDgBV3SEiR4QOFJELgAsAjlxQmwG4CKKJq7gXkijScoalqbuKII9GqwG61xZyCLAT7dLRiaZKB/UgK8HYbZZoktRiSZ5qFv6EmaYWK0J1Fjcel7Dq8R7LCkswcZJNKclkh6oeFpFXYSSIXuAyVb21Rd3fLyLXYTIxfykimaaiXSRzhqreHRHJBhG5LeuBESFdCnDy0OIaPWajRJPXntJIuyzH1jOeekjHlWpcorGTo0s00JgLc72Ik3CSipvtOWS2DfdNk4rv9uwji/Tir8zd4NKiVu1ZpSjbzpJNszzd0tRmSftnkxTTt7CfytBgYpve+en2c1W9Fri2oGHlwSbgX4HnAe8RkRswhPNVVW2K7aEtJGPFNVXdKSJfxrj03SsiKyIpZgWwsx1jCyGthHO9xJKlfECWWuZFwfaXRDRx3lVxBcSyop5EjPVUzwxJKqH0MS5aacTPKkH540lKfeOm9ikx53FIVb8GfE1EFgDnYNR1/yki31LVwtV2LScZEVkI9Kjqvuj/pwDvANZjAoEuif5+tdVjS0Pe2uLNTEHTLMkqjmhCSFPN7D44mUo0rYoxcbM015OPy0XeCTsrQfnjSOonbp+7IOhmdEIs1yxF1bMtklw+D3xeRJYAf96MDtvhXfYQ4AYR+QXwU+DrqvpNDLmsE5E7MJGwl7R6YJ2cpLKVsPfBVz32D/czMDJQncRc76o4MkmSMorwXEs6/3BfL8N906lnQoGb/cP9NR8f/ra0ib9eicEdV97zDCxbUP2t/OtpZEztgr2WDgugnC34dGijqu5V1U82o8OWSzJRlOujA9t3YVIbtAVxMSyQ3ZhehOTinyNOZdbsNOYhiQaSJ9k45wC3JHIc0mrWh9rGwfckswQTQpx9xUcjE7WfEDSPU0Ea3Ik4NCn7z3A3SQdZ0/x30zW1G6r6vlb32UkuzG1DUs4y67Ictz/0vZGJP298TjORNEGFJkN/8nc9uiBefeYel+TGnJSsMwTXyO8byC0GRgZa5mKb5pWWV3qBfA4p7XyWikKISLPUnykKfQsXUBlalNimJ4Phv12IvNquUtX7ReR44DJgDXA78BJV/WXRfc4qkskjXjfq+mvP0eiLW8TxzVbzxUl0vnPAgqFKblfnkFQSIpp6XXPjcps1A3ntCPWQikW96Yzc37BTJYBGxlVkuqRZileo6oei//8N+KCqfllEzgQ+ApxRdIezhmTq0d/OhpVdK+GTTZxzgCWaegIgQ8hbrybLfosiKmCmqawgewLHViwYkuKiOhl53vGSbGLhzvlHqOqXAVT1OhFJFtEK6LDr0DOvp27jYJ7ElFlRxOqyHrS6uFncmENEk4Qk6aSRoMKQmizu3FZiKkplFnJz7xSCsYiLi+pUNOIAUDoPzMAXReQKjEfvl0Xk75lO9f/7ZnTY1STTDOR50YuIlSkKra5nnsUxwA/ebDR7sX98UvZnSzCu0d2v4rl0fm81L5qrnquXbIoMxG0F3N/QokjCScsSkAUlSRQLVb1QRP4GE4B5HCb78gXAV4C/akafJclEaJXkMhfgT9JLY6SSetOguPXs47I/J6nALDHVqN+icbQjxqRdz1Gz1cUbz1nXULqZTiSYvsUD9I8sTmwzr9K5hn8AVb0CuKJV/c2a8suNYDaRRafYmWxMDYTdkuPS9ychS2nhEMGEgiHvm5isfiB71gAbk1LUBNiJE2mR6PQ6M3MNIvIwEemP/hcROV9E/kNEXhEVMiscJckQn3E5Ln1/M9L6dyOykLMfuBkiCn9b2nfIbrOxBJM387FLJiFiWX35etZesyGWJPxKpCFiGli2oNAFTvlczg6IyHtF5DYRuUVEviwiQ86+N4nIZhG5XUSeWsfpr2V63r8E+DPgf4E/IMoJWTRKdVmEJOO5a++Y6y9x6PrTjMdZ09vXk7+s3vau55ubbqZ/uD9RuggFy7YbrXomQ7abZjkOzHYJLwUbgDdF2ZrfDbwJeIOInIzJM/ZI4KHAd0TkRFXNk7G2R1Xty3g28AeqOgVcGWVhKRxdTTLSW2wZ3DwZi0vUIs9kk2b3aKTeShabSigTc5Ykko2WdoBiJs+iSCW0aAq5/qYFQBaNIs+dljG5E6Gq33a+/gT4i+j/Z2ACKSeAO0VkMya58I9znP4uEXmSqn4PU4H4aOB3IjLS+MjD6GqSgdqHaGJ0f+Hn7zZSadZ4/ckobsKNTQWSw6Ce1NZNaZ8nFY2FTyxQ66jQ6hV0lvua1D7LMfUgy31w+02zvRQp8YSIw333m0ksfQsXUBlOifg3hv/zROTjzuZLozIlefEiTFl6gJUY0rHYFm3Lg5cAnxKRi4C9wM0i8nNgGHhdHeNLRVeTjE5OVh+uytAglaHBQomm1XELFo2sVIuMmcmbXXr15etrJptmpMh308OECCPveXzpJU9NolarTltZ9iEOcf1lcVe2RJPkMl0vyScRSzMWnxlwtaq+NW6niHwHODKw60JV/WqE20M9AAAgAElEQVTU5kLgMNNJLSXQXgPbkrBTVc8SkdXAiRgvs23AjZHarHB0Ncm46EZyKar/Zkx29Z4zLaFmUaQTIpWQuistKaU7nmrJacfe4KLokg6NHt/qAFyLvM9GKCOCGxDazGDQNhFMKlT17KT9IvJC4OnAk1XVEsk2jHrL4ijgbv/YFPwYeCzwZlV9fs5j68KsIZmi0G6CqQd+updWZwDw0YqUHlkDJkPSVMjmU2+izHYRTD0IBexmcWbJk428FepGV3uR1qYbISJPA94A/LFjpAdTc+szIvIBjOH/BEy5lDyYHxHYH4nIef5OVb06ZkyfBF5jyzWLyDDwflV9UVqHJcmUCCJp8kkrC+3mxoLmkI0ljpA9xe+vWZUtiySYuIVBM6Qnt6+Q40Ir1IBuhvN6++tmIknBhzCR+BtEBOAnqvpyVb1VRD4P/BqjRntlTs8ygJdjIvuHMFUxXSgmxUwIayzBAKjqHhF5TJYOS5KZRegEKczP8tvslW1I+ggZmZtBNEkSY9rk2agrdD3SqjumPBP7XHfbbzVU9fiEfRcDFzdw7hswRSNvUtVP5Di0R0SGVXUPgIgsJSN/tKP88klMe0sAHAu8FcOsLwXui7a/WVWvbeXYOmGSni0ISS9xk3wWFVVegghJNZZossbtZEFIBdWq8g/1Ek2WNq2SZroNPQsX0bsk2dtX5nd2JdKo1PJ+EXkdRnq5G/iWK6kE8H7gRyLyxeiY55CR7NpRGfN24FQAEekFtgNfBs7H1DZoSeW2klDSkUd9Uy8asa24x8dJTHEqtKyOA1nRSFbvvPe0Fc9uVqLJSq5ZC/+VaC5E5AXA24BvY+ZegLOAfxaRt6vqp0LHqeqnROQm4EkYL7fzVPXXWfpst7rsycAWVf1dpHtsOkpyaQ2yxEVksafEtff7ygo3K3MaqTSi7svznNUzobcCeYNPG0kyW5JNy3AhsNaXWiJD/v8CQZKJsBR4UFUvF5HlInKMqt6Z1mG7Sea5mJTTFq+KmPYm4B+s/s+FiFyASU3NioXZJoCSWBpHEZNAFpIIkVMz7DpZpZY4oin6mUqLleqUZ7hZ4yhTNrUMQji2ZopwHI45SORtwGnAScDlQB9wJRkqabaNZERkPnAuJi8PwIeBd2JuwDsxOsAZ7nFR1OylAKcsG0oNROqUl7Ob0cyXP2vKEuuuOjG6vyNcV5vtJj7XntusklxJRA3jYuBnIvJt4K5o28OAdZh5Nw7PBB4D/AxAVe/OWkmznZLMnwA/U9V7AexfABH5GPC1dg1srqOohKBpdhIfWdKB2DaVoenne2J0X+axdHoVyLmIPKrCdqvXevoX0jM4lNhG5s1v0WjyQ1U/KSLrgadiUtIIcB0mIecMzZGDg6qqIqIAIrIwa5/tJJnn4ajKRGSFqu6Ivj4T+FWjHcy11WARcF/eIl7kONWXnwIoRB5gCMTf5qMytKhKNHHnrVfCmePZgFuCLIsZKzmWkkzjiMjkqsgOc1hV01dp8HkR+SgwJCIvxWiZPpalv7aQjIgMYMSzlzmb3yMip2LUZVu9fUH0r4p1Jy9RB1r9AvuSiyWT/pHFjO96oGZbEeeHDGUJSlJpC4rM3xd7/ita41zUyRCRh2LqyDwDGAS2R05XlwEXq+qh0HGq+j4RWQc8gLHLvFVVM5U9bUvRMlUdU9URVd3rbHu+qj5KVdeo6rmOVBOL8a2bY/eVUkzrYZOUpqm9QvsrQ4voH1lcLW1r/3c/yedc5Pw/2PTs3CWai6Ld50sJqIorgctUdQnwbOBLwGqMwPGfSQeq6gZV/SfgM1kJBtrvXdY0hILkShSPOEKxaivXFuJKCb6EYknEplGf2DNTgrcSjm1rpZ0Q6iEWX4pp9uq6RDJC6rG8Npl223A6ECOqeh2YPGUicqGqPgi8RURu8xuLyGMD51gvIucAoqo/S+uwq0mmf9XxpZ62INRzD+PsKEltbXufVLLClWhctZo9bx4ngLwoFyytR1LaHh9Jbt9Fqct6FgzSuyjF8N/XuYZ/4D4R+Wvge8CzMKYJxOjMQpqtmzA1bNx65yPABzCmjSelddjVJGNRvvyNoRGSdu0oafCJxU/PMbl3V+7+fakmK9GUmH2YbfOAiPwj8F5guareH217E/BiYBJ4tap+K+dpXwS8D3gjcDPwqmj7UqbDSVw8B/g74L02zZeI3KmqZ2XtcFaQTAj1qMsaSQ3SrchLMHkkkjgpJZT7ySeY0LEhFZpFFhVaHjRS02c2PiclWgsRORrjHPV7Z9vJmAD2R2JS/X9HRE7Mk4lZVX+PIQ5/+y6Mfcbf/kUR+SbwThE5H/gHchZKm7UkY5E3aC7keWTVK3PRzpPkAQaGDNISBvroGRxiav90Vot6JJg0FF0lNQk+UXdqtH6JrsIHgdcDX3W2PQO4SlUngDtFZDNwOqYQWd0Qke+paqzaS1X3A6+NvH8/CeTScc8akgm92Hmy2UItwbi5rXyj9WyZRPzriDfizyQWmJZI0oLTXEztH60SjE8uVlKJk4Aqw4sSpRlXimmEYLL+nqUtsEQCzhORjzvfL42ylaRCRM4FtqvqL7ycjisx9hGLbdG2zBCRW/xNwIl2u6quiTtWVW8WkScxV0nGR94JwBKMm+k3iWj8vrqVaCyM2+/MZycLsYQMoZP7arOGu5IL1BJMEnG4iGtXSy6tscfkrcfS7c9HCQNZuIie1FT/FYCrVfWtsW1EvgMcGdh1IfBm4CmhwwLbcqmuMIb+B4B3AQeic17PzAJmdpxLMXabu4FPYOw2fyQim4B/TskSAMxiknGR9SVPq1kSV/s9Tx+dCEswS44PL4p6l4ykkkoSklRj9RJMyPZiCaZRNVkz1aJzUeVaYiZU9ezQdhF5FHAMYKWYozC5xk7HSC5HO82Pwkz+efo9V0Seicn/+D5VXS8ih1T1dzGHXAn8ElgL/HX0/7sx9qIrMCq8RMwKksmyqgy1qdf9OY5sum0CsddvCaZv5XHVfZYYegaHUknFl1pcNGJ7CRFQnGE/SYIp0j5Tr4rMX4R086KkRPOgqr8EjrDfRWQrcJqq3h/lHPuMiHwAY/g/AfhpHX18OUqQ+U4ReQmQ5HP9UFX908jFeZuqnhltv15Ebs7SX1eTzPjWzYVEAcelGam33ki3TCD2+vtHFtO38jj6jjIkM7V3Vw2x+OqBqYgsksgFZqrIsiKLWqymvUMwPplkSboZh6JtLvXk35ot9r92YzbYz1T1VhH5PPBr4DDwyjyeZd65HgReJyKPBv4woWlPlONsETAoIqtUdauIjJBMTlV0NclAfALGeo9vpH/fOaCTJwT/petdNIRWTGLVniXhY6YcScQSTIhIfO8xiJdikoz5Rbkj55FiklSi9aCR8yVNjN0mNbcTm84/t2uzb6vqKu/7xWQse5zx/L8AfgEgIo9QVT/q/18Au+1FwMejTMwnA2/P0kdXk8zU4akZ2/K81PVUYUw7XzcRjYXvzaWVhcjEgzXbQtJLnKSSlWAgm60lK0JSTF41mf396vndfFJwn6+Q1Jv0fMQRzGxYkTcLPvE2hVzmVaqLsVj09hXbZ+vwbUxtmSpU9bOR9CSqelhEvgqcivF+S80vCV1PMlo11vukECdhhPZbZCGWtHM1UrK3VXAnqsWrVtC38jjkCPNs+eQCMwkmqxosjlzy2FrSkGTsr8cO08iiIKnevR9r5aMkj8bg37+N56yr/p/m0DOXICL/HrcLmGF8dXOXOe7UU8CKqDzL7M5dNjU5Lckk1Wx3pZtGVjZJRbi6jWgslhy/kr6jjkMxBOOqxHqWjKQSTFZjftb4Fqi1scTVl0myw9SLIqXO1Zevr5no0lzg08ZUktA0stwvMHPC2K6xVgypm2Cj9icC+54X2Pb+6G8/pvzyLzCEtAb4X+AJaR12N8kcnmJs1xgDIwNAeMXiEk8zCMbdHzp/J6vMFq9aQf8j1jK5+Eh6H7iHQ9u2BNvFGfjriXXJ6x3mFi2blloaj4XplIVAyBkg9LyUZGOQ9fotwRwYDc2lcxo3Ar9S1R/5O0TkIn+bzVEmIlcBF0Teb4jIKcA/ZumwaSQjIpcBTwd2quop0balwOeAVZigoOfYYJ5GEr+5ROMjTp2WFf5E5Hsrxa2iO2USi0NlaLAaF9MzsY+pvbuY2j9aJQ4/VUycBOOSS6Mqr3r25zXq29+k2b/NpvPPzdxHnrxnPiF18iKmaIRsLO499u/DgdEJdh80zldL5/c2f4Ddgb8AgvpDVT0m4bhHWIKJ2v4qSjOTimZKMlcAHwI+5Wx7I/BdVb1ERN4YfX9DvYnfJtU8SAuGKtVtvnjsSjlxRJNVjRYuthVvXLaTWjsmgri4IBcTe/bRt2+UXuDQjq1M7t01ndoFQyQu2YQCKfMQSzuzI4d+33ZMzmnekFmelblCKi7iJJjQYm7jOesY2zXG7oOT3DdRl4dvLKb6FjBVSc6qoj2da/hX1d11HropSpNzJSbLwF8Dm7Ic2LTKmKr6P4B/Qc/AJFgj+vvnzvarVHVCVe8EbOK3zBjbNVaX/jVptZl1JZolFqOVao404/Lqy9czMbqf8V0PcGj7lqA6bGLPPib27GNs69bqx26zH0swE6P7Mn3mElZfvn4GGYSILk7FWqIWScRq76G9b+N7xjkwOlE4wcwGiMgSEblERG4TkV3RZ1O0LSnq+nzgVuA1wN9jYnXOz9Jnq20yD7Fub6q6Q0RsZGvDid/SEJJiWqHOcp0OmiXRNBLcN7FnH71LwjaXLFKKIZCZklwjQZBZUa/Bv5WSgKveipOYQ273ZRzMTNh7maR1sFLM7fsOsufQNMksr5TqsgifxxQsO1NV7wEQkSOBFwJfwKSLmQFVHcdkhv6giByhqjuzdtg0SSYnMid+E5ELROQmEblpnx4ubADuCz6wbEGqLcZFlsnOX211Elw7jB8z0yrpZGJ0fy7SqCf+ZWDZgrZP2nYca6/ZMGN7CJvOP7f6KWGIJi6MYOz+A1UpZs+hSXYfnKzaZEpUsUpV320JBkBV71HVd+PFyICxo/sf4KciMhz9n4pWSzL3Rr7VO0RkBWDZMHPityhd9qUAx8xbkJiBNM4ZILZ94OFNW5Hbyc5fXYVsQK6NxkUjE18Rk8/Enn1UoJq7bGDJCGNbtwLTlSbtdRYtofhkkdRPo67K7SKYOO+xtddsKMmjYFhbTIlY/E5EXg98UlXvBRCRhwB/A9wVaH8/4CfPXAn8DCMIHJvWYatJZj1GLLsk+vtVZ3vDid9cuAST17Ms60QaN+lZj7Y4ooHOTEEztX+UvhWrmNw3ysCqVVSGd7F383agGHJppqSShnbf37Ra9XOxKmu9cGOQ/LCFkC1muK84VZn2LUArKe9Cb0dHhvxfjMPVDxxzxb2YOXhGxUxM4bSzgX9y3JfvTPFEq0EzXZg/C5wJLBORbcDbMOTyeRF5Maas6LOh/sRvvULVsywktSSRi53km2k7SOrfJ5tWEI1/rbZWDBhpZmDJCJP7RuldZDIv9wwOsQTYu3l7qmosKZ1PEmEkVSKdS0hKnFkSzDRcm4xLMDYmxpViXLflbnNhFpG/w9RxOQx8XVVfH22vO9QDIAoZeUP0ydL+fVGMzAdF5C7MPF5s+WUROS+weS/wyyTjj6qGokcBnhzTvu7Ebz7B1BsTEyraBfldb/P077pgNjPjriWYuGsMoXfREKw8jiXEuyv798ZeT15iCZ1jrqEkk2TEujEneJUO9/V2ndFfRM7CeNyuUdUJK3HUG+oROP8jiJytomzMdvvTVPWbfntV3QY8W0TOATYAuewQWSSZF2NSQX8/+n4mxhPsRBF5h6r+d54Oi0TPvFq/hby5x9yVfdLk60ecu8c3s458u9RoVpqZt/bPmAdMfe0/qQTa+aTjqy7ce51ELKGA2Uaza5eYPajHbmVVZMsrvSyd32s0HvekHNQ5eAVwiapOADiL+WqoB3CniNhQjx9nPbGIvBp4JSbG5RMi8hpVtWaLfwZmkIyFql4TVfQ8Lq5NCFlIZgpY7RmJPgw8DvgfoH0k09vDwMhA3YktXcwkkJmk426z7S3RNJoXLQ5prqxpapakF3R81wMzyitbTO4bZfK6T8ceB9PqtonR/TPKVichbn9SwGyJuYnQ87v2mg01eeEGRgaq0szS+b0zVGMLhiq5nYDajBOBJ4rIxZjo/H9U1RspJtTjpcBaVd0vIquAL0Y1Yv6NsJdvFSLyZxgpqt9quFT1HWkdZiGZVZZgIuwETlTV3SJyKMPxTUPPPKlOSllXzZDPcylOwvGTNPpjCKEREsor1cyI7h/dHxHizOSTleFFNSWW/WqWNgvADMnF+d4/3N/UhIRpWbVLzC6k1dKxz4BdsIRIpBHnnzjovApT85NT/WvPPIDzogh5i0sjz1gAIongyMDhF2Lm5WHg8cAfYOzYx5Ij1CMBvaq6HyAqPnYmhmgeHnN+O96PYNRkZwEfx6SnyeSclYVkrheRr2ECdQCeBfyPiCwE6it9WBB65vUEJxxfqgipyNLUXHZStugfWRwbnJj1nD4R+mOPI6G0STWrNBMan2v8d3OXhYglTtqrDA2GgwwTcsqFUEoxJUJw3xX/WbeLG4Clx9eGbdh5oE2LkqtV9a1xO1X17Lh9IvKK6HjFxKRMAcvIEeqRgHtE5FRVvTkax34ReTpwGfCohOP+SFXXiMgtqvp2EXk/cHWWDrOQzCuB8zApnQWTi+xL0Q04K0snzYL09sZKJaEHLNQ2j3eTTzS+NJMnYLPeSolprrB5YFPLAJCBVGYeP71/YNmCzHU7GiUT/3f1FxS+p1u3GtQ7xbW93cgaGB3yGG1F5okm4CvAk4DrRORETJnj+ykm1OMFGI+1KlT1MPACEflownH2JRsTkYcCu4BMbsypJBORyZeizwyIyI9VNalGdNPQ09sTU29k2k4SQprEkbT6CRFNGuyY0vrOovKrxwPNb+OeI5Q+P68zQ2VokMrQIP3D+dWB9przqhLj2ndrmd0Q5grB5MlCbeG+d1kdeLoIlwGXicivgIPAC6N5uK5QDxeRpxhQLUj2BIzK7Yeq+sOEQ78W5TZ7L9OBmB/L0mcRcTJt03HIvF6WHL+yRrVjpQvf88tf3dh9SQb76ejz2gfXJxpX5WTH4cL1TqtHtZaErAWc/O2uCi1pLGnOA/YclaHBXNKZ3zaPTW0uYa7lMIuT3uxzuOn8c82CZmRx9b1zHVjA2Biz1jfqRKjqQUyW49C+ukM9XIjIWzFxilbldbmIfEFV3xXT7zujf78UmU/6VXVvlr6KIJm8hqfC0FOZb/JtYWwIdvJ3icZF3GQfIpqQNGM9sGxfcQjtc8dlxpKtLk0jqDfuxm+XpQ69S9pQa6fKmhQyDfXWBppraqd6JIN2Ie4ZTZK+K0OLGFi1avr78HQJCluawnW592sjNYKJKRg7nDzlpezuFDwPeEyU+BIRuQQjocwgGREZBJ6GsQcdBu4Avp21o47Of5AG6ZlX9YhyiQbSDPW+ii27C7IltTTEraSaVTo4C4qebJNq2ltYVZpPNnExNXG/QaN12ucS0bjSZ6dLQqEibHH7wFRzXbp2DX0rVgHG1d7OAXFI2z9HsRWjhbIvVgWYURpXRJ4D/BOm7PJZwI8wXm/vEZG/VtVb0jrKEvH/KuDTtoJlqEnaOZqGXuMP7xKNi5DY7G6z0gWQaMOpdhetiHqXjARr2/t9JdWur4dcsgYoJgWJNmvS8ScEX1VpJRubKRemawANjAzExsg0Si4u5irRQHOzSTQLtdLLIEuOW2ly6kUlw3sm9tG3ZIQp710MEU/vopJoAETkPzDapwmMjWdD9H0dcEPgkLcAj1fVMRFZhuGCp4rIGuAjwB+l9ZlFkjkSuFFEfoYxSH0rMkJZPD/DOZoC6Z1H76Kh6kPVMzg0o0zwQIAQLNG46rU4uPtspcispYeTSCWP3aGeyp1ptp8slTPzIk7FYW02dkx+/XVb3TSvy/NcQj0EmWRP6wbCNc/MIvpHFjOwahV9K1YhRzyMw4tXACZKvAfoWTJ9zNTeXdU5AUpyCeCm6O9G4MvO9uti2gvTnmUPAkcAqOotIhJvM3CQxbvsLSLy/4CnYCqhfSjycPiEqm5R1V9l6aiZyPsghaSQrF4poeDEvGSS17aQxc26CFfNZqjTQkTTP3xgRtCmJRyLZpFNN0yuLrI4Xsw22Gd5yXErGTzlVPqOOo7JxUcyVRmsBkL2HKym3EIrZptMPEhPJNm4c0JPgTaZboeqfjK9VQ2uBb4pIj8A/oQoXjKqJZNJi5XJJqOqKiL3YLL/HMZEo35RRDbY7KDtQo8nLvuE44rOrpTjSjM+QuTh7/crQobqybjIEwmfRj7NIJhmIUQ0JqZmIJg115VqoDlk021EUy9CVSQ7rcREiEArQ4tYcvxK+h+xlqnjH8dBJ8LekotM7Kdnovb91MrCKtG4mNq7qzCiOTipHEgz/E8V0lXLISLfUNU/cbep6htE5E+Bk4F3qKqttjcKPDbLebPYZF6Nqf1yPyadwD+p6iER6cF4GbSNZHTSxBTZB8glm1DdehehrMKus8B0/Mg0kbjb4tKN+/BX6BbuRAq1k6l7Tp9w4lLpp3mrtTPhZIho+ocPsGCowtKY+2MRUqEVkeOsEybYrMgzTnuf0+KIOjU1T9U9OSKY/T0DDAC9+6YzW1lykYkHawhEKwtrpBp3PvDtNnMVUWxMcBdwamiHql6LkWjcbVMYu04qskgyy4DzVLWmOpqqTkXpCNqKkNEPmGGbcVVklmB8SSVELPal9EnFJYg4IkmCXbHHIQu5uEiqKJnV/tOqSXfayWJpar6zvHWC8iBvYtFOJqWQ1JL1uKzX1QzXaPdeL161okaCmZq/kMGDD9J7/w5k4sGa46b27uJw9K7brOFyxMycYqVtZgZuBH5AWNUVe5NE5PHAfwCrMRkIeoEHVTXVLpPFJpOUf2dT2vFNxeRkjcRiiSVkmIdaNZhfNjnkQhuSUnxCyVLqNVQwKQ/B5EEWm1CIsJo9gYYqQNp69/Z6i/Qkg3D6mSwr+E40lifZZUJStUXcs5Q3p5fffyP3InQt1jW58oi1HF5+PAB992+uSiS+gurQjq3V99x6ffYtGamqzKb27qqZG9I0G3MIm4CXqeod/o6oKFkcPoSpZfMF4DRMeprjs3TYzMqYlwFPB3aq6inRtvcC52BSJWwBzlfV0Sjl9Cbg9ujwn6jqy9P60EMTNcSSxSAf90KGJBSoJZV6aoenEUxapthOVWvUixDZDB+/fIYLuf87FZHvrAh0WtxJEsHY7e69cz0VsxBNWjbkvFJQ3KJnyfEr6VuxCq0spPcBI7kc2ral+n67LslT+0cZ27rVKTmxj4FVqyLVGVWCObR9RthHCbgI45QXwt8lHaiqm0WkN0plc7mI/ChLh80MxrwCw36fcrZtAN6kqodF5N3Am5guA7pFVYM6wThMjh9k98bpWKCQhAIzCSSressnFb92OBBbdS9U0wKyqX+yEIudILo1BYtLNr5NqTK0iMrQvlj366QUNKEEmT463S4RQtJk/sMnPDF2n08w7l+LEFkU7dGWpG6Gpey86TbjG3vbxvRzbd3K3i3ba7ZVhnfRMzhUJZe4Sq6NYuKwMnYo2bI/OdW5If+q+sWEfV9JOHRMROYDN4vIe4AdQHLNgwhNIxlV/Z9IQnG3uakIfoKpSVA3Do1NcM9NvwXSbSUuYYTIAuIJI659CC65hIglbkWelViSvlskqZ36h/s7qryxP7n99rV/GaX9mXYpT6olE1fqIcu22QC3eJeLehYuSai3Cqwdn2t78xd543vG2XHjXYEAXvMM9I8srgZaT+zZx94t26vON/a69m7ezpLo78ToPvZsvq8wKXg2QURel7RfVT8Qs+v5GAnoVcBrMSlmnpWlz3amlXkR8Dnn+zEi8nPgAeAtqnp96CARuQC4AGB5Tx/bb9oBTJNIHCHsOZRf1ZUEl5DqJRYIr8rrlVDqtWl0iuoH4NgPfiZINEVithBOEsE0co1+pL37v080aerDtddsYMPqtUF3dYBzd/yKDavXArBri0kqYitZLj1heDqA1wkbcLNGGHXgAQaW7eeBrTvYfceeaqCv7S+ksu5kiMipmGj6fkzIyN+q6k+jfW8CXgxMAq9W1W/lPL19qU7CFESzP9w5mErHQTiOX+Mi8mGnJHQq2kIyInIh5ubZ+r47gIep6i4RWQt8RUQeqaoz5N2outylAEf19uvt+w5WCSTOZmIfst0HJxMfuD2HJqu1wSFesnHPmce+AjMdDJKSR7qIM+rWQyxZ1CXthEs0JcKwk7v/+1uCyZrt2z1f2jNQb569A6MTuO+pfceWzu9l/YpTqu2q7+/OsWpNYUsgfjoiKw3ZUIDdm6kSy30TkzWLSved7hK8B3i7qn4jilF5D3CmiJyMMb4/ElNP5jsicmKedP+q+nYAEfk28FhV3Rd9v4jpwpRVREGXNZswhdQeA4iq7k7rs+UkIyIvxDgEPNmmp1HVCSKfa1XdKCJbMHWub4o9ETAxpWx58GBqny75JBFNEsFksbEkEYtLHEUlgczbvpvUBpZoSsyEdVd2VVDuc9homW8XRSRw3X1wMqhJSLR57hxjaeTm7xLIDOwcqx6759BksE09DjtthgLWNXgJ09UvnwFcFc2Xd4rIZuB04Md19PEwjAOWxUFgVaDd/cDvvG0rma4pc2xaRy0lGRF5GsbQ/8eqOuZsXw7sVtXJqJb1CcBvi+7fJwp/hRNSgYVcje0LXU9amKxSCpAY9V50nq9Ok2agNhVNK7NVdzJCBAMzvSLTAlZD6jT3GYhTxSWdI6Q6i3NKCKm1XY3EnkO95v2M0VSEFoqtIJODU1McSAnpP2zWzueJyMedzZdGWpgs+HvgWyLyPowdxCahXImxZVtsi7bVg//GSCQ2f9mfA6GUM68HzmhCK/wAACAASURBVMYE4f8SQETuVNVMVTGhuS7MnwXOBJaJyDbgbRhvsgqwQURg2lX5/wDvEJHDGF3jy7OIYVlhH8gspALxnmBpxtSsK8gi4kEaIZgkQ3qnwF9Ru0TTCaTTalJ2XYBDRnT7zPrEE/cMx7kS+/c9iaziHEj8cyydbwjDV0f78DUOSaTRBdLJ1UkxhiLyHUzyYR8XAk8GXquqX4pS7X8CM9GHAijrcmVT1YtF5BuAXQWcr6o/D7R7n4hcBXwwiqN5W94+m+ld9rzA5k/EtI0t79wI7MMN6YQCYdVXUZNwPZ4urchI7E4UnSLNJNWm8f9vFtl0iptzo67EfuqiuAWO9Tq0cNtlfXb9TAnu+ZZXeqvv4NL5vUHbyVyCqp4dt09EPgW8Jvr6BUw6LzCSy9FO06OYVqXVM4afAT8TkXNDBOO02wY8W0TOwYSh5JqYurpoWQiu1OI+1JBfQslavTJJgslisPcj3vMQUZZjaj1xZrbrJKKJ82yKQ6hNvbV6QoTSTqkviWAGRgYY2zWWmDnCR5KKNfSc5lHJ+s+Ne98WDFVqdDoDIwOwZU+u0IA5hruBP8ak338SJkckGE+wz4jIBzCG/xOAn+Y5sYicF9j8XyIyD0BVrw7sJ9p3TSSBHZenz64mmUqPcNyC+dXvcaQC5sHOGqOSZZWcVTUW12eS6i0ty3JoXEkTZLeUK/YJJitZzCyzna+0tR8Bn5RcslVZjJPuhV2kxBFAXC44S0z+tqRjsxCNew9WX75+hj3H1xCsvcYk8r1iZHWssb5RuFqMKh4Mt+1AvBT4t2jiHycK2VDVW6MyK7/GeOe+Mo9nWYTPA98EdjKtfluIcWFWIJZkojEcEJHXY9LKZEJXk8zA/F5OWmRIJouUkrYSdV/mpDT+jSKOROJW7lniRULHuteT9xraLdHs2XwfEJbU/PuXlBzUbs9KWJ12nxavWlH93029k2VREZJO6iGmOGSR7PwFjiWYpCwFWZAUihCrxbitoS4BePDgJHvHDye2OTjZWMS/qt4ArI3ZdzFwcQOn/0PgEkyizI9EZVzOVNXzQ41FxH+4BThLRIai8aTqc7uaZOZVell52vRL2Kg6I4lgQvEISUgaS5gQFlXjQnxSCdW8MePcNyMdS5FoF9G4MREWcbYE9z6HSh5kgZVeQklS2wE/K7HNyec+I/a7i8qQn1U8Plmqfz8tmcR5NCapWdOeE0ssLs644Xp2rTgl1hEgyUEgSyond9FZHXsBJNPtUNUbRWQdJk/Z90TkDSQb8o/CSE4fj9oJJkHm+7P22dUk01vpY/j45ZnbF2kkzlrTJG3ScyeKEEmECCapbHQcIfkI3YuQ/aHVCSFD7rlJ9WR8FVaaVBMHX13ZbqKpDA2y5PiV9C4ZYWDJCJXhXbFF9iz8fW7uLndB4kpE/iIqC7mEkHdB8sMnPJEFQxVOcraFXJQtWbipaOKcdVz4jjudXNiv1YhqwfybiHwB+NeU5qdhnBAuxLgx3ywiB1T1B1n762qS6entCU60M+vEFO+BlCUGoYgHe3zXA5mJI42QalfB02NrtzuwRdrE7q6yXTVayGjfqmtqBvm6ebssLNlYhEqIu20n9+6iMmzOESKnUD2louCT9MZz1s2QZs64YTprlFWdhWpXnnHD9fzwCU9MTCzrv2/+b18STBiqejfwHBFZkdBmCuO+/IXo773k5I2uJpmpyemgqNALU8REY1+YPAkHp20stROFzcdVW4Jg5rj940IVPO3fUKbZuOyzcYRsbRbtXMH7nlRJtoCQMbropJ9ZVGfNku7sc7t383b6RyJVWUQYvUtGatLegyGcXq+8sPt9wNtnCSiueF8Sku6HlWZCxv8Q0VjYVDihc288Z10NIfn73N+8MrSo+k6UKYly4euklFJ23Jj/DJNfMjO6mmR6ek1ZhKwPVL2xFWneXtPbk20iWW0mcddjj7ck4pNJPanNLem5RNNuZMnJZonGV51lQZ5rbNf9mBjdz8SoSfroLlps7ZSewSGm9o9WJZqQZOMTj7+9wvQzk7bat+9Mlvozqy9fz9prNgSJJg5Jv10cQbnbTMkII7HZTzNS/e8/OMme8UOJbQ5OJmcE6ECEgjyDUNWvY0gpM7qaZPIgFMjnI4l8GjWwZyHCuIj2aXIMOwbkWbWFxj7zfK1Vn4VKB/uSY1Ich++BluakUYTU00wb1erL13veVyY7sV3xL971AEuOn4488SvAgpF8klRqFmmq2OlnLvsCzUqlRUrGPkGFSGdidD97t2xnyXErq5JfM4hmFuJjcTtE5FHR/pXAN4A3qOqeaN9PVfX0tJN3NcnIPGMcdCfJOLtDFqTpdLOQSx4ySdtf7wsaIqjpfbXj8x0PXKmm2QilMHGRxejsqs6SqkPmOWcnwKa9d7FgqML4nihv3sjiqsorhLjtFnHHWtKZlnBq3616tAEh1WNS4bksSJKKxnc9wMCqVVSIv84SICJPAE5Q1f+K8kcOquqdXrMPY6pp/gR4CXBDlCFgC9CXpZ+uJpmeeb01K7E4jysfaUQQ52Kc91xZgjnjVntF1btPM4K60lEr9NihKHbrUeZOrK4HUdXAGwgmhPgYDwvffpMUY9IJ6sK4GJIDoxOs27SRTeefW12xN7pSd4933yWfbMB3s88W8BoXZNzstEAAfSuPY2r/KNlzIswdiMjbMJ5jJwGXYwjjSuAMr+mgqn4z+v99IrIR+KaIPJ+MOcy6mmR8JLlwNgJLMPU4F6R6TCXELqRNnlmQ5HVV62HWOoLx74klmBoX1kCJ7HrvR1rUelyW7HYQTtIK/dwdvwLMGCtDg5kN3FndukOEkyTZmHPnV6cVRTC+3cfW0ekfWVx1jrB/s6gO5xieCTwGk7IfVb1bREIraRGRJaq6N2r3fRF5FibXpF9rJoiuJpmpw5OZiaTWoyv7w21UR/HkkkXUzyqVxE2ieSdXVyXkj6+I4MVGECLVsV1j1YSJYILtdh+crBLNgaiuiA+/jG+ePF6h8YT2tYpo4lL4W2Kx2LB6LQMjA8HA4TTU2vziyakytCjzexWnTss6lrT3x7W9xBGw68Jsx17ZvqXqyl2qy4I4GEX7K4CILIxp925gNU6JAVW9RUSeDPy/LB11NclMThziga07Yvf7toW0Bzo0oaSpvOpVa/mra59I4oLPQm0tQraJkNEbpq81C9EUYeR2jfu7N09XcQgVo7pvYrJKNBZLvfvhE4w9V1L9H4sijNFFZkPwCSZ0bRZ2n581OSsGli3I7GBitiXHocUFE8eRWBZyiXN1jmtrXZmtR57tP0kDUS/GDmVJK9MV3mWfF5GPAkMi8lLgRUxne65CVT8TOlhVf4/JsZaKrieZuInefQndFXMc6kmrn+W8SYgjliwrcndCtf+HUoIk3RuXaKB5QWuuHWb35t1s3znzfvkZeS3RVI9z6rWnTcJJ9y+UCy0pk3WzpRlLMLs37068LqCmVHHWxU3SIsNfQDXTPpJ1sZdEMCG36Lhzmu/35Rtkh0BEno0xtq8GTlfVm5x9bwJejKm79WpV/Va0fS1wBbAAuBZ4ja08HEJUJ2YdJublJOCtqjrj5otIL8bgfxTwTVX9obPvLar6rrTr6WqSOTwxWV0V+yt/dwK3+5JKL4dSl6QhTfoITRpZCSTpe9r2pJQsMJ2WJZSSxU3WWcSk49phdm/ezc137avJvBvMlhvBJ56qGi0hOSKEC3ll+X2zlEIoGi7BpFV+tHB/9ySVYah+TFrRMh9Jnopmf61bfVK2jSKkl7h4mRD5uBJzl+FXwHnAR92NInIy8FzgkZhU/98RkROjTMwfxmRr/gmGZJ6GcTkOQkTerapvwNSH8be5+CimfsxPgX8XkR+o6uuifecB7SMZEbkMeDqwU1VPibZdhBGx7BLjzap6bbQvyNBJmDo8Fa79vXOsWhgJaierUA2LkxbNj/VaivNochGnuolrG0dAjSBuBR8auxvEmEQ0RcFOpN//7eiM38pWQHQn1STSiUuOGIJ7T7J6oNn74hNOs4hmfM94fP16B1eMrK75vjTmmKUOweaRbCGeBLKoVtNsnkWpx9LOYcnGXmfR71kroKqbAKLqwS6eAVylqhPAnSKyGThdRLYCi1X1x9Fxn8KUU44lGWAd4BPKnwS2na6qa6LzfghTe+Zq4HlkDOJspiRzBfAh4FPe9g+q6vvcDSkMHYvxKa0xGNsqe8N9vTO2JeH2fQdrEvW5CElE7mRez0PcKQ++SzRQvDeVlWLG94xz8137UsvpWqKJ+83c3zULrGotzmnA3R6Kt/HVaM0gGuv0EIJv9E9bLLlIIxsXaYXvGrFhtStNUf9wf9VjsU3F0c4TEdfGcamqXtrgOVfiGOAxlTJXAoei//3tMyAirwD+FjhWRG5xdi0Cfhg4pFqwS1UPAxdE7s/fAzKtRptZfvl/RGRVxuZBhgZ+nHTQxJTym/0Hg6tjV5LxEVJFuN5MaZJGu0nCjs8dZz2eVRDOaFyUmszay350871sefBg6jGuCs39nhW+lGOfgzR1Y733rl6EMhyEpLT1K06pEo3/nIeeYZ+EfZJNs0mmqYjjnA3qId4ipJe487qqs9D80Aj2HzzM7gPJz/LE4SmAq1X1rXFtogqTRwZ2XaiqX407LLBNE7aH8BmMhPMvwBud7ftUNaRfvElEnubEyqCqbxeR7RgVXSraYZN5lYi8ALgJ+IcoRUEcQ8+AiFxAVClukHgiSVs1JyEUo5EFeUgtL/yJ0H7PO0Em2WhCyOtB5dpg8hCMi7Tf1CejLAgRl92WxVkgJM3U62HmBp+6K+04deB7B0+MXUi5CEnykPw8+wSUVinTRd6ccRbNIhj3/BvPWVdVxXYiVPXsOg7bBhztfD8KU6p5W/S/vz3U715gL0bdhYgcAfQDgyIyGHmNue3/OmrXj5GAnoAhsBuATOnhe7I0KhAfxtSHPhXYwXThm8xMrKqXquppqnpaP41P3iF0wsNZ9BgGRgYyedAVpd4Y3zPO12+8OzfB5IG9R/az5cGD7Dk0Wf3AtFrJvZ/3TZiJPe4ej+0aq/nY66nud+5RKINB6rg37+aOTffzk90H+M3+g4njtSWK464/Cf653I/FgdGJGkkvdO3+PovxPeMzPmloNsG0up8WYz3wXBGpiMgxwAnAT1V1B7BPRB4vxpDzAiBOGgJARM4RkTuAO4EfAFtJtuF8CmPO+A+MGWQ18Mksg26pJKOq99r/ReRjwNeir3EM3VZk8WRKQzOkGIssTgm2XRKKyuflSjE/uvnethC122fc7+dO2r7k4MepWJtGUaUFNp6zju07x/jJ7ngyd8dXzz3cc2iy6jwR8tDzz5ukUnRVsxZZC8q1G3+zaxM/kVXtHkZuiMgzMZP5cuDrInKzqj5VVW8Vkc9jKlUeBl7p2K1fwbQL8zdIJgwwXmGPB76jqo8RkbOIpJsYnKSqj3a+f19EfpHlelpKMiKyImJdMGkNrGVzPfAZEfkAxvB/AsZlruVwo84hmwosNJnVQy7ueULH1xPLE0KWgmt54K7mx+4/wPabdjRVgsmDkJqp9n9j11warehdaWd5pbfqqWjRyAS68Zx1bL9pRyzBFEnKrurMhUs67jMe97xa8okLDvYXOaGs2CXyQVW/DHw5Zt/FwMWB7TcBp8w8IhaHVHWXiPSISE+ULubdCe1/LiKPV9WfAIjI4wg7CsxAM12YPwucCSwTkW3A24AzReRUjCpsK/AygBSGbhlC3jtxLrNZdOQ+GvFKiyOYrNJMpj5yEkxIVTS+Zzxxld4OJE3ehgzn13gj2vZ7DpkYniKkUUsw195TbMBjmjOAK9X4cG1AeZxl0rJR+O7gLpKKl3UD9h04zO79KYb/DB6tHYBRERkE/gf4tIjsxMy9NRCRX2Lm6z7gBSLy++j7wzHzdSqa6V0WEr0+kdA+yNBZEedt45LEfROTNZNIXoRWgS7iDNL+i5iHYBYMVRLrmI/vGa/ub4Rs8hBMnB1i7P4D3LHp/rbbs/IiTupyHQ2CXigZsPGcddUg1GZLd/U4RPhEk3Zu//whwkkjmlYiiTjnOJ4BjAOvBf4KWAK8I9Du6Y121NUR//MElvaFI8aXV8wK1J2kV0b69tv3HZzxwmdd8YW2JUk9eby/3Jc36Tj3pXULdcWRTVqcRBziPKdWX74+VoppU0xC07D74CS/iVauLtG47rwhL7ON56xjfM941cDfafCdCfzFmA8/xU+IyHx36aLUu/Viw+q1te90Z2hwOwKq+qDzNdaAr6q/a7SvriaZXhFOHKzGCgUn6YGRgepEbFf+J0V1S+K8dpZXeoNSi7s9T+R5XvipQSCs33aLQflkk1WqadQGMxfgEs1SJ0+c/W0Gli2oiQvatWVPcCHTaoQWTaFn3m5LeqbzZltIQhaVWVyOsqyqNnt8zZhLkqlCRM7DZFg+AuPdK4Cqaia35DzoapLp75GqtOIjbnLuH+7n3B2/Yv2KU7h938FEosm6Pa5tnDSSFkTprwDT1A0+URSlQsuL/uF+TlpkSN+dYI9bOL9K0O2eeOvF7oOTVYlk6e4DRhUbOQXYe5zmNdZKpBFMs1RIaTFHaUiqp2P357HpLJ3v2NQeTG47x/Ae4BybwqaZ6GqSmVeZx8hxw8DM+u5xE7N9QBcMVVie80XzVQT+i5pV3RW33yWXrB5goVxSttqmSzZFIU6KqQwNsnjVCoaPXz7DxWVidH81f9nynWPBNEBF2s6ajem4nGhDwcb8RuHet+G+3kzk4ueQi1MdJ52nXgeJNGKJa59GNu6zPzAyAPfkH5uPfeOH2ZVm+D/cFan+720FwUCXk0zPPJkuzRtNrGmrfqsrh2wvRVKbNAN/CL4qK0QC/jW4JZqTCCauRHRSkFxcvEfeSPbK0CKWHL+SvpXH0XfUcUwuNhkzeh+4h4nbNrJ74y0MLFvA0oTSDH4teDfDto2M72Ty6STMdNXOf5wLm0UgSWUWZ6sJLfxcYskSxBl6r+OkmppqmQnq5jmOm0Tkc8BXgKr3hqpeXXRHXU0yEK4hnjVqfcFQJVcKmTQSySo15FWHQbrtxBKMTzRZiDcP4oz+AL1LRph33BpGh45j275D7B0/zLEjyzni9CNZNjhE/8jN1YqLtqxvZXjRjHNY2JK5E3v2Mb7rAR7YuoPdd+xh15Y9/GT3gRkTolXLFZ2vqptR733wvclCauU4wvHrG1nEOQOEYm18xBXi84kmJBWVBBPEYmAMeIqzTYGSZFz0zAtnxXFX/hYz6oFHEkUScbhJKP12SYSS96H2yTGdUOJrvfSPLDblZwNk0yiSVGVgSEEmHuTAYeX7d+5i9/6DrD16iCccfQSLTj6DJYuGWBId07NkBK2EK75OVczYeytRbZuJ/QxN7OMhO3/P+G0b2XnTbSz45u1sd1Rvyyu9nLB6GUtPGOZRngG+lH4aQ+je+fnR/HibvDWQID2PmoXvFh2nbnPbtKqMdrdAVc9vVV9dTTJTGXWfcbrbtFWVn4SyXvtG1gc8z4sQssVY6SCOaCzqIZwkjzJLeHs3b6d3yUaWP/F4li6YzzU/N5mBhvv7OHZ4OSMnP8n0f1g5cFgZOzTFQF8PC+ZNp647cNikrBs7NMWBB83vu3d8EUcOjjBy4nEsOvqRrFxpAo0HbryLldHvtfT4pRx52rEsXbuGnsEhDm3fwt7N2znBkX7cZJSu+3lJQtnhxg65BeeS4m2yeKa5xJQU4GkRir/xa8rUnKNNJQc6FSJyIiaX5ENU9RQRWQOcm6XSZV50NclA9hxS7oPnOwlUzxVT4MtHqHSvC/cFyCKVhBAnqbjtK0OLUuuX2zbT9dv3Z7pfeTMMV2u3b93K0KN3sGrooTxixWJ+eMf9ABy/fJAl/dOP2517zL0+ZniA4f6+mnPtGT8EwN5xk1Z99/6DLB2cz2NXLOHY4eUccfIZrNg/Cvyw2u/iVStY9sf/h56Tz2By0UOo7LuXFY+7h2XbtnDEr25m58bba0p1WxuQdUjY7jkklKSTDnuPslQ2rSf2Ji3WJiTRNDubwN4DB7lvX7INabw7Iv4/BvwTUfVNVb1FRD5DhkqXedH1JBNC2qrFdxLwiSLNZuLHp2Sttw5hUomTOOLPsSj4f1L76TK502RTNCZG9zP+/9s79yDJrvq+f369M/2Y6Z7nzu5OdiWPtLsgAxYPgYQLjCkQz8QlkIFAxQYHKpQpXIaqODFYkCjGTmGVgXKFCmWFh5F52TFgKKNALIxDMEggsRIIayXtshtpVrOveXbP9ExPT5/8ce65fe6de/s13dPTvedTtbXT997ue073ved7f+f3OPMrqItPcO2113LTNRMA/NPjlzk5t8JULu3foPOFEpPZJI/n0kxmk0xY+U6GhUKJ+YK+qadyaSYySUbTA0yOHyR13Q1MU/XbDB4+ysDR61nOHGA+X6ZYHmdycoqpqWOMHznK0IwOPjCkJ0dIjefYWMxz6PkrHDk7FxAhqBbLbGbKzY7Oikpw3I0w4t3EFpp25dKEp6ebFRp7H/SeT0ZE3gjcjq50fKNXlwwReQXwYXTBvRLwH5RS/+Dtu4Fqgcy7gfcopeLWlAEYUkr9MLT65rayMu2gL0SmnjUT8MV4x0UJRZy4hD/bDNTGNxLlAwoTZ7EYkTBTXY1gHxt2pMcdY4uRsWw6ITQAW/klphJFXnhk1N924vHLzHqhvuterkyxkPTFBmAqFxwMbEECOHWpoEUmM8DU1DGSqWFkYxWVGqaSyrGcOcBsfpOzS0WW18uMpgeYGctw5OD1jKaGOTg9w1Z+CYB9uTESo5MMAZXleSbmzuq2e6IF1YCD454A2dFuEB/CHuXnC5elCfsm7Oi5qM/uRRpNXm5Hbbg+42HgVjwrw+IyOrflKRF5FvAtqpfWJ9DrbN2LFplXU7sS82UROYq3pIqIvAG9/Erb6QuRaWT6p15uSdzx4ekpGzOQ60E8HzloVwUp3uIIC0RqPOc/ZUdhR2SZ48JRWs1ST3BqRZX5bfH6WikskVyZY3LsKDNjGU55IrK+WmJ9dTPwnvXVEsWC3j97vkAmwqIpFkrMFkpM5dKcWVzT02vjGTJjR/1j5otbnL9U5OxSkVOXCr4wHT+U5ZrxIW6YvpapkWkSG7qfCiinslSSwySmVtl37CZkoxC4ITIbedTFJ5iYO8vW8jzLp85tW8s+bqXIuIeOWteqsaTMtG24KjRsr64cVw5mr0z5mfJOcUStQtuulUp7zYIxmPyVkJWBUuqE9fJnQFpEUsAEMKKU+oH3vruA11FbZN4N3Alc561yeQZdw6zt9LzItOIsD083hZ/sU2PZuhZGajznh9sOzehtW8vzkcIQJQD2cXFhvEMR4bz2/kR2jEphKXCcvd0Q3p8aD7Yz7LMxNOOXMe8335dsrJKtrDFq+VvWVzdZK1gLZBU2GMqmAsKzHlERwOy377DF9U3fl7O4rsOljbhcyq/7InNyboXrpkdYXi/z7EM5JjNT1fNvVGCjDJhBLRRBmJ1icv8xBq66QGrlPIOHTwe+VyM8gDUdaULJ89726vdprqu48G2oWk/mM31flyda4SmgcGSiPd1ngh0eq5M8aNMuYYor8RRFXBmkqOTk8NT0HhaSW0Xkk9brO5VSd7bx838dOKGU2hCRw+g1uQyxKwtbKKXUzSIyDCSUUnlvIbS209Mi02gI89D+TKRw2Dd5WBzMvqi8DbM9kR1j8MhRPxRXNlaJmz2ueO/1p2tGg4OVfa5Edizw3n25scA2M9Vjf3ZidNI/RyIkKhWr3ebz940u+WJjotH87yIkNBCfnBm29FLjuW3tD1PKL1h/b9+fzE0wlLXWLClseO+Z5gR6Gm1hOij+YXEpFkq+YJ3w9i0U9/t+HWBbwAFUgw4AZsYywACTuYMADBwNhlzLxmpAeLaW5/3f0Dxw2N+r8QOZa8dmX06/TgNZ7xoJCxpUr9Pw9bkV+o3t3KLD956LDB0OD/7GB2VH4cWVXbIJW1XhacOdJERGlYVqhXaFMDeS8b++WQH4ilLqP8UdIyL3AIcidt2mlKq3quUz0XXHTI5LwysLW3wZeF6oUObfADfUeV/T9LTI1CLqorKnOtKTI+wbnWRwegaAwfxS4Fhz05sBu7I8HznQb40cQnnTLmvl4O9aLCsyA8LQgJCYWtXTMRu6DbKxSmV5nq38UuyAY86vUsMMHLja31ZJ5SinqoO7jBxiC8DLsreHBZXKIiPBa3lgI++ffzC/RKWwFGHdBKfPwlNlUdUGzHfqtzM5zHI40S5rrPug2ACsL1/y/18B0qNTgX1rOf2+9dVSzak1c4yxnLS1pIMIrpse8QMNli3BgWo020Qm6b/OeA8yk7mDbHliY0iUVkmMHPK/T5vK8jz75s4yNBMUn0R2bNtDgo1KDTMYsw8g7T1QmGMrqRyJje1KnQHUxSfYn1/iwA06Cda2jAy2dWUnvB62BCdM3GqbsN2/UstpH06kbkeYca/kwyilbm7lfSJyBL2g2VuVUqe9zbPo1YQNsSsLi8h16GWUR70imYYR9DNO2+lbkalHajzH4PQM6qpnApCAwM1qEgLLqSyyUSARuvlVapitVI6t3EHm1yvML5ZYXi8Hwm8NM2MZrh3PkMkMMZQ7SKK06n+mLR5RmHMAvogVywoq+HkmDOoby843sY9jMENmQPwclEzmgC98CU/41MUnGMwvMVRYCvgfwoPSyMy0n4tiD5ZmwDOUU1mezJc5u1Tk5NxK4DOGsqnAtJlNqbDIhic+pcKivz2ZHWdl9lFKo1MkPbEx1k56eLtFYk/BmXMtXihwolAik00ymU1y3fRIZFSbYXF9k9H0AMVyhbXNKKs5xdBgxv8+bfaNXCDlWZfmQcZOQK31mGknqdrfKQDeA0XgwSZzAIChAQk86AztP0aitMrY0etRF59gy3ugiLLI9+XGGJo7q62tsXMsnrrESuPG/wAAHaJJREFUwqkFDrM9SKERR32UXyU81RUO9Y8SiGaFJzyD0U+IyBjwDeD9Sil/VUql1JyI5EXkhcB9wFvRyzdH8XT0GjFjwK9Z2/PAv+tEuzu5Muan0Z25qJR6lrftr9CdBN3JJaXUc0RkBngEeNTbd69S6rc71TbzxC0HrqbsiURmQBiKGczD4gD6Ji8khpjPlzlfKAUcznZU1HXTIywcyrK4vsnMWIbMQMIbmIb884WxB4piWdUUsFpTP1Cd/onaP5oeJDMwyeTYAYb2H2Nf/oL/VD54+DSb504HpnwmbriegRv/JRcHp5gvlv02mfaYaC4AyvDQ+WXuO7PAvDV11QwbIUvHYCweY+2Ep9cMYSGzhWfWC4+ezCaZ8sKogW2ic3apOmjZ3zvo/o6nBwPWEEBmIMFk5gDZkBVpAg1AW0GAfz01gvKsVyMuxfUKa5vVhOT50PHzoK+1saO+4CRX5nwr1mDEbxAYQgeyDO0vsL4YtEJaqewdPja8yFl4yQQHiMjr0SIxBXxDRB5USr0K+B3gGPBBEfmgd/grlVIXgXdRDWH+X8Q4/b2puK+JyC+bQIFO00lL5i+AjwN3mQ1KqX9t/haRjwDL1vGnlVLPaeYEsm9fQ5FiUQxOz7C5/xhP5ssUvcoBZmqkWK5sG8gnMwNkBoYYyg37Gevzq9Vw2VOXCpycW2H2fCEwoJ6MOb89ONnnheBgtri+yZnFtUDOiI0J+52MeSI3A6k9eNrLx5okSS2Akwxlp8iMCUOHn02ytEpqo8AIeoD7fxspPnfiHPecuM/voxm408ODjB/M8qLj+wPnPvH4ZZYurvrTVvWIExazPW4/RAuNwRYc0+ali6ssDg8yO5zkyKHsthDqhaLu44IVRAD4ojSRTXIG/Om10fRAIHR6MpNhMle1SowwaDLeg82wLzj1MAJlV0woWlUvMhE+Si1CCc+K1YKTrayxz/IjAr6lA/ohbGMpT3o8aEXUCvWPyxWzRSYc+m3XDVybX2N9cahjjvxWx4luoJT6KnpKLLz9j4hJlvRyacIF0GtxQkTejZ468790pdTbm2ttfTq5/PJ3PQtlG6Jj894EvGwn50jsS2zL/4jDzDunxnMM3fRKSoefzZP5Mo9c3n6Dm7l5wzXjQ0CGycyAP+U0X9RTQbYAmCd2M4iNHRgODP4myx3gAbMIVkwSomG+UOLk3AqLFwrbwn/T3gBpk8kmfb8EaN9EejjpTxGZzzSYJMnjh7L+YGnQIpj2RPQy95x4irMPnWLl3GOB45LZcUaOaAP1n6ztxUKJpYurLM3p8PtSHn+qq5RfYH35UmBKLF5A4ikVFkmPTnn+nYm6x5u22IxNT2s/T4zYmICCxQva6rCPs39fc82YhwfbyjCCYEQI8K+nzIBVkn4gyofrWbe2he0RJSzb3rtpl19KwMAQ2ZFp9q3M+X5BCAYapMZyjB+rXyHCzjsLT21FLaAX5eOxky/jCmE2Q1S6QrMJz3GUiuXA/RXFVrn7oeMN8JfoZ+BXoZdd/jfo2aS20y2fzK+g1zN43Np2jYicQM+CfEAp9X+j3igi70QnHXHV5Cijx6qReuFoHoMRl/R1N1A5dhOnN1Kcn1vj7FIxICaGqExzY11kBhL+YBG2MHRE02bkU7sRDjsKylysYQd2WCQWLhT8Qdnvk+cUN1NFUT4O41g3xywOB8OJARaHB5k/mPX7CsEkyKIlnEtzc5ECYzvozUBszrFW2PDFJJkd9/tg+152ih0wkLZ8NmHM92G3wX49cuTpLF1cJT08SNoSb9tqWytsMHEwGxthFH5oMAO8uWYW1zcD4ddaJKpCERQQ2bbNZmgwERKQ5jF+GptwnpZ9T5nQ7CiiEnzDQhPlz2k2L6aW6MWlH+w0j6wPOaaUeqOI3KKU+qxXUuZbnThRt0TmLcAXrddzwNVKqXmvPMLfisgzlVLbFMOLNb8T4IZnHFfp66oRd8ZxbTAOTTlwNVsj05zZSHHv6WVOXbrsDxLhaaZwKCxUM82hOr93dqnIgmdlmPdF+R3M55iBe/Z8wZ8+WpnVLqjwwBiOulo591hgQE7lJgKDdml0KiBAsN1pXrKEwN/unXPxQoFiIbktI98MqrbAJbPj2z7HsHChEBA821rZyC+0TVRs7M9NhcQl6jsNCwxAfu60/38qN+ELZ1isSvkFkrkJ1lc39YNANsml/Lov0OFryZ7+DPuu7GPiprzWgoarz9BgIvLvRgTHTJ8NpYeJct8nsmP+fZNGi1AWAmHaUblgRogaqacX6Iu1PHqjPpla6yiNHjscCGZwxGKuriWvesB5YKYTJ9p1kRGRAXTJBF8dlFIbeAvnKKUeEJHTwNOA+2t+WDpH5dhN/svERsGPEqukcqhUlpXEELP5TR46nee+M0/5omBCWW1sgVm8UCA9nGTe235mcY1lazrp1KWCX/yxGja7aeV0TPhRT7NWWO35U09sEw0zyKVyEw0NxLZ/wgiOvT3q+LDoGIay037b7D4A26ynWphBvJSnLdNgrVDrPHY/7LZFfcZGfiEgOGHMdzYfmtb0I9YySc4uFRlPD/qBF/ZUaS2WITKQwMaPKmyRtU0d6JJL5Rg8cpTNWX39mWhBEymoUll9T4XC7sPh/iYEHgjkXaXGcn4ljKH9mcgagKmxLKNHDweSm/12nj27bWaiViKrSUlIjE5SnjpGORm9lIQDgDtFZBz4APB1IAvE5vXshG5YMjcDJ5VSfoaqiEwBC0qpLRG5FjgO/LzeB61vKU6uDlo3oWd2p/TFen6+xNmlBe47s8AJTxAy3kAQJiwwtv/DWCG2TyPKT2JbJwDroWz28yd/4gtKFK0Mxo2+J3ycPXiaNrYiLhA9gO+WsISxz7tToTOCYywk852Z78kW5vTwoF8eB/CDAqA6/RoXnBHGnk4DwBIdc63vdJpsvrgFXgRcYuSQ/2BW9qImi2XF2kZlW4i2CXsHtonPVn7JTzK2RccIxciM1x1PKIZmZhicnvFnGuxcs2xljbFnzwVCr4GaForJWyvlDvJkvsz5+TX/uwwL95WOUspUI/gucG0nz9XJEOYvAi8F9ovILPCflVKfAt5McKoM4CXAH4pIGZ1L+NtKqbqjQn6jzHfOzPsO66hooPlCibmfLzJ2YDjg1I264W0/CVQH39nzhcBTa9ihbbD9FenRqW2Ddi2B2S3CT+e2L6dZcYkimR2vaSnsBu0WuLBwJbPj25JFjd/LJH2Cvsbsv22/VzMERCdisGzE+R/FfHGLohdOT+aALyznC8VA6PtoesA/hwm/1yf28q1Kq4iVlGrnBg16020G21raGplmJTHEfHGLR86tcmZxjsfPF5jMJjk2leWFR2a46hk6tN7uYcXUnAtF5VXQEXgmoOeBJ5cioyt3QmmjXDccf2uHDwC7gYj8V+AOpdSS93oc+PdKqQ+0+1ydjC57S8z234rY9mV0mYOmKGyU+b5noUDQUQ1BR23YuR523FYd98EijsbPsHSxekGH/RRRT+8r5x7zB/N2OrmbJeynCGP8DO0QmH4nHEZtPzTYvpyFC1pwzCOIbeWY3CnAXycH2P6gZFUeAPyotG1WDtFTbDa1RGi+WPY/H/CDYcyD2kQ2GSjFA2yzDDIDwaTUxFT1XklYeWWV5DArJvy/WGZ5vszZpQV/6nnu54v+g9uhY1fzr148w83HpziUDU6jFVcrsFoC7OAJs6/kB+WYh0yID/G/gnmNUuoPzAul1KKIvBY9fdZWetqGLG1WAs7qoE9EE3behvNM5gvBSK5wEUcIhr02OjXUKUd3o0SJS5zTPiyYtZz7hvm7bwNg8rV/vINW9g+2L8cQDiIwls5J8JNAzZO2HX1osAfGiWzSF56opFD7/0YxAQcm18uIix1ZCcGQensa0N/miZARv9GACOprablQZnF9ORCRCfjTzgsXCqzMPhr4/u4Z1pagHV5vL2Jnn99moVjicW/2wcxMzBZqWx9XIPtEJOX5wxGRDOEKsW2ip0VGVVTA8gj7RMx0hokGsh3wUUQJTK2opG6KSDPEiUaU5VJPYIy4OOpjC09u+qhfEmd9dZPigeGa9dfMdnutHVuMDPWmgUxZHIi2aJbXy4FkYjMwZ7LJpvxIUdF1NsaPac80QLAKw8iRp5P2IiX191TaVpLI+E3tc0VNQYYfJlupONHnfA74toh8Bl3l6O3AZztxop4WGZuwBWMwkV5h34MhKqcirnBjrwhMvSmyVmnEeum2P2avkp87HYhYWys83Z+GtfOqzN8mX6dYSPqCU8unE7Zi7GrSZl+xXNlW1eLsUpH7ziz4FoXBJPFGWQBRA3Y4KTh8fHiWIVx/rvr/NEzr6D2Tq2QLjREpO8giSqzrJUxe6Sil7hCRnwIvR1dx/pBSqq/yZNpGOAs+sM9K0jMY/0hceGrcZ+wlgTEiUqsdjfStGRoVmG5/N3sdY91EibHvw4vI0Zm1rAuoWjjm//AUWvi1v93629TbOzm3wtzPF/0HMTPgx91bUYm/4aUZDPZMgJmKTYdytqIKnBqMVRWurm0i+gxRwmdEqp1WzOZ6ueaYA7BV3vuOfwClVGyNs3bS0yJT2VI1q/k2S5zje68ITNhCsV/bobbtxglM+4nz44H+LkcOPw1jgVcHfT1YmvwtO3rNxq5isVAsBfK77O0mmXjxQiE0E1C7YoLBFsLwTEKU7zIuyTWOagBP9PRarcE+PTy4rb5eryAibwRuB34RuNGrS2bvvxr4Z+B2pdSfettuoFog827gPUqp2GLfXpn/PwEOoC0ZQS9k1vg68A3S0yKztVmKnCKrRXgwrhdRtZsCEycSjQiIvb/dVgw4B/9us758yS+TYxZ2s6eY9ABaDQ42fopa0VS2P8f4X6Jq4tW7p2pNMUdZ/uZ6jBIY85DY6HINQEMVt+N8qz3Cw+iE9T+P2f8xtlsgn0CX27oXLTKvjjjG5g7g18xSz52kp0WmslX2b8Q4Wi26uNPPaCc7sVAajRZz7B3iEkqhWiJobHraLwdkrwZqsHPCosL1TbVwO9jFhLIbwg9gte4z+/g4gYmiVmHTuEjRcG1AOx+tVrt6BTPw6zrCQUTkdehE9VVr2zQwYkr3i8hdwOuoLTIXdkNgoMdFRlW2duRorldepNEyL92mVgJkqwITjiKbv/u2WGvGOfvbT70lD5Yw1aM3/Ryu4HIGuqq0XX0bqrlkJuAgjF0lOx1REy+KUg1RrHUs2AIQX2cOsCpt09DxjbSl1xCRYeD3gVcAv2ftOoxeHdMw622rxf3e+l5/i1fSC0Ap9ZX2tLZKT4uMwTytN2qBxE0/hYWlVwTG/r8dxIUp1xIaaLz2mmNnmFySpdB2UxMvlZuglH8aydwEEwezgUgs0AIU58s0hK0am6jt9gAfdX+FZxzs483UYOAclh8n6lxR4mdb7eFp7nb5KzfWN9lX57srb24B3Coin7Q23+kV9wVARO4BDoXfC9zmLSwWxX8BPqaUKoSsnKj1IWotvgp6ueU14JWh9ziRiSJqoC0VFmsOes1u3w2auRm6Ub7F+WX2DqXCYqy/cCO/4FecKOX11BpU/R6NOsKTuYnIZRri2mO3wy7eau7LWkVKo8QhaqqtXqHTqG2dCoipw1eUUrEFJ5VSN7fwmTcBbxCRO9ArC1dEZB1dLeWIddwR4KlaH6SU+rctnL8lelpkJLEv9gneDMI7ebre7SfzejdDpzPxXaJl71DvurT3r/nVBqriYi/J0IgjvdEHmqh7ppH3NnJMWOSuNF+jUupXzN8icjtQUEp93HudF5EXAvcBb0Uv3xyLiBzxjnkR2oL5HjoibbbW+1qhp0WmHo1chHE3qxnwuzUFFLbKovoS3uZEwmHjh0R7zvUoMYlbsjq8EF54PSOzLerBqBXLIcqSMfSa436niMjr0QIwBXxDRB5USr2qztveRTWEuZH8l88AXwDe6L3+DW/bK1psdix9LTKG8IDdLJ0WmnAp+TCtPLHFCU6chdOIQNXzyYDzy+w1NgKFTycClQV28pnQmWmodgWq2PTaNK9S6qvAV+scc3vo9f3As5o4zZRS6jPW678Qkfc28f6G6WmRec7xae5vcnqo1Yu4U4Nn3I1ab9Bv9cZpt7XTbxE8/U7U0uDtpJkHOjOlvZNpr0YfjgBEdl5guFws1M25qWz2REmbyyLyG1SXXXkLMN+JE/W0yNi0OijXMtPtY9o5mNYradPMjbObRH2HUYOKs2Z2l2YtCtuKaVV0Gqny3Yh4dFpgHLG8Hfg4OrFTAd8HOhIM0DciU4965nSUkHRCXJptWy9hC7YTmsYIXxPNfmf1plqhfhJlszSzjES76Jd7ZA/xIeBtSqlFABGZAP4ULT5tpZMrY14F3IWOBa+g48T/zOvMXwEzwFngTVZH3w+8A7065u92qipoGONrqGfVtDpw1hoIeuXmaWV67koWmmb73myQStQ1FRfqW4+oKLO4quY27RCWetGQvXJ/9CDXm3EXQCm1ICLP7cSJOmnJlNHLef5YRHLAAyLy98BvAd9WSn1YRN4HvA/4fRF5Bnpp5mcC/wK4R0SeppTa6mAbI7FvHjsHp1mrph/EpRV2O4cnXCh0p5+xk8+xP6sVka01cMf5MKIy8/21lOy8Em8VVPN34LNz25fDMDkyYUd/u6wW+x7o5/thj5IQkfGQJdMRPejk8stzoFegVUrlReQRdKmDW4CXeod9FvhHdKmEW4AveSu1nRGRU8CNwA861cZWaHTg6CeB2Ul0TiPLEuzkc2H7NF0z5+tUol74d49qTyuDdpzl0uiUWFwJFptwDbKdfEe9dq3Xo7S6DHWsxPJmcZdasyM+AnxfRP4G7ZN5E9CRMLxd8cmIyAzwXHSi0EFPgFBKzYnIAe+ww+gKoobI+jsi8k50tVGuvvrqzjW6BuGBLO4m7Ic8llYFJmzNtPJUX2twq5U3ZIsN1B7g2004qMNOCrZfd5pw2ZZmjo+iWeulF6/1Kwml1F0icj/wMnRZmluVUv/ciXN1XGREJIsue/BepdRKVGVRc2jEtm31d7z6P3cCPP/5z69Xn6chWgl/Dg8cNlFTGlfiTRf2cdUa+BsV6mbOa87dTCWFnUTIxUUNxlkf7aYZP0wjocONfvdX4rXdD3ii0hFhsemoyIjIIFpgPm9V97wgItOeFTMNXPS2zwJXWW+vW3+n27QzebKfiQqoaMSSaDTMu9ZDQrO/hW1pNCM09foTN7XViDDE9dW8t9FqyTadSHp0OKLoZHSZAJ8CHlFKfdTa9XXgbcCHvf+/Zm3/goh8FO34Pw78sFPt2ynuKa95aiXqNTPoNbMMQSs04k+Bzi8UB431dTfKrrjr2NEqnbRkXgT8JvBTEXnQ2/YHaHH5axF5B/AEXu0cpdTPROSv0eZbGXj3bkSWdbLkRK/fmJ38btpZKsfeF9XmqPe1q0LEbolLeN9ulUrp9Wu43ZTXC1DHp9YjGf+7Riejy75HtJ8F4OUx7/ljOhTh4OhdmhnoGj22mYE6zlnfjMDUWk/FtKcZGp0u3AlOYBzt4IrJ+N8N3E3ZXjr9fTZTVLEdFstOhSWORj6nGSFy13F3EZE3ArcDvwjc6BW/NPuuB/4cvehYBXiBUmpdRG6gWoX5bnTZ/rYERu0UJzI7xN2Q/clOp6Sanb7rNI32x13Pe4KHgVvRYuIjIgPA54DfVEo9JCKTgFkk6BPo1I570SLzauqX+98VrniRaWUwuVJuxN2Ykmnk3N2i0QXgOjGd1w32ctv2DI0YBzs0IJRSjwBEpHu8EviJUuoh77h577hpYEQp9QPv9V3A63Ai01tc6Tdgs+vTdOJc3WIn7dlrfXHsiO9unH+YrdRk7AFqa5PyylMALxaRT1q77vRy/HbC0wAlIt9CL2j2JaXUHeikdXtFy8hE9m7hRIba1owbJGrTrCXovs+9iftdGuIf2VxDrS8h6bHIAyrzJ0lMHGfr3H0fR5fSj0RE7kEXDw5zm1LqaxHbQY/XLwZeAKwB3xaRB4CViGP3hD8GnMj4uJusdeoJjftu9y7ut2kcpZQaOPYati48xMAv/Or2/VubVBZOw/ricAOfdXMLTZgF/o9S6jKAiNwNPA/tpzliHbenEtmdyDjaghus9jZ7JQCh19k6/c2EZA9VoqwZy4pZ69DpvwX8RxEZAkrArwIf86qn5EXkhej6kG8F/luH2tA0iW43wOFw7D5OYFpDKaUSB5/D1oWHgts9K6by1A/rWjH1EJHXi8gs8MvANzwfDF5Z/o8CPwIeBH6slPqG97Z3AZ8ETgGn2SNOf3CWjMPhcDRFlDXTTitGKfVV4Ksx+z6Hnh4Lb78feNZOz90JnCXjcFxhOCtmZ4StmXZaMf2IExmHw+Fokq3T30yYSDNjxSilOuWL6WncdJnDcQXgrJf24keazT2A2sg3FFF2peIsGYfD4WiBrdPfTLBVclZMHWSP1FBrCRHJA492ux1tZj9wuduNaCP91h/ovz71W38guk+/oJTq3NKkjkh6fbrsUaXU87vdiHYiIvf3U5/6rT/Qf33qt/5Af/apV3HTZQ6Hw+HoGE5kHA6Hw9Exel1kdlrVdC/Sb33qt/5A//Wp3/oD/dmnnqSnHf8Oh8Ph2Nv0uiXjcDgcjj2MExmHw+FwdIyeFRkRebWIPCoip0Tkfd1uTyuIyFkR+amIPCgi93vbJkTk70Xkce//8W63sxYi8mkRuSgiD1vbYvsgIu/3frNHReRV3Wl1PDH9uV1Eznm/04Mi8lpr357uD4CIXCUi3xGRR0TkZyLyHm97T/5ONfrT079T36KU6rl/wD50OetrgSTwEPCMbrerhX6cBfaHtt0BvM/7+33An3S7nXX68BL0wkkP1+sD8Azvt0oB13i/4b5u96GB/twO/F7EsXu+P147p4HneX/ngMe8tvfk71SjPz39O/Xrv161ZG4ETimlfq6UKgFfAm7pcpvaxS3AZ72/Pwu8rottqYtS6rvAQmhzXB9uQa9LvqGUOoNe++LGXWlog8T0J4493x8ApdScUurH3t954BH0GvA9+TvV6E8ce7o//U6visxh4Enr9Sy1L7K9igL+t4g8ICLv9LYdVErNgb6ZgANda13rxPWhl3+33xGRn3jTaWZaqef6IyIzwHPRKyj2/O8U6g/0ye/UT/SqyEjEtl6MxX6RUup5wGuAd4vIS7rdoA7Tq7/bJ4CjwHOAOeAj3vae6o+IZIEvA+9VSq3UOjRi257rV0R/+uJ36jd6VWRmgaus10eAp7rUlpZRSj3l/X8RvRLejcAFEZkG8P6/2L0WtkxcH3ryd1NKXVBKbSmlKsD/oDrV0jP9EZFB9ID8eaXUV7zNPfs7RfWnH36nfqRXReZHwHERuUZEksCbga93uU1NISLDIpIzfwOvBB5G9+Nt3mFvA77WnRbuiLg+fB14s4ikROQa4Djwwy60rynMQOzxevTvBD3SHxER4FPAI0qpj1q7evJ3iutPr/9OfUu3Iw9a/Qe8Fh1Vchq4rdvtaaH916IjXh4Cfmb6AEwC3wYe9/6f6HZb6/Tji+ipiU30E+M7avUBuM37zR4FXtPt9jfYn78Efgr8BD1gTfdKf7w2vhg9PfQT4EHv32t79Xeq0Z+e/p369Z8rK+NwOByOjtGr02UOh8Ph6AGcyDgcDoejYziRcTgcDkfHcCLjcDgcjo7hRMbhcDgcHcOJjMPhcDg6hhMZh8PhcHQMJzKOnkNEXuAVQUx7lRN+JiLPijguISL/3dv/dyJyt4i8oRttdjiuVAa63QCHo1mUUj8Ska8DfwRkgM8ppR6OOPRWYAb4JXSF4UeAT+9WOx0OhxMZR+/yh+gaduvA78Yc82LgfypdMPG8iHxntxrncDg0brrM0atMAFn0yojpmGOiSrw7HI5dxImMo1e5E/gg8HngT2KO+R7w655v5iDw0l1qm8Ph8HDTZY6eQ0TeCpSVUl8QkX3A90XkZUqpfwgd+mXg5eiS74+hV09c3t3WOhxXNq4Ks6OvEZGsUqogIpPoNURepJQ63+12ORxXCs6ScfQ7fyciY0AS+JATGIdjd3GWjKPnEZFfQi9YZbOhlLqpG+1xOBxVnMg4HA6Ho2O46DKHw+FwdAwnMg6Hw+HoGE5kHA6Hw9ExnMg4HA6Ho2P8fxGh7ZgcdbYOAAAAAElFTkSuQmCC\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -1153,13 +6716,6 @@
"(psi.isel(time=0) / 1e6).where(maskZ).plot.contourf(levels=np.arange(-160, 40, 5),**pa)"
]
},
- {
- "cell_type": "code",
- "execution_count": null,
- "metadata": {},
- "outputs": [],
- "source": []
- },
{
"cell_type": "markdown",
"metadata": {},
@@ -1171,33 +6727,33 @@
},
{
"cell_type": "code",
- "execution_count": 199,
+ "execution_count": 175,
"metadata": {},
"outputs": [],
"source": [
"# ke = 0.5*(grid.interp((ds.UVEL*ds.hFacW)**2, 'X') + grid.interp((ds.VVEL*ds.hFacS)**2, 'Y'))\n",
"# MPIOM doesnt have fraction of Cell thinkness hFacW\n",
- "ke = 0.5*(grid.interp((dsr.uo)**2, 'X') + grid.interp((dsr.vo)**2, 'Y'))"
+ "ke = 0.5*(grid.interp((dsr.uo)**2, 'X') + grid.interp((dsr.vo)**2, 'Y', boundary=boundary))"
]
},
{
"cell_type": "code",
- "execution_count": 200,
+ "execution_count": 176,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.collections.QuadMesh at 0x34c044381e80>"
+ "<matplotlib.collections.QuadMesh at 0x2dac9871c7d0>"
]
},
- "execution_count": 200,
+ "execution_count": 176,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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2YgUQAv9aVb8uIqPA/SJyT7zvFlX9Lxswpp5YD/NP51J8tc5pY5PD2bbUt0cv4x+Ou8fs7R/9OZ48cjm7Hp1jx9c8/CNT2CPHsICZGCc6bwszl+aZ37uV+lbL27/8z5ncWmKulKP4tyPs/szjANxxaG3G2pxhX+O9Do1zBcTzMEEe8X3UM440RgTJBO0VQawA1CoShmhpAXBKZX9wPUTxyq85AUhMBNrKwyL1OuSy1C/ZxdxFORpFwa8o+VMWf8GtNl6x/zcHcnCngAgh6kPzo8NBAwRsgAJQ1SPAkfjzvIh8F9iz3uPYaCwnlE9HIayVEtlMuPiWD4EBU30bl952DIBdj34Fk8lg63UXcx/4mK2T6NZxqrtGmb04Q+kCaFxYZef2OWYW8kydGGXy7zNs/+oMdsck5vjUul+LZLOQCZyTGJzdPzbtAKCK1hvOLFSvYxtL+WeaIaZNgb94p4lNTwHRliKlvTnmLhJqOyPIR2DBzARkZoXsKXj+L9zCt373zKKkzgVYGEABDA821AcgIvuAFwBfBX4YeIeIvBG4D7dKmN640Z0G4uQdcLbYbuaZ05mNJ48Z1Hl3Ns36f/yVH+Cx13vcvP+LfPzPXslFHz+EPXwEiG3lmQB/rAj5HAQBWshiCxn8csjEY8rE98GrRkS5cWRnwPz5htyUbXHh3nHov63p+Lsq41wWPAOVqvsucQKZqnuJOPt/GLqVXNPZ770OMeL+Z54Xrx7afqCmKUhivwHGII2I3HTE6NMeuVMejaJHdbtizitTuKzKXClH7r4RnvPuW3jgg6kSWA4RhoYub1K1fUxEmwkbpgBEpAj8OfCLqjonIh8G3o9ToO8Hfhv4mS7H3QzcDLB37941H+eK4v3VolHv3ashlM8mwd4L1z7/V9FHn3Kz5N07kB1Fdvw/j9sfeiUX3XGc6JmDrbYaRUTzDZifd0LP88D3McagjRAJG84cksngn38e1W27KJ+neHVD8WlvfS6oWzCAnzi3SHs2H4YucSuKnK0/ntmbTAYA2widkBcFGy7iC3JvsZmp6W+IIszsAoVqnfzjBrEWNYbG9hFKFxSYvnKE4Mo5Ss+K2PW3wsve8Nt85RP/eo1uxPDDIkR9WPRTH0AfiEiAE/6fUNVPA6jqscT+/w78ZbdjVfVW4FaAF73oRUOz2tqsgrtTuW30OH/wht9mZCJPsHMH2AjCCH++Rm7aJz8FnJxGslkkCFrHaKPRinbCCBIEiO8j+ZyjZPB9ZwrZPkZlq2Hk4hlKdpwd966zc7wppGNh33LOJxKHRIxbHUQRNEKog4ZtRdAS7K3PnX2192u9AaUFpN6AeaBex9Zq2EaI/5jP5MMTFJ/Zw6kjY8gYVLbCeX/yMNdtf2vKL9QDVmWAGX66AugJERHgfwLfVdUPJbbvjv0DAP8EeGC9x9YLA68CWg/h8PLCb3R8+OijC5h6CIGPZnNEozlsxsM0lNyxMlqvtwQ84AR+JnCCPghgJE80nsdmfSS0mGoDqYZIGLWya0MgHA+xwfoogFZYaJMPSIwT+l7TXGidwA9Dp8ySmaRG2pFBTfNOQgkko4YgVi7N/VadDyEM3eewgVqNWUwNdm6ezKNH2V7fQfm8HCZUyGbW9mYMOVIfwJnjh4Ebge+IyDfjbb8CvF5ErsbdvyeBt2zA2E4fiVDLYRT8SWzkqsDUQxci2QixWwqExQCvGpGdqmEOnSCKbeaLQiqbBGyAzM7hzRfxMhnnYK07ExCeh2eE4uEcU4+P41vALGOvWwMsEuBW29QQkUUrVSeguzlz2x0AcHfjU+zP3LDYMdz0AYSN2C+SQQIfbYSOQjo+t8lkkFzWRSCpBRH8UyVGNM5wiiLs3DwHRt7IXQsfW5sbMcSI1KOhy4tNO0SFFtd9pKr6ZVUVVX2eql4dvz6vqjeq6nPj7f8osRrYFOgqBJvFQJLVoE6T/30j0KQs6NvOvGbdoorq2wtIqYrOzCK1CK8a4U8t4B08SXRquiUk1Wor6UnrdQhDJHBhlPbkKaKDhwmPHneO1r27qT/nQuq7xsicqrLjPtj6bfDnavhztXW5LqAjbFNdnL6qu554dr7oP9U8pgvurn+y3V9HG40ibLXWDiWNIpcfYMR9r1SIZufQhQo0GgB4sxW8QyfQRgPJZjFjo1y3++fW7FYMK2wcBrrcaxAfgIhcKyIPi8ijIvLeLvtFRH433v9tEfmBfseKyNUi8hUR+aaI3CciL+k3jjQTeKVoOduk9XlYybXECGqXFzRJrHVRmue98xbkyiznfafsTBnW4s9U0GyA+LGDVy3etq3o5ASaD4hGMlS2Z5jf61G6QNEdNXZtn2UiV+HkwggnT41iay77tfioz66vwZYvPoWdnnGXXautv9nLKtTrEBpn+mmad7r9Bj1KTS5RyF0czcmZ/+KQ0fj/q4LWG0gUuYS0bRPUd4xQ2Rb7V8TlCOSenMI+fTDNGiZWAH2igLSPj0BEPOD3gGuAg8C9IvI5VX0o0ew64NL49VLgw8BL+xz7QeDfq+odIvIT8feXLzeWVAGsAPfYTy3mdR9Swd9EK3u0H+Lw1qSQWm2hee34zxC9/bnkTgH5HDpaIBzP4VVCzNEpomMnXJy8l4VcFqk3kNl5TK1OAIz5HuSyhHu2cvyFOznywhp795xCPCVzPCB/AsafiMgcmcNOz2Cb4ZcbAbUuQinw4/BPA/Q3Ry27CutUHmrbyr21qf37aUQ7akoEHcnRmMhRnQyI4sLn1S1CZWuGLUySq9c5MPJGtF5ftp7B2Y4QQ4Plo8dsfyfwS4BHVfVxABG5HXg1kFQArwY+pqoKfEVEJkRkN7BvmWMVGIuPHwcO9xtIqgBOAwMLzs2OQagqxOCNFFxEDS6yRKs1THGE63Y6muU7ji1l4FwpZOd2ahMw9qRFRws0to2gnjgTTaPhYt89DynkoVqDsIxGEVLIo1vHqe0qEhY8glLIzq+VGHs6z+ze89h92DL60ElkagYtV7Ax307SkXp3Y319NmrVzbo9R/bmTDM9G5/JiZzy9ry28E+YlmwjROp1pFxBanUylTpiR6luyzK/10MUFs6D8u4MwQ/sJcq6sOuX3PQhRp+pEZwqI8dOAXDH0d8//XEOEaya/isApwB+WkT+R2LzrXEEI7jE12cS+w7iZvlJdGuzp8+xvwjcJSL/BWfe/6F+15MqgBXi7sbtA9vONzMGtembfA7ZuZ3G7nHqExkkVPJPzWLzAZU9I6s2ntqFW1BfKRypoYEHCv58HZmZd2aKTAYpjqDbJgBobC1Q2xLQGDHUi0J1K1R3WnQcKOfxFgwqSnZWkPkF7Mxc287eBYtq8LLGju9m1I7aVsRPyxy3yvxRLUXXIfyb77ZSxRjjViLzJYLZOYKDBXKnJpm/MEduCso7hMYI1CeUaDQiLHpUtuUIyjm2PFwg8+DTHMi94aylHklCkb5O3lgBfFpVf61Hk25LhM4/Zq82yx37NuCdqvrnIvJaXLTlq5Yba6oATgPD5Og9E4jnYUaL1PdMMHtJjso2IcpCcfdWwoKwsAcu/tQMB174Pu66/9+f9nmuu+SXOfkPzyOYg2C6AqoEU2VkvoJOz6Jh6MI+PQ81hnAi5xRE2ZI7Wccr1Vxd3lpItKVAeY/P7D5h4UJLebthcnwEpqYdf07S1BILxWQZxub2dfELNJWR7yOA2qV0D8si6Y8isTJN8gJ1KrwuDmOt1tqf5+aBU3jHTzD5SBGAyYkxbDFHfUuO8q4A60F9DMo7oHAsIDM+hslkMNUaWqtxIH/jooimXr6LYVQUoRrq2scE1D8T+CBwQeL7+Sw11/Rqk1nm2JuAuMoQnwKSK5CuSBVAip6QTAYmxqhtzVAbF6I8mBp4DaiMQGMiYubZ40x8+putVdHpKEct5lm4QCk+LchC1Zl4VNFKFVsuO5OJqSNhiMyXCOLwySAM0UaI2Xc+lQsnCOYa+CfnGX3yKKP3Zyk/ezdRXpFKHQ1Dx6UPPRKy4s9qAUfFfCD3hlao5WoqfWcCimP/V4qkszdhz2/tS7538Qs097d8OtC6LxpFbRpxIDrlmFhkegbbCAmMsKVQQMMQs3MHpefvcoRy8yVnzvI9hGw7vDXG/swN7eE3ndFWl6y6YPMrBYvBDmYCWg73ApeKyEXAIeB64IaONp/DUePcjjPxzKrqERE5scyxh4EfA74A/Djw/X4DSRVAiq4Qz0PyOTTrIkJyU8rY08ro92eRhSr2R3YRFjzE2pjD5vSdw43JPNG2OpkHMjBfwi6UF9XQBScwtFKBSmVRbLwJfKoXTPD0gQC7Bcz0TkYO7WL88YjsTIPciQrMl9ohls1rywStc2iTkE1MO2oGkEIBP/DRao0DxZtajuMzVgZNE1CYyNodxK/Uj9a7U+A3lUXncR2UJc3P4nmYQgEpjrhcjCDAbh8HwC/VXGayWvTEKeyx4+SPjiP1kOjkqdY1iOc553Z8fvcbLva5dL2mZf4/3cyVG6UoBqGC6PdLqmooIu8A7sLNPG5T1QdF5K3x/o8Anwd+AngUKANvWu7YuOs3A78jIj5QJabMWQ6pAjhHsWx2c+w4lCDAihDMRwSliOzhOXjqMOHzLkEiOO//1ck9PYMNwzMynzRGfZCI0Wfq2LmSExqBuuxVqwkTR5dQxygie2QOr7qNH7zyUcphhm88theJMmybDzEnZrCzcy3Hr/gBksu2iNdMJgMjBXfOettsITH3jtbd7FhaztpodcxDatsmoOZ36E8ouBIfQReq6GT/ixRiLtuuWxzXkbA7t3DyBS6oZPyJGl4lwgaGTC4LcyV0oYacmiVqKRh375o1kReR1EV050TqsmpZ9L/skROxUcmKVoWoj4lnEDrouNbJ5zu2fSTxWYGuiRjdjo23fxl4Yd+TJ5AqgHMYS5RAUiBks1AcAd/glxqYeojMlFCgMRpQONYg9/BRyGbRqy+nvjVHZZtPZt5SOFJh/8t+A+9YHGs/MwfAndNLTZLXPv9XKb9oC5mnfLKPPkNYrzsB1eTCTwgr8WAR101zxjk1x9jj2/jms/dQrQYUvpdh64N1st89jD017cwamUxr5q0LZTdLjSK0OestFGB73lFKgKOOWCij8yVnjrIWk88jIwVQbRV6OePY+F4UD63v3mJFkJjNd4bmDny+WBiLse3VUHHE0UDMl7ClBSSfo7SvSHmnOyxTCpAwoLzDIM/OUTw0CUDx1Gyr6+bK6BrzGqdwO03l3ca53Ni7ZEH3wnrlckRq+mcCp2ygKYYVrXDLTAYdyaG+wZutIJUaVGtEC2VyT88STeSpXraLqWdnmL3U8tznPcnbd3+Fz089jy9+40qyxzx2fdXZkgtfrxEeO77kIb128s2wewdBRdl5X4Semm4n2InB5GOOH7v44Ze4Opbu3IotZODoNONP1ih9a5zCHOz6ShnzzUewkcVMuqghrdUgDr+05XKrPq/gVhFSrzteIRNLrUYDLVdcm3wO2bqFEz+0jee+5Tv8zwv+X2ss9uhlXHzPz/D4NbcBy1cWE9+Z05q29q48/k10mm6Ss+B4heY2d8T7r0CgauSUqBGDiEC1ho0LzxBZxCrbHnDjC/PdhVo3Ku3mxOKMw6VXGBG1HkrAIn3j/NOCMCmGBr1WARhBfYMaQRqhy1wtFvC3baG+s0h1a4YoA1jwFwzfPbKTD5b2c+rEGGQsmavnOR464TuZvwixF5GZDznwol9Hag3k6ClkYhyb8yk+WXGVvBptU5Lkc8i2STTrI7XQOYZtHDYZ+Jx4lQuEOPmjDXKP7aV4UNnyiDL6ZAX/4Wec8N826WoEzM45ls1izpl9AFupxgK4jgG0vNTkIn7g8h/yOaKiizz6wsOXcee2e/nTEy/lG8f28JLdT/PpH/t9INfzHl9jXtM2iZCI2mmGgvaa6Xaz3yeRLAXZ+fv1EJ6LzGm0/SF2xwRmqoSrTJZBRgrkjzifR3Vnjr//5PIU0ddtfyvRjFvx3d24fWU06qeBXv2vdZSRZZA8gOFBqgBStBFHwGAEjEEDz5GxlTJIpQq5LLXzx6lsC1BPyB9vMPZ4Hb7miM1MCXZMH6J25XmcumqCiWNOCJlQsb4gkaKBhwYeXrGA5rNINcQ/No2dmV0kEKUCxYG1AAAgAElEQVQ4Qv38CWdznqoigY+oQrkChTwnfsjZqX/1ZX/JbxWvoTY/ypavlfG+9xS2WkNG8u6a5kuuHm8uixQLMO/MG8bz0FqtxZkjntcqpg60SNVQRUsLmNIC258J2HbvFn5r141kv/owu6OnGPlSnaszvYU/sGjGDrE9vEc5x66/SUfUTnN719VDP4WROKRZdF5Gi1R2j5CLlaPms6CKP1MmnCjwpc/80vLXR7yKymSwlcrpz8RXYPIZBGuxInAmoH5hoMNDBjfUCuCR+x/fcPrisw7JGXBoibKGqJjFP6Xo0RNkjp0kWxxBJ8eQWgNm5rBz82gjdHV4c1n82ToTjxgKX38SAFtawIy6mHKKI2gh60wMcyVX8Wq+5GiLW7Zwi5bLLgtYFXP4pDs2n4d8jqOv2M5nXnULAF+pPIvGM0V2PhbiP3HUCcvxMdff3LwzIXkGGS2ivoGFslNwsaNTPA8zVoR6A+N5mLFRIA6BFJcgpQuVVpKTby1BIQOeh8nnuOP/XM0tP3v/sre0Wb2r7fSNVmYeaSrmRZu02fmS3y1x4t7RN/G4tBFCGGJqFlNpgI2Q2GfD+Cj3/N2/G2yMURQznJqljtxBsQKhP2j/q70KWY0ooM2EoVYATaRK4MzQvHeLHhZrkVoD01BsJo7drtacIJyZQY4cbT3sGkWIH2DGisjYGGItuRMV7HzJdVWtuYItRjBhhFSzLqSz3nBRJ9FiMjSNcLPu4zNgLdGpaZeRnM8TTo4w/WzLLzziOJlqn9jF5X/1FHZqGs4/j3Br0fksyhW0kMeOZp0i8w1mvtbiypd8DhkfI9papF4IyD51Cjs5ShjXCPDKlVZ4aDNO3gS+8yOENl4xhJz/xRr3vMHnmnzvJC6NYgb5TmHcLSqmx77O2X+72WKTTnJ/i+unidi/gx87wMPQVRXLZclMV7EjWUzs9wC446H/1POausHWqvH5vN6+jSGHKwhzxnkAmwZnhQKAVAmsBhaR3RkDkSJWCfMemUIeYgbNlklDDBqBycT8854HCwuYihMiUTxrhlgIeoErhZjNOOcrtCp5OedvsCgpSUsLbaGlio4VqI9nmPy2ofDHbqZefOgB1PPgyouZvsKFLAalLLXxrcw+S2iMKvmjwpZHIwrPgFy0h6gQUN6VZfYiQ2MMxh5Tts4VmXpusVUiYOvhCfTEKWciyWYxJl5ZbB3H5gJMsQCz8/izdWaiEWCWOVuBwxcwcV6SqiVGk/snvn8Q9Q6J7KB4dvV9g3YUU7eaAdro/qM2aw94xjnPras5rPUGqMUUR9DxIlIP0YzPHU/e0r2fPrhz9jY3gUhyDzWvZTNAzKpMzV09gDMmg9s0OGsUQIrVwd2N2zkw8kYIIxcKCSBgx/LIMR8x9RYfvwvLjM0TIi5zt1JxJRtzWRdKCm6mr9YRydXqSDbjskY9zzljw0ZLgUQLzh5vmnHpvo/EETNycoacCPnDCgePuqGNFtHxUaq7R6hsFRCYP9+nvMeiYw38oxmysxDMR2CgMZKlujWgPipkp6FwXBl9qo7N+pR3CV48AbaTo242HATOfJXNULliF8d/IIMNYPyJPBMPzmJqDd7zN6/l3856PHJj9zKKTYEofrz6CPzF9vjmbL+HsGyFw1rTCq1srpiaEVvRQtTckTzQvUUR4hlEDLY87/Z5HmZi0in6qTl0coy77n3fSv4qS3CPdYVqMLJ5BH8TqzSewSqCpQpgWYjIk7gqpREQquqLRGQS+FMc3emTwGtVdXol/aargNXBXQsf49qxNyH1Ol4lREcCbMbHL+QxqthKJRZY0lIGJq7MpVbdbDlRttHOlxw3fdggmp3DVKquUEtkW7Z1E3P9JCNktLSAyechEyDWg1odc2rWhWjGCVrk80gYEczWyc54NEYEspCZNow8kGHrdxbwT8y1oohMrUYmsm5GHJtD7Mws9gWX0yhCJjZ/S2ghk4FsBs1maOwscuwlGQo/eJKRTB1+FHh3gbkrJrjyPx3kL77yFzTrK9mjly0NB1XbXu0EMa/RoH4Ate6egwuPDXzEo53dnAkwkVO2rXbEiqNJy6DqQl97OInv/Nb7BxtLH9xd/yQH8jeuSl+bEQNRQQyRE2AjVwCvUNWTie/vBf5aVT8QV7l5L/Cevr10RA407dipIlgFNEK8Skh9IkNjLMDs2Y6ZKmFOTRGVFlAbtv0AragZS1QqIUnKhmS4oraFfjK5ScMQMe3qatqIuXtUMbktLiqpWoNy2a0okihX8Kc98qMBuRkhyhjUwOjjJcyTcWG5LeOE20bxnznh/AVxEphks5i9e3jmxwo0zquTe7BdbB6Jo6EKLit44vuWUmkbs3Fy1KP3v5Or3nMLs/scTfLzP/g2vvXupdTYdzduZ39wfcu85eoAmNb9WjaapxkKqm1TWTNLWTzPKTIxbfNSEgmlA7SVJqxpuccW59JZCJcJnPoA1gKvpl295qM4QqP+CqAjzf1MOGlStHHn3B9y3fm/gJktkykERDmPxpYcZiRDAC4stBWn3ib4SjqGexY5SWa1xqYPbYRxDHrghFY8QzeFAuSyUKs7oV2vo40Qb8c2wNEVSGiJillMqGSOV1DfYAODOTHjisgXR6heNMmRH8yw4+tZ8ocmkEgJx7IsnJ9j+jLDrh85xJPPbCd3yjlz