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    "# Remapping a dataset to HEALPix\n",
    "\n",
    "In this tutorial we will remap a dataset from the native ICON grid to HEALPix.\n",
    "The dataset used as an example is from the EERIE project and is available online.\n",
    "It consists of five 2d variables and covers 23 years with a 6 hour time step."
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 4TB\n",
       "Dimensions:             (ncells: 5242880, height: 1, height_2: 1, time: 33604)\n",
       "Coordinates:\n",
       "    cell_sea_land_mask  (ncells) int32 21MB dask.array&lt;chunksize=(5242880,), meta=np.ndarray&gt;\n",
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       "  * time                (time) datetime64[ns] 269kB 1990-12-31T23:59:00 ... 2...\n",
       "Dimensions without coordinates: ncells\n",
       "Data variables:\n",
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       "    psl                 (time, ncells) float32 705GB dask.array&lt;chunksize=(1, 5242880), meta=np.ndarray&gt;\n",
       "    ts                  (time, ncells) float32 705GB dask.array&lt;chunksize=(1, 5242880), meta=np.ndarray&gt;\n",
       "    uas                 (time, height, ncells) float32 705GB dask.array&lt;chunksize=(1, 1, 5242880), meta=np.ndarray&gt;\n",
       "    vas                 (time, height, ncells) float32 705GB dask.array&lt;chunksize=(1, 1, 5242880), meta=np.ndarray&gt;</pre><div class='xr-wrap' style='display:none'><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-88c93df1-1024-42ac-81e1-3e378291e459' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-88c93df1-1024-42ac-81e1-3e378291e459' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>ncells</span>: 5242880</li><li><span class='xr-has-index'>height</span>: 1</li><li><span class='xr-has-index'>height_2</span>: 1</li><li><span class='xr-has-index'>time</span>: 33604</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6555f4fe-bafd-40d7-a5d1-283cf1b35dc4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6555f4fe-bafd-40d7-a5d1-283cf1b35dc4' class='xr-section-summary' >Coordinates: <span>(6)</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>cell_sea_land_mask</span></div><div class='xr-var-dims'>(ncells)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(5242880,), meta=np.ndarray&gt;</div><input id='attrs-4018490f-c5b4-46e8-99ab-f283504a240d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4018490f-c5b4-46e8-99ab-f283504a240d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4098ae94-f27b-45e3-bbfd-2c9b1a85f073' class='xr-var-data-in' type='checkbox'><label for='data-4098ae94-f27b-45e3-bbfd-2c9b1a85f073' 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>grid_type :</span></dt><dd>unstructured</dd><dt><span>long_name :</span></dt><dd>sea (-2 inner, -1 boundary) land (2 inner, 1 boundary) mask for the cell</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd><dt><span>units :</span></dt><dd>2,1,-1,-</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                        <td> 20.00 MiB </td>\n",
       "                        <td> 20.00 MiB </td>\n",
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       "                        <td> (5242880,) </td>\n",
       "                        <td> (5242880,) </td>\n",
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       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> int32 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>height</span></div><div class='xr-var-dims'>(height)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-d67e27c6-f9ed-4fa4-a036-88b231312e18' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d67e27c6-f9ed-4fa4-a036-88b231312e18' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f0f9a88-1f70-4209-b652-d8825ab67525' class='xr-var-data-in' type='checkbox'><label for='data-5f0f9a88-1f70-4209-b652-d8825ab67525' 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>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([10.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>height_2</span></div><div class='xr-var-dims'>(height_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-f435e72b-d08b-4f15-b2b1-3a9e2c9dd250' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f435e72b-d08b-4f15-b2b1-3a9e2c9dd250' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a4dbb40-cd63-45bd-af15-e6d118960a19' class='xr-var-data-in' type='checkbox'><label for='data-9a4dbb40-cd63-45bd-af15-e6d118960a19' 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>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([2.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lat</span></div><div class='xr-var-dims'>(ncells)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(5242880,), meta=np.ndarray&gt;</div><input id='attrs-02c29c02-1960-4df9-a083-80858d32a5d8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-02c29c02-1960-4df9-a083-80858d32a5d8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c5bd85a-eadb-41b1-8d4c-fa7021e0b666' class='xr-var-data-in' type='checkbox'><label for='data-4c5bd85a-eadb-41b1-8d4c-fa7021e0b666' 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>bounds :</span></dt><dd>clat_vertices</dd><dt><span>long_name :</span></dt><dd>center latitude</dd><dt><span>standard_name :</span></dt><dd>grid_latitude</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 40.00 MiB </td>\n",
       "                        <td> 40.00 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (5242880,) </td>\n",
       "                        <td> (5242880,) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "        </td>\n",
       "    </tr>\n",
       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>lon</span></div><div class='xr-var-dims'>(ncells)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(5242880,), meta=np.ndarray&gt;</div><input id='attrs-25c8977c-e725-4266-afbb-82aa58ce6e31' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-25c8977c-e725-4266-afbb-82aa58ce6e31' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46a6f3cb-c9e8-4fc7-a726-8cc5b9fa9787' class='xr-var-data-in' type='checkbox'><label for='data-46a6f3cb-c9e8-4fc7-a726-8cc5b9fa9787' 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>bounds :</span></dt><dd>clon_vertices</dd><dt><span>long_name :</span></dt><dd>center longitude</dd><dt><span>standard_name :</span></dt><dd>grid_longitude</dd><dt><span>units :</span></dt><dd>radian</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
       "            <table style=\"border-collapse: collapse;\">\n",
       "                <thead>\n",
       "                    <tr>\n",
       "                        <td> </td>\n",
       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 40.00 MiB </td>\n",
       "                        <td> 40.00 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (5242880,) </td>\n",
       "                        <td> (5242880,) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1 chunks in 2 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float64 numpy.ndarray </td>\n",
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       "</table></div></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'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1990-12-31T23:59:00 ... 2013-12-...</div><input id='attrs-a0baf6b2-5452-4e98-a526-8767e5595db7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a0baf6b2-5452-4e98-a526-8767e5595db7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-066f1c8e-6a48-4a3d-a1c5-53dba399b4f9' class='xr-var-data-in' type='checkbox'><label for='data-066f1c8e-6a48-4a3d-a1c5-53dba399b4f9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>minutes since 1950-01-01 00:00:00</dd><dt><span>calendar :</span></dt><dd>gregorian</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1990-12-31T23:59:00.000000000&#x27;, &#x27;1991-01-01T05:59:00.000000000&#x27;,\n",
       "       &#x27;1991-01-01T11:59:00.000000000&#x27;, ..., &#x27;2013-12-31T05:59:00.000000000&#x27;,\n",
       "       &#x27;2013-12-31T11:59:00.000000000&#x27;, &#x27;2013-12-31T17:59:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fea033a3-63e4-4f7a-9407-d98e94931970' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fea033a3-63e4-4f7a-9407-d98e94931970' class='xr-section-summary' >Data variables: <span>(5)</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>hus2m</span></div><div class='xr-var-dims'>(time, height_2, ncells)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 5242880), meta=np.ndarray&gt;</div><input id='attrs-22e283ef-0108-465b-80c4-b288f94b3b2d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-22e283ef-0108-465b-80c4-b288f94b3b2d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e716a034-326f-4e12-9341-d9fbfb893c3f' class='xr-var-data-in' type='checkbox'><label for='data-e716a034-326f-4e12-9341-d9fbfb893c3f' 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>CDI_grid_type :</span></dt><dd>unstructured</dd><dt><span>long_name :</span></dt><dd>specific humidity in 2m</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd><dt><span>param :</span></dt><dd>6.0.0</dd><dt><span>standard_name :</span></dt><dd>qv2m</dd><dt><span>units :</span></dt><dd>kg kg-1</dd></dl></div><div class='xr-var-data'><table>\n",
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       "        <td>\n",
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       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
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       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 656.33 GiB </td>\n",
       "                        <td> 20.00 MiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (33604, 1, 5242880) </td>\n",
       "                        <td> (1, 1, 5242880) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 33604 chunks in 2 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>psl</span></div><div class='xr-var-dims'>(time, ncells)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 5242880), meta=np.ndarray&gt;</div><input id='attrs-6723ec92-11c8-4621-9e1f-6d462e08b3f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6723ec92-11c8-4621-9e1f-6d462e08b3f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f2326f5b-aa9e-476c-8d29-68e3bced4b25' class='xr-var-data-in' type='checkbox'><label for='data-f2326f5b-aa9e-476c-8d29-68e3bced4b25' 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>CDI_grid_type :</span></dt><dd>unstructured</dd><dt><span>long_name :</span></dt><dd>mean sea level pressure</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd><dt><span>param :</span></dt><dd>1.3.0</dd><dt><span>standard_name :</span></dt><dd>mean sea level pressure</dd><dt><span>units :</span></dt><dd>Pa</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 656.33 GiB </td>\n",
       "                        <td> 20.00 MiB </td>\n",
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       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
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       "                        <td> (1, 5242880) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                    <tr>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ts</span></div><div class='xr-var-dims'>(time, ncells)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 5242880), meta=np.ndarray&gt;</div><input id='attrs-cc37b32a-bbd9-4783-a5c5-b743cb68f9dc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc37b32a-bbd9-4783-a5c5-b743cb68f9dc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6378c534-f599-4b92-805b-d9aa2aaf8fc2' class='xr-var-data-in' type='checkbox'><label for='data-6378c534-f599-4b92-805b-d9aa2aaf8fc2' 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>CDI_grid_type :</span></dt><dd>unstructured</dd><dt><span>long_name :</span></dt><dd>surface temperature</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd><dt><span>param :</span></dt><dd>0.0.0</dd><dt><span>standard_name :</span></dt><dd>surface_temperature</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
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       "                    <tr>\n",
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       "                        <td colspan=\"2\"> 33604 chunks in 2 graph layers </td>\n",
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       "               &#x27;1991-01-01 11:59:00&#x27;, &#x27;1991-01-01 17:59:00&#x27;,\n",
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       "               &#x27;2013-12-30 23:59:00&#x27;, &#x27;2013-12-31 05:59:00&#x27;,\n",
       "               &#x27;2013-12-31 11:59:00&#x27;, &#x27;2013-12-31 17:59:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=33604, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5a579559-10d3-4bb1-a725-0710f816057b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-5a579559-10d3-4bb1-a725-0710f816057b' 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.Dataset> Size: 4TB\n",
       "Dimensions:             (ncells: 5242880, height: 1, height_2: 1, time: 33604)\n",
       "Coordinates:\n",
       "    cell_sea_land_mask  (ncells) int32 21MB dask.array<chunksize=(5242880,), meta=np.ndarray>\n",
       "  * height              (height) float64 8B 10.0\n",
       "  * height_2            (height_2) float64 8B 2.0\n",
       "    lat                 (ncells) float64 42MB dask.array<chunksize=(5242880,), meta=np.ndarray>\n",
       "    lon                 (ncells) float64 42MB dask.array<chunksize=(5242880,), meta=np.ndarray>\n",
       "  * time                (time) datetime64[ns] 269kB 1990-12-31T23:59:00 ... 2...\n",
       "Dimensions without coordinates: ncells\n",
       "Data variables:\n",
       "    hus2m               (time, height_2, ncells) float32 705GB dask.array<chunksize=(1, 1, 5242880), meta=np.ndarray>\n",
       "    psl                 (time, ncells) float32 705GB dask.array<chunksize=(1, 5242880), meta=np.ndarray>\n",
       "    ts                  (time, ncells) float32 705GB dask.array<chunksize=(1, 5242880), meta=np.ndarray>\n",
       "    uas                 (time, height, ncells) float32 705GB dask.array<chunksize=(1, 1, 5242880), meta=np.ndarray>\n",
       "    vas                 (time, height, ncells) float32 705GB dask.array<chunksize=(1, 1, 5242880), meta=np.ndarray>"
      ]
     },
     "execution_count": 1,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "import healpix as hp\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "\n",
    "import easygems.healpix as egh\n",
    "import easygems.remap as egr\n",
    "\n",
    "\n",
    "ds = xr.open_dataset(\n",
    "    \"https://eerie.cloud.dkrz.de/datasets/icon-esm-er.eerie-control-1950.v20240618.atmos.native.2d_6h_inst/kerchunk\",\n",
    "    engine=\"zarr\",\n",
    "    chunks={},\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "eecd5448",
   "metadata": {},
   "source": [
    "The first step is to create a HEALPix grid that is close to the resolution of our source grid.\n",
    "Here we will choose an order of 9 (also known as \"zoom\") and \"nest\" ordering."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "290dad41",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-11-18T14:47:07.089008Z",
     "iopub.status.busy": "2024-11-18T14:47:07.088686Z",
     "iopub.status.idle": "2024-11-18T14:47:07.183315Z",
     "shell.execute_reply": "2024-11-18T14:47:07.182899Z",
     "shell.execute_reply.started": "2024-11-18T14:47:07.088996Z"
    }
   },
   "outputs": [],
   "source": [
    "order = zoom = 9\n",
    "nside = hp.order2nside(order)\n",
    "npix = hp.nside2npix(nside)\n",
    "\n",
    "hp_lon, hp_lat = hp.pix2ang(nside=nside, ipix=np.arange(npix), lonlat=True, nest=True)\n",
    "hp_lon = (hp_lon + 180) % 360 - 180  # [-180, 180)\n",
    "hp_lon += 360 / (4 * nside) / 4  # shift quarter-width"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "c7fb57ae",
   "metadata": {},
   "source": [
    "Next, we can use our defined source and target grids to compute interpolation weights.\n",
    "The `easygems` package provides a function to compute these weights using the [Delaunay triangulation](https://docs.scipy.org/doc/scipy/tutorial/spatial.html#delaunay-triangulations) method."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "2762fdf9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-11-18T14:47:07.183922Z",
     "iopub.status.busy": "2024-11-18T14:47:07.183831Z",
     "iopub.status.idle": "2024-11-18T14:52:39.963198Z",
     "shell.execute_reply": "2024-11-18T14:52:39.962607Z",
     "shell.execute_reply.started": "2024-11-18T14:47:07.183913Z"
    }
   },
   "outputs": [],
   "source": [
    "weights = egr.compute_weights_delaunay((ds.lon, ds.lat), (hp_lon, hp_lat))\n",
    "\n",
    "# You can also save the calculated weights for future use\n",
    "# weights.to_netcdf(\"healpix_weights.nc\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "60fd0b0c",
   "metadata": {},
   "source": [
    "These weights can be applied to single fields directly:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "3e9a8e07",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-11-18T14:52:39.964834Z",
     "iopub.status.busy": "2024-11-18T14:52:39.964682Z",
     "iopub.status.idle": "2024-11-18T14:53:48.823872Z",
     "shell.execute_reply": "2024-11-18T14:53:48.823535Z",
     "shell.execute_reply.started": "2024-11-18T14:52:39.964823Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x1604a7d40>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
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DInc2dJlRmCdsee7SL4Flj3So/+WD8tcWK2yv9as8p6kAU31fWx8LKVxcfN1UIEfGreYP4MaqNraFUDKBLb+b0CJTZ5IRMy8x8fVvll1cfN1NSDUJg1nat3+F0WbaE8huJZjyyfUEc8cLxmkCQQgmg9kXSu082PQ6OnNj6FiRtxThUo5VgsycZDB/GwBLV1yJyHu073/InTgcR6lJaE7D2HpsZ40bIu2ekcwdKBDWIvKCXvffS7bAMxDGOQ0W322owFpsIMFYdCss+5o3gyoqIygYgqDusFn7rCBrCeziIeJH7yDffRHJmWejElk5Fcra+BfP1D/r0nTQMIhWThA6CkwIBwREbdIJo1HPnyB49CXU88exUUC6ZQPp1g3oqUmsFYRHZxm7ywGx/jk7aT61n3zNBIMLd6HXjqE3TUJUCzusmRtLE2R9ulrLf9twJb/927/Nl7/8ZW666SY+9KEPcf31169GKHwPtFVA8PfYsizjc5/7HL/xG7/Biy++iLjufNqveyXh2smh/YRg6EW2VmC0HLLv++0Y44S3ktVvpzFiay2HBLz7zV8UbC6rbd5rWTtqH5yAFZmEwKKOzzHxtdvc/sYi08Td44aNDM7bix3bUAhMgZUWqQVGubArAeQt435TFpGJKkESrvsmcsJcJgLVE6i0yDvA6QUrDC+giGG2oPQhyEUVHlicrw4y6qzEaDhb3UehrvHVf5d5ARIK1kCexpywzMlP1AR8zcZfOuLVGBOowEz5/Or2fVE5BZZapmBZZMCoT4BvJTUdOuGvI4M6cZzGs88hBykiS7HNCdLzr6T115+mLgb6r74RM74GBKiTx2DxCLYZo2bmCI8cRGQZya5zCY8dRPaWyuN0Z4J883bIM1SuYPEIwWxFp8vJ82jJ8wh6OXknZNBOyI/cDuk8yZnn0L30QoIThxm/5c5ifMUQ3W+bU+gLbkQY9/yDvnXPyFTRGm5cbTFPTPGbAW2RuUEkGpnm2EA6p8Q0c0AhUNhQYQPp/qTAKukiGFQBCGqfXcSA+5y1IG8JxMJxosfvxipJvmELye4zoTVWe1YVILMeDHjAGhlEJy/NA0LakvXz/+u+BMJogsMzqH0nkC+eQh5dQOSaxWsuRiYZ7Xsfp3/RLpoPvzA0L7qvuZD00jOq80gz4qMwGq1UsZD5qVl+4nDI7/7u77Jjxw5++Zd/mXe/+92rSY/+HtsqIPh7aIuLi/z+7/8+H//4x4miiIXrz2Xs+ouRcQRUL6xYJsgtYilBnOxie7mj5/sZam6R4KWTBHNuMc2nJ1j4qdeWksJqUQn9UqMU5bWASuDXPfltoUFbAZlB9TQyMWTrInfNozMEC31H777wAiLLMFOboDmNOvBg2W3TnsJJc4lZt4Pu+XtQeaVVWAVZxzqh72OqvaCUIPsCNSh8DAoNHGqCsqC3yXJUL8UqCSrEBqoScoVfwelC3bz/AtbZZ4N+TVjXGJchU8VpTAHLbOoFi+HzEsjUaaNWVWyC64dFh6IEDFAT/tYJbqlrYKFmqqhuZvjYcoy8eaCuZY58roMHf9+j96Yji81n6dx1P2puHrN2iwsB7C9gwwb51jMwUUgwn5CtiRC5IXr2MczkOnpXvBrTiAkX3VyTvR46P050bA7RnSE4eRwTN0o7fzl/Gh3s2DrUiUIYdTa5sW2sBREhdE4+3sSm86hDTwLQP+8CBhde4MBnLpBLGeNf+dzweTtrYde1GKldOJ6xmFCitELIGKEFKvOmhOJ/bh1AKEwLUhvHHhiL7GeITLuXSteQnirCD6MAEzmQIDODCZwDsG4ERS4CiYkEWVOSjgnypkDMHSJ69LbyVPPveF/pHFvOZw/qaqDANAxyLEMqO6QUlCkYCtagnDaiYg+EAKwlvOVJ5EuzyCPzDuwA/Z+8CpNa1GIPoxT67E2gJDqXQ9fw55fSVI7Kflp5ts0rJv2UX1rcyG/+5m+S5zkf/vCH+Zmf+RnGxsZYbX+3bRUQ/B22ubk5Pv7xj/Pxj38csWmK5lsup/3KcxBKDiXosVZgU406voA6No84uog6uUh47OQyh6bRlq+fpHvV+WTbNwxTzss8/EcAgG9pRnh8lvDwLGLQQ/ZzgvlFglMnq+PBCffxaYg7YMBObkG2t2EDSeeIRqYGe+oZelMDmoM1dDcGNA/NkgwepX/BJWRnnOso+0L71xFukbc1ga8rx8Jl9vFS8FnE7H6aDz+C7FfapRUCMzaFnl5HtmUHIkswrTam3YEwWEEDrl2rJvBHIwvK/evsQHnN2v62EsbeIxwBQc9ilXBOcIXgV6lzZvP7CTPCAsgiKgLvWV6BNn/eckxk1ZcKxIjytyE/ghogoPZ9lCEYBUDNu/8aNXvSxfZbg55ej7ABavYodDZjbL/wnheIPBkaZ6sC9PqtZOdehTr0NNHT97vta87ENELkkafItu5CdOcJ5ucReQbNNTBYBHJs1HY5BnDoTXjbvtGAxsqAfPNuknPPxTQaCAuq78ZPBwY5ewx1/EXCo4cQ6aD27GShPhuEtZgwQq9Zi5lcj2zvRtFAphAMHChQqS2eYeHMmBpEpt1Y5QaZ5hUw0M4PwbQaCOMmsg2VAwlCYJoBNpSYQKIbEh1JdCTQscAmS9hj92HzPqI/T75tD4O9F4OKas/RliwBwr1PZiJHhs6pWEBlIlxBaLvvhYmkYBL8PlIaZwI8vujSLWyaAClcmKIVaC2r9aSg0erRDKrIX1BftoyRy7YJASY3LN33FDvu3M9TTz3FL/zCL/DzP//zTE5Ostr+btoqIPg7aHUgcMkll/D8a3bQPG8n9erT1gLGIF6cp3H74wTHZlcU/jZQ5Osm0ZMd9FTH/Z9oYyba2Ea0jAGozl1b4WtJS0R/QPzcSzSeP4Ba6CIGA2yjiZ5ag2m2sWEEYRO9dhPICJla1NISNCZAKoR1Qi7sWtpHEycEMoMF0laPVM4hF0+ShLPIhVny9evpX3w5IhobEr5e813RpXxEG697wIv5k7Tu+Wv09CbM2KQLNcNCPkDNHEPkGUKPhgfAwhvfgognhq4Bwxo9jAj+URCwAkAY6i8ezNhCw3c2ZKzXNivaX2X+3MVimlePUPpzGMgbotT4h8L+hjIFiiFtf6WognKK1H6r+xl4ShrrTDxWVfdtTU50eAYbSvT4OEQRnb/8U4Q22EYLkQwQWSVsy2nXmXJC2BoG174La1LCZx9ALs1BlmDG1xAcP0S6YzfxvmeqfqoQu2Y7amAgWUAYWcwHA40JpBGYgt/X2XHIeyy95m3Y1lgZSRL0Qce1+zcWkaaYSIF0wlk3KIS4JpidQ84fJzh2CNFbwmzYCZN7EFEHmULYd6BAZhaVWNRAF6yBRg5yRKadicIYyLVjCcABhEBhpURYBw5tFGBChWk4fwgdycKsU2WJzNoCnZwgeuRrACy9/h2k6xuoniiBp//TmxJkaLBGDDkGO8W/AgXeqdj5FgwzkmIEONS3lc/TSIwR5LksIxhE4afgwYQ/fpQhMEYOAYLSL8lS+Blcy6/+6q/y4IMP8uEPf5gPf/jDq8Dg76CtAoL/i21xcZH/+B//Ix//+MeRO9cz9q4rae3dWVJoQljEiSXU00eRB2cJXjqJzPLyeCsF+fopss1ryLesId88jW25cJ1l8b8FSl/xaWqDmu8hF7qO0hTOVV72B3TueIB8zTTp9l3oiSls02VTc8LK2enrhYdkVmmrKnF21sacIe1I4gWDlbDUOk702C3l5c3YNOm2bZjxSfTYFDaOXGY5IZCJIFwCm3UxTZeMRabuOiYAXeQ08Q6EdQc7ByAs6vCzBC89h26GoCJso+V2lIp059kIkxMcfAG1NA9Zil6zgfTMC0DK5cK9LvwZFv7LhP5KAKF+nAcGXhhbKsfDwqt9NBLBO7eFPYNVkDdkadf2yYF0JCrt3gOBckxqpoHa32gOgdE2ZKIozQl2CEwER/bT+dZdtWMEtjmGiUOEFZi4Qb5+IyLXNJ58sNzHTDmwZuMIE4aYyTXY5riLzRdgyZEnn0PNzGKbE5hmg+D4IdTMHKrbxbQnC23eFAAvX95/FYLOnYbcmSTbcyk02gjZwDRDMC7kzwYVAzU6Lia0pZnF1c6w6NAQHDtIeOgg8f5D6M1nYzafT5AFqMQxO0FikIlFpQbVz5Gpdv4Gae7AgKkcEAEIiofmwUEgsUphmgF5JyRvuRDGvFH5F+imwGIJH/kqYsmxdXNvuRY9tYWgJyofFgV6y8BFA5lqnaj7GQlhXW6QQlALaVDKlmYDY2Sp2Y+ChPr0kcKii7XMGIHxYY3KYIwY9lEY8YEa7VedcXD7ODDSf+IFzrp9Pw888AAf/vCH+aVf+qVVU8L/xbYKCP4vtCzL+OQnP8lHP/pRzjrrLA688Qxae3eWv5vEIPbNEOw7TuMhFwblHZ5MFJCetYX0nC3km9e6DIQUyLnQ8sUgIzg+iw1DsrEJREthtQFNtdgULTg+y9hXv41a7KI7LWwYlrSliWPyqQl6r7rUaV2aqgKh974vaHuvzcoUwq4FC/GCE1TJhFuQ0gmBSmDs+Xn0qQfRKsOkx4ueCFy1beeubjoTZDsvRNiA8NRxxNHHi/2KBWHtHhauvhSpXZZCNXDUuswsMmUIFIiTz6P2fbsa/01byS64bkiDf9kmGBLkdUe9sq3wfRlwOB0gqGn+Tmu0pTlCR6IEBkFiacw6Pw0TOQe0rCUxYTX+wljy2IECE9VZgJcBAvXogfqKPgoO6r9L58Ve30ezyPTnv0S+5Uz01guJ5zI08+hAI/t9gn3fceO/dh35lt3OZNNpYNpNohM9kumU1sNPEL/wohuL5gTd627C0KNz618jsrSMSrFSOtPA2EZkYy3BwoAseQEbKJILrqDxyD2IpMgpsP4M1NwsNp11xwYxIq8YCtOaINt5Ftn2M0HVzC0jvmsV+2TLsXBOexbdMgS9k7RvfZjgVJf03EtQzZ0EfWdGUKklGBjUwDhnw9wiexkyyRzlnuVe/S2uX8yHMHCmg1aMaYboZkDeUOQt9/zzhiBvun70pzVjf/nZsr8L119LvmVLGaaLhbxtkesGLgUxw4BgWSZCUTkWCmmIIl3uWx5TO15AmbfkdEmJTBFVMAoczMi+y14nHzlV/DBqVvj9ddfxkY98hGeffZaPfvSj/MzP/Myq8+H/hbYKCP4PNmstX/ziF/mVX/kVDvfmGf/x6+hcdrYLp7EWe7KPeuIIjXuewQYBcuDsqxZIz91Gds4W8l3rQcnhBEHFGybnezTue4bG4/sxrQZqsQfAwhtfxfhf3wvA/JuudOlejcvcNnb7A/QuPYfeJecWWgolm1DR5IWGYSpvex8eKFPn2e813XjGEi1WYXQmhGjJEM3nyNTQ3RwjNTSPJQhtyNNjCBuhxBhCSqw29OzDZGoOYRRWaASKdnApqCY6zNH5SQaDB5i7+W0QdAj6gnAR1MCiEogXDSqx0J1lkD6G7R1xnS5y1pt229mdwyY2akHcRK/Z5O7ftxXMEi8beL3sYbNc+A+ZFewylqEenWCUKNkAK6F5ymBCgUqcULGBQEeSrCUwoQMNQeJO5AGBDXCZ8U7jEzAk1OrmgrrgH/3vp0ZNKPo+h888QPziccy5r8cGAfGcxcgcDn8HTu1zNx61XRphneLz+tv25FCyHasihE4xnUn6V99E85Y/KaNS+tf/GI0nH0YcexIbRNDZRNw4h/T4rc7b/rwbkC89jBRjiHUXYI89iJh5niDeSdw4D2E0/d6DaH2iekD+uhsvpH/2HkyrORTGOhTLLxwAKOsziMo+b1saEeZET79E+85HkTZG7HgjNlJI7RizaFGjEpcYSeQGNXBAQPZSRJKBLmoveNYgDLCBwrQb2FBiQ+VCKduKrCXRcfEe5hY50GT7/1fZ1+6V15Nt3jz07ExoMevT4VomHgOt4IejAl2aDIJAY61wVL8fj9rUqI+mWoaYh1mIsj9WDCU/Ox0wGAUXHhx49sHv3bv/Sdp/9iBCCH7913+dt73tbavhiv8H2yog+D/UHn/8cT70oQ/x+OOPI25+JZOvuxSU0+7FiSVan7wNhCDbME1y9nZaDz6N6TRIX7GbbPdGCCvN3lhRYwNSouePED1ziPDAcdLdm8nXT9F46DlUt7+sH/maCUwzQvZTglPzLLzuVSRn7XB+A3XfgRogwCczsi72H2mRmQvvk1nhdd91/z1bIDMnoBtzlqBnCPoamWi6WxuEXUO4lBMsuSgI2wicl3JuEMa4WG1RrVQ2kKAtNpSkcZel7i0kZ5+HGDuD+JmHSTZOIGWH6PgcihZhP8JmM2T2BNLGNNS5ZGtayKUuSSdDiz7k7s/mPejPYtfuwm69GISsqPPTgIB6Sd9qY/F/dHUshb6tQIHWiPmjzhGuNYme3oAoPfzcOVy0gdsktfPBkLmtEgbh2AMfjmaFs1tnDSDtOgc1EaBDnwCnEvqlY+Fo9EBt+7JWggdbUs/lXNEg+j3G/+oL5Ou2kO3aC521tF8ymINfc2NscuTW60jWNFEmRnaXyNZMEM300Mkh8g3biJ9+GOb3w+ZXkY93CJ66jeTS12B1n+jJ7yDTAfn6rbDmXETaRz1/JyYIkHkOQYd8z+XodRsJHrsFEY2jd13qEgudOAKNNXROCGwgScck2al7Ye4lZGMDQbgFbRccSOifxExuJt9+FiLpkW7dho1id/+1ZFaVf4aP9bfY2CAa2j2/uSWm/8dfw7YrGUwJGN9M1AuduadrUKnzLfAOhzLJkb2sZAqENw3m2oGC4s90IkysHEvQdmvCYELSnNFE8znd3p3ovKqr0Lv8BrKtm8o5na3NkY28nKf1MMPR5sFAGOalKWFkSpTTXI1o+bIwL6zEEqy0fSVgsNLr57dZhlmDofPpnJ8/uZmPfvSj7N27l0984hPs3bt3+Q2utr91WwUE/z/bwsICH/3oR/nt//KfmbzxlUy861pUzc5vLahHDtL+yoOYOGLxustoPfwUxILuj16Fr0OwLOtXN6X9jYeInjuMXjtBsmcryZlbEWnO1B9/HYBs4zThUad5da++kP5Fu53JwApsZolePEq6dTOO/y1AQD2Urs6N2+XsQLDkbNWlycA6IVbFZzvNJRhAPK+RmSVcyApKvKAWa9X5TCCRmS5jtkWaI7QzkyAhH4vprYF8/xeQ8SZMcgTR2Q7ZElYYpBqHrIvNuyi1Bi0zGtF5xNk46WRIuJSTNxQmkmRtSTAwJOMK2z+JPfgtEAGMbaw0WOMK4tiojd54BnrdOmRCSen7e6yDgxWp91oTaR/10J8NbUvPvAiz9fwquY9wMe+eog57Rex7XgstFEVEgQSbzSPmD6N6fczgODabddp3ex2iMYmOJfnWszCNRmGZCas+rvAfGNKQq85TaMYWE/v9LSK1CAThgYOER14iOHoI2x5HdhcRWUq2/WzCA09Xz3nzXvTa7QgRYhsdpHFOcY1TGjP3HHrzGUij4PhTyKNPke65gHTbNtAJ0QvPEu1/DizoyXUEM8fIz7ic8OQcduE59LodpDvPpPntv3TX2vEq4vAMjILGrCYdc1q1URDParJxRTIhCbuWvAnBfA979H5Ed84xEOkSetMu9MQ0+bpp9PhEmXipMrsUjEGR/U+EBrKc9u2PEB6dITg5X937pr2YbRcSdgVBYgn6znygEoNMdfkn0tyZEtLMsYeBAqWwjRDdirCRRMeKdEyRjDuzUeewxiwdIFm4210rihFZRr55O93LXwVBQD5mEBMOaY46BNaFaj0UUUpLFOUvS5DVhfmycGgqgT0q+FdqvUFE68/vxy6mSGFQM4uYOCbbMIXdOoHaPobdMObGpHbu0f7n3ZTZz36Txa8+wD/5J/+Ef/tv/y3j4+Mve+3V9vJtFRD8bzZrLZ/+9Kf5pV/6JZIN40z81BuIt61f2anPWlqfvguxNMCGAWKQ0T9vN9nu9TDZgFZcef9aAd2EsT+7C9uKWbruIsxEB4DomZcY/0tnKzfNmNkff4MrhJKk0IrdtYpzWCMgK6RAkXwHW6UELhPNiAqRO8e9ylQQ9pxndllUpfArcPvZgiYFHTov+bEDCSaSBEte8uE8z1UldWRu8LZUq2SRvEU4ZziLS+AymCVL9xMGm5GN9aQTAToSBAOLjgVB35COKRozOdFsQjYekTcVaqAJ+hobCLJWQDquMEEhaKWG2RdgMI+QETIPsHGEzDR68BJp3KN/zdtonPJx5gWAKpqOQaYajheCL24hZNvZ2a3BNscx7TZyMEC+cC+mNe5CzcanYHwryKACFqV/gUWlVA6GHptJYLAERx7C9I84odzcQJg2yKemkWM7IeuRzz6CCFrYucojH8A2xrDNcRchErVBuyx+eu0G8slpRNgAat7poiYAA4uam0fMHUYuzqLHx2g/+Cjp5s0sXf0KopeOgwU138O0W6RbtmA6MfHz++jc/W1WatkFrydftx6ES0Fd+kNogzj6DOFL+xHdWfIN60nOOJt8yxbU4f3IhXlajzxOcsl1NPLNBAtL5MfuwoSG5NzLaN77Vee02BnHNsdQOsZEDUTUxjbGEUETIw0mOeqe0eRmiMaJFwV5o+jD3FFs9yBicRbRn8W0xuhffBH5pi2lucUDApcF0DEoFGWERWCY/p0/d74CRTM7X+2icoIm8bwh7FsXnZOaijFInbOh7GeQZu49iUJsGKDHYxfBEUpMLEk7irBnUIkhb0oGM3dA9/DQGC9deRXZ1h0gQa9PEUV5Y+/pP5rbpHQuFFU0gCwqGQpAyWH7wqg/wdB8Ox06rrU0D8heWKL1yHPYUwnhkRP0Lj0fPdFEj40hBynBiRnCEzNEB11Vyu4/fz1ivo/c0i59o+oO2f774MXj7PjCkzz11FP8xm/8Bu973/tWzQj/m20VEPxvtH379vHBD36Qbz1wH+Pvfx2dK88n6zuBHDSqhYHa5PX/tZbIhR7jf3wbIs2RWY5pxSRnbqV75fmER2eY+LM7MFHAzM++BVSASAZ0vv4g8fOHAOi+ei/9C/dAXBk/h3ILWEoTgchFAQYoU/VK7equW0WZR1313eIndeE3UDCaWbsAAIWNVGpKj2aVuAU+7FnCniFcdNSBd6rCF4QROJOBFIXzm3BJWJSjeH2+eFvkiBe5LZKtuN8wtgrHW0rLBTOYT8pEMFZKbMMlfgHIWwHZeFDmn1cDQ7iQkU5Fzrwx0GQTEem4Qh+8FW1mQUaFo5oBGSKCTjG2mvTMCwlPnYLZA8hwGmt6kPYoVlJIu9hGG9obMRvPgubkcO6ESiEr6fvSPl9Pv2wtYuE44sW7ibJJ5NS5iGgC3YkIlzQmFGRt5ar7KVEAK0Gu/IMxiKVT2GwJTIrNFpEmxCgD3WOIZAkbxNjWJHrTLrJNW5GzR4j2PVMkFwoRgz52YhP5RJvg+CGyrbuQ/R7B4Rfc9aIIkaauip/OyTduIl+zDt2Czr0PAaDHJ9ATk9iJzaQ7dyKMrMIZ8wFq/hQiSzGNcczEBK27byU4eRzdbpNu3Ujz6ecx7TFkd9E922YbueFyTP8I8sjj2OYEyVkXEMwtkq4fRy12CZ9/DJllLuzUNykxrRYmDgjml7BBRHL+q2j3NmECQTIhiBYseVNgZI48sY/ghQdJ9pxB7+JLh5I5uaQGFP4VFiIXM9p4dj+drz9Avn6LWwOOHEB0NpJe/FqwEC2490OlNWCQ6CrTYeJAAUJAGKDHG2TjETp2bIdKLNFCRt4MSCYVNplFp6fQaoB66VG3Jlz/FtL1447JWJ+4KAJpEbXQv3qrhwP6yICSTWAYEJQ5CoR7pVcyL5TDPSKHjXVgwCxktH776/TP300+NQ3WkuzZUVarrICyoPnY0zQfehrVcyZRGyiy7evIN0xhOk0YjwjXR9i1bYxVRWQELNz5OObT3+LCCy/kd37nd9i9e/eKfVxtp2+rgOBv0fI85zd/8zf51V/9VRpXnc/E+16LbLZcTO2SJjg2Q3B0huaDzyITR9stXnMpkgx1aI7GvoNkG9ci0gwbBsy99TUuJO7UHK17H0VYS++yc5n40p0sXXkh/VechRDQvvUBmo+6aIR8aozZn3ij69AoABgBBUILZCoKbVSUMfYqFURzOI0tdtR046QlmXJ0QTxjMZGryJY3IFoo7MjWYoLKGc570TdmDfFshsw8D10zWtaqxNnCwzsbD8vkPEHfUahWSUzomATddKleS7NDkVc+mk+dRhgrwrkBojtA5LpkIGwrxjRChIX+huZQzL9KTGkQzdvKfTdOmBqhyfVRgkQSdUPy8SYiG2DSRZI1MdFsj376MAiFDCZpd66lvzakcSpzSWp6GXkL+s15TPcAdukoSIGavgSmtjt2pQBeVlSV78r/AuRLjyIPu8Vd2JCG2U6rv5N8wwQmlEVyIouOpavk11TouGJ6vJ+BJ5nScVGmPgbKTIla5YjuPOGJE9i55yGdh6CJmD4PGU9jdYporMXGEf31Eh1RVihUczOYKETNHsV0prHjawhmFlDHDrpSvb0ZRNornAkBKcjXrMN0xpBJAmmC7PeRS4su7NTPFVM5sc297a0EJ07Q+s4DiDQtt6ebtxCcPIk88x2QLCFPPIOZfwZkiA0iFl53HY3nDhKemIVdV0OyBKdeQBx/ktkfuRniGBNqpj/zReQgIduwCdHeBOPbMO0OwcAymBaIhRM0v/1VAGZvfjtmvFUAOFvQaGBjFyIiY+dPYI0gODFDtO8oGAgPZ4QHn8Nc/KNk4yFh1xZRMrbwLXCOoyrRyCQvTWcYUyYsSte2yFuK3lpFvGjIms5sIJKMXM4THj+GmX0SM7EBu+MybNykt8mSty1iw6AcN1kI+nqJY1HkHqg3v60OCiwQKj3EDIwK/NHmX3cPHoyRLHUbhA/vJ350P3NvewNCi8JXxRbzxA7b4IpJLOeWsM0YudQjOniE4OQ8sjtA9vuohS42UOgdazA7psm3rUVs6pB3E678+lE++9nP8qu/+qv84i/+IkEQrNjX1ba8rQKCv2F76KGH+Kmf+imOHj3KxMQEwavPJ1vjbPjB0RnU3ILzbgdUt0q9mm7Z7Lyjp6eIDh1BJAn9C84l3bUNG4WlkLI2Y/wbdxG9dJR01xaWrr4YtKb14FM0n3gBgO6rzqd38ZlOM/MgAEqB77ZRvlwyd6DAOw3KvGAGJISL7ruOQDeKkL60oMbzCiiI4pxhrzAb5BVboAqnuKBvaR9JC6rdlH1yfTDOoxowjZB0PCRvS5on0pJpMEENDMROmPhsfD7uvnU8wypBfHJQjHHqfBEG3jxhsY0QpES3QmSSk004m7pnCXTsMsHJrIrrB8ceyMyg+pk7p7aINCfZ0CZYylBLCVrPY5QhHLQRCLIN46iBW8xNHDj2QwqC2R5Jc5Fe9hA6GBDLbQRjF2HGWk4gRxJdlMCtQIFFPvwFRNZHdnbTCi5EpYLwVJdk8zhCW4L5hMHGFum4onkyQzckeUOWseqe/texez7ZmAsX1Y0ip0OR/6BxypUg9qyP1RlBKhDC5WQwgShKBwt0KBisc/Mn71SgxvuhBMWckBlEiy5ngZEZZD2i73wZgHxsHNtoAgKhU0S3i0oS8qkpsp17CQ7vIzh5DKsUeqxDumsHGEswM0u8/0XyqbWo+VmE0dggIn/Vu4nmLToYII4+hVh3PualO8nWtJGZRKQ5ducVbr7PnUA9+VW6V91AunUTumFR810m//wvnPCNG4hkgFm3DbZcjo0ismZG8NwDyMVZ5OIsZmwCPTHOYM9u0l0bK1+SyPkSCGVQgamQ2IlFJv7wVvKzrsCs31WCvmjBEvRdZUWVWgcIBi4KQWbGMVvFUuyBcDIdM5hWZC2LPXAX6sRLCGuwUQMzNkW6+xzyjZsRxpVCzrakxO3Uvw5DLMBKq7ysZRSs6huYijXwOQKsIFC6FPLgBP5KUQW+eSYhL8IHw//xbQa7NtM/Yy8iFy6SIzTO/CJs6fBajqNfx7zDs1/fKNa6VBPMzhIeOU549DjBsZOgJNm2dWRb1sGX7+To0aNs27aN//k//ycXXXTR8gFYbcvaKiD4Li1NUz72sY/x67/+60xOT7Fpw0ZkEb6WbtpAvm4N+fo1ZNPT0Gg54dzvI7TBdNrlJB7yTq85cpXahwCsgSwlmJml9djTRAeOlvstXXYB/UvOc1/KLHqiDBccion3CXysGCp8I3LHDlgB0aLT/k1YUP9xsa1JVT3NVHS2zMAGzrTg4+GdR7UlntOEi87GIHIXh20CiepnkBtQgnwsxsQuC5vMDCozWCHIW+5iJnJJkHyInY5d37OWIOxZGidS8nZANOMAgUy1MxdkucvVYC35RNNdEyA3mFaIaQYMpiMHgpa0q4zX1RglCJdyTChJJwKax5My9axInaC3UYCVErnYw0y2kQt9RM9dX2+aRnYTTCsCbenu7NB+qYecXYLFLkxPoEWPrniCNJ4htBsImEaPj2Gnt2DjhhPgYcEYYKF/CvHi3djWNJNLZxNkEQtnjtE+lLj7awfohizCPQWDKffZyiqm3n0W6CJ2vXQatEWK5IH73Jg1BAPrCuoUWQhl7jzjrYI8dulz8xYMpl0WP5mCiZ3gV4kofQ587opoAdIJd/7o+SeRcyfB5NggcCA2aCPnjqDmZ+lddiVMbHNzpnsKi0HNnUKdOAwywMYNMJr03EsIDuyj8eSD9K5+KyIeRyWUgE7kYAcnCJ68A5EMyC5+A4FcU7AyFrH/bsTcYebf8S73TqQDJr78RfT0GoITx5l9y1sZu+dehA0xZ11H3ipAlQHR76FmThHMziCPPoOeXMPg7J3oZky6cz3CSifUAotq5M4GP9Nj4r99neyi12DHHYDIWs7HRqYuMifsQjBw468S4/xmatElCIgWMgeeG4Jee57gia+z+NrXozsxeqtEzEZOy1ZgA4NoahqtlCAYzspZOvsVWQu9ENdalkmIPDtQBxEeENRrHKgRVmHF/AI1EylULIH8/bvoXbiHwRm7EUuBA58NA0GxmBXAoCqLXvhB1YGBZz+FU3SszRFZjo1jMIbw5BzRgcPEz+0HKei/ahfqS/fy3HPP8Su/8it85CMfIYoiVtvp2yogeJn20EMP8ZM/+ZMsLS0hdm1ncm4R3WmTbt9C76K92GZc7VxM2KEENZ53owK+QgvnpFRbrD2tGxw/ysRf3zrUh6UrX8ngrF0gPcXq/4avVdqgi2sKLSoQQqXZy1yU2qGJikUqcUDA99E3Hxrni/J4ZsAEEHZdNr14Li9oeRdaZZVEprnzGdAWitSs2XiEjiRBX5cx2qbhwquE8SlgnZDXrdBlaIskMjXOWXBhgBhk6MmWiwLINHKxD1pjWw2sUthGgG6HqF7uaPPpBirR5E015FUvU4PU1jkiJgYTSsLFzK1eUqDmB9hG4By+CgfIbH2H8Oii8wJvRwTzA3Q7AilcX3opaMPSng7RiXni49rZr3XCqbV3OyGZrsXIPiY0xOOvRq9dj44E9Bew3cOweMQ5wPlndsZNBGK8jDhwIYXOuTJtu+dbhgcCebNKjezrIvhaCj5SRMfQOuYGI2sLoiXLYFrSPGnKNLzCWmeaCQXJhEujm0w7cGCLBdtFSojynDoqtquR+V70I+gJdNPSOA5WGUwtzNYxE67fzsPfls6troCPK6YjZaecp6rv5q33zTAkqPl5BCFy353kG7Y4avn4QfrnnUn/4ktK8BQePU5w/AT5mvWYtevp3PoNzMR69I4LXTbDYkzVycOok4ew8RhBtB1x/EnonkR0Z5l//VVkOzY5/xxATqVI5fxZonuep/mtJ+hd/w6UbZKNOQ0+6LrEXa7vLjpH5o69qqec1kUiKhNaks6A4Nl7sTZl8b3XoEKNMZJ2K0EKS6YVaRIQhJpGlJEbib3/MOybx3QaBFesx0YB+UMnySeniJ89QHhsBjPZwlx3BmbDhHsGtSyF5XOpRSgE0hCoYUfD00UTjIIEbQT2G8+THx6w+LorXYVUDbYogY6qzAfCX8MYRK4xQVSFTNfYT4Rl3e9WORnyNRNkm9eRT42jxydoPPkc0eFj9K87H/Gnd3LkyBE2bdrEpz/9aS6++OIV+73aVgHBii3Pc37t136Nj33sYzRuuJqx11+PCNyKZYsKZUBZBhgYFtTFAowVQ2Frfi5bVRtyHxsuIDxylPGv3cbg3LMYnHUGemKsssXXtP0qlwAVA1FrokavVdR9FV3gNHHKNMRWugVZZZR2aDUo2IN+RWECZehcvGAI+s5BSvhSsKlBZrqsjGaFgECSjUWl5u/tpl4dEbkp/AmM+1voOseq6Q5yceBywGtT7u+9sIP5gXPEArAWvXYMkWhMM3C+DLmjI00jxAaiNE9knYBwwTEDQc9VpzORiwAI5vqk6ztEx5fIpluoboaa72IbkTMl9FNsu+EWq14CYYBpRYjEaWWLa06QLrpiPY3GRUg6tPblpK15xEBip5tou0i3fQBEgNhxPfalb8FgHhmtR8UbMN2DaONCSeWmqwia2yoWQVb5CJypwD0jFyVQCNDCNKAGRdW7SJQOiFZA1sEJorQSRjoWNE8a+usk0YIrNKUSP28syZRE9S29TaKcF/WcFB6ApJPWJfORtfeh6BPCujLT2s3DvFEUd/IVH3NB0C3ARexR9PK5XeZxKApj+XLSnuUK9j9J9MwD6HaHdOsG+hftQU9MliyGe/cMwcklMA5sjn/16yQXvJp8c+WEJnMIH7uD4NgBdLsFCMy2C8k2baNx95fpvvJikj3bnIYuLbKToUJdvqutP/s26ug8yTkXke7ciQ0EQU8gE1dXQQ2qCBNw75+OHeui8xMER15AnjqM6nZJzthKftN5BJPOFq6NJApyVM3m77YLMq2I/sPXXSXUYmk3UYBpjyO7PczEBMkZZxIe3E9w6iTdy85FXrEB2VAE0vkbaONKq3twIISlEebLHAlfLrywDgqsFZiDc8hPfYdTP/d2V/dgoLDClmtjCQqkpfnos7TufgKR5uSbp0l3bqZ3/pkuUqcGCtTcIvEzL9B+6MnyWtnWtajZJbCW5KJdBM8fQ09MYCzM33E3s7OzfOQjH+Ff/st/uepbsEJbBQQj7dlnn+UDH/gAc3NzzL39jcTbtw5p/D7sqAQDdaFsCu07F6WmXi6ALVsuSKNFZr5rhryRDGNDQMBLcM8MFBqLoNpHZpQvkY8ekGlBM4uCBZDOvpx1XN/VgDIKIejbUnuL5ww6FrQPZ2W/1UAXtKdAFsJRaJeASDcCdNPlQZCZIejlqEIQZ1NNwuOLiMUuVZ73wAGCNWOoQyexWebis9dNI3sD52w4SN3+gXKgoBFjxppO8AkBBcDw2eD0WOy0/SIngrAW0wicicDnSbAWPd5AnXIVE20cka1rEb0052LFtcGOtbCRSzUrMg25Jm8beptikmAGZp/H6iVso40NIoIThwnaZzM+sxWTLTLXuR8ztRka45iNZ2GlQj1zG0Jbxu1lDNaPoYOMIBH0oiMEi0tEzfMxsURltvQXkP5zVPgiqBpDZCgq8BW3JSvmwCjnU2CVe+bZuPOlCJbcOfKO888PBoJ4BgZrnTlANy3hvCi1fqkL/4EAehstQV8QzTuBnExZ7EjK49FWJUxyTIBMRGEGEMgU8qYdyh7o76ueM0EU23wGTYzrU+Ouv0AuLpSXz6enSXfuon/2ZsxYC4Sl8dRzdO54yJkmVIBMeuTb9qJ3XYxuQN6yLjvnYJH40ftRs8ccCCyiWfTEOHM3vwGMwkYGClt40MiRXsO1lvCJl4hvf5J87Rq6V1yNGkiCvgNV4ZLLuimLOetKgAvSjqV525+S7t5Ift4G9PY1NMad178HANYKjHUU/miyH20EfOcQ8tbnEIvOvNV99dXYye1OuShMliKzqOP7CV94EpH2GfziaxESAmmIwxxtJLmWjnGwoow6iMOqjsTotUcBgjYSbYqIhNwg//3XmfsHbyBvjkMmKyYTZ3ryoKDzrYdcWOKbLyU4PEPrrx8i2bWJhZuuLk2kQ8XaLKiTc4x989sIaem99ZW0P/Mtt4513RgkO7exeM0V/MlVr+X9738/k5OT/NEf/RF79uw5/UT9IWyrgKBo1lp+7/d+j1/+5V8muOwSxt76JmQQldync9ryEnbkYOMmtij+DzEANcE9tN230y2ctV2HmIHiXOUPooYJtKj5D7hz+8gCmYkSDJSsRUFVCgvhEqVwtMqFOhnl7M4mKECFcIWMrPDlei0yMeUxJnQmAd9PEwqn1ctKg/VpXWWiCRadbdwLVx99Ibp9kBLb6ztKPgwx66eQM4sOIBTlbkWnjZmZQ05OkG1dQzDXw4aqZCjIdeloSG6Qi11XHOroSURc2BKFwGyYRhw5CWNtRJJh49CBkDBALvWcaUgIyHLy9eOE+4+Xfgsn1nwTAD02SbbjXOzanRBIN3bHXiTc/ySy2wUZYMamsWdcXSZ2chEGBvns7cjZo6xU3bK17p2oXJBMBcjMMphSVaGkoKDaqQCBZ4Dq5ijdgGTSAb1s3JYauPCLK07IO+3eIjJBMHCMQrMoRdHbZGmcqpgnmUF/vaPCESATiOcE/XUWWxQJGn4Pau+Q1wqLeeq1fZk7PxKVCPKmLXNfUByiI7vMrCUskKVE+/cTnpwlOHoYPTlJvnYj+dYziV54riy01LvgLJI924gOHaX54DPka9cg0oTw1CwA6aaN2LW7SLdtR7dUmZ5bnZohOLyP6MALmLjJwuuuIV/fqd51ZRGxJgh1+bKWYfC9lM4f3k6ycxvpWZcSLklk6pwwwyXnhyO1RYeCrOXMMsHDf8Vgz3qyN55NFOWloI0K/4B66J8HBcN2e4E9MI/4/SovxGDvK8m3nAFhUGXInD+FOPEIqt9D/9yVJejwwj/T0lU0LABB3Zfgb5KoSBs51Ff5H29n4bWXkW1fj+0HFSDwzI0EAoPs9xn/q7shknTfcyVjf3ALvYv2kOw94/R+BYDIDK0HHqP5+DMrVjg99WM3YxsNTJbxjv1H+YM/+AN+4zd+g5/7uZ9bzVtQtFVAAJw8eZJ/+A//Iffffz/65rfQPOus5Tt5QkDWAILAaTmFIC698ou2bOGCIWG9otCvt1EWYKQ/Q7igiCbwGe/8MfVQtLArSvOAzCohIPPR1MROa5HaEvQoGY1o0RAMTOEL4HLvC+NCEfOGrEBCbqtEQ6o+dqJwSLOESzky0ahuwU0LgTw24wRxnkOeYwcJSImInLpoBwlCKQgDRLOJL1VLEDhBHwZDoVtWSoRxGRHzyRbBc4fpv2InrYcPYo2B6Qk4MYPZsRF1+BTEEXbJsRX+/Hr9FGreRY3oiTZy4HwF9GQLmWoyTjIfP0j/uncR9oqEN+XccA9RnDqMSAdET92HMBoRdMg37cZuOAchAowSYFLk7FF0HBDue9glUIomCLa/0dm9uwYEpB3p6hcUc8A9bzfepvBoz1uiqpAoCrOQckxBNub2SSeN08qotDSRVyYHmQmCrjNLyBSaJ4rIg4ajvHsbrRPcbVsIdQgX3HkG6yy6aRydLuxQgqeh7x60ZvXf/RwUpc3fC+ayaJNyYAFlsdIy8ZXbEFlKPj1B//w9TH/eZfLsvuJiogMHUPOLSG9eAubefh2EoE4tYYIGdtzVEoifP0zjsRdQ810WX3sjZmKa5j3fJDr8EtmWHWQ7ziJ+7D702Bjzb7miQl3KEnbSkh0Y9boXJxdpf/7b6FaH9NxXosQkQc+xbcHAvS86FKQdSTIlXBjn/gdY+Gevo9MelOF+3kGvro3LQojXiw7V+2D6Ofz7W8u+mGaMaXWwwhLMz8OlW5BXbydYE5dLkinyp9Sv47c5k4IoHQxtGYFgR/aRw/04MIf87/dx6mfeimgpTDd0JqS+dM6Ffk2LTcESPIDSKYPX7GX8P/0VMx+8CRM3qOq7FEBgBCAIK5Bzi4THTxA/u5/o6HHm3vwa8nXrGIqZFPDJsy7mJ3/yJ7nsssv45Cc/ydq1a/lhbz/0gOCWW27h/e9/P7116xh/14+gWu2a9jIs0Yeofi/Ua4J5Wak8H787CgZqu5fXOZ09bhRVVC4FQ46KsogikHmFmEdT7LpYdEeHhj1Ke68obLB+8Q/6tvRar9uIZW5pzGnyhnRx74XDmtdYg4JVMIEg7JuCgXAUt/MMtoW/gfuvirrxcpAjFrrYfh+EBKOdE6U1mLl5RLOJEMIBBaWQa6awgXJmiV4fJsac+aBA+aZR1JAobOfq+DxmqoMNFemaJs1HX8J2Wph2jM5OMLO3yYZvW8zaCdShk9B0fgJmos1gU4fGkSVEkjt/BiEwjQAdQ65nUTpgwdxBcuHV2DXbqtj/OuATgDYET32L4PiB8nnoC98OURsrNPLZbyIXZpzn9MR2RDwF4ztpLgb01wREXeOExpjT9EXuxru3TpYsgNBO89SRIB2ndPCTGcSzBZskHTU9WGddud/QVoK5EMIlQDAgMjenonl3jXDJOxFWc8oEjkkK+u5zMlX4AUjnGFea2vz74h3IfDx6OddBptI5FWoHHmUGqi9AFixXwViZyJK1Ne1776Xx3IssXncpyTm7AEv83EHEIKVz1yP09+4GDY2n92MjRe+yvQzO2YZQ7qbDl45jxtvoqTEwArW0SPu2RwgPHCdft5Zs3SStx6pMkL4q6akP3OTCjC2odo4KdKmlK2WW5/Lv5jTufIro4f0MztyD3XgRUT90EQd9A0KQtgVZyxI+/FckW9fSf9v5TI73nFNeTfs3tcRAQQEIgAI4DPsVVF7/FnoZzPQRsz3QFnHuWkQzLAV/fWkr+1385oW93+ZBgZKmDE/UtX2UNMV+EvvoMfizx+hdcR69veciMkk443OOeDYJt8YGFmEGrPnUX9D78SsxGydpf+Kv6V53Eek52xxDMOSfQGVCKCu1imHFy7htXoGrL566t8Qr73mIe++9lz/6oz/iNa95DT/M7YfWqyLLMv7Nv/k3fOITn6Dx5jcxefnlw7RRsaB7oW2lKKlepAXj6EKvZQWLEmGcr4D1o1pMulJI2GozMPzmjcby1rlRMbxolpusK5lTZg+0VHG7uM+ilhHPKufYJawLOVTeFN9zQiToW6etQlWvwNtpcYK+Px1UdPSQJkyZtMgERUbC4jdftAcomANbJiPyDnkoiQgCrDaIRgOi0CUl0QbRiLHdnmMK1q3BLizBWBs93UFZC1mONQbbbqBbkQs9tBbdiRGZ5sQNW4lme5D3Ec0OjalxWFhkft0z6MFB1HNgg6uRSwl2zSQ2VJhI0d3eIprLMY2Q7hljpMEScuE4iTxEcPyYi2PXztXdNjrVPdYemXPmLGzP51yDPhdIBwgRIZBomRB/5xtILWisfRPpeAOJIC+q3KXjbsFMxmRlHtAunj1rCvK2o+2tgGhBlJntgp6jn6V2HcqbjsVSqa0yTxqBMS6UsHzmpkbhWuFyxhRe/+GSP5eLMkmmLOGCIJ+y6Nw9f5UUoY0Igr7zQ3CTo2DVlNPihvwMav9Nw5TXF1ZgcKAh6AuMsggpipoags5jDxGcmmH+LdeQbVrrziMhOduFMw4u2A1SsO4TfwJAtm6c5MJdTH72G4THZhmctYXGM4ewyoUV2DB0SYvWTbN01cUIoYn2Hx1OkmUt6daNmNAhIhEZfGlyoVzGPxfCZ8uUwVpLZDsgu3EvycU7aH79MeT9X6Z3+fXoxhRBV7p5krtwRCsEwcwiNtf005A4zAr6XZTVCP2waSMRQg8pv/VMgtV/Ae0I2Qlh+zijzQv+eu4BqKoaSmHJjGRmvs3UeG9ZCKLfZ1SxkcKi73zBgYFzzyOYVWX58nhWkGUO7GXtwm8kE+79azUIXjhBtmWS5MYL6HzpAdKDx1m66oKh6C4B+MRGVjpgYIv1sCzgJgsQqkXJ7vp1OWh2eOCGq/g3N97I2972Nj70oQ/x7/7dv/uhLa38Q8kQHDhwgPe+9708evAAYz/xY0TrNw6H7YFbwAohK7PKAa+u9em2W7xE4b0vc+G0LrWCLC+ARckK1M81SjHakU31l6zGXohCc6fIi+KRcD3kyzsxysxp9GpQ+QMEXbdAew3ev6glGPDnp2IB6v2oV9Wr27CDQVEcqJha4ZIr5+ti4Q1BNycdD4nmU5epLTfIuSVX+U0IbJYhmg1XFnaq417cEwvoyQ7ZdIPoVB+x1MdMttGNANV1HtUmUthAujzxQjC3cYl08JhLMlNQxsH2m5AzR0iyZxHJIgBjXE4o1zNY1yTs5ehQVmOYaRYmDsGJJyDvo6fXkG3eSrZxKyIeA2tckRqCZSBKmCJKw7p4fw8YjAIbuEUwfuw7NPcdojX5RpLpCKktyZgsn4OPBtGN6lnbwCW6ydqC3roEeewpsm1no0zThZAWbIGfazJzn4OeS46zuF0Umpjz9jeRxUYWOShSXftn7EFNKmgeowS63tnUhA4cpJMG1S8EdebeAc9YeDOaCV3YnTcxIN15dcNU4KA+52vvSekom4tqnvX7TH7hz5n9sdejp8eXvSd1bC/nFlHzXbJtG0AK2rd8h+ZjL7Bw06vofPUB5t72ZkSukf0Benyc+MUDNJ54ChsH9K44x9XciGLU7CLR84fpXXwO+cZ1ENiyZgCACgxRnC8TxsbIUogbI8lSSXzn00T376N/wYWIyTOxgSLoF+GGZIQPfIXu6/YSXboGJU3p5FfPE+BvUQpbnl8Khuz9p2tDPgAv8xtU4MBvzbQaMlHU2QXt9y2YDGsF9rbn4e4DLLzmWvK16xyTtSCJ5t0x6bhbQ5J1hZNTZFAzs0x9/laS155HfvF2mE9ofPURxEyXhXdd61IYjzRrBVYXTEEtVHEoBNtS+i2M3nh69CjTX/orxsfH+cxnPsO2bdtedgx/ENsPHSD40pe+xD/4B/8Ae87ZjL/17Sif9W90QQLKsKYcwkXhtLXALcw+akAUlJXQBTvlw6u9Lc/b0P0CR7VQD19LLNvuPbGHIgmgcgQryhCXWrpnNQqbmtPyXDIin2UuXKKMWvDvvUqcx7NKiwUsEERLhqwlStv0qPnBnYASGHh7tbAUpgunxfpkN/6+osUMDJhIogba0f5CEMx0XZEmcFXOCr+BdEPHpTie75Ns7GClIG9K8qagfSR1mQybqqyFkDcEg/YA8dKDsHiI3ivOJdu1gXyiw9pPfqkATV5yK+KxyxCTOwgXNUsbBIk8TNDLiO1Wsv4+zPzT2DhkcN5eBnu2Y1o4J7JEghYlEFOpc4irwjyLiJPCpOIFtBeSRlnUwgJicYbGo3cRbX0b6VSHqGvIG6LIBwBZy6UPrptnZA55Q2AXDxA9fgcAvcuvxbTaxI/fg1pYYnDGGeRbz8A2x1GpMyvI1LFCebMIc2u6nBI+0105l4s5ZHEOfh7oBAPnPOjCN4v7iF1kgolqE1dCsCjIJp3fg1qSDjzDkL/A0PQPKrZtJafdMqNdMe+ajz5D9OIh5t9xXTUdRYlBT1/2t4bQhYT2l+9DpIbF666uLiwsGEPrwUcIjxxHLXVJzt5K97pL3JG+m4MEGwYQueOC0DkWSlkJ6NFaJn6btQKeOk5021OomSWQAqsCsh17yHacQ/zM4+TNhPwdF9BqJCRZOHRv7r8TxlJYglotglGzwWhbKVxQnOb30ZwCvq0gT7E4xiLTklAZMi2rIkr3HkB89RkWbngVZmoX8ax7X5JpS7gkyDqWbJ0vqQpCGcL9R+nc/pBjfS7bg967mfhrj6FePEVy/g6Ss7diJsfKZxEeOI4YpNgwINmxGaMaFSvgM7YWypR/zKOKm0kz3vjMPj7/+c/zh3/4h7zlLW857Tj+ILYfGkCQ5zn/+l//a/7Tb/9nJn7kHYxdeOlQ8ZmhAia1pvoOXTaPC5LpAgjgFkCZCExkieYlWdsOJwoqzmnC4nx1JX8lQAAVKIBSmLsD6vs4FsAXKRJ5zQ7rgYc3ERTCwzMEPglR0PP3IJCpy5ymI4q4aIvKXHIUEw6/8l4wyZwKIBTXrF/LCxCZUxZ18bn0o7nc+RVo45ISWQjnEtTiAIxFLCxBs4HpNNCdmGw8IujniNxFI+h2iI4V3XUKbecQMoCgXRRJgr58lviJB8m2bqZ72cWYVst1NLB0bruTxvMvYaMWMpggWzOFiSXBgWegMYbozqE7bactJil6YpzexeeR7NkICESRw95nURPSFlSxwSaqCoVStnR0ErnAxgY1F7jQusJuHj//PI1HnBe4brWQRmKmN2OkphlehBQRJnBpm/NmxdBYKZwzY/IMjccfAGDptW/BpidpPv4kcjBg8PZLCR/Y72Kw260iRbYl27SOfM0msg3rCfIIH6lAocEP5bqohfR5xsuD3qDrWABvy3e5BNy74Ctm6tg6BzE/hVOBjap3QeTCgQNZgIR6sq7AVhEKwrpx9fZfAUhL69uPogYDFl/zSrfbaQV/7f0xYghUAMjBgIn/9xb6557L4LzCmdgW/Sn8HoITs0z+xTeY/YnXYSY6hae7Yc3v/Tk2Cph/zw0upBFQoSGKs7IuwLKSw/419pq0AWa6GC1hfkD87ecIXprBxCE2DFn6uRvotBIyrZZlG/TnFLgIhJcDBKMFiUrP/xGmoP59NBPhSqGFfpsu/AUAemlIK8qGogwAxDPHkH/yCN1X7CXfspdwsUJ+VkJ/T+LYlrpPlTE0nnqRxsPPo+a6LP3oqwnnFgmeOYp6/jj5GRsgzQkOnsJONB3DqCTy1BK9y86ld8le6s6HwvsawDAioNqEgaXvPEDyxS/xwQ9+kI997GM/NDkLfigAwdGjR/mxH/sxHnj+eSbf8+OEG9aXlKzXcMs56NewYgEW2oVT5U3IxkyVCa6wxQdLRYRBZEsK3RQOV1bZlU0Ho63m5CIsVWjWKAyv0124BVvYkf770/n9izAuTxs3TrpFOx0TNOYM6Ziz9Qrj/AdUass8+0Fii6Q3VYpdnzGvXgvACyqvYMnMFXORuSXsFcmLigJFuiEJutqFE2qLGmjkICvLwA52r0H2cvrtUyTxIsl4F7XYdxX4QoXUDbLJkOjIMWTPZSrMNm/Cbr4UubiIev5bDC48g97Fl1TjZ7p07niY+IXD5Dv3IsU48oW7yDZvwQqDjSJMs0m6YwdmbBJrBsQHX6B/4W4IxXJtU9SeTyE8ysXfb/PaYLGI22IhEol0JqZUE+17ivDkPIOzziU4eRTZ79N84mnEugvRYxPQXkeYxgwmNRaLUJEDRs98DWwPO9Uk2H8S04iwnRi9ax35rvWYPetcP9Mcuf8U0mqEtcj9J5EvnEL2U5ZeeSlm3W5MLNAtN+nDOYlu2hJ0+lwGLgGS0+BVr0rMZQNbOg16J8ByHe/kkMqSrrUN7eaHAXKJHHh7UzF/qsSFqAJo20L4Uw9hLDTIeN9+Wvc/xfw7rsW2Ioa0+/o7NWqGoJi/NWDQ+YtvY8IOgwtega55vJfOkED7rgcIZ2ZYuOnV2FYDdWqeyT/+BskZO4heOsLCja8i3+7GXShLs5WW1H4dFIyWEF4WkSAs+YEuqtcnn+gQbY5RwmUkrNcb8MeWoYDCEgZ6WbTBaBu9vvcbGBX2p2MJVkpXrGvmgXqkAbhkSUPt0Dzy0w+Sbt/A4KwrCHshJoBczDH2zVtJLt5N78IzEFFtQgjAWlp3Po46MUf2469y1Rlne6gHD4KxBHftc/dXRDcJa+lefQG9i84ZjkQo1m638+jgVOswgDlwgvG//AvWrVvHZz7zGTZs2LDimP4gtR94QPCtb32Ld7/73Qw2b2Ht694J7dg5Yckq7M4zBS6BD847urbd52wvw+/m5JCvgCgoTdUvNCNVO48P7aqPcimoipez5r8wBAbK/cUyQFG329cjD8prWfd70KvSpeoY4jkHCFRqCRJnr/aaWf04lbp+6Mgt9LbIpCYzWzID3uPaJ1YRmnJddo5tlmjJFXFJpgI6BwdgXdpi3Q6RqUFo49L+AnqswdHzFgifewiyLtmmtZhOE9NpYeImIs8RSYJMU/LJSZIztrLuk5939x4o9EQbPdmhf/4ZZNs2IoQhevQgnbsfQk9vJDvzEuTRp4n3PUf/klfRvWgbqicrX4jYCUMbudAnEazwaox4xfvxH13ghwBC/eFA6RktlK2+9xUElnX/tUrH6u4rQOQ5Zs12zBlXE/QN+aGvYVuCxSteQevofvLt6zDbphByuXApvb6VKQWKeuYo0VceJVszSf/sM9Fr2hABgzFsHFYau3B2flF03wbWZbssfBoATMtUc9ZXBPQRBd7rO5cw5tCFzSWk0iXz0QK8f4Au2AJv3irmowmK8/o55yMU0gGTX7jFlT/eto6Fm68ZDisbGojh5yXqjJo2TP/nLzE4ayfdV1ziEmOJ6jhbIpycya/cTnD0JMnZ28FY1EKPube8lubjL9C+/wF6rzqX/ivOBiEIGhlx4U9QsgEjgnR05a2bPGQtlNBYUbID9WfrUwrXcxKM+g+sXHhIDLEI/jqh93Oo/V6PLKjvW/bLClKtnCPfZx8i77vU1+qtZyM2tJcxJNoI7HyC+txD6J5hcMZZ5Bu3Ej/7DNHsIXfNvmbpxleSb15TgGmceeeL9xA/d5jeR25CyOqdU4s9wv/nNvTaMQbn7yLbshYThpiJNljp/ArqkQe2Kgm/zLG7cBiHghFbTLniyUe5/fbb+dznPseVV165bDx/kNoPLCCw1vI7v/M7/It/8S9o3/AGxq66mnhBYgraO+s4il/1HYUbLrmCMEYVfgKaKh984BYiVyBHFNnVnPnAlqljXaiUCWumA9+88B81WtlaIiHJEBjwudypC31Rkyt1qs9P9jqr4AFB12l6Qd+BASsh7DkPdZm7OvBlrHfh0zPkJGidxp+O1ZwYC42uypfvtH3/e9BzYMN9NgT9nLyhCLo5Mnc+A1nhVIixyF5Gb21KXz+OyU7Ru+gcBmedA7HCSuf8JjJR2phLW7MAYRLXl0hhcYtmcOwUzbueJjg1jzCGZO9liPFtiKNPEz95P/M3XkO+duuQg6cJwHZySmoahhbgZdomtbGmEDL1Z1DOwxWE1ArMD1Zg+4pgdgaUAQPxi4dQMwvEzx0mufzt2MFRwn2PI9IE056gd+kuzCVbihK3/nruv/N0H16MfZPSIpOE4FvPI588ilhMXT4HYP7G67Bjm104oqml4fZdDXDmqtwxYbplXIGfEcaEsHIqkYETWjaVFXAwAjFQxXzzKLfQ3hSIpGDewmLsvcLody2y2ok0ZfJPv05y4U4njGv3OlpoZ3QshGe0js7S/sZDiEHO/Juux3RaRZhalTPBv5uy16Vz54OAZenKSzCdDiIVqJMzjN/2LfJ1kyze+EqIXX2BuFHlP7CjoPBv0VYCA0BZYyDLFYEyZVIh30a1+bpA9/vqosBRrJYn8xk9j5LDIZWZkWRaMbfQYOITX6F/9m6iw8dgyxh20wRySwe1Y2LoGGNxqcXvO4h4/Bji4Cw0Q/KbL4Iz1yL/6knUvS8yuOJMelfsxRYPKnz+MGNfvpf++65A7JwiGYQ0m0WWpW5C9Dt3IHopetMkcz9yjYtUMr5IUrFGluvqCCgYXZcL9jjoCoIF+MebA/7Vv/pX/If/8B/4x//4H//AJjL6gQQEaZryz/7ZP+OLX/wi8Zt+lPaW3ZjIpUQtHZYKG7zqi9K+7T2y81YlEHWjYAK8g95ADNtOva11Jfqp1lRSi1SAYXQqWFboaNn56sd5bOEp2JFdyu8ZNE4Kwq7LiCZMwRLMO/tv1nSFchAuLM07wfkSulA5Gi5zLiz6qyNRvDi2cCIshjeAxildAApXAVHklmwsJJxPsZHEBBLbn2eh9Qxi4SX65++hf955oJz6WWYv80KgYQrt0y/ottTOrXUvfXjwGJ2v3k++YSv5xu2Y8TWEg9CF4C3M0PjObSS7ttB7xWWlp7wwYFoaoprNuw686lTiSsDA92Wl9nJvl6iuYw0jdK4levIg7VsewUxuRCwex47FqBML2ChGJgPybWvovu/qslIdVEKwDhBG7c7+GnWP9aUXx