7/zW+7nukl9GAx8zXSLzzAL+3826ahtNYfse2Pu/jwHg/+ajQG/7eVMJuOsWZyaJ2s7dJHXCcvZztdqq9CWBj5kYh+KIS2QD/GzW7a830LCBbWZWQ8sfcFfl48v99GeMZqLbkmtYKZfRJsRAYaCpAugLBe4WEQX+IC6UsLNZBzhmvdvR7UARuZmY5ChHoaPXzf8HGibccfB3ue6y9+CfXMCM5bAZD+sbdCTbCp3E91tZti1/QGwaWoJkZEtsysDz3Gw/iqAez46NOBNS3odmPH+t5gRbLFzs7q0AnLx6DDWAwOihEDOzAA1Xs8keOxn35TO3N8Plr3qMx+eeRX10jOqkobwb5Ip5qjM5jn1hD5d8sYx37/fa480E2JEs3tQM2qwgFoeK6kKZA7k3LDLjfOdD78Qe7V0cp1lJ69rJN7f8Islkr3aJzi4O4n5o2h1G8k6JlitQsWhUR/yc+32MrLnwXzymPolsQwiL9Kd6SKkg+uKHVfVwLOTvEZHv9T0iRqwsbgUYk8llrW3pKuDMcccjv8m1V/1bAPzZKo0teTTju5l5No5sCUNsoxaHAEYt3p4lSqBTqPk+EgSO9C0ujN5qE0WQybjZa6WKnZ1zpiMxmKD9gNkAwhx4dQjmGjA3j50rtVYh3s4d6NgI8/vgN/Z+ln+2/V2oZ5i/POSSZx1hR77E/d+9kgs/NwVPHMTG5ov9wfWYfB5vbLQ142+Fc6o6v4TnIVFEtFDmGu91i1hCu/oBmrch9ockZ/oaJWbOnRTJA7CPXrfvnYvPEfsCmhxIiFlTs8+yOIsmZoPkAaQrgD5Q1cPx+3ER+QyuRuYxEdkdz/53A8dX41ypEjhz3PngfwTg2qt/Da/SwOYCiGmCEcH4Pl657JK8pmaw8/Ntc1AT3YRAGKJh2BLsSeZH2wgRq61HTa1isjk3uwVkzgm4LQ8752cwW0UeO0g4N48YwYyOYgp5GhfvRH1DfXvIh47uZ+d9EYVDZWrfyzO95wJO5mD3Iw1kag7bIYC1Xndc97gwx/3B9Y4jqVbHLpQBMMURTD6H1mrsD67n7sYj2KOXLbnU/ZkbMJdetPyN7jJbHvS/2xm+2SSra2I9Z/6LaBrOIuEPzgQU9jEBpT6AZSAiI4BR1fn4837gN3AFEG4CPhC/f3a9x5Ziedz5zd9g/8t+Y8n2hefuxKtY6uM+ow9n4XsLMUlZYoHWpRxhM4IoSXXQIoOL0aZnDjBbJmDUlaHUOLolc6qMVOowNUNUKmEyGUcDsXM74ZYCjWKAKGSP+Tz0kauYvOtbiOeReyCiMLnFmZhm5tBaHVMooPH47KwLB9JarRXO2gqRtbZlq4/idstl3HbirtJHAda0tOgZs5Sm6IqB6KDTKKBlsRP4TBye5gOfVNU7ReRe4M9E5F8CTwOrlsOdrgJWD3d/ZWmZ0x999W8hkTJ3gcGrjVN4Koctl9tZqIsyWrtnv7bMH77vcggii1YqrdBFEzOAEkZo4EMQ9x1FUFpoCWKMuPDTegMJI3JH6tiRDNu+7TH60BSNF1/Bwp4sYpV60ZCdtYw9HLTzCsSgap2wj2fRd87e1hqn+L6rUex5rZj8ZtWwJrqZfu6uf3LJtk7TTqdCGOb/bNfs8rMAOoAPYIjk//orAFV9HHh+l+2ngFeu1XlTJbB2+NvP/jI//soPkJmHMG+QsVFoRgnBohm9mA5CskTlLzGCGIPk8zTLCtq5eUzOd32GIXrUWQalEDuHCwXH+xM23HkaoeMeiixeI3ZSZz1XyWx+AbtnjNHHy3ilKgvPiqmiRTC5nIs2Au589LeAHrNo1UX1bk0ms2rlIs+VWtOnhT4sp+sFPcuoIM4uF32KDcPf/PV7yZ+KaIwIunUcUxxp7WuxfMIiW3+TithkMphsziV9+b5bQ1uLNhpu3+6d2J1bnDBvhEQLZaKpGaKpGZcXEM/AW2aYyKJqHZVEvYGZryGHjqPlMtlDc5hvfx85MY0JFRPG87VMxiWLxQXSu2F/5oa22SpGampZHqs26VomU3o9EarQULPsKy0Ik+KchfWEygWj5KMI85QTzNFCOTbx6KLSio5RM98+OJeFYgE74ko2ypZRpBYSTY64FUGcJ2DUtswuGjuSm3H0i5Oj4vDKmTm3Khgruhk8xFnBltoWH9lZIBeG2IOHu15T04xhMpnFZRxTDIS1rg2wnlBdlaLwmwapAkixavjyp3+JF775FiRUGltHyFS3A+CdmnaRQVGERgkGy0bobPzGuIStWg1RRXxDNJpHvCxeaPEOnUIXythyeelJG6HzA7TqGDvyNoxTGNTrjpVULYyMEE6O4HnnE+WzVHY4TqAwF4CMk5/fiU7NcKB4k+s7DFu+iTYf/2nE6Kc4a5SAZbjCPPvhnFIAqR9g7XH/f38nL7/ug3jVEM3FIZsjBUwYuuIrYQO1ZvFKIM7wtVEEpRJmega/UAAj2IWySzTriI+XRGx+y4HsOV4cjDjaAxtHGjVCx3o5VqCyI4vdk2Nhl2H2RTVeesmTADx0YifePXvZ9bdFePQpgFZ4amusCQI2jaL0v3QOIlKPhu1XEGZ4FMQ55wM4G2Yhmx1fuOPdeNPl5nTJMX9mY3bPpCD3fcxIATNaxJuYcK/RUYgiwqlpwhMnsZVqu9ZANuuoEOIKXuJ5jvKg5USOncAL5bbiCEPHLDpSQEXIzIdkp0NyU4p3LMO9T+zlqbkt/Mylf8/cD1UoXzjmagXkc84vEfgt8jYJ2vOlVPivDGfLc2e1WROg9ys1AaU452EPHcGMxFQdxpG9oZqgO8CZWBqhq7ub9ZAwhMgDYzCe4/yBeJY/V2oLer9N2JbMNm5+blFL0Jy5W6Rex0zPkZ2eQ2fnCRbKTHwmQDIZjr/22ZR/PsOPXfJ9vjfyHGavuZzxex7uel1NOocU5yZ0oKLww4NzUgGkpqD1QTNbVuL6uy17epLTvlZzNnxjnCnILq52ZRthV0KxluBPVL9qVRdL7NMIsIrVBaRac7QOnsGbnHARRyMFpq+yPCd/kG/Pnc/eX/g+T//updx58tY1vTfnGs6WvIBIDWEfE5AOkQnonFQAQEobvca4q/RRlzULbgWwxJnq0HIEw6LtSZv7EujiLONW5I/noZooLdkqk9gsbCOYQh4mxmjsGKW2JWBun88Vz3+Sjxz8MZ75y30APPAni3l1Uqweht0ZrDpIIliqAIYG6WpgDdGciTcriBm7KBO4JeCbxcuTGcPLlJRtUUYA4MVOWuN4erpRETf9DpF1YaDZgNL5WWYvNlQuq1Gs5Sj9xS4u+PPHXfsPruI9SLEErdVAM/N5iKKqBokCSk1AQ4ZUCaw9TC7rbPpdSha2+H+kx4yfRIHz5nuy0pW1i763Cq100E5oFGHnSxjfZ+RInsq2HNFTWWYe2MX5X5ohOnFqTa49RQ8MkeBvYiAqiCHSAMOvALrQ554OUiWw+khmyTbNQc3wzbuqn2gVEYeETb/H79kyIfni7PjSfgiFBKVEFMWrA88lnhl/cWWyep3o+EmCcoXzDk4STYyAATNfRseKwNKZafq/GGIsYqQ98+4iawhtn0Sw1AewjhjCWcS5iCYX/f7MDa1t99hPtatkJbGMEtBKhMRkbIAjjot5gXS20jIPNd9dUlj8wEYRWq257YFPNDnC/EUj1EcNXq3I6NOTZJ44jllwVNO2Vl3NW5CiA+vmGF5FGaH0j/NPfQBDiHSWtz5IxtKDm7nbTi4ferCGNn0HUfuz2MAJ+LgM4mLTT9tk1KKeyGXdCsIYTLlOdiaHV1esL0Q5D/I5l0UMmHx+UZH1FEOIVZ4gpmGgKVKcAcTv8pfriNoxgd8qON/KFk4UUXcdxaajMEQaDbRaSySEuSgh8dvcQESRe/eMCwudnsEeP0nuqRFkbJTwgu2oLxBGbec16cRgPXBakUH9ig2tESIrqQkoRYrThjHYhXLL9LOoaEzHgyxGFiV9OWXQ/tw6LE4yax+fiNNucgIZcQRxvtfKOfAyGQj8mBiuAXWB0sISfv8UmwcbHUFkBwoDHR6cNVQQpztTu8d+Kp3lrROa9v+mjX4RTXQTYpbE/0sm4xRB0+7veS6Jy/dbdn1NCO3W8WoXZQoDkMuiE2PInl3uNbkF8jmkEWGmStjpmTb1cOpfWjcM8gwm29wT/emi+gnr9Qw3o4CWpYIYIg2wESUhLweSlS8uBn4NmADeDJyIt/+Kqn5+kD6bP/4gTqVU2G8MmhE/Wq0tze5NQhcXjNEogtDGxeCzkMm4gvRxbWCdL7lksriYe2c5Sak32ts8A5kMdiSL+gbTiDALNZivIqUF7HypXZ+4Oe6OYu8p1h/LPbOLlMI6OJVVBzHxpCagnlDVh4GrAUTEAw4BnwHeBNyiqv9l0L4ue+HF3HPf0j9HKuQ3L1qCGronbEEijHOxnVetRTIZKBbaq4EwRKOF1vEtqumI9iojDJ0ZSBUqVTz3FEOtDrUatrSA1uvOb+AtTvPXKEpDhNcJ3QT46dz3XseInLlgdkXhlzecDBNd9Eb7AF4JPKaqT63Gj5NiY9BtxrXcg+uicmJnb1wjoFn3Vxth274vxtnuPQ8ygSsVGQRoPos0TT7GtBLEkHjtnSw833DCXzzPFY9ZKLuM4Ob+Jp10fL5OOopmSGqqBNYPm/0+910BDGACEpFrgd/BOaz+h6p+oGO/xPt/AigD/0JVv97vWBH5eeAdQAj8H1V993Lj2GgfwPXAnyS+v0NEvi0it4nIlm4HiMjNInKfiNx34sSJbk1SrBOuMa9ZlMzVuS+J1sxaDN74mPvYLBspBm9sFLNlAjNScLH7vu/4fXxX4EXyeVcxzPec8K9UoVJFa/VFUUJNoS1+0I4aiquGaSNEazVsrYqtVZeUd1xk+2/yDSVMVcPMYZNiddDP/u/ooJdHbPn4PeA64NnA60Xk2R3NrgMujV83Ax/ud6yIvAJ4NfA8Vb0K6GtN2bAVgIhkgH8E/Jt404eB9+P05/uB3wZ+pvM4Vb0VuBXgRS960RC5W84uLBKGPez5zUgf8TzED9B6HZPPwbYtmPn5uEZABpPJILu2Y3MZTOBDvQG1mnPu1hutCB+p1yE262jN1e7VjhyCpkAXI+BlWgyhTT4i7Sjp2KKn7kE61+26N/sMNcXawaohOvMw0JcAj6rq4wAicjtOcD+UaPNq4GOqqsBXRGRCRHYD+5Y59m3AB1S15sahx/sNZCNXANcBX1fVYwCqekxVI1W1wH/H3aQUmwytWT8sKvCe/J6c7SOmXaJRrTPVRPHsOgzBKlLIY3MZxFoXhx+GsdC2roJYve6cx6UF7Py8e1Uq2ErF7Y/NOK2oomaSmO8jQeCcv53+BmgrhBVG+6QrgXMY2nQE937F+OmmpSJ+3ZzoZQ/wTOL7wXgbA7RZ7tjLgB8Rka+KyBdF5MX9LmcjfQCvJ2H+EZHdqnok/vpPgAc2ZFQpeqKbWacl7GOTiZt5e4jVVkYtnueEOnEmcMNRObSKwWQCpB4icyV0bj7ur80U6uzw2i700iVDWK1ZvAoQRVTRRsOZgLoJ+jTMM8UKMRgbqAB8WlV/rUeTbh10WjN6tVnuWB/YArwMeDHwZyJycbyK6IoNUQAiUgCuAd6S2PxBEbkadzFPduxLsYHoOuNNFGFvRdjU660avIuSuGInqzc+DuNjaOBjdm2HfA4NPKwxmHINLS04k4/XXpi2M3lXFpffrARGGC4fdtoHw85fn2J1MZgJqG83B4ELEt/PBw4P2CazzLEHcYpHga+JiAW20Q6tX4INUQCqWga2dmy7cSPGkmJ59BJ+bqZvWhW2wE1NHNlak7MnpmYgwBQK6K6t1HaMYjMGE45iPcFEij9fh5k6WLuIK0gTKwyNlhHgXZzQbQ6g0xf83T6nyuDcRoeZp3ub/t3cC1wqIhfhwuCvB27oaPM5XFDM7cBLgVlVPSIiJ5Y59n8DPw58QUQuwymLk8sNZKPDQFMMK5orAN9v0y3kcnijxXat32zGtR0tYkdzhGM5MOCXQ0w9Vg71EDNbhlLZPVkijqrB2hZvkIbh0oze5aA25v6JcwUSFBJnitQBfI5jkESwvvUCNBSRdwB34UI5b1PVB0XkrfH+jwCfx4WAPooLA33TcsfGXd8G3CYiDwB14KblzD+QKoAUy2DRbDeRZAUgmcDRMAeBE7bWQuBjJ0cJx3OEeY9G0QngKCt4VSUzF5I9VcVMl2ChDGGE1uvYegMNG4l4fkFMu05Au8h7DyTI5NqJYG1St87InxQpTheq0lcBDPJvi1kOPt+x7SOJzwr83KDHxtvrwD8f4PQtpAogxRIkBX8zhFMC3zlr4+Qssll0dAQCDynXXFx+GGFKNUw2QLIeErlHwatCUIrInqxgjk2js3PYJntnR1SONIV2sojLoLP/JhV0oq/TEf7pLD9FL1gVIptWBDur0cvOe7YLhlZxllj4mlwWMzYK+XzbzCMCvofNBth8gFiLV4+pFmo1qNfxSwv4nke+6cyNaRd0oUxUqSyO1U8wd7aoG4BWIfeVIpkFvBKzUYoUAyDlAjrLsT9zg3MeNmeOXTJBzzZFcO3YmwDwdmxHyxW0Xncz/9Eiun0L4VgWCdVRJltc9ogIptbAVBowV0KrVag3WnV/k2GXi0Iwkxm7CayKsJbFoaDrqQBWSoeRYljR3wQ0THzQqQLoQJOnBqKeWaJnWzZo5R9cCUBt0mfigRnMgiuFqCM5qruLRFkhmI8QVRev34iQRgTVGpTK2HK5Lfi7Cd1mcliHH6GpGE4nGWszIY0MOncwWD2AdAUwlNgfXO8oC1q2aa9nBMnZogT2/+D7yfznKQCOnJzENMbJTo/gl0OirEdYMJiG4lVDTLmOVB1NA5UqWqm2bfmdSAr7JEVzUui7Dat3MR1U0ilSrDqU/jP8dAUwvOiaadoDZ0pbuxkwfcUIX73i4wC87vFX8ox/CY1RDxNaTGjJnazjz1aRmXlnx2+WX6w32veqWbrRagelc4xupqAzQbe4/022gkgmkA3rfyNFd6xGFNBmQaoAYlzjva5dfxbaNWcHjCIZ1of9xCvqrc/3PrKPy76/gM15+DMVF91TraFz865QCiymT4aWaadTAC9X6nE1sMSU1GUMK+ovwV+0P3MDd9c/2bPtSk0+Z8tqMcVgiWDDhLNCAXQ+kKf7sC2aoTZDCs+AKGwYHvrH99/W+rztywHm8cfwiiPoXAlbiSmTw8ZSkjcSfPlJrNNMvKtiPl0lENNHwyo5o7sgVQJnB9SaVqhx70apD2Bd8Mj9j3edja10Nt6zwPQZCrNhe+i3/+0xl3QVs24mV0Mmk3GhoFHULrzSRNKmv97oqCa2IjT9FGJc+UjPW3bm30Sv37Tzf5c0A5lsjgP5G7mr8nEO5B3ryV2Vj698zClWjNV00iurQgWxaTDUCgDoSvPbxCACuBX7vslsyOsBe/QyAK74shNIF598Gs7fDcdOtMwqLVI3z7T/+b3MPet1D3tx97eYQwcfhxu7E/5nKpC7/dea25pCH1hcFnNArNYq91zDgdwb2ivXcBU6TJ3Amwdi3My0VVYw4ZBsotuD05zxtxyXKxFcKxQww7AKOP/DzvwRXXkh9ckshZNTrVj9tnBXV1SlWxWtTmykk3Yl50m0vbu+xoXf4xDZ/cH1rf/cmfiNhtXntB44ULwJM1oEwGyZcGVAPQ9mVqFzFbRPJnCqANYRkgkgTDhvE3QArsFihbA/uD7BMBktNSEsJ0C6CbaOwuXDiMx9jwBw6p8+B6+mFKw66geroA2nXKMBIqSWMcMki60vMRet1n3bxPf/TCipoXvB9BTdYcbH0Im47OjsPGqtq0S3ChgkE3iY8gA2uibwmUG1xfgILDYBJCpDLdpPIpJlJcJ/GYiR7g7RTYz9L/uN1mfZOolsnSRYULJztlVuERIZtd3uZxIruPbW/VotJKuSrRD32E+tzyx6lZRTOuPvD50cQzO+e5UrrpbEavmodIDXEGG4VwAirapTi8MCFwuDthmji+11UOEvi1cVZ5MZaOG5OwEY/+YJ8AxRpbL4vojp6+RtKcAemb3N32SJ4D9dwdhrNbaC/jbzb7IchnXc64Xa7jEyJ8oAaKW6qMDQmUP6R/kMkRJYsymriNwmIsdjburmtkkRuUdEvh+/b0ns+zci8qiIPCwiBwY8iXtPJCB1RefstbOW7UqF0KB27wQ229L97q/8GmaXM/3M7/GZ3+NjDx3BPn3IzfrDxqLwz0Fm7MuuguLfoFmH97SSwjp/tzPAegrRfr/9ZvtvDDx+g9gAACAASURBVDsaox6mWsdU645mPAjQVTMzDvAaIqzlCuCPgP8P+Fhi23uBv1bVD4jIe+Pv7xGRZ+Mq21wFnAf8lYhcpjpAYn9klyQnLTLtdDEDddaxHQj9/kAD/MHWeyUwiKPw4s/czGRz6Jfuwxw9CZF1iV9qMYHvzGzxferpAG4WgDd96BhOM05/IAzQ92adPadRPoNjuXt14IXvQ/aOwvRsu0GzpOhqQNMVwEBQ1b8Fpjo2vxr4aPz5o8A/Tmy/XVVrqvoErgrOSwY6T6Ox2Ebdw+7f/iqLbdDr7Dhcr9le8jzXmNcse96p5zuJPfWCcco/cCGmOOLukeeB7yO+7wrA+EGrEPyS2b5aZ45LFopfLQyifDex8O8sLzmI36Hfb5aijeZ9uu6y9xAVs+QPlbEzs9iZ2XaCX2Plobfd0MwDWO41TFhvH8BOVT0CENe33BFv3wN8JdHuYLxtCUTkZuBmgJyMdC8WvoSPxht8pr8SrJAuoom1XAmsVGg8+bZfan2+6j23UNkaUPhODj0VtQV5UqiHEq8GPKRp0gkbqFVEYqXRjYr5TBVt52pjtfpdJ/TKEUiF/MrR676F20bxyg3MM8cIGy7o3xspOBmxWisAC/QNAx2eKKDN4gTudse6SlVVvRW4FWDc26atBKBmR5226tgM1IxpdwlOXcwZHe1PC4McF491NSkjBhUi/RRPbhqqWzs2Nqc0vgfqI6quhkvT/xK2+f/FGAh8ty2BXrTap43T6GezmlT6hXdu9gCCjUKrZkf8X7jGvAbvOZcjMyXs7LwzXUJsvhxshTjQedvi46zAeiuAYyKyO5797waOx9sPAhck2p0PHB6006bQbxGTwWL7fpzq39zeU0Ov1Ll4OjQEp5mxfLronC0td65gIa72ooopFJwgj1zdXhkpINZiI1croGUeMsbN+Ot1V8vX81AZcAY0hDP5tUK33yRdHSwDMZhAwPcxRWcJ0MPHsZUqGEH8bKvpqvM7nUUKYL0D1z8H3BR/vgn4bGL79SKSFZGLgEuBr/XvTttRKn7gtL1nloZ9daEu6BqFMqAteS2wFg97kpOm2/k6z2kaMHIsBM9gtk0u7dCq4wpqhNhqLeYFEiTwWzMubYSt5XYyP6LlM0i8FvliTjeyp6PPJfuGGOuWozBkuMa8pp2lHobY2Xmi2TnsXAkAyWbdSrS5CtA+UYIrgZX+ryFSEGu2AhCRPwFeDmwTkYPA+4APAH8mIv8SeBp4DYCqPigifwY8hGPs+LmBIoAgFvaJ2rOx+WEgyoLVxCabwS4nOHqtCApHqwQnF1yBd+Cu6ida7a7b8/NoGC6aTWm9gQSK2pjvv7liiJ3y7dj/tkLoibU0u6UYenRGtDUTFDWM/1ueh2QySDbrVqHN/0X832Q1Ew9TLqD+UNXX99j1yh7t/yPwH1d2Evcmxjgh1MlV00s4rLbQONP+OvwC61FMxGRzmDHHl3Lghe8DICjVsE8fwtaqS9prpeoiKRLX2iI1a87GovpScxtLE/OS+1Kk6IduYZ/7g+vjVWUcmRb4/z97bx4lx1ne+3+et5ZeZ9VoXyzZkiG2ARMC5kJY7iW2JQhxQkhwIKwhhFzIzSUkcAnckEByEgKBw+8mgR9buBB+IQnZIME2zslGcADHYDDeZUmWZWs0o1l7r+39/fFWVVf3dM+0pBlpBus5R0c93VXVVdVvPev3+T7G809IC72MUxLp1TMAGxDrv5yslyLwWYnWGu35YFkZr3MDzpftKmQPmrNPZCU0Sd/PVOyhN+Oi7fwCUTwQXke6gzcJyzIpn47TNgRxHTxBvSpkF+r32Gjr4KIskeXWdVqHchzEtmO68shEqskAo4SDaZVSQKIFWQEFJBdRQOdR4jmw2fGEG1VSkrouIzaoETgTuaXxWQ5tf5P549Q0AOFiFeW6hggODPzTtk1U5XlkRz6motvpHR11dg0nkcASo9xjbGRPRNZFBf64lUEcGh1pJIrB98laC8N2GpL22pPVak15vEUAIvJm4HNa67nzcD5nJ9ni7UZVGnHOfElRNANzO9d00JL9tUbXG+nDokpFpFwyn0XtHKqAiRaU6YI0kM+Ml5MUdK34vOMifGLQpKsvIC0IJ8eIdNpT0E4bnfuYx77XfVHWtayk/MV22hF/7Pwt6e7PIvQ2sFO41jJIBLANuF1EvgV8CrhF6/XV79Yxx3ejGgBIF3Q/Odu6QL/tdcuEyWKbZSD5nPGmWl4aQkuxAGBQP32oMyTuAAaMJxZEnQreUr0LwCLm+5RAFNNIrGa/wAaXi5z/nXJr9Jdc574ca/MmooVFtOd30cD3Tv+uKlPvIH0A60o7Li8rGgCt9btE5H8D1wGvBf4wRux8Umv90Fqf4LIi0jt18H0uqzYDudmKlXPc0Vyrm5wpmDkLwE0n/wiA69yXd+z7Ff/z6evs1KU2L1OYtuFjZUj7sh6+edF5ThuxhnNRVlV61bSSNW5t3YweH0YaTdC6DQftxwaw6rQkrNwJvIFkoBqA1lqLyCQwiYFpjgFfEJFbtdZvW8sTXOHEML3ZrK33v5rHXoPz7BcyrwQFFcuCUKWQuUQpK9fl5oVPdWy/3KzcW5qf4+Dwa03NIJdDtEn5iOum22jPSykjLir4weTx7Pn3vfahkokw4x4Uo+gzYXN3felMCB8HkcfbSEgR+R+Ypq3TwCeAX9Na+yKigAeBC2cAstKPBG4l6ubzqYyS7z1PqaqB6CaSwnl8PreGZzca8ebFP+Hg2Os73pORofiFQKUaF+e8+L2kbtBu6R/oQb1oPB6Xcv3Tf4ug5GAXHNTkLFFCN5KhGc/KWs2pHoQKYiPFB4NEABPAS7TWD2ff1FpHIvKja3NaayxnS0l8jlTGHTN2z7N055PXwru8ee4TS947tPct6HIBSWi4a3UD3SUOzy1l+IWyhWDofKgvKv3HrRza8z+hXCScKGFXWqhTc0Sz8ybC7Pc8reV6ySQdlt1mg8ggNYDfWOaze1f3dFZRLrDSSHiJUkhkvFBNofPCrZDzXVi86diHOPikd5o/hodQjmNqDXFROY3e11D5P54J1XqlBzfKvXj66z6Iet4e3EpIYbJhPP+ZWSI/6CAYPJ+OwkUyuO8n6efV90AMDMRomRk2I47dZszUGiG8oIq/W86mbnC2cvNdpsH70IG3gesiMVY7arbaKaGsrMGD/Hg1ApI0SWZkI9yLZ9z86xRe4TN78w7KJwKsR2eM8k8avGLUWCrnzeH7/hoI8/1hALoVeR/IV28ummVmBWSwxH2LlwkZXZLOsCyDmY+iuCklWr0u5SypWuYcz/i4meOkNNmrzZjYQ2568PcBOLTtv4NlofI5gxryg3Yj3xrKalJwbwS5Pv+KtEjaQZ8simutl511vWet5ND2N3HTyT/i0L/9Mo1b97LpTx+gtGmaYDRmphWFcl0iPzANiyUDUcYPiOpmBnBCRSJK0n6BNlR0FU7y8dYItu4lVWIx739X6qVbljSJ0JWW6aWEuoxLB8Nl4vFbVtvjTziJ/OCsFXTnn12Mmplj9oPAdTeUpftaqgMap8MQvNWZljSo3DT5x6ZgbFmIiEF06B4R1jK/Y7ec6T3eCF7wucj1hVfGa8XPsK+aPpNB7+n5lOe9+P1MvX4/P/AbH2LkyCXs+tdjRHu2Ud9Voni8gq430n4Rlc+hRkfAddDzi0SNJmooBhxoTbhYMdPrSgXE84kaDfPZKvgXokEeTzWA9S5tjzhse+IxT72OIgMV7YUy6RUlrKRAsgPSsx2vCY4+4/H39Wj7pJeWPa/09DRof4kRS0c1OnbMjWLHnbsqhsolxiBuvAoCM0qz0SZ9O9/e4M1zn+Dg2OuRQt6cp+eBH6Sdxv2MbrZ7GEh/17NpIlspP76R5vQeHH4tOorStQgY2G0Y9l1T1zk3dvRzXCh5yi9/CO9qm5GjmrE7pqHWoP6knTS22Awda6KOn2qjfpSghsqmF6Dpo33fdLAPl9GLVcIFMwtYSgWkUGg/8+exEWwQ8yoiB4EPY8YrfUJr/Xtdn0v8+QuBOvAarfW3Btz3V4H3A5u11qeXO4+NbQCSEYQAZNIwyUPQT/lDh6JYMTff7fUniykeRxllG5y6Uym90jb09sKWUCF0nWd6PMtC3DyqUIBCHgp5dN4hyjloR6FthVbSXokalBeimj6q0oRKFd1sme5ezr/yT+TmuU+YdFAsqlxCt1pIF6trR/SS/LYWsYGXuL6S6SReSZYxEhttCMvB8Z8HQEaGY4SVB2FkcuUr1KvWgxy88p2Urxin/LUK3HcUdu9g+to9tEaE8ft93MOTZk1YlhlMVC6hN42hcw4yX4UwQsbLYNsQtpsPpVg078EZRZIryir0AYiIBfwRcC1mGNbtIvJFrfU9mc0OYeaiHACuAT4CXLPSviKyO/7s+CCXs7ENAKReoSRmOW5CIlEgfR6CgWcFdCnwxAtvv16mLtDttUKH55o9Rr9UjnLdtKFKcjkoF9FDRcKhPK1hF7+kCAqKMAeRLWgVeygRqFAjIViexq1E5GZAVZrolmegmOsAXnnT5B+nr1Nl5romGgja9zkl88pMG0ujPGkrf7FYWg9acp1WfwO7jKzHtJEUCymrq67XU4SM+TCT/uuFlQ/8Za/p+vwrzHZ9KNbP9l5cq34qPTfrifsZum8WnXepHnwS85eZH3rTfQHFeyah5SGFPFG1Zvj+x8cIh/OoxSZ6sWKi3bhrXVy3PQoy56YT7bL34lxloBTQyvIM4LDW+giAiHweuAEzDyWRG4DPxLQ7XxeR0XiK4t4V9v0Qpjfr7xhA1nIgzKeAHwWmtNZXxe+9H3gx4AEPAa/VWs+LyF7gXuD+ePeva63fuOKXJJRE2YWdUfwrevYDpHzMZpoUr9hP4XePpVSZ1Et3JNKl/LPHUUkaJ59DCgUoF4nKeQC80RytUYfWiOANCUEBohxoZYAJokECsDywWmA1BcuLu3t9jfJCk2pZ5YditeTm2Y8DcH351XF/gBUrNOPpE8ISGqrMb9z28rrb/7sK/bo9I/pM+zvWHT9PGKKbJpUX+UF7/cQMmcvx4+hlfv9Dm99o1h9Ao4HYKk5tkh7vTA1icu/EslBlM4vi5rt/h2e97A9YuFTR3KQpnoTN322Re/AUtDzI59A1U+CViU0EE0MoP0TmFwkbTTMOMrlG1zERouOY6LzRbDs655+i+SUikm2M+Vg8zxxgJ/BI5rMTGC8/K7222bncviLyY8CjWuvvyIBjWdcyAvg08IfAZzLv3Qq8Q2sdiMj7gHcAb48/e0hrffWZfokO/A4FnCJaVsO7HTAy6OnpA3Q9hH29fMdOpxmRz0GxQFTOEZRz+MMOrWHzoHpDCr8EQREiF7SFyUlGRumrlvnfboDd0Dh1jdWKcKoB9mILtVCHZitFSVyAh2JwiVEf0OWB0qeI2dVwt/TjTNNQrPQvZGPeaolORnOCKY4Wi+Z9z0OLIGHUVtpdDJn90iLXl1+NuC660WaKFddCtCxLVthPrnNu7LjPOgzTXD3A8D2zhO4mcvPCxJ1VrGOT5jkYKqdpLTU8RDReRrRGzVWJZufN9SgB3zfrJYra9SQgqtYysNHgzE+8lwyeAvrrZXqoet347qP226bn+yJSBN6J4WwbWNZyIti/xZ599r2vZP78OvDSc/6ebAHQvLG2qY1BFH+Xwu+l+JM5xukko3zO5PILLlHBISw4hHmL0Gkf2/I0EglOzfytAo3yzftWS2M1I6xWhNUMUK0A8QKkFZgHotkyE7083xSq17Hiu6X6f036wTLGMXmI23WWXntlip1Zw7ZClJMiyDLH3yhyrfUyVD6XsrmqcgmUMgX+MDTF/u5ouLs5UUdLPHnt+eZf4LcJ/TLbn6mYOl24bJF+/N9PEGwfR919BO06sGUcaXjoRhNxHCgVES9AzSwSTc8QtZrm3PwAHcUQUK0N/DpGta1YBzkLGSQFNECj2Algd+bvXcBjA27j9nn/MmAfkHj/u4BvicgztNaT/U7kQtYAXgdkq4/7ROTbwCLwLq31V3vtJCJvAN4AkKfY+eFqEz+lX5pR+pZlag5Z2KfWbcRR5jx6RiLZNI/jIDnXhKw516CKogjVDBA/xK4q3K5QTrSGIELCEPFDkyv3/JiGOYiHssdFVK17psOSYewJl/p6zG3f0vycqQkoBWle26J7FkFHbrrbQGSIwpYrArYV4gXiiDoLSfLo2g/a6zBeB1Gz1R7XmZVk7SVjO/tdYwynFtdt03z36RUZZO3oFepxN9/1Oxza9ytIYBB0EtmIF0C9AVobA9doIgsVomqtwzDpVsvAiRM2Wj9oX/ta/Iar0wdwO3BARPYBjwI3Ai/v2uaLwJvjHP81wILW+qSITPfaV2t9N7Al2VlEjgE/tC5RQCLyTgyraDJ1/CSwR2s9IyJPA/5WRK7UWi927xvn0T4GMCzjuhc2/txPsE1Uli6ueDoWlurM7WuN9gMkMzB9OeWfHkup9vzSIDD/N1sxL06ExI1kEkYdE46SB1Gf7fWK6sSCr7M6QFbEdUzMmzlX5Vop/BYw9wd6N9tlkV4dRqF/mijdfh1HBddaL2uv+VhpAkir1UZOJes2AUlkez/8oKcyTySBUgMml06caj3Le9Hvu7KG46ajH+T6p/+WQfu0WkilZlI7Vlx7WGi0OaRsx1x7GBL5GkVbJ3enC80OyW95VqffdTEDefjLH8KkwN8M3IIpWH1Ka323iLwx/vyjwJcxENDDGBjoa5fb92zP5bwbABF5NaY4/IJksIzWugW04td3iMhDwOXAfw5yzIFz/is1WCUPSoKlt23jAdk22BnFk8zCDQJTqFJCMpTenFCPNFQ25xqGZi02ozaCI4pSWOmyHlNXwVlU759wCa9Ol1LsVojrUiwLwmZGqWGKw46T2SaOvCxl7l9SqITe9y97/cvUDc62SLzWcq31sr6fiWWhCq5Zv3GkmvaBaG1m5cY1oI56QJwGSkS5brt+lR21uIrSK2pQJ6baOftms218fB/darV7GjJrOjVyyRrv8dytupwjDBRAa/1ljJLPvvfRzGsNvGnQfXtss3flszjPBiBuYHg78DytdT3z/mZgVmsdisilGOzrkUGO2bEwexW2unP1kkHrJM1TSrWVfPy/tk0jlVYKkjUUYVIvrRhe1vJiSKW3ZDpR9zmYtw2aSIeY1E3HhfSJFjJpp/hmtbHw2fRQnH5KUlEiSeqnCx/f/T1niehYazm09RdBxIT4MX0BQLbRCWin3TIysPLu6AVZRlH0OM75vl/XuS9Po9LsBLyE8gAwyDHXSZ2KJELNDkrXnreiMh8ERj2o9Our6PW+KhbT8Y660UyHEyVOUfu1eZk0QCbn3NMRXO0aQLRyDWAjyVrCQP8MeD4wISIngHdjUD854Na4UJHAPZ8LvEdEAkzS9o1a69mBvierJLONQuYk0m5Y49lnvHkwrx27reytjMcE8cOjET+Tb295kCh8z1uex6aLs2f5C+nTbNYDWdTzAe7VX5D5u0Mp9jmf9QJxPLT3LeC66IVFooyhlCTSiiITfUFHTeCcEGADdm2fb0l+E5XLtxVhl+ESHUHcKKV9nxR2bDZYPqLs4Xis9dCeXhO/AJPiERVHfmHvOkZ8jpLN+wf+8kZtNVNAgxxn/eIrlshaooB+psfbn+yz7V8Bf3Wm3yEiBj4Ze/Op4s5i8lW8oBLlb1noxABYgrasTg8/MjNtxQ9MDjL+X3um7Zw417/iQ9JP+XfnoPsp/KR46+uuB34FOORy9yuL/ljGEFxIObTvV8Bx0NV5w+ESe/9pqJ/c/45ehrYXuKrXc4HvzcGJN6TkZ+Z0eqw5HbVRUmcrZ+KonKH0cybS3zPzvSmkOy5U994xg2Lq5fX3SPOm9Y/WWV9G+3gD1ADWMbh6iXwfdAInCjOzCHSbp6eDEyfeTrz2tgIm1xgZHh98Pw6X/XNjqlwuf9/DCCxR/Mv1DiRf0e309HloeuW326e51BBcqHTQwbHXIxPjUK0RLVbbxc3E20u82ThNAHFBUGUI5dae1DSVtbxPh3b/MrJpHCKNiqkQ0FHP5q1uLqnuGRQdUeH5yJEPIqLSudPiOKbg7/nm+UxGiSrpJFSMJduNT9zT0PsrZNnPz0oiHl8DYdazaK3NoukmU7MUEsWQQTDGwU93aheXklxnN21zv3DyXDylbH1iSSFWd4w1PWtE06APd8b774BAXmAjoJstpN5A1xtL8tzQ9vjEdlD5nPk85oBJo7J1GtmcsRTyHWgnREzNqk9PSXrdcRpUR5FBSMV1oIGcmPN5z3Q7jYdlobeMExVyiG8AEhJFqMWa6eZteZ3Rd3ZtxJQrHZTmHYX+1U9nXRwIs45EB36nwU0URvxQaC+rtDOduSyTMuilOM+xway7+abzw06aglWTOH2yJG3UhQDpJxckEoi7OZM+BaCN/IhRICqfM81zyS6Zwmbi9WUpCzaaHBx5HTI+arpgG80OCHC3N2wkTNeQ6MhA1ZejHMnKOrlH4XCBMG/jnq4t+UxGhpCWZ7qeYwLDTpRbZh33SJGtalQ4eCfwhpANbwCWKLH4B+/METNQvr47VbLsg9NtJHp531lFu9zx1vIh7Dp2kvJJDUFy7Rb0omI+n4XhWxqf5dD2N8WFeMNqt2SkZgLLjb1j7flpx6ty7LSAmKaD1jC/vVaiWy2oVM2gk7ibNaXvgKW/aQhJCHkhdM/ZOArdNNTPP/g+nEUf/cAxwKyFRA7tfcuS/ZXrGucvJgpcQpHe1SwoSkzn0TnKxZGQ60hEJGX/61ZcA7M99vD2l6Ni7ilroVi6DVu/qORMJfUKE0PQ+R3m76VsmecrGkhhtWl0ZnVcZ1sJxucXBG0GzGQORCZN0NkouL4w/X0lMcr5HBYQNZqxslNLtlkv13Ou68OdbWHN1whjRE/2eDcd+9CS7a8vvDJ9rfK5uPu5jXjLUlikpmA16IA0F2sA61ESqoDkYU/og5dQISyDE+4bKi5XRBrwATzjnP5a52u7DAF0GoML1ggVF+CXGPOOKE+nGPGkSIg4qfJPoaMJegg6U0KrdE1rZRDVpjFwXdOY6LooIIqHWomS9Po65lQvF8WaF72/rFdzZB9Zq+Hrh3b+ElYuh56Z7ai/LRd9ZiOEg2OvNwXlNPff5oUSx243ia2CCCujfC6igM6TaK07cOL9N1wDBTYIBDSraFbrHFb7WjLKoy+P0nlAihwceZ0pBkadRfg22V+mwBtljXbb0+/oxs4q/0i3r006R4iuR9GbRgwaptoA20IKeSQGKqiRIZhfMKkhcUhI8Ho1QEKS2stEdb0coMzv270GssddwpnUdawzTRceuvRXzWHGh5FZM9oxPfez/G1UuUxUrXaui170EGcrq8MFtG5kQxsA4Pw8xOeKxlnNc1yL0H/QQvhaSxC0O38zsoQALgzTFFAHYku3FX3P5rCMUeiEXZ25rGU6LCo4WItNdKVqit2WhRoZJpqdJ7h0B/YRiKam06i3l4JTjmQUaXzNotuvl4uKM7IsZUgfRT1wOihO30qtRbSw2Nn4FR97kOPcPNem3T/0hP9lIqZq1bxhWe0ocTVEc3Em8HoRUYJyMoyF3dQImYd/rcLXAU+0IxednmKfpq6eXlgP3polfD/x61WRLs9wLeU658aU4qDD0yfO56a/b/x+2EkNYP7T6VS4bLE09Xq7IIMdss74fgCoN4gWFg0mPl7XtzQ+y7Nf+gGGFsZgatrUPMKl3cE9RVR7qhoAlkEMRbpn8X+JnOH9yXb6divx60uvMlFNuWQOvVg13n/X7zCI8u+OOsLxEla1hsTNcUkKzVC3nNEl9JaLEcB6Emkr/yUfCaDTcH9JGgHO/KHv1cC17Oax4u6iqEj5eqBzmlmyX6/ic4YLKH0bUkMnOmn5XwNltkbK8TrnxvjwGh0F8WAcq/OeZAxAQpjXt/uzX90go/zT7boQWutJVN2DRhNrfIyo2gmLDAqKcMRM6hLL6q2LUuhvlvQtYxwzKcp0lKZauyJ5B+2DxJTUno9eNF66rtfN3Ac/OKsJY6pQ4NCBtxGNFMFW8TChDHeWZaFFVqcTmJVRQBsJJbShDYBpBPNW9qTPdVFnFUhKs5vQTmS6jLPdvIkoQXp0+nZst2TMYbT0vWVESwQ6/p4EArmafC5r4CFnlYJYFpLLGTIzUehkuhO0ic2Sv2PlvcSLT1A+PU9f2lFTtpFoHcrB8Z9HCnl0nA+/pfaZJdtoW1LjLypT08husyQqMLWClAq8T0fxmtZG0vqL6ceh63e4NfzzPjsuL9oP0DNzqMUKANFiNaXHUMlQnFWSgcjgLhqA8yQJMVqsoJfkQru8xF4IhxW3j7lJJCaOS/mFsoycWQK5+LzSfx2DYrQxCMnD2iN40TrqpJ1O5x5H6TF01H8FttFQA4b2K0hyz77ir17OO+GzTygeJG+Uf4LhF+L7ELXvYdqtHekzu6auHoxu9tj1JIf2/E/EdYjmFwwPUg9xKyGqabplO+sfA9yPFCUD2QlqS1KK50Mineb8xXV7GrqVJCGV04FPOD+PvXkCigWUbcOM4ZI8Z56kbrmYAlo/IpaFNTRiUiyjI+bNWh2CsIOiWRLaZ9eJh7pkNG/MLqn9IG01J9LmmJZllH6yT/eg5e6/s157ovwT5ZVV5sn39pMso2lG8UM7fdQrdWTOKYbBJqmvPg1eF0oObX4j9o5t7XsRc9UD8YwFM+ymQ3TXvRtUVqDCSL3R9XBf9v8a5GIG1GbvXMV17sspPvlyVK1FmODcV4poulOePZBp52USWsYQi4pSzD6APgclnWUWvenUR7j22b+NavqomGdIVesmogSYP+uvSWWQFNBGkg1tAHBsZGwULEWweZgoZ2FXy0jLR+otpFpDB4FR5Ln2zF3txDllESSKDOWzFyCej7S8zvRDNnWTwAxT7163ldWSlETb+++r8GJMDQAAIABJREFUtDMFzG5Zts7QKwXSvR9Zz67LEGS+ezk5U7bRQaTynP1oBbm5ALvuo+oeUmlAvW7w/4ky6079ZM9JrzzHt5sgLfk/Wwg9F+W/mo1xh/a+BT06hEzPEdXr/c9JR6jTC2DbqELevEU8wCXZJMtU26/e1aN7fs2kZ32mbYC7O4LPRrp/BzVXQ4+UzXdtGkbVWubZWwUDcJEKYj1JcqNtC20LkauIcja4Fipn5u2KH5ixco6FdmPu/1gk1MYDtQWtbHAsyDtIEMUMoVHqlRLnpZOZu2n6qS8/C0uLkn2vY+kDmG69UoNPRlL+nK59lhqCC9MVe/WbP8T8QU3xmM3oYSFnC7YIthdAQ9r3FMxozGx0IAKWmMyFBSn1QdRFsteD/bHz3rV7A84VCrpaooeKSMMjmp3vACpkc+IHx38eVSya++A6yFDZ0JWHdjoJDTD05XEdCHoYufP5m68AWV4N5d8tt37tXaa/IL4f4UgeVWmeXQTZSwaAgW6kCGGDG4DIUMYqhWqGpkDjhWjXIig5SCHGGUfEtLo+qtIyRgGMYs+iQTITwwgjo/R936Ql4hGQHaMbV+oyXq1rBAYhtGor/3CJMegQGQz1sZo54cs+8EFe8Jrv8LVH95G7Y4TcQoDyzOzjhOnSfGkSWeklKTZRyhhGLe1uy2WetiXFzkw0JyrqjCTggqSCDv3AO9DlPHJ6iqjVRGynZ0on2r8bq9pEuzaRa2P5Zo60wbq1RcBcZ9IPEa/PvtPq1kqWUf5nW+wdVG468gGuf9q7AQjzFs5q1gEu1gAGExH5FGb275TW+qr4vd8Efh6Yjjf79Xi+JSLyDuDnMG7Z/9Ba37LSd0R5B2/POKoZYtU9aHqIHxLlXSg6RK5F5Cok0thVH9XwoVJrMwom6RyRTrhh4tmnAyf0qo3IW3NZktfNcOKYF+n/HaMiM/uuhfzii27htD8Et42w+Y4FpBEXAIN40lpW4evInHbGKEs82Edsu51ew0QK6e/VSzpSQQlaC0iioYwBuRAMorUD4+QnDQU2kPL+Z+X5h36f+WuG2HS3g2qG5poyIAQRhU5SWyLmHiWiNRKZkZAdM35XiFjNsVYokp9F38D5Ypede5KpCda2CpvVNqxWCMfO/biitYlOv09kLSOATwN/CHSX9z+ktf5A9g0RuQK4EbgS2AH8o4hcrvXyfm9kC5GtsHQAfmjy956PCkLEC7AcC+1YZqRjrQmVqqHX9Yzy6egQVWKGbVwoj2m1pbubNlaoKd9PnCrJ8v/0iwjO1WN7z/d+jLduuo8r//aXeMI/LaJOTHUW4lVCW2DFdBCxodURRMqkfhLFZsfT3zoKx0F7IHxX0bwjjZQYGZF4CpzVrgmk0dx5JPzD4PqtSoMoGfoSOyKR56V1hqmnOvjDsOkujfICk+bMSi9kWXc0a1lxRBvEwIhe12f1Ngyx9GyiW6cy9QzzezmbmzROFnEXV6eeJRdTQIOJ1vrfRGTvgJvfAHxea90CjorIYeAZwH8st5PVisg/eMos8DjM056PtFpIMvxdJM3da89L0zfpecbThTbQb3b2oqOlhgAyNYMu7vRz7AaOJi8H4F0T8L+nnsbuW7RR/mG7ocugs1xwnRhxZaWjOLMTwXBi5e84Biab8gKFiG+Um/bFcObEhfek+S5N26U1kfb76esUFrnKYyX7yN7PvA9ZsNmSE2g0TcdvH4hqUAJnEZzpmkmZgYmagqATiJARiZQxcnF0i5b0tWTAAO36SDxAKa0RLX0izlX5n8/ZEvltdQCCQDF8uI49vbg6B76YAjpnebOIvAr4T+CtWus5YCfw9cw2J+L3loiIvAF4A0DeHiaanEYcm7BWTznCyXjy6X5JI1c3zYCy2x7/evT2V5o7cDbSYQi60DJdE5TO1vtPlH8iN33kOWy94xi65XWkcMi5Bp1VzKFthQQR4gWQILKSIedJnaAXJ75ShhYB0HH+OxumC6DjKXDp/OgwTNNKQKp8ezVVpbJK6+PpN/06R677Ah9f2M4n77iBaGwYJYJ4vjmfQh6KOWr7hvjBN34Iexwm7g6QqRko5FGRhkYjjWTNiXc2I2odxVFBtikxblqUdmd81hB0gAVUVwTZB8G23iVoONjTM0QnTq7OAfUAHv4GMhDn2wB8BHgv5ha9F/gD4HXQk0G1523UWn8M+BjASGG7lnwOKZdQUYQ4DjSiNvY/Z6cNYsnQkG4YoGlGSt5YP7jwrKxZ6B2nPJakA85RupX/D3z8F7n0i0dSZRvVjHem8jlQCp2zCYZzBCUHbRsFbjUjAxOttZCG1x4fCJ1GUTADYsAo/ihGbfl+WhfQYNg146YzRNAeJj+eiyGUSR1B2aaRCIzCTNJKMQV1lrDsbKGg33jqFwD4x5krsFqa5q4yeQVE0NpapL7VoTUq+CXIzcO221vk7nmUcGHRZHh834zNTO6JZPiSdIZyRHRnDYRMIT0zRAbiZ6EDNdaZDkoMQs91uA6H7jTmDExWPGUYVR0bmqt08A2k4FeS82oAtNanktci8nHg7+M/TwC7M5vuAh5b+YAgQ2X02BDKccwP7fsm3C/kCceK+CUX0Rqr7mOdrhgOkphfRVcq6CBCbCc2FJB2SK6Hhdyne3nVZY14cV5wz4sBuPRjx4h2TBA5FtYD9TS1EzVbJkvh2KhSDj3k0BqxCF2QEJy6g1NxcRZ9rFoLafpLaTKUQjsGwpv0dYgfQtODyCh1CUMkdNuppiAwqUGloFiAMJ6fa9tIsWC2A7O/H5i0EqBbHlGt3slaeQbSbRgP/+nlDC/4aEcgAu1YBEULbYFb0Qw9ElE+sggPP0awWEGUEDUaRoknQ3OS38xKelfauX/JdqsnEhfUtdZIzCTakepL/leSkuuZixeWUHOvh2ekjxSPmUYwbWHWQKkIlXM/7kUqiHMQEdmutU5isZ8Avhe//iLw/4nIBzFF4APAN1c8YIIE8WK6V8tBOwWwhGC0QGvcjRWKAHm2/HOF6tN2UZg0iAvr2CThzBw68DsmCK2KnGvqph9H/2pPJYuLf+d0jIxklZz7a6YZJ9oqzDx5iJGHmlhhhMrnjAILfMKqjzQaWM0W+XArEhXwS4owJ4QuUDbnJlqbKK8RprlvIC6ARmhcyNtEOQcKDlLKQRCZVJAfIloTFU0ToDQDVMtHW0JUzqMaPhIEJr8+XEa7MXw4TkWZXhELabZQUURYOXMD0DMq+rsjBHu3ImGEOj0POZeyF1AGA1pYrBAtLJqJZwlCzfPRHenN2DhlJ6DForP9IP0IBRO4cDYaVJ3pJHMB3cRxGSOwDg1BMXY1VaCh3uhPGnmGMhAZ3Kp80/mRtYSB/hnwfGBCRE4A7waeLyJXY2zkMeAXALTWd4vIXwD3YAa3vWklBFAqUQRzC8br9wNTTHNs7PkG9kKTolLovLnMmw6/n+f8xAdYvLQIQNndiXPEJnhsEpLaAazqgm7DL53OukS/7+jT+du9zdLIINvgtMzxe8jSguDZyXN/7P286gNbed3wKS695ec4UDApihP/tYi2YPi4QkaHjTJbqJjc//iw2bnhIXUPd0ZwFlTaH6BFDPTOC0yDnueD57XTH0lu37aRUgE9OkQwbOoJ2jKetdUKES8kyltEOQvJWVgtGy1CMORgOQqnkTfHtaTdKW4rKDhoxyIsOFgN3xgwz09n9a6UBupW/ABP/MQvctlHj4BSWDUPmV1ELywaxTxlCA7DzKCjLI31SrWqzqcmNg5dhqAXGVzi3aPFIK96ERumJ5QxAmcg52usKIBTM/coNx/fEGeVVJ2GFZvKLkYAoLX+mR5vf3KZ7X8H+J0z+hLLkLLphun0S+mRWy2YavQM17/6N7/KM1/xBwC0xl0k3IKamyeq11c9F57F3id5VbEzBep+hWpYcYpRx5CUbGF7pQlQy8i51j9K3zjCp//XDXzz1+/iyPWfhOvN+39bK/Er/34jjQccImsr2hIKj+QIhwtM/WCRhasCcCOo2TiLitEHNGP3VrGOT5l0XUwap3WMHkrSfMl5x/h2VamgGk2c1ijhSIGg5BK55t7YQYi9ECeBgwgU6JwDOEQ5C+1aSEsjXkg4FNcq8iatFOYU3qiF1XIoBRGq1YJqrTO10kO6lf/+v/gFAJ7w2VNm33wOOT2Prpm0mE6QTxlochoJdnP+dDsryzkO2WbCmCQQ0T0NfmoIerhfK+b/u7+3h5wvI1CYNgbUaoUwVDLOwGrIADDQiwbgfInWxmtLmrVarXimrNeXUAvg6597KwDX/9BvEhYdUxhsNDsXeJYN1GqnSLJKsi+TaLptuxkr8cw6jqlsJKt0M4RzbWrnTIqm6zvbnvsyK/IccrVn8qAeHH4t0RX7mHt1lY/u6kTv/khhBqfoU9nl0hp2sTxNfsrBWmxQmswz/2R4ydXf5nWb/p39tsPRwOMj08/nS7c/lYlvKsbuq2OfnIe5eXSjAaI6mCRVvoj2fbTnEy1WTapm2iZXKEC5iHZtUz+o1kzDVRga+umhMo5ShCXH3PtIG/ipbX6D1qiDaAhdob7ZNFtF1hBlpbAmZ6HVQns+B8den06l6uXxA1z+2Tdy+WcNQyVRBKUiLCymtM9AO52SpU3uhqVmor8sbcQSZ6Af3Uevwn/Go18CBT4bucD1getLryK/x4AItWNBECKrMRCeAWsAG0g2tgEIQjMwI8Z468j0A2TnBGfZArtFjj2Gs2k8RQOlCr7Do44RBDEMUZS0eYLSLmLVJn5LCoZZby4jqRcGCDGsUeKfQeueNBNLUEDdx4y6lMB5luv+y3t56DeexIM/+9Gen5dVnu/+8Cd5ZuFn8f95HK2ExvYi+ckGpRMNNn+9yN/opzH7lBJ/suerPNFx+PCO2/nwDbfDDfC+2f186u5n4dy5k4m7AvJTDazZuJA/OwdbN6NLOZQXmLx9GEGtTnR6luixyZR2Wodh23A0GijPwwIkNJOpsBT4PlbDrJ/IyeOVhTAvNDaDNxZR3y7MXjGE1RpCAthyZwvnP+7l+vKruenw0raVnzh8HZXf2sX+b9+H5A0yBddtG6MOviOVro3uyLBn2i+B7A5avO9lLJJirxagf9S54sS6LukwImdhEJabKLaiRBpOz5mvtlQnXHY15CIMdH2IjiLT+JV4zlkyscyi7LeAdLOFLFYQy0IV8oY5NA61U4x0NiR3QZxc21u0DP48yxoqSWoi9khNg1LbGCQPz5Iu5GxKqJfRWP5G9FQC6XGXewC7PcqzkJknlXnwZz+y7DY5cfj60/6UJzd+jhfuv5unlB7hb049lbuO7kLNQWGiztbcIvf5NZ7olDr2ffv4Yd7+nMN89uoJfvvOF8LhIfLTQwDsutmifskI0z/oEBTBnQerBfk5TenkDnIPz8HcgmkCDARxHcRxTJRYr6MwQ0Mo5M19inzDuAmUXAvZUaCeE8KCprSrwo6RBXaV5nnJpjt4UbE/rnD/P7+G/R8OkO89RK58HIbKbQqS0zMxgkc6kDqSzpvIwDrjz1JJ1ni2SQ6WQDHTYm1mpm/HVLTspDrLrEfzSRflyQrGpVv5S9LJ3V0pHcAIXOe+3LCcWhaqUEhHul5rvQw4g54UHRFVDOSnAym1CiKRNlH7cttsIAuwoQ1Ax2DwwG8v3Eze9ExzjpLLmUJjYgjCMOUul8BHZQayiFJ0UD1nH1zXaTcd2Xa7QzV+eNNIIWynh84pbM6knPpRQq9VWD5+d41rvv3SFN/eT3LicP9z2swgrxm+BQ7AV5twe2MfNwzdxWV2ue/+rxw6zSuf8xm+9LQiX5q9GoB7j19FfavF819yB2/Z8k/cWnsC9cjlG3OXcsfDuyl8dxujh7fgLgS4sw0INcGQi1XzsGYWoeWhqzWk1TLGPAMTtipVhh8rUx4fojAzzExthAf35gl2Ke4t7eRFxYc6zu/Av7yGnX/mUPzqAzwh9yjeE3ZS+/GnoHxN+Xgd64hBNifpyZR+JFXElnlt2+3IIEs7ntQ/uhVQMqUO2inEZK0l1A/J2syOJ02iVxEkKbgDxgh0NkzGL+L/lnaRZ5+7hLK743NI37vOfTnJdD0gnXushuPfPozanE9xg1rkB6khgP7G4FrrZR18SsYArKJCvtgIts5Ed015St6LVOp19DMCt1T/75L3Do69HnEdCBUSWujAj3Om8eu4GaiXp25mj8YPgR+YrtSODaRtFJK5wB2e/zk2onUU+wbvIVgNNtPpI5vgqe2/r779RhrfGwPg/tcuHx08wanypYVRvrB4Na8euZNtVn8jAPDiYp0XF28D4EkHnkLowh/u+CZQ5rKRR81GY0fhUvjsD03w7ttuIH/MpXzcwW5qGhMKu16keHoIFWgKxxdh8jTR/ALaD9r3LVagMjPH8IMwctswetMI/tgEXxp9AV8YuZbQEYqnQ8p3T3Pg1GH0pbs5+cormH+yT36sSWsmZPhem9y8izViEE8WEFVrxhDoBMXkpJPnNHSMEU2UP/FUtG7wQIeo2KDENSSxLBPt+AGiI0TZxtBlSBDNfjZJk1hH/Sm7jlJln4kYe62ZOJWVRjPJND3HMZ3fyuoktANottD1uuHqilO4YlnmWSzk21UwzzyD15dfDSx9htvzo7NNbKvcSLmBFPxKsuENQN9pSGfJYxPGKSFxbLP4LGVoCTI55J4LPyVXa6N4EiRFG4dt0laikiKwantsYWigjX5Az8EtZ9pXkKF7WGm7dJvYYJ5pT8StX3sXe//oDzreW5gqs/9WkyL5yedey19ddivHggp77aF0m/v8Gvtslz9bvIp/fewypk8P8wnnh3nWviO8f9eX2bKCIQCo7Q1xT/eHb71y6DQ7nvtpPrjvOu6/cw+Fk4rqAR8JhYVZm8jVFCbHGTk6SmHaw15sIs24hmSrNj3FXAU9v0B0ahoVhuSBPOa3VeUy0d6dzPzUVZx+esTe/Y+yx21xZHYTQcXCakJQtAi2xAagmENVy6hqzeD6Pa8DvJB25Ma5/+550tm1oUOMss6kgsSx0UlaNBOBRn5gGu+gnVbKdA4Tr02dbKOX9g+kUW8Y0Z7JkAUjxF595hrEdY3id+x2KsiL2nQgLQ/darWdqywRo4qjkmQyn5hISVxnSQE++b61pHWRASKAi2Rw51NWakNfJveYFJrEdoyXEIfK6Mh0XFqW+SwZL+fYvWeMJtxDIe3QNyNJ4VcSzynZJxk7Gf9LDIMOw0wtojfKY+C0US9D1eezpBs6ud4zkWNveivR5P+b/v3fnnwvk79pFN5DX9jPU18wTtH1ma8VqM8WKD/oEOagdXkTHSjcEy4jp0z+/jvfvJLnj1yJBJCfhdp22Pech3ni8Ck+tP2Oju+1x5rYxztrBt3ygkLIEy/7C14VvJzj/k527Z5holDjVG2IfSMzzHsFjp7ehO9biDhYduxFaqE1l8eZsSmcGqcwo3ErEZavkcCkZ6KcojFuUdsp1HeF2GNNHpkeJzqdI39KMTIFuUpE6Aq1HXERmDwqHMZqRFh+hNUIUQ3PUJpX68Yb9oxSTPoNOn+opf0qqdIUhcQ9LYkHDslv66VGAFGd9bJMB3D3sdtfu3wToom6M93CMYJJ+wHU650GrLsnpoejosPQ1OmUlxq2tN4XGRqPqFLl+tKr2jOFLbVk2Pxq0ruIXrkGMNBxRA4CH8ZYzE9orX+v63OJP38hUAdeo7X+1nL7isj7gRcDHvAQ8Fqt9bJz0Da+ARjgh03SP4nCT0boqVz8QMZD2NPZpLE3ryPTlKNcFykVELuEJB5bEoqHofGY+4Xluv0wZIu5Bk2kTAu/FXbWC+IQXWJseMc1JsgN1RmG90zj9MGKL6kLpPsk3tvZFc2yHv4nd3+Nay97DQDj93o8tnmc+W0+uZMO2++JGHq4TnNzjspsHgmhOB2Rm/exGjFNhKNQLTPnwdtUZPbIHr7qXMJrf67In+z5avqdY0N1FgolXvTAIX5v71/z3dZO/vjo8/mhiUd477Z/Y1gVANhpDfHKXd/gPYdvYDxf58DQNAeGpvmp0W+y224xv0+WFJ+7r+29Jw/yjUcvob5YgLqFaijshiDxAC5nzsI6WaI4BaXJEHehCdp4/43NNo2JGF46BkFJg1YoX7BaYNeLWE1wqpBbjHCqIU7Fx6p5qLpnCsjZkZlh1Paau3oEzOuwQ8GnSKguNJkOw57T57pTKAC6X1ox0xGcdYJM4xqDKd9+2yTHxETfaUQRRwFi2+hWi+vzr+CW5ufM2lVrWIbVrJwCWilCELGAPwKuxdDg3C4iX9Ra35PZ7BCGEeEAcA2GR+2aFfa9FXiH1joQkfcB7wDevty5bHwDsJxkFtX1+VcYhW8ps4AgJQLTvm86SZUyRWDbMrjyJB+p4w5Ux0HGR02IHacGqDUM4qfZMp5bDDNMG7USjHVXE0/HcOzYEIij24PrkyJgYOgI2h5eXEdIriE5/wR91G0A+iCLkvPKkn4lEdByPRTLyY9/8G3c+bZ2vv/oS3IAbLpTKD8Mm75nUTjVIndyETyfQjiM1XCRCOyaj/LCdJ4zQQCOgy7msJoBxUmFaLh3divsaX/n2y6/hY/mn8fxuTFeeuoX8GsO+WMuX9q8GfWsiPdu/RplZQz9a4an+J1hn7lWgYdr41xWnuZpOQtFmW0rNAHutYf45O6v8dD2W/j7ylXcWdnNXae3M3NymPxjDvlZsGtQnA4pnqhjzVVNWqdcINw5TGtYqO0xv4Gzq8Zl43OMuk1sFWJLhIrzBvNegYcXxlhcKKBn89iVInbdGAanCnbLbGc1Nbn5ALsa8yTV498sjEx/QqtlCsBJFCFm3YsI4sSKU0dt2u2YnruXM9F2XDqNRQdSKREdsSxq7Qwbx5agm+KoQEXaRASFPGjjqF2ff0V7nsSgxz9DGSQFNIA8AzistT4CICKfx1DiZw3ADcBntNYa+LqIjIrIdmBvv3211l/J7P914KUrncj3twHoI1FCBjdvoiOVyyPlkimOFfLosSHDBxNFWNUWLFbQLc8o2pZnFlnexRvOEbljaAV2I8SZqaOmTLNPtGhgaB0pna4msm4+F8NrEyv/2AiYISgGnZKIOAn0NEZwxBPL0u5Y20r3J4qMIkqGpmQH1Sc0Ctmip22bweRnIeP3duKtf/3g3wLwu1sPMvIvRUZvP4WemzdG1bGxwpDCQj6mbbDQuTgVFmmDzHEc9HABiTSWH+EN2YRdKbafLFXYtO8f+KXv/AzWPSWKc0YRq0DxzycO8KfFSd6YFIaB/dunOHxyCycaE9w1sp19uWl+fmRwquCmVmx1FtieH+ZobpxZRyMBuIua3HxEYaqFNV+DRhNiw2xNlE0DkR9HAFWX6VyZou1zSWmWa8qHeU7+ZEfN43hQ4X5/jGPeZk544xypT/BodYSa52IpzUIzR22qhKoWsWslrDh4DfOxITqlyc9FFB+tYz8yja43jMPjOFAuEo4UCAsOWgnKDw1ZYq3VkYJK10nSp9CLiiJtIuuBGspss0Sy6at+CLUlEUe7uz1qNdFzYZoWEtc1abOkMXStJALClaggNMBLROQTmXc/FjMZg6G6fyTz2QmMl5+VXtvsHHBfMCzLK+JmHzcG4Jbm59LXByfeAIAUi6Z7GIx3H4bgechcBSkViPIuUTmHUoI0mlBroGt1JJ/DG89T3+rglQ1tr7YdVCtPft4gX/JzEVYzwmoE2AstVNMzSqHZMsbE8yAuzAHmAUimWzkZI6AEQjuNWgDIuWjXAVulSl5acQFZCTg2Ud4QnxG3wCdcOuIFcWek+Z9MTcMMaHEQ1yWcnz8jCO0L/tvvYmnT8foPN36AA06Z1w0bRq4dz/gz3vLAz5lIqdYwhWatDUlXYL6TUs4YAEXcnKTQ9QZq0TRLiV/AL5WYeWS0A200GVb5yGM30Dg6zNgJKE0FiK9xGjbzzhgfbLyA0lO/zCuHTgOwuzTPQ4/sYfS4EDkOvzv5Yv79affxrh1f5oBjFPDNDXOvb5p7CrN+kS25ClOtIe6a2o7Wwp7ROWwV4YcWTsEnLLhoJWglRI5CF3OmaLlYhShCeSFOXVM8aX6LaCpHM5/j7vIY35nYw3/s2st3tz3Ac8v3sdNeZFRp9thD7LEDKJwEehuoybDKXd4oD3lbGbWM0b6xbBqg/qGe5+9mf5B/vOsKxr9xKWP3N7EaPtq2aE64LO6xqe8AfyhCBS7uXJHCtEldFSab2HN1qDfakSUY5yFOgabd91EXtUQCSU2LzEljW+Y46X5JajKDgOuS7lRUOq9BR6ZgnK139EIEroEMWAT+a631b/TbpMd73Uftt82K+4rIOzGcap/rsW2HfP8ZgAEaTvQl2wGYu3IEux5hNyK0JSgvwqkGqKaPTigCAFsEcWPahnodXXBpTNjUJ4TWJmhtDShvrrGpXKXgtL3gZmBzbHocdXSU/BSUJyOKJz2cmRqqUjcGoVLtgB7qMDSoI9sG10EXXLRtxyMMQVsWYckhzFspZYEEGqsVolpm8QclB2/EJigIWhmgh0SgAsz11kPshvH6xMuQjjV9Y0BshXWGc09bYw4SavZ8xeNg/q285+Bf8oohEw09L18xrfhZCKMfAE1zDywLCcqoZNSjZUG5CJUIWsZAqSgin3cYubvIM/e8lO1lM+HpO0d3MfTtHLvv98lP1lAVgzzKDxfILZSoTJZ4d/0GfvS6/8OYKvLNk3soPyyMHPGxGyEjR2zuuudKfmL4StNANqspTsUwxFDTGre5e1whEbgtTX2bcPcTC4yM1bCtiK1ji5zYaVNr5WhuUjQ253FqOVQAxZNDuNNVIkdheVCYNvfUrUSoUKMFgoJFY2Qbfz26jT8fei7+cITa0uSKHZM8b+IBrik8xDa7zi4rR046i/PbrDLbCgHXFh6lW15UbPKi4m2w6zb++L/s4v1fO8jQ/XmcGnjDULvc50n7H+HJI49Sj1zumNnN8RMT1I9zo1yEAAAgAElEQVS7DB8tMnzMwpkW41hkJRcinockjY5x/SGhlpC4jpUWkxP4akZMvSvzRjckupsHK1tk7iU6TqVm0lKrAW3u/V26HRGdvQxCf99vG3e5fUXk1ZhZ7C+I00fLyvefAUikX44SqO01hcpTz4ywGgp3wUICsJqQW3BwK3kQ8IZMc0xx2kb5GreUwz56Euar5GeHiRwhLAp+IeCqLZO8cOK7/HTZeGvJw1qNmvz2E6/htul9PHrfVoYP5yk95pKfK2NXPKypRajFKalkzF8suuDiT5Txh22CnFn8YV7wC0Lkxgg+DSoEq2njNEw6wi8L9c2CPwSRC1E+InI1WBppKtx5F3cB8jN5nJpOfYrIkbj4GOJaFlJrcujA27jpwd/vuH9Pe8OHmPjMfwLtyCrIC6XHfNwHHmOv7OI7z70kNQDvnnomYw9E6Gqt3QAXRCmiyhoeQtfrMDaUznCmkDcF94XFdMCPDYzfZ3OqvJl7S5sBGJmC0YcCikfm0NMzBkbpOKhKjuLpBYqH8ww9PMYzT74VfyJg+B6b0cMeuZkmarGBe7RF+U5iHHoD7XntGtGmMXKbhikVHcKCjTds09wkoMFSmpLr8azNR3lkaI47h3diWyG1povXcEAL+YdyTHzPRuKUQW7RKKP8VBOrGs83SCKwGCsfDudpjec5uX0fn9xxKX88YfYdumyOp297hGtH7+aa/AlaWsiJiRRWkv8+eoIXXv8hXrf3FRx9eAvSsLCKPs3Q5lhjE6ebJU4tDKF9RZjXhv7CVbihNlGilWkcs5SpPyWQUN9HQqtTycdrOE0zZutQMYyz19wCLZEZx2HBko5kc8D+F5lV/msJA41YDTK424EDIrIPeBQzD/3lXdt8ETM98fOYFM+C1vqkiEz32zdGB70deJ7WeqA87veXAciwbgJ9DUB9s3n/p599Gzc9fAX+t0Zx68YAOA2N3YqIbDFRQA68IYugIDijFmOnTUu/FpAQ7Drous3pZpF7Gzs4nj8GwAHHGIBvtErkVMAVo6eY3DJMc7aEhAq/7KJ8l/x4HrsZoi3BqgVYlYZRDI5Nc+cws1e41LdrwnwcSisDQ5AIlC8pKkH5gtUU7IYxDK1xCIZDUBryEYWhJnvG5xh2WtQDh4qfY3J+GG8xB3FuWkoBbsGnOZenfHiM8ftMmP+cH38/X/3bXwMM2dnt7wHeQ/o3wG1xG8A1334p+gsO9y9u4eZho0i/+KVncul3TQpGFQppL0SCurp57hMcHHkdBBHhSB7CeIhLIW8MQKsFtoNUa+Qecxk9PI43ZM7ZbmhCJ6Zw9oM2/UbcZKUjTf6Rx7jsxG68rWVUy0P5kak7FFykVkcvVkwU5tjt6WIA1TrKsvDGJ5i50qU5YVImTiEg0oIlEVcWTrA/f4rdhTnG7RqPNMdpRA4lq8Xfu0+iMl/AXdREjmDFzBESacNI6nnoShVda3R06xZyOYrlEhOjZaKiuYe13aPcsWWc/xh6CmEOEPCHNe6+CttGFpmpGQTTwnQZa9Em2uTx00++g9/b+h0AHIFnTDzMfLPAwpFR3O8VmfzmHk43wa5rxpuaIC/4JSG3qHEWfViooFstE41Cu65kqdgoGOAEQYAOVUdBOU3HZMnpMuikDm6h+NlNtjP/nSF0M4kC1liEznGjvbdZXmKUzpuBWzDK6lMxJf4b488/CnwZAwE9jIGBvna5feND/yGQA26NZ6J/XWv9xuXOZeMbgF4pnxUGVbQOGa6XV4x9nb+672rGj5uCmRbzcGolhK4goTbIi0ZEY8IiyCuGR0tE+WGquxwzbQjAF+abBf596lJum94HwGIzz9zJYXJTNkFBE5VD3FM2hWlAQ3NMCPNQ3emAdgjKIEGO3FyJ/LxR8PP7hSf8yEO8fse/MR0YTP19je3ctbCDo6c30ay6gKCcEOwIz1c0qw6qYREVQsiH0LKgYdFoFjkaKa7cNsk148f4r+V7uMwxTsKxwKBk8hLwA47VkWr4P/N7+KXR40STHx/o5/jGU7/A890buLR8mnff92MAbP3PAP3wCeMZJkbZtuM0UCxKEY6YIT4FPzLj+0p51Ngo0dx8nOPVSNOnMO2RmzMKI3IEv2QZxk/HhgZxCiETSTVCrBOnyLUCgk1l6tsLeEMKFWjKJ/I4j+XNJDk/MAYn6UQdH2X+6duovXyBv7z6wzzgT/CZyWfzreO7WTg6ylx+mE/LswCo+y51z2HhdBkrHzI+UiU6ncPywBsWggLxjF5wajkcS2E5FhIYVAuBT+Sb1Jh4HlQq6EfbSnD46ATDxUIH95TOOfjjBbRsZvusGXK08/Sj6EYDKRa5i53wze+k9+Gv7ruacNFl6Jhiy7eauEen0AuVdtSzayuN3SOIBnu+jq7WiBpNc18hhSqL65hissRevFLmuYlnLXfn4s1v15njX5riOcfcfXd/yxLIsx7EM19ZovjfcjLA92itv4xR8tn3Ppp5rYE3Dbpv/P7+lb+5Uza2AUggkT2ar1LMs464zrkRgK/4n+faf3kL111i0jSfnn02hf8sMnZPBQki/LE89a0uta0mfWI1ofyo+TW9EXAqEJYc5g/kWbjMTB1yqlB81GLO20S1IpSPm+8fe9hj2+QCKEVzWwlv2MatmAHnc09wqVwWYo17WE6I37DJlzyKeY9aI8dCJQdNi737J/mb/Qmyy7iPd+aPUw2fy2OLw7SUg9bg5ALGSg1cO2BxJE+lUkBCQZQmqtlYdYVdF/TpMt/1d7KrMM+z8wowRc82BHLpcvil0eNn9JO8b3Y/xw9vZX5HAf92UxAff8SgrQy5noeONHaxaIqmjQbXWi8zU8JsQYWgqk0zB9ixIZ8zxGBKjNIJI9xjM2najE1jhCMF1GwVHUYxb0y2wBhHhbHXFpZs6lstGpuN8ahvLVDemsNpRNi1AHtunHDIeN0zlxeY+5EmDz7980CZA06Tr5ZOc8fUfjZ9V9BiM/ngbuwmOFXN6GTARCNk4dI8zZEC209EWK2A+f02kUuHYggLFpDDbhRQnmdQUNlJZ8SeZJx+iao1WKyaD5SkiBw7xuxHSWrNslClohkwA6htDwAmabztLz+ACsGptnBmaua74mdI+z7q9DyFRKlX621YaBypaUi3lXyuHRlkPGJRytChJIy3Mf8QWlIk3LLUEubFoMutLdnfO+mgpt3TIBYrK+4BZaUIYHUszfmRtZwI9ilMMWJKa31V/N6fA0+INxkF5rXWV4vIXuBe4P74sxVDFzCLzRobMQ9DEJiCVNxOHvlmoalikYUXXsmhd/4r0eTl3PJE+PTiFgDe9+c/ySX/WsE6PgnFIlJ2aWwSqvsitKMpPmzhVkLqm21amyIKUwrlR7RGISxGOFXF6AMNRh8Ab9TBqYXkjs4AEE1OIWOjhLsmcGdbFI4vQKOJd8kE1Us0v/D8f+ISd4YT3jhfm72MmWaRq8ZOUrY9pltlJhtDXD40TUSEQvHhub0A/P3kVRw9OQHTeZyqIBEEBZfJTXlyI02sZHh3oAyXli9IKCjPGKtaPs9tI3v5bbdChPBPpy4njD3TvcOzvHPHl5dtiAL4XGWc99z5o4zcXGTzPz8GrRatK3ayeIlLbkGztSBUt4+x6bBRSqruQbmU0nYDRLu3IkGEXTX8/LguIZA73TQTshLYousaBZIoplqNaLGaHkcND2FNx3UUETMfANqFRB2BxN6qH+DMtyg/auFULVqjgjcMM09SBCVBWxbOYj5N1UQO2A8WuLTxeq687AR3P7yD/JEcoyehOBWgfM3o4RBnto4sVKHWwLvqEtAGEls8Nk9jzwhW0xSXR+83EZe12DDDaBL4bi6HFPIGcROZomkWtquzjLLQkevWQZQ2eZlnQvrOLS7//bdRQ0PoLZtoXDqK/wNjFE61cE9VkNl5osUK4vsGEu06qLFRdKNhIhQwqZ5IGwSZp+L7m1F2CdJHiaE6J4Ysx5GBFgXaz1CUtBvVOmjPz4Q+OjbwSfFZXLcj9at11E7JzAx2yGUl0r2npGVl4+j/NY0APo3JSaX0j1rrlM5PRP4AWMhs/5DW+uoz+QJdcPGu2ANaYzUDVN1DLdYMXDMIkM2bmH7OVj7y7v+Hp2VglB8/9sMAbP+ah/XIKUMpXYQwbxHkQXmCc1ox9kBIbtZj5kobnY8oTmns6Qp2vUh+SjHyUAv3buMhOzs2o5Uyk6KAqNFE7SzQ3JKn+HAFZueJdm5m/vIC1iVVXjJ0JyP/f3tvHmxZdpV3/tY+053vG3OoeZCqNBgVSEgIIclqQKikbkKmaUYbBKYRooHGbUwjhjBuG3fTTRgbB2465ECEbCzRqLGBhpBUsmQh05KsCTSUqkpZWZVVlZXDm9+d7xn27j/2Pufe+4bMV6msfPkyzxfx4t133h32PueevdZe61vfUvAZNeTZ+hyn1pY47S/xwtYqgcoYpgH/7xce4M//4hXUzguNZ+0N4Y0NJ8EKe2nAGHSgGC4EjBcCkgZ4BqIRSAJeAtqzDKDquiHoC+lTS/zx6L+itpahUoOuWwPw8OIJ/pvX3M0HXvvbBSUyx0v/1U9y17ufIFtZBeBu+Qpeu4U5toiZrxOd2WCh26B7T524IcydzqifcV240wzm2y42bL3O8XKNLBJU3MD4QrQRE1zswtY22iV+VVa1zdtzTRsn/43RqGZ7MrhxbJPGoXv/kaXbMh5P+t3GMdLvo+KY+vl16kqhF9t0Xtxi5eVC475NTjS7XOw12X5iDoDGGVUs5ElrifvHQyTuMr6thQ4VQSfG3+jbnFCvjzQbbN5fIYugsjKAJEWHitqqpvlED3nSsnUkCJBmwy6Y4xgqEaZiw26S2uIsGccTSfHpBKsrtJos+pN2kcBuBs0UtAstqXqVwdIinXuE5TQkfMo2tlG1GubEIqNbWsQtm7yOthICF16SzsCy4BwzKzdgRU5numYAJobbU5aqPN1zg4khE8+bqPm6Odp/KHbt5Ha2twx8pF7DLM8TH28wbvsYJQRDd78MsgmV9S/2PC3PCcIBCsFKAwDGmI87z34XnM7F9wLf+rV8RtxWPPuGCioBFYMXgz9YBGDrfsOpv52H1CaL/5m0S+ejxwG4daNrv5hhgKlG1qN7QuM9qqmcH1rjcGyBtFbD3/SpXbAenBirURNsDG3RlDaoYRsif/YGiGNUbL2k3jffw9nvTnjtCx+ml0a88+nvItWKUeaz2m8wfqLFU6M2pxu3oT0IOorlU4b240OC89vgCssAGwrJPSvHoGhWArJGhbQRFJRWlVjN+XguIAuEaDMl2BqiNvswHEKraROhroq0frINpspbv/rzGAXah8oanPxEjzsf+wrm5DHMncfxtwYFh5+Lq0iSwvFltl/YYLQgLDwaU/nCU5OCu0qEzM/ZCuvAw0SBlU7oZ/jbsW3kstFBb2xaeYPCG9RImkHoPPjcAw5DqES7z0dmnytOKyb3WAFb6Toc2faL47FNRF5YYW79GJjbWTXzPHaiTlibeM4qVxLu9FBnz9tQSBQRNCOyWoAaJLbeol3Fq0Rk7SqjBfvatBlBM0L7Qu38CPXMRbTr/iVBYM+d0fachEFh4ArkDBrHt88llgsq5A7Z8/3473vWcgxHNM4ldO8IUYkhe/YC3uI83dfczerXe4yPpyDaMcYqVFZtjqi63qa6lhKuD1HbtmCM0XgyRijyJ5OT6JRJw9B23nPCcDnDDWC4HNq8Qz/DH6T43TFqmFiKcM9eL8IAqVYnRiW/z6KI+GSLtQeqdF895L++/68A+Pi5ewDYPt/C34yss3QVDMDBaKBHxwIcVg7gdcBFY8ypqWN3i8hfAR3gV4wx/3mvF4rI24G3A7RPVrn/206zPa4QeBlLlT51P+ZN81/iu+vdXa994NM/wNzvNbntGbvxUGdX0P0Bql5D0oxgY0i40kU2u+itbdLhCL9eo7LuyDYK+i9aZHAcqiuAr1CtZkGVkzhD952RcN6NSjXdF7ZZ+8EBp1/z+wC8+bG38NRH76S2AlkEaRXam9A4Z8MKWSQYzxBupfjrA9jqFIvphEo3pSiqtW0w7in8qQpg4wrDgkYdoggGQ/TmFhpQx5bt4r++XXyhjbRpPZ1y7NNDvGdX0dsdu2h5HrIwB4Mh/toGutcvQhLKJQj1Qp3KVkZ1zRCd787cKGY4gmTNxo1rVWToU+sMbYX1wHqXxhirjFloGynEKWQKFHHvQi+/ahclXQkRrW3OADCe1ba3jV9aTvhMJkqrmeuy5geYNCG7sMLcpxSVjeMMl0OSalTILQS9zPaUrVYwW9tF0xTVH2OUQtdDkmZg6zEWKvRP+vTvSfHqCRd0leqaobaaEaxZ1U9xY6YSQeQS7Zm2BjRxhXlpurvgasZjzvtUgOVMXiJcsqMCNzcEbz7+k6hxRtCH/gmf6te9kLUH2iTfvcm7XmqLR/98+wGeHc1xemuJlXVLNd3eConWQ2oXQurnG0SbCf7WCDV2PZoHQ+gPil2elSwJbD1Lo0p8rEn/1pDBMaHzopR/+a2WQvydtVnG4m9t3sW7T30z/dNLLDwM7cdHoIS4bR0ZWxlurHMFDJd8tu/P+MTrf3siJX7LZwCrOPv/bL+CXhbxG7+492l6LhBtClrvvs85Ouv/oRmAHwDeN/X3eeAOY8y6iLwC+GMReakxprPzha6c+l0AL35ZZF698ATbaY03t77I6yo7nz3Bq9/5Dk48PkT7MWrDJtP0ljUEJsuQJEWNle0N3OkW3hpxQmXd0L1DOP8tNYYnNWZhhEor9O+oE9VvxRulGE/Z6km33VROo8TvJaRVj/ATTV7w1DvwRkL7tOGOL3bxukN0JSRZqKJSTbDas14PWI9wHGP6A/RgsMPDyyZCcvnCuFNlcXpR2NwuwgQq8FFLi1AJbay9P4Db7I5Ihx7Vc33kiWdJtztgdNFFKtvYmn3PfCteq9lzCNT+6hm7uDk6Zc6nN9PVxuubhZc47bnu1fZSJ6m94eJkVjm1GriG7oCvkO2RXXjCAOk7j7RRR7drxIs14raPEQg7KdHFAf5mxzJ+XBGeWd+k8uWEiohdgN2c9HzdGljfQzXqaEAqEUYp0kZAVrH6RCrWZBVF3BbC9ph7jq3xWOc2/JGHnHOLd6tRUExN3cpfSJxOKszz65tXQReev3L+pJt/TnF15yinPU+rgU4ukRRNkWBiAD5w8Xf4tjf8rwxOGvovH7H26jo/9qqP8StLjxavHZmHOVNZJlQpoW+v13A+YPt4lc3j1tj5I4+gV8Ebgj8yVFdToo2RreMQQQceaSNguBywfY9i9NIhr7jzFH/nxCd3LfrT+Nn5M/zsq87Aq6Cjh3z9h38atRWQNVNbOjBWeH2PoCOEHVAJSCY0ZPdy9qKgzpuaX2JLV/mNfT/xOcDRri/7nCOCa24ARMQH/lvgFfkxY8wYGLvHnxOR08B9wGcv9V5PDxd4z6OvRilN+74Br6s8vus5L/z9d3Dfu9fIXiuc/dYaxz6bEEwv/J5ndXZixzpJJwqcqlpFL7cZHBPGLx4SVRO81CNZrRB2QHtCWvMLeVgTeHabCzbGGwSo/phqkhF0I+QzBn+tj6xtoLc7ZFmGhCFRvojmHl+mi/FNt46cOY9KW/aECwkYxwoRJdYrz3Xcp/RbCiXFcQyrG/b5tSo6sLuV6GIPObdqF3/7Ie59rZhY7u2bLOOh+L0APLjw4wA89Kl/aDs9Bb6NJY/HxcI/LcORN/LAU6jQJkILI1AkbqdYXTm/e1o5NfBtPBpsRaqLvyPKJoOrFXSzRtquMFry6dypGC0ZJAsJt0Ki7TlUApWNjNq5Ef7ZNav177T4lStQUrmRSVLwfVSjjjmxRPcFLYZLHl5sqF1M8fspoj2Crk/3QpWnvAUksSqhCGStClINLE0S0FUfFWc2zJFm6OHQxuCrFcCDUM1Ichf6/b6HjGNUrWZpoM4wos0k3DYt8cwsG246HPSRj/0S9/+Tf863vegr/MtbPoVi8v0am4TfX3k9VS/hdGeJ3th+pyM/ZaExYBAmjBYC6vUhvqcZxAGDOGBltUa42kQlYHyreCq3DXjH1/0n/v78k1wJWqrKh7/tt/ho/4XMeQOeipd4djzHWtzgqe48Z88tED4dUVlRvPZzP8LnX/letvWIHzxlddAu9poEKiPOPODXrmgMMzAHYQEdHRzGDuDbgUeNMWfzAyKyDGwYYzIRuQcrgfrE5d7IdHz8TzZJG/Be9Up+4VXWAHxk6PHjf/k27ni/x32ffpzNb38BnXvg2Oc01U8/bkMSYJU/XZiB0cgu3mlaFLCI76NDH9GgewHDTsjcwx7Ln+vjn12zW928L3AYFAsFYBtg+B4ysnFijCG40MGcv0g2VaRkhsP91Tf3q4KUyaJfaK+7BV5VognrYsa7tqECPRwiSWpZJ/Wa9W5XnUHs9QvPf1doYerxQ8kfFI8/uLF3fYDReu/eCTnSFD0tcDfFYgEn7uWSvpbRkhUGWzOwuwKYJEjDwO6EWk1Gdy+SNDznnRtqFw3eSMgiMB4MTtgiKr/r0ZqrMRccI3hKUJ2eZa1UrYQ0iVViLdg6rSa9e1p07vKIW+CNBPDRob0eKjNUVhQj6gQdhUogrSpYrrpdmhtyReEPMqI4RWU1VJZZ1tN8G9OsWQ2q0LOLjdag7aKjA8/9to1q/I4NRUmWoZ6y1Ga93Zlcu6IwciJFPm0EdAA/sfQXKKokJuW3Nu/n90+/kuQz86gx9O9NQQvU7IvbCz0WagNevHCB41GX7537NF8f7t52D82YqkS7jl8p7vUb3OsE+57NznImqZPgsb7U4CPzL+GD8lLan4vw/3SeF3/5p1ApzD9mT3ZVGwZL6vLVuwdGmQM4EETkfcAbgCUROQv8qjHmd7Gly+/b8fTXA/9YxCrGAO8wxmxc7jOCXsbyF2JGiz6d0Rz3PvUTROuK+cc09z/agVNnYK5NtJ1xx0Mp4ZOr6DtPMl62Hne4HVsK4XbXxojHsY3DOpg4wTu/wbHPecydDgi3E8LTZ8kurJC6+LfUanZ7n2U2YeUWPSu2ZhcQD/BWE/TKGmSZXaRhdwekg2JaI32qglKF3iTMMNVLYGfjDVG2ATlpapOiziDuaj6ywwhMe/J74aH4vbyp/sOWeqdUYaimG+/smseU/gvYpjvSqMPJZdQ4xayuY4Y2T6Bzae40LW6xQgmyUSVertG9PaR7p6ASiDahtqJpPz60i6UIWStitBQymlMEA011zWruI1LIg+M+r9AlAohC0mMttC8Ejo6fRTA4LgyXPHQISR2Sdgb1jDQNSGoCy1ZmRLRBucs8bgmiPepNSxpQ2RIq1oznPJKawviAgWBgCPoaLza2l3FNoUNh3FJoH+oXAuKmXdwWO46p0x9OwoJObkH26QqX1TR/1n2AH3/mZYw+tMzCowkn1kd4WxfI5upsrjRIa8J4zp6D7btaeLcaGnMxNRXzicELgMd3GYHLLf6nkh5v+rO/z4m/tLuU9qMd1MVNG26rVtCtKo/93TpPfNe7+Ot4xD2+Kfo6fCle5Ey8jIfGE81i0Kc93yetRsydSpg7leINUrwVK4qHNrSW2/sN5TmjzAEcEMaYH9jn+I/sceyPgD96zh8yTqicukh0sU7zdIAaxcjKBnq7Wywqpj+gcrbH4K4mz77tdsYvGKFj+8VrfLVB66kajafa+E+vTGSTcXzqOIa1DYJOj8AYTJKg8//nvONqxSZYe327DXeFOxInhcgV3R6607UhBs9zbR930+H2PF97UPqKeHm+OM946mbCJd9LE8VRIrPNSRx+3yTi1PGDqoLm8yvCa4AEEWpxAdOsI/2BNbJ5mCpPeubqkpWI9NZFBrdUbcy+ElhqrzZItzc5p87QSeBDs0EyV2G0EJBWhWjDLvzVlcT2HljdKEIkfhjQDEOaRS9cJ6sdJ64Qa0JltL0hfAhD0lvmGS+GVNYT6s+mGE9I2iHDRY/ercLgzpRgbkzVz1DKMAwyBqZiKcUdV4/hTmfctrLNSdOGprJWBqlCxYIaWTabNwLtC66PKIRC0lBkoaB9G3P3EsPgmGACWKi5RTfvd5G3iVRiQ4qjyfV8cP6/Z+27X8Kv/sIf8UPNNf7kmZcRdgzh1tgunP0hnta0nvTJqj6jBXcdM5/N0TwfTey5719o4PUV2XLMt7/4Uf6HYx/dc0eQ4zu/+iBf/cTdtE7Diz6xZqvDsXkVWi2ohBgR1FafO/+sysue/EniOXjgDV/l75z4JL/22FtYvTAHqWCUQQKN8jV67FN1vkX4xAp6fYMsmdzH0u1N9Iy+VhguvwM4QiGio10JrDVmq4MMhnhOmEr3h+jxqIhZS7PB9otanH8ttO/cIO5Uic7Zb0t1zaBS7BZeKbsDmEmmZUXnJWYKi2xCTlWr0KhjfM9yztMEFbjwQd7ERdkCpLwBuEn1bJGOe6/p9n3MeOw7jERuYHJJXXbQAB0v+1ILe67Jsgs7PUW3Azjo4v/m4z+JtJqQpna8kV2UktvmWXtRjdGi1ar3EpAMgr7GH9nQiFUtFeKmkNZslyyVeqiFGl49QgcKf7OO9IazEhIuPBNsjfBGKa1HE5vcdpIO2Q6KpKQ2ZzCdE5mpaM3rDsCGlaoVTC1C0ozaE1vI6mbBXAqqFWoLczRuaTN4KmTcqhM3YXTMoFsZEhh0aBCtCLYpDEBWgWQhRVcUwW19FmsjtgcV4mfrBD3B72Ori/sGb2zwxhqMIzMbCLup5eaLYL6uTRZiE69gZc2jcCLilneXCwO7I8wyZHGetZfrQiL7pYvn+Xx9GR16tnzLUS1VrDGBxhvb70V11eDFimHPykW0L0K0ZciiiP/v1AN85NjXYRopKIPyNcYIphNQf9pj4ZGUxmMbvCC7AJ7CnLs4+U6fXCZZqJPUfYwvVM/1qZ1ap3o2JF6qc+r8ffxS7T7mH8+4IzEYZRO/KI+kZiXZ/bEh3MMoZycAACAASURBVE7sfeh21gBGFErGV9EAHCQEdHRwtA0AFE0gbLJLz4Y5ogjCgNqFmDv/3MNL6hzfjvE2nb56kkCtCk6rvwibOBRf0Lx5i1tQxfOs599uopsVVGdoNVNy2htgjDMcsPs9pzp1WUNSsWEM13nMiPNCtUICmVDqYEL7NGYiqespJJXisy5VDHSwkzopvjnw4v/iX4SFuSL0kDWrjJesN9i5K6Bzj/N0E8uc8XuKyppCMrsgZpGNSWeRof4sLDw6JjzXtYqgYYDyFbLdxwwGdsF2ifPivPaGeOd7Nrk+YyB2FBJNTzPLrDHJ6aVuN1AYhNDWF8h2D/VMz9Jfp413f4Da7hCei4gqEdTrpCfmGNxSYbjo20RoZA1etG2K3HZaF9I5m+se90JWuhFqM6D1pNA4p/HG2tZxZIYsVPhDSwX1xgpvnOFf3MZsbsHxZSSFYExhFPO8DsrpLoUBKIUJfEzoo+sh2/dWOfmCFQA29YBP/tnLuP2zffxNJw9RrWDqFXTFQ3tS0GL98yntJ+xOzRtnqP4YMoOp+GT1kKzqgwGVGtDgjRK87Q6sbZJtd8gA1WrY+2k8trx+sM/tjfG3hkicYi6uoeMY1W4RdfqcfNpdjy1HTvC9gvqcs70QmfSOCIPiuk/Cn1dn0T5ICOgIpQCOuAHIZWTjeKJTMi04NR5jzl/EP38Rf2pRTN1NrKIKqt20MsC5lsoOFsUMrdJVHqpmAxbmiI81QISwMyy46VJxW+BxXHjm06GevFTdJKmt5o0iZL5tC2VGY0zmwhz5PLSxUYApmWimxjOR6s2pgwm7aKAHxY7XfDi7bEMhwDGB7jhpC8q0BjzUcEzYsRYq7PnUzgveGZ+oY5ykrkZSK5Q2FufxJ1A/r2l9cRVzYQU9HNpzHgaIUmSOpSNzbRtCgkkTnUQXNRg5BdfmQKQwtBOq6WxlLUZs/3Lcdyg39HFiDXK3Z8eC7SedX9NCaCxvwdjp4a1v0HqiQqsSQa1KOm8XJ4kzspqrmQgqGOXb4sWnIoKe7RFQuxATbA1tNbDWGN9HtSJrOERQqUbirIjrG0+INq3hjG+zuktqnOH1RsgowUS2WFBXA5JWyOBYwPa9wvgFI+4JYn7gyW/l8x+7n3v/wzqceRbjpDSoV+0i30vws8wurGC7uU21SdVQfJ99J9ed70DJ7E43dedJ/MAyl1xDIKNNIYWttrvIRmZrVLRBVSuoE8fQzRqqN8SsbViyRDIVfsWG/5QxqMQZ5dSeG9WoQ905CHrCMuPKGt3NogwBXUdw8c4imZp/2aYVAHU6k2REJslJjMYMdrBwdlAuZ/RXPM9S8NotsnZ1QrOsBDZxKVL06s3bK+KYOsV7uBCDBL6tdK1WyI7No6s+wUrXSklMy+nuwK5m3ZkqFrarqYN+UM8frFCZ1x8VzVvIRogIngulVFd8qqtC5XwP2era+Xk24ZfNWVE4b2uIdHp2EUgnjc7FAzJtGUNGgx/Z1284gbnx2O70pgzhThRaMZ4rLptZ/51BEIMYjTFmorWT76Yc4yhfxNj5XcoZXVkM4xH0+gUjy1+vFNfca1iNpWa4SDDwCXqaysoQ1R/bRX80dhXCNswg1Qoo0NUQHQgqzjC+Iluo46UZuh5hfOjdaejf5hRd16D1VBV/5HYR4wwdevRPBKy+0vDm13yeuyrr/J+f+5tsfDLink9vY776ZNE3WAVjJLX1CR5gRmMy1yJ0z++jC23ulHMGJrtb1xbVuLCoCkNUxbfXDew9YzRSraIqEfrWZYbHaog2VIxBOoE17rlX7+Q9xPPsd6E/nBjtKIJ6rZDWwBik61b+zf2/wwdHGQK6fuCugyixD82kN+lO3ZHJayZfUNt9a8J8KTz1vMfptCZJXtjk2ySnt9GfNDWKY7sQVSqYqvtSt2rI0pzdJg+tbEJxA+VJRtfvN5mPSBoeXie0XPh8N3IZT96KapnJgnYIi3+B4YiiB7ETd8uLtbxY42+PkLUtGz/Pxc4AtVpBoqhI3KkwBN+fKFBquzDnujekKenG5E4WzysY7MUCE0wVoeUJaWUbmOg9zmluBExmt/gzYl/Tz1VS9J61x/M2WDZfJJ6HBE4l09U35A1tjDYoJ+dR6faoBMFEaM3zMIE/6ekMzsu3zCTxPJQ2qGFCMl8lrYZUhwlxO2RwAm55+Xlet3wagL9YeQHnHj6BGvvUz0H7yRR/kOElBkmFU51lPnXhLppfiDj+iU144hmynK6bOx3DoRWUO4hDMU1E2IttlGmM2w2YLEP8YNLMvWmrdrOlJlk1QMUL6ECR1nxUZgjXh8hWt7h+Zuf7e2pSD5EnvfPjebOZVFujqq5SDkCbA/QEvjofdS1wtA1AlhUXXvxg9gtr5LILaI5J6Ghq4Z0KE4g39eQ0w3Q6dkEKAmsQ8htXBOPoCMl8hbjp23j3wLZrDLZGNonZ61uxOs+DwCetKsZtRa3iI8Zg0uSSzKAZTN94e3hhB8UVLfrkHys2nxJFkwRqJSKtTwTO1PYAM3JVzoFvQylGW12cdhMZDJHM8vDNjhi+rcuYKnSrRBPv0RgbAsyL9yp2DNJqIthqbzOcupZhMFNklYeKiti+mTQU2rkAiu9bOYvhcE9v2D7J9mSWnEKb5Z59Uuw083BSUZhnjKXi5rmIMLRjVArR2kotjEHilCyqkzQ8ompQ1B94orm3YmP6q3NN1m5v0KqNWKssEm151Maa6sWEWz/msfLEHfgjuPXTm5hTZwpmWuEoueK/fS70vt+tiQSzN+s4Tb1WfDVRB4WJxEVmQGwrUxVnVC72Uavbtjhvj9Bs/lmTnUU8MQCeQvoe4pRTiGN7bg96P10GcpBCsCO0QzjSBsBM6d0UYllT96UthT/AG4kqKmv36kWKkWJbnstOU/Mngmyk1uvzVHHxjRKySNCBkFYEldpTHWSZ7XblPD+qFXTgbpQpz+KgtQEz0rcHTPx+LYv9XjC516yk0Fw31ZDUxbyjtVER2pJ6DZp1uzvQGu15pO2IcDiCXs8u5jvnkbOuKpGrlM6K2oUiVOS881xvRx+fx4R+0dtYNRsw18LUI8gMauAkI0ZjayRmnIepXWIe6xdl6YrVqk1GTi9uSpA8w5uzs0KF+HZxRwRJ/ck1zeeXhypdBXixg4hC51zYyvRCJhomBlZDuJ3QPu1xXt/GP1m4BYBwyybW1+6z5z6NhKyiCLdHRM9sUr1QR8YZ5tQZTBxPqsbz5uq54qYjFlyymG9KmXP2e+jex/cLvSrJcwOASZzH7gy9ShLCjgup9gaY7Q5Znv/xvKLxu1d3ht/3nOFPJjkJQMTYHVU8qa3JHYM9dydXgpIFdH0hp3zu6ZmIQrz9F1OrPT5VTQu7NWnyt/J9u8grwcTYm7MSFYqIZhwjmS7CEVGcEmxGtpm7CMZTeB3X7jEPc9QrdktfEcKuseEiN+49vahd05OZ5x40aft8wGSZa3XoBNcCj6zqFojMJS4bdWjUMKFfMJnS+QpxOyDYqCFRZENpnodUq0UoBbCLSeBP+gpPVdv4C/PFtt8kCRIEbN/fwihhbjiPCnxMu0EyX7WaTf0Yk/kYL0KFgd19OOno3TtB+1uFnmWM+ZOKZbtg+xOp6ryhiytUk8zVoozHuzXkjca4xjWFkcmbp4A9P0kCiXucphCGeKOMQECNE9RwzFyc0Xg2QI3tmIPVHslyg5VtmwSNOrqgn5qLq3ib21CJ0DmzTex8C50lxziTasVeRxfCyudcLO72wNR0JpRk+9uF0wIzMVrOOJosK2L2ADIYFN/jvNgvDxWZxCq6FjkDd/5Nmtrke77Ag6VYj/dznJ5jseV+mKJfX/I5RwRH3gAU2KMlXCGBIPuEgkzu9atZrnjumeW5PndDmMV5Kz7W6U++CMMRutsrGl5IXgk8HNkkaM4tr7iiIs/DhB5Zu0n/lgpxU2yYaD1D+gO75T3A4m/HN+HzHzhk9HzA6CIcZ9LUhj/EttUEm8RU9ZqNw4pY5c7U1kikVQ+VGstjD4KJVLNM7aa0tp5qGCL+mLzxC4Dudp0MhMYkCaY/RO5aZOtehTeC+rNVwmEMqSbYHEKqrda+56HbIdpXqHrNNpGJ4yKPMDM3LOOEILAa/fmCGLhFKV8QR2DGYxfqGc8m52H3wjmT6HfXL0kxucefx63dLkfVDH53jDfyLONqOMLb7NpkratNyHp9gt4yS9FJS+EcpGQVH+N2p7rXR3l2NyN5XH4qJCOBMwQuYa3G4yJklTtUe13/vcKtJtXF7mz26bPP3eWg5VInbjcoSjBJiu52Z84nUISBpv8ujNkUijl8rcgLLS/5nKvzUdcCR9oA3PeKe/jwZ204I2/7CPBQ8n6+I/xB6zXmi4hjDuxErqczy14IZ2Oh7oYYvGCOcdtj7hEf9cxFTKc3I3o2fXMUHHNXoCa5rHK1AgstRssR2/cq4jZUL0LrycyyaBxl8bLhnB1zmdbnuZb4juD7i5syp00SRUiS2SIvIIs8fKVswj1xuxadQRChAyHcTq06ZrtZCLExxb4xWYYJkiLEI9UKpmY55DKwvWtzzSCjDVRCEFtRK5mG4cj2/M0L5ERBu4nxFWndR1WPoRKNGiaora4tFAOIbdzevq+275EX9LldDdWK9dRz2QhRlg1ktHUIclG26TCJ5zlPmFnnRJuZ7l8zbDZcwrsztLuEwdDSU6eUQYtz1ekSPRkWlcDmRMsW0kUReji0DgtTC3EROnWGpmF3pzNSGDl28esvnyQ+UBh2j9cU58y4JPL0c5yReCh+L29U37PbAZpOCmPDniKzhuiKUPYDOBp4KH4vb2q8zYZuHO9+wsKZpapNb/vFD2ZimwXCgLihiBu24ERvbU9uzCia9EjNNd89zy4WItDpknW7qKgCd5xkdLJB53aP8YIhbWqqKzamSZqhGnWyra1955WHeXJ9ncPEG73vc7kXx/vOE3KA9EdEG+5c5Lsg5dly/8CJ5DUixnMeaVWhlhbw+22qZzvIOC205aVasec6jpEktDuL5TnStt0BRP1j1tBr40ImCcYYGs8YKlua4GLXhjHyojxtLH88DFDjGmkzIJ4PyQLBiytE9RCvb/XvJU7xNrdJV9ZsCGY4snmM0LK1AGjUoNsHV4xI4KP2oPCK5xXS2UWiO46RVKbi//6MAuzOhdPEMdLp2l2ki30XhqIgAhj0YIBccO/ZaqKShpWV8O133bj4+k7kzpBEIVkUoIbjidF07321mGaXw3Tdxl5tIqfDnR/W75/p+/28YidLbC8cnfX/xjEAe134D/Xew4Ptv2v/8Jw3pg1gE0s5r1tyuYUdxV8F28C3VZRZKKRVrFelbXm9Wl5EL7VdfYixnaCw8hJ+N0GMQeI5lIaNb2jT+84u1ajDoF8h3YyQsaJxVjM8FhE+vP9cduJqJ3KvBLnePOA8SXujmsTyyP0NJ1Hs+5jQg9BDO5qsSjXj5RqdOwV/IPhDUIlCTAsrkDaH343RoUfwhKDXN21TFc9DVzxGC47Jc+9x/H6MGqVWR2azg2x1mX/Yt+yZTndXSMckKWZgu1oFoY+RkCz0ySIhadkmLwAmUERrVVS3Zyu9XZ2DVCtF0lvXI0vXdFWq4im708uTnmlayGmL27UQhkhevZ6m1ph4nmX+JClqOswx5dnrJEUGwxl5B8+xhYrpJYkNQ7m4uud5eJ0hyrNORkGMmA4zFsbA7Y4qEXiCpHp2Ldu5+O9kne0Mwz5XTC3ye3n8l/rOX7MdsNF293rJ5xwdC3DDGID98MHtdwNTOvQODyV/wJuqPwSA1KuzTTmKxJxN+mIMxhOM52QLmlXbRWx+juF9y/RvCVx/XkireZwXvFFA3BZGC+A/sM2Xvun/Yifuff9PFI8/sLr7/9c1RBXJWKONlS72lKU+jmNLeYWJtILvIUmGqfikS3XG8z5BH8JtLA2wBlv3BoyWAQO1CxHjeTgpJ/D7AxvvF4U3TOmfsIvN9t0RjXMhjadHVv55VMFcWMXrD60kt2ebueS5CT0YWAOQJEivj6cU0aiCN4qslAGQNGzoYHDcI5yvs7B6DP3k05Zh4thGeWeyLPLRjZBAOTqjMTbcl2lEBDMYwGbORMkpsmHxvRKX1MT3IbI7i3wnYAfjvPw0RcexlfOOIttXuFZ1eaUp3ntmk8dmHBf0SNnoIErZXcM+4oJgY/bg6M3GuIK9ScP5GUMqkwJE2IONthcleedr9soN7IPDJDjMwHD5HcAR2gLc8AYgx4d679l9bPhvAXhw6e0ASBhYzwkmOQBt+foSpwR9W0yT1QNULsqmsXo2kdC7HbL7rdd7YqHDcrXPGxYf42fmnt53XE/+zM/Bz1zNmV5DGD3LmnJVtMYVQYlLTKKN5fy7ylDTqpM0m6QV2zQlrUEWgvHt79GSxu8rxm1IX9llrdvkxNZJvPVtK19tDKMl95Ev7rH2VJ3RXBWVQu1YRGs0ttLbuW4Q2JBcPUKMBhnb+gNjrJ5PHBOOq2SNCib00IENL8VNiJtC68Qc6uw5q08T2JabeaIbbRgtBuighRhj6z1W7Zx1zbKMVK+PTlJUTqnMqi4k5t7D92zhXDXEKGWrZ/NqaWPs49EY6VqarASBpaTmxAKYGJcAqERI3SW749jKkqSp7XK3T9XuzKIsghqlE2n06R2C+3uy4E94+jvj8NNN62c+wzHzpuU04Dpa5C+Fg+QAjs76f/MYgEvhg2vvAia7hDwvkHs8H+z8Hm++5x9QuxgTNyskTZ8AMGvrVMZjKk/YWHf77kUujCx7YuXlhhfNrfDK6hPkp/kzY5vUfGUUoE589RrO8PlFfuM+2PrRyaIGhaekh0ObIwAb1+/1qYwSVDrHYBQSN6y+vQFLmw006YmEdFnxI/d9jj9U38CZ5QWS+jxeLGQVw60PnAPgdcuneT/fQCesIQaGxxTe+CT1R3yrIeOSuOJ5tqrWec+Fl6vtboUkxRuObD4hszkAf9RgPA/xfEhtro1Z37AecRRixjGkKd4gJqvUGEaW9VRdzwgu2kVCVwPwG8hWHdnuTLSKAhe2SVwv3cyz+RERdDXARM7j9j2yyLM9hw34gxQ1SiBn14xTl1hPp+QpZJL8TBI3/3QiDz69eJuc8+8VYVCcnLdkGYzHbsGbLoaz9EzyZLp9ESZNdoVhviP8wct+Z44cyjqAg0FEbgf+DXACWx70LmPMb4nIAvB/A3cBZ4DvNcZsutf8IvBjWLfifzTGfOj5Gt9eyHcJ04yiAkmC3xkTdkPbeHxxAf30s+jVdVS9hkkSggsr3Pn4IgD9L5/k0/c+wF+2HkCl0D5tb6J/8eu/fcMs/jtv+A92fs8agbyDVi7Y5hYRk2WQWqqk9Pr45y4w126hjy0QL9dIGh6jBUVa87jt3ov8z/d8kAerMf9w6RF49exnf2psi39+7rHvJXuqTtS1ITqV2kbnki1RaddQ6x306rqN4Q+GthahXrPU0dixerS24R3HjvFcZXf9XA2jFFkgsDCHyruQBQEMrAKst75N0G/RP+4xWrQS1nVjE9KiNWkjJJxro5JJrwnT7dmFNj9PsVhxPKPxsirG98kLSpSCzPPJKgodhXgjzzY86Qytgm2vbxf5aappvsC7vEF+PE80z8hf5z0t8hqEfFEfWYG7mffO8xQ5ppOye8Tn87ahNxRyqZNL4Rolyq8Gns8dQAr8nDHm8yLSBD4nIh8GfgT4iDHm10XkncA7gV8QkZdgu4W9FLgF+I8icp8xz5lE9jVjz4SS1qjOkGBQR/vC8O55qkmKPn9xolsTx+gLqwDUfZ9orYXXGyPbdmHZ+ubb+KY7n7xm8zgMFLREkaJXMky2/zOqq3GMHo5QG1tUztap+B7NVpPmM/OsrtzKz7/2v+O1r3w3DbW7yciPfd7u1vy/bHHiaY1KMtKaIq0IaVUYHPfRYQN/oUrUquOfW7WfGQaYKASF7dqWJJZC6pKniMJzYcD6s0PEVPEHGbpqE/5ojQkDm9wfj9GbW0Trx+jdUsN4gODYSClqlJJVA0yjisQtyEXVRmPrXcMU591ShWU4mizQgKcUQRRacTOlbB1DnFgaaK+PHo5mJKqnfVPxPFQYWo/dFTEWgoSZtnmIMIRGDV0LMZ5nhenWbc+DXCIj7+QmgZXCILbFjCaOb8xF/lIoQ0AHgzHmPHDePe6KyCPArcBbsa0iAd4DfAz4BXf8D1yD+CdF5HHgVcAnn68xPid4HnR7RGtNRscqjBZ94m88Sdg9hjfK8LdGeCu22TuAWd/EHzi6KKCWF/nk+37ucOdwjWCyDMm8iYS1yP5Fecb1Du66Y50ulY0tbj8zx+ArC7zyC/8T5iU9ojBlNA5IVqq0TisCIHldh1s+uoXa6tpE/VyTeLnGcCkgrQjDRYU+4REtzlFvV/D6MdrzUHGKdAaF91xQWF3Fbz5uf6NPXbsbXimSEy3iuYBx20MlC9QunCBY66ED63FHm1A/H9vFOcuQwRivGqArPqpZLxZ2keneAtkkOZprGrlzWBShed5EVgG7vpg42d3CE0CUXfRDlyeYVkrNdKGNY9LUXpc4QeIY1bEtQnV/QOZkNlTg26ZH+/DnL9ci9IZFGQJ6bhCRu4BvAP4LcNwZB4wx50XkmHvarcCnpl521h27fqA1/pmL1MaLDG5vMFjySBpCtK1AwPcWUU6kzHQ66K3t4qUfOPPPD2vU1xQPxe/ljd732T+KsITCeB7izVJHC/57HrJwFFI9HKK2FbWHx9x9tkH2UAWjQrxBAnR57EebtE4rHvmuX+VN//hXd42h/fAmo1tb1kj7EDcU3FYh2vAJt2NbRdvtYfqzfSBEyaSFIsBojLeFjc1HVnxtsOzRu12I2yBpRLRVwRvZFo7NZ1KipzaL9pPS7eH5npVtroVWAgNQvofyPetlu8pnnezNsd+ZWM16/Vn67bR+D3kIaLKrYKo1aV6nMSON7hb7nWwdsD2YFVjWk0jBqLuZYfTuGo89nnRtBnMV8LwbABFpYPv9/j1jTOcS1Xh7/WOXqRWRtwNvB7jjjjuu1jAviw88/S948/Gf3HVce8K4rbD0C3tC1Uav+P+H+v/mGo3w+kGe4CuS6moq8eh0cyy7xfHfo6jwqooCK2MwnR5sbuMB6QP3ktUCvEHCmZ+a7KQ+9Ff/y67Pf/BlvzLzd201xRtpwu0Yb60Lna5NTE8nN6fDI9NIM0gSVJwQeEK14RM3PdKqkFU1aUWorkDrTEzlmS3MxVWrsKkE3e3ZhiUDx9bJ5xYnhTz4TDtPO5DJY6N3hSPf6H0fhcZV3v+iUOK0rzFxgjHjPeUZZrDP/45sgvZaoCwEOzhEJMAu/v/OGPPv3eGLInLSef8ngRV3/Cxw+9TLbwPO7XxPY8y7gHcBfOM3fuM1PdUfuPg71/Ljjjw+1HsPb2q8zYY1ctqsUpaF4ylLpXSqkXlTeBPbXIpxjJm8wfl//PgvH/hzP/jFX5v5+3V/6zcAiNshIU3k3IUZETFcNzVbfeq6rBWKnXldwwA1GtMYxETrdUZLEXFT4SWa2vmY8JkNzMoamWtcYjKslES3Z+sCpjzwovp8r34VDvstwvlxy7CZ7ThXYM8iLw7kmV4PBYbXN0oW0IEg1tX/XeARY8xvTv3rT4G3Ab/ufv/J1PH3ishvYpPALwQ+/XyNr8S1wV71Fw+2fhQAIwZSY5k48LyFGP7zH//8c3r+gws/bh/0BtBUlvUjYuPnK2sE65sEXxVbbOVaFaY7GDFvVN9j8xtOGG4n534mtCPqOXvdB02+5uG40qu/SjgQC+joGIjncwfwLcAPAV8Skb92x34Ju/D/oYj8GPA08D0AxpiHReQPga9gGUQ/dRgMoBLPPz7Y+b3DHsIl8cGNfw3Amyp/21bm5vr8YWgFxdIMMx5ZobgdTWNyD/rD+v2TXIjRqGp1tyKlKD6cPb8smnLhv7qw2kSXE8ArDQDGmL9k77g+wLft85p/CvzT52tMJUpcKfTGpk1mZ9lsB7Ep7AyfFLmQ+g/v+f8SRxAHooGWBuBII69gvOk4ziVmME1z3KklNY3LLew3IxHghsVBGsIcIZQGoMTzghst9rxXLqPEzQejNeYy3cUO2pr1ekBpAPZA6fl/bSh6FVytPqwlSlwvMJeh1tonXZOhXA2UBqDEVcPOJjU3ivdfokQOcwnq7uQ5R8cAlC5aiecFZcKzxA2Ij6+YZ+wOYJ+fTMd02QQ4EoqPpQEocdVQLvolbnB8bMyIvuns+4SznOYkd2KMGVzDcV0xyhBQiauK0giUuFFhjDGvkL/JkzzC3+Cbdv0/MynneZoe2/VDGN4VodwBlChRosQB8Xk+rvbbBRw17x9KA1CiRIkSB4YxxtzNi3mSR2aO597/Kb54ZLx/KA1AiRIlSjwn7LULOIreP5QGoESJEiWeE3buAo6q9w+lAShRokSJ54zpXcBR9f6hZAGVKFGixHNGzgh6nC8zpH+kmD/TKHcAJUqUKHEF+DwfVynJkfX+AeQolS3vhIisAn1g7bDHchWxRDmf6x032pxulvncaYxZvtaDuZ5xpA0AgIh81hjzjYc9jquFcj7XP260OZXzuXlRhoBKlChR4iZFaQBKlChR4ibFjWAA3nXYA7jKKOdz/eNGm1M5n5sURz4HUKJEiRIlrgw3wg6gRIkSJUpcAUoDUKJEiRI3KY6sARCRB0XkMRF5XETeedjjuVKIyBkR+ZKI/LWIfNYdWxCRD4vIKfd7/rDHuR9E5N0isiIiX546tu/4ReQX3TV7TETedDij3h/7zOcficiz7hr9tYi8Zep/1/t8bheR/yQij4jIwyLys+74Ub5G+83pyF6nQ4Mx5sj9AB5wGrgHCIEvAC857HFd4VzOAEs7jv0fwDvd43cC//thj/MS43898HLgy5cbP/ASd60i4G53Db3DnsMB5vOPgH+wx3OPwnxOAi93j5vYVoUvOeLXaL85Hdnrv0BBfAAAA0BJREFUdFg/R3UH8CrgcWPME8aYGPgD4K2HPKaribcC73GP3wP8rUMcyyVhjPk4sLHj8H7jfyvwB8aYsTHmSeBx7LW8brDPfPbDUZjPeWPM593jLvAIcCtH+xrtN6f9cN3P6bBwVA3ArcAzU3+f5dJfgOsZBnhIRD4nIm93x44bY86D/bIDxw5tdFeG/cZ/lK/bT4vIF12IKA+XHKn5iMhdwDcA/4Ub5BrtmBPcANfpWuKoGgDZ49hR5bN+izHm5cCbgZ8Skdcf9oCeRxzV6/Y7wL3A1wPngX/mjh+Z+YhIA/gj4O8Zc4mu5kd7Tkf+Ol1rHFUDcBa4ferv24BzhzSWrwnGmHPu9wrwH7Bb04sichLA/V45vBFeEfYb/5G8bsaYi8aYzBijgX/NJHxwJOYjIgF2ofx3xph/7w4f6Wu015yO+nU6DBxVA/AZ4IUicreIhMD3A396yGN6zhCRuog088fAdwBfxs7lbe5pbwP+5HBGeMXYb/x/Cny/iEQicjfwQuDThzC+54R8oXT4Luw1giMwHxER4HeBR4wxvzn1ryN7jfab01G+ToeGw85CX+kP8BZs9v808MuHPZ4rnMM9WHbCF4CH83kAi8BHgFPu98Jhj/USc3gfdrudYD2tH7vU+IFfdtfsMeDNhz3+A87n3wJfAr6IXUxOHqH5vBYb7vgi8Nfu5y1H/BrtN6cje50O66eUgihRokSJmxRHNQRUokSJEiW+RpQGoESJEiVuUpQGoESJEiVuUpQGoESJEiVuUpQGoESJEiVuUpQGoESJEiVuUpQGoESJEiVuUpQGoMQNAxF5pRMCq7gq64dF5G8c9rhKlLheURaClbihICK/BlSAKnDWGPO/HfKQSpS4blEagBI3FJw21GeAEfAaY0x2yEMqUeK6RRkCKnGjYQFoYDtFVQ55LCVKXNcodwAlbiiIyJ9iO8TdjRUD++lDHlKJEtct/MMeQIkSVwsi8sNAaox5r4h4wCdE5FuNMR897LGVKHE9otwBlChRosRNijIHUKJEiRI3KUoDUKJEiRI3KUoDUKJEiRI3KUoDUKJEiRI3KUoDUKJEiRI3KUoDUKJEiRI3KUoDUKJEiRI3Kf5/ZaPD1azIc1AAAAAASUVORK5CYII=\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -1232,22 +6788,22 @@
},
{
"cell_type": "code",
- "execution_count": 201,
+ "execution_count": 161,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.collections.QuadMesh at 0x34c044427c18>"
+ "<matplotlib.collections.QuadMesh at 0x2dac982a0790>"
]
},
- "execution_count": 201,
+ "execution_count": 161,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -1265,7 +6821,7 @@
},
{
"cell_type": "code",
- "execution_count": 202,
+ "execution_count": 162,
"metadata": {},
"outputs": [],
"source": [
@@ -1286,22 +6842,22 @@
},
{
"cell_type": "code",
- "execution_count": 203,
+ "execution_count": 163,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "<matplotlib.collections.QuadMesh at 0x34c0444d67f0>"
+ "<matplotlib.collections.QuadMesh at 0x2dac98370890>"
]
},
- "execution_count": 203,
+ "execution_count": 163,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -1325,22 +6881,22 @@
},
{
"cell_type": "code",
- "execution_count": 204,
+ "execution_count": 164,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "[<matplotlib.lines.Line2D at 0x34c044575c88>]"
+ "[<matplotlib.lines.Line2D at 0x2dac98427510>]"
]
},
- "execution_count": 204,
+ "execution_count": 164,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
@@ -1360,7 +6916,7 @@
},
{
"cell_type": "code",
- "execution_count": 205,
+ "execution_count": 165,
"metadata": {},
"outputs": [],
"source": [
@@ -1381,7 +6937,7 @@
},
{
"cell_type": "code",
- "execution_count": 206,
+ "execution_count": 166,
"metadata": {},
"outputs": [],
"source": [
@@ -1402,30 +6958,30 @@
},
{
"cell_type": "code",
- "execution_count": 207,
+ "execution_count": 167,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "/mnt/lustre01/pf/zmaw/m300524/conda-envs/ESMValtool/lib/python3.7/site-packages/dask/core.py:119: RuntimeWarning: invalid value encountered in true_divide\n",
- " return func(*args2)\n"
+ "/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/dask/core.py:121: RuntimeWarning: invalid value encountered in true_divide\n",
+ " return func(*(_execute_task(a, cache) for a in args))\n"
]
},
{
"data": {
"text/plain": [
- "<matplotlib.collections.QuadMesh at 0x34c0445ea470>"
+ "<matplotlib.collections.QuadMesh at 0x2dac984bb690>"
]
},
- "execution_count": 207,
+ "execution_count": 167,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 2 Axes>"
]
@@ -1443,17 +6999,17 @@
},
{
"cell_type": "code",
- "execution_count": 210,
+ "execution_count": 168,
"metadata": {},
"outputs": [
{
"name": "stderr",
"output_type": "stream",
"text": [
- "/mnt/lustre01/pf/zmaw/m300524/conda-envs/ESMValtool/lib/python3.7/site-packages/dask/core.py:119: RuntimeWarning: invalid value encountered in true_divide\n",
- " return func(*args2)\n",
- "/mnt/lustre01/pf/zmaw/m300524/conda-envs/ESMValtool/lib/python3.7/site-packages/dask/core.py:119: RuntimeWarning: invalid value encountered in true_divide\n",
- " return func(*args2)\n"
+ "/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/dask/core.py:121: RuntimeWarning: invalid value encountered in true_divide\n",
+ " return func(*(_execute_task(a, cache) for a in args))\n",
+ "/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/dask/core.py:121: RuntimeWarning: invalid value encountered in true_divide\n",
+ " return func(*(_execute_task(a, cache) for a in args))\n"
]
}
],
@@ -1490,22 +7046,22 @@
},
{
"cell_type": "code",
- "execution_count": 211,
+ "execution_count": 169,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
- "[<matplotlib.lines.Line2D at 0x34c0447479e8>]"
+ "[<matplotlib.lines.Line2D at 0x2daca9d04cd0>]"
]
},
- "execution_count": 211,
+ "execution_count": 169,
"metadata": {},
"output_type": "execute_result"
},
{
"data": {
- "image/png": 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\n",
+ "image/png": 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\n",
"text/plain": [
"<Figure size 432x288 with 1 Axes>"
]
@@ -1532,6 +7088,912 @@
"outputs": [],
"source": []
},
+ {
+ "cell_type": "markdown",
+ "metadata": {},
+ "source": [
+ "# Full example"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 189,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "48 8 6\n"
+ ]
+ },
+ {
+ "data": {
+ "text/html": [
+ "<table style=\"border: 2px solid white;\">\n",
+ "<tr>\n",
+ "<td style=\"vertical-align: top; border: 0px solid white\">\n",
+ "<h3 style=\"text-align: left;\">Client</h3>\n",
+ "<ul style=\"text-align: left; list-style: none; margin: 0; padding: 0;\">\n",
+ " <li><b>Scheduler: </b>inproc://10.50.35.142/10569/1</li>\n",
+ " <li><b>Dashboard: </b><a href='http://localhost:8888/proxy/8787/status' target='_blank'>http://localhost:8888/proxy/8787/status</a></li>\n",
+ "</ul>\n",
+ "</td>\n",
+ "<td style=\"vertical-align: top; border: 0px solid white\">\n",
+ "<h3 style=\"text-align: left;\">Cluster</h3>\n",
+ "<ul style=\"text-align: left; list-style:none; margin: 0; padding: 0;\">\n",
+ " <li><b>Workers: </b>6</li>\n",
+ " <li><b>Cores: </b>48</li>\n",
+ " <li><b>Memory: </b>384.00 GB</li>\n",
+ "</ul>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table>"
+ ],
+ "text/plain": [
+ "<Client: 'inproc://10.50.35.142/10569/1' processes=6 threads=48, memory=384.00 GB>"
+ ]
+ },
+ "execution_count": 189,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "from dask.distributed import Client\n",
+ "import multiprocessing\n",
+ "ncpu = multiprocessing.cpu_count()\n",
+ "threads = 8\n",
+ "nworker = ncpu//threads\n",
+ "print(ncpu, threads, nworker)\n",
+ "\n",
+ "client = Client(processes=False, threads_per_worker=threads,\n",
+ " n_workers=nworker, memory_limit='64GB')\n",
+ "client"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 224,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "rename_fx={\n",
+ " 'y_2':'y', 'x_2': 'x_g',\n",
+ " 'y_3':'y_g', 'x_3':'x',\n",
+ " #'y_4':'y_g', 'x_4':'x_g'\n",
+ " }"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 276,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stdout",
+ "output_type": "stream",
+ "text": [
+ "CPU times: user 21.4 s, sys: 9.64 s, total: 31.1 s\n",
+ "Wall time: 2min 30s\n"
+ ]
+ }
+ ],
+ "source": [
+ "%%time\n",
+ "timestr='*'\n",
+ "runid='vga0214_rerun'\n",
+ "#runid='asp_esmControl_PMassim_3014_SSTSSS_over_3170'\n",
+ "p = f'/work/bm1124/m300524/experiments/{runid}/outdata/mpiom/{runid}_mpiom_data_3d_mm_{timestr}.nc'\n",
+ "p = '/work/mh0727/m300524/experiments/vga0214/outdata/mpiom/vga0214_mpiom_data_3d_mm_3000-3300.nc'\n",
+ "ds = xr.open_mfdataset(p, chunks={'depth':1,'time':'auto'},\n",
+ " use_cftime=True, parallel=True, combine='nested', concat_dim='time', compat='override',coords='minimal', data_vars='minimal')\n",
+ "\n",
+ "ds=ds.rename(rename_fx)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 298,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "if 'umo' in ds.data_vars:\n",
+ " ds = ds.rename({'umo':'uo','vmo':'vo'})\n",
+ " ds['uo'] /= 1025\n",
+ " ds['vo'] /= 1025"
+ ]
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+ "execution_count": 278,
+ "metadata": {},
+ "outputs": [],
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+ "def calc_curl(ds):\n",
+ " dv_dx = grid.derivative(ds.vo, 'X')\n",
+ " du_dy = grid.derivative(ds.uo, 'Y',boundary='extend')\n",
+ " curl = dv_dx - du_dy\n",
+ " return curl"
+ ]
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+ "curl = calc_curl(ds.isel(depth=0))"
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+ "/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/xarray/core/nanops.py:142: RuntimeWarning: Mean of empty slice\n",
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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 2 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "curl.mean('time').plot(**pa)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 208,
+ "metadata": {},
+ "outputs": [
+ {
+ "data": {
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+ " background-color: var(--xr-background-color-row-odd);\n",
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+ " grid-column: 1;\n",
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+ " grid-column: 4;\n",
+ "}\n",
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+ ".xr-var-name,\n",
+ ".xr-var-dims,\n",
+ ".xr-var-dtype,\n",
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+ ".xr-attrs dt {\n",
+ " white-space: nowrap;\n",
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+ "}\n",
+ "\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " display: none;\n",
+ " background-color: var(--xr-background-color) !important;\n",
+ " padding-bottom: 5px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
+ ".xr-var-data-in:checked ~ .xr-var-data {\n",
+ " display: block;\n",
+ "}\n",
+ "\n",
+ ".xr-var-data > table {\n",
+ " float: right;\n",
+ "}\n",
+ "\n",
+ ".xr-var-name span,\n",
+ ".xr-var-data,\n",
+ ".xr-attrs {\n",
+ " padding-left: 25px !important;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs,\n",
+ ".xr-var-attrs,\n",
+ ".xr-var-data {\n",
+ " grid-column: 1 / -1;\n",
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+ "\n",
+ "dl.xr-attrs {\n",
+ " padding: 0;\n",
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+ " display: grid;\n",
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+ "}\n",
+ "\n",
+ ".xr-attrs dt, dd {\n",
+ " padding: 0;\n",
+ " margin: 0;\n",
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+ " padding-right: 10px;\n",
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+ "\n",
+ ".xr-attrs dt {\n",
+ " font-weight: normal;\n",
+ " grid-column: 1;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dt:hover span {\n",
+ " display: inline-block;\n",
+ " background: var(--xr-background-color);\n",
+ " padding-right: 10px;\n",
+ "}\n",
+ "\n",
+ ".xr-attrs dd {\n",
+ " grid-column: 2;\n",
+ " white-space: pre-wrap;\n",
+ " word-break: break-all;\n",
+ "}\n",
+ "\n",
+ ".xr-icon-database,\n",
+ ".xr-icon-file-text2 {\n",
+ " display: inline-block;\n",
+ " vertical-align: middle;\n",
+ " width: 1em;\n",
+ " height: 1.5em !important;\n",
+ " stroke-width: 0;\n",
+ " stroke: currentColor;\n",
+ " fill: currentColor;\n",
+ "}\n",
+ "</style><div class='xr-wrap'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'thetao'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>time</span>: 480</li><li><span>y</span>: 220</li><li><span>x</span>: 256</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-826f0ae4-06f3-4e10-8f20-39f555aab694' class='xr-array-in' type='checkbox' ><label for='section-826f0ae4-06f3-4e10-8f20-39f555aab694' 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>dask.array<chunksize=(120, 220, 256), meta=np.ndarray></span></div><pre class='xr-array-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 108.13 MB </td> <td> 27.03 MB </td></tr>\n",
+ " <tr><th> Shape </th><td> (480, 220, 256) </td> <td> (120, 220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 164 Tasks </td><td> 4 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float32 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"194\" height=\"175\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
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+ "\n",
+ " <!-- Vertical lines -->\n",
+ " <line x1=\"80\" y1=\"70\" x2=\"80\" y2=\"125\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"144\" y1=\"70\" x2=\"144\" y2=\"125\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Colored Rectangle -->\n",
+ " <polygon points=\"80.588235,70.588235 144.588235,70.588235 144.588235,125.588235 80.588235,125.588235\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
+ "\n",
+ " <!-- Text -->\n",
+ " <text x=\"112.588235\" y=\"145.588235\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >256</text>\n",
+ " <text x=\"164.588235\" y=\"98.088235\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,164.588235,98.088235)\">220</text>\n",
+ " <text x=\"35.294118\" y=\"110.294118\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(45,35.294118,110.294118)\">480</text>\n",
+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></div></li><li class='xr-section-item'><input id='section-bdc2d0c0-b78d-4115-9cc5-e87cef8ad3f4' class='xr-section-summary-in' type='checkbox' checked><label for='section-bdc2d0c0-b78d-4115-9cc5-e87cef8ad3f4' class='xr-section-summary' >Coordinates: <span>(4)</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>lon</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-43fa9940-453e-48cb-91e1-61ef7bc2d1f2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-43fa9940-453e-48cb-91e1-61ef7bc2d1f2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ea9e64fb-63b9-4cbf-be07-ba75300fafb5' class='xr-var-data-in' type='checkbox'><label for='data-ea9e64fb-63b9-4cbf-be07-ba75300fafb5' 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>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lon</dd><dt><span>bounds :</span></dt><dd>lon_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 450.56 kB </td> <td> 450.56 kB </td></tr>\n",
+ " <tr><th> Shape </th><td> (220, 256) </td> <td> (220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 2 Tasks </td><td> 1 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"170\" height=\"153\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"0\" y1=\"103\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Vertical lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"103\" style=\"stroke-width:2\" />\n",
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+ "\n",
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+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array<chunksize=(220, 256), meta=np.ndarray></div><input id='attrs-27db7fb2-a103-493e-9074-9fbeb15bf770' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-27db7fb2-a103-493e-9074-9fbeb15bf770' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-482c2fa2-5313-48d1-9d88-40324d1877f3' class='xr-var-data-in' type='checkbox'><label for='data-482c2fa2-5313-48d1-9d88-40324d1877f3' 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>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>_CoordinateAxisType :</span></dt><dd>Lat</dd><dt><span>bounds :</span></dt><dd>lat_vertices</dd></dl></div><pre class='xr-var-data'><table>\n",
+ "<tr>\n",
+ "<td>\n",
+ "<table>\n",
+ " <thead>\n",
+ " <tr><td> </td><th> Array </th><th> Chunk </th></tr>\n",
+ " </thead>\n",
+ " <tbody>\n",
+ " <tr><th> Bytes </th><td> 450.56 kB </td> <td> 450.56 kB </td></tr>\n",
+ " <tr><th> Shape </th><td> (220, 256) </td> <td> (220, 256) </td></tr>\n",
+ " <tr><th> Count </th><td> 2 Tasks </td><td> 1 Chunks </td></tr>\n",
+ " <tr><th> Type </th><td> float64 </td><td> numpy.ndarray </td></tr>\n",
+ " </tbody>\n",
+ "</table>\n",
+ "</td>\n",
+ "<td>\n",
+ "<svg width=\"170\" height=\"153\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
+ "\n",
+ " <!-- Horizontal lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"120\" y2=\"0\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"0\" y1=\"103\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Vertical lines -->\n",
+ " <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ " <line x1=\"120\" y1=\"0\" x2=\"120\" y2=\"103\" style=\"stroke-width:2\" />\n",
+ "\n",
+ " <!-- Colored Rectangle -->\n",
+ " <polygon points=\"0.000000,0.000000 120.000000,0.000000 120.000000,103.125000 0.000000,103.125000\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
+ "\n",
+ " <!-- Text -->\n",
+ " <text x=\"60.000000\" y=\"123.125000\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >256</text>\n",
+ " <text x=\"140.000000\" y=\"51.562500\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" transform=\"rotate(-90,140.000000,51.562500)\">220</text>\n",
+ "</svg>\n",
+ "</td>\n",
+ "</tr>\n",
+ "</table></pre></li><li class='xr-var-item'><div class='xr-var-name'><span>depth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>6.0</div><input id='attrs-3d86eaa0-853d-4dde-a8d9-7950a428b8f9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3d86eaa0-853d-4dde-a8d9-7950a428b8f9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-307e70f4-df8f-4c35-88b8-f6ae2c567141' class='xr-var-data-in' type='checkbox'><label for='data-307e70f4-df8f-4c35-88b8-f6ae2c567141' 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>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>depth_below_sea</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd></dl></div><pre class='xr-var-data'>array(6.)</pre></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>3110-01-31 23:15:00 ... 3149-12-31 23:15:00</div><input id='attrs-ae3a3dcd-6ea0-42da-a28b-86b8ef542774' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ae3a3dcd-6ea0-42da-a28b-86b8ef542774' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11443442-d875-49f5-a1d7-bc05a9212217' class='xr-var-data-in' type='checkbox'><label for='data-11443442-d875-49f5-a1d7-bc05a9212217' 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>standard_name :</span></dt><dd>time</dd></dl></div><pre class='xr-var-data'>array([cftime.DatetimeProlepticGregorian(3110-01-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3110-02-28 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3110-03-31 23:15:00), ...,\n",
+ " cftime.DatetimeProlepticGregorian(3149-10-31 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3149-11-30 23:15:00),\n",
+ " cftime.DatetimeProlepticGregorian(3149-12-31 23:15:00)], dtype=object)</pre></li></ul></div></li><li class='xr-section-item'><input id='section-d9e68d19-6d95-430a-a606-d97b42a7799f' class='xr-section-summary-in' type='checkbox' checked><label for='section-d9e68d19-6d95-430a-a606-d97b42a7799f' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>sea_water_potential_temperature</dd><dt><span>long_name :</span></dt><dd>Sea water potential temperature</dd><dt><span>units :</span></dt><dd>C</dd><dt><span>code :</span></dt><dd>2</dd></dl></div></li></ul></div></div>"
+ ],
+ "text/plain": [
+ "<xarray.DataArray 'thetao' (time: 480, y: 220, x: 256)>\n",
+ "dask.array<rechunk-merge, shape=(480, 220, 256), dtype=float32, chunksize=(120, 220, 256), chunktype=numpy.ndarray>\n",
+ "Coordinates:\n",
+ " lon (y, x) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " lat (y, x) float64 dask.array<chunksize=(220, 256), meta=np.ndarray>\n",
+ " depth float64 6.0\n",
+ " * time (time) object 3110-01-31 23:15:00 ... 3149-12-31 23:15:00\n",
+ "Dimensions without coordinates: y, x\n",
+ "Attributes:\n",
+ " standard_name: sea_water_potential_temperature\n",
+ " long_name: Sea water potential temperature\n",
+ " units: C\n",
+ " code: 2"
+ ]
+ },
+ "execution_count": 208,
+ "metadata": {},
+ "output_type": "execute_result"
+ }
+ ],
+ "source": [
+ "da=ds['thetao'].isel(depth=0).chunk({'time':12*10})\n",
+ "da"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 215,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "def calc_grad(da):\n",
+ " dt_dx = grid.derivative(da, 'X')\n",
+ " dt_dy = grid.derivative(da, 'Y', boundary='extend')\n",
+ " # these values are now situated on the cell faces, we need to \n",
+ " # interpolate them back to the center to combine them\n",
+ "\n",
+ " dt_dx = grid.interp(dt_dx, 'X')\n",
+ " dt_dy = grid.interp(dt_dy, 'Y', boundary='extend')\n",
+ " grad = (dt_dx**2 + dt_dy**2)**0.5\n",
+ " return grad"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 216,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "grad = calc_grad(da)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 217,
+ "metadata": {},
+ "outputs": [],
+ "source": [
+ "grad = grad.compute()"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": 218,
+ "metadata": {},
+ "outputs": [
+ {
+ "name": "stderr",
+ "output_type": "stream",
+ "text": [
+ "/work/mh0727/m300524/miniconda3/envs/pymistral/lib/python3.7/site-packages/xarray/core/nanops.py:142: RuntimeWarning: Mean of empty slice\n",
+ " return np.nanmean(a, axis=axis, dtype=dtype)\n"
+ ]
+ },
+ {
+ "data": {
+ "text/plain": [
+ "<matplotlib.collections.QuadMesh at 0x2dad982dd250>"
+ ]
+ },
+ "execution_count": 218,
+ "metadata": {},
+ "output_type": "execute_result"
+ },
+ {
+ "data": {
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\n",
+ "text/plain": [
+ "<Figure size 432x288 with 2 Axes>"
+ ]
+ },
+ "metadata": {
+ "needs_background": "light"
+ },
+ "output_type": "display_data"
+ }
+ ],
+ "source": [
+ "grad.mean('time').plot(**pa)"
+ ]
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
+ {
+ "cell_type": "code",
+ "execution_count": null,
+ "metadata": {},
+ "outputs": [],
+ "source": []
+ },
{
"cell_type": "markdown",
"metadata": {},
@@ -1619,9 +8081,9 @@
],
"metadata": {
"kernelspec": {
- "display_name": "Python [conda env:xr] *",
+ "display_name": "pymistral",
"language": "python",
- "name": "conda-env-xr-py"
+ "name": "pymistral"
},
"language_info": {
"codemirror_mode": {
@@ -1633,7 +8095,7 @@
"name": "python",
"nbconvert_exporter": "python",
"pygments_lexer": "ipython3",
- "version": "3.7.3"
+ "version": "3.7.6"
}
},
"nbformat": 4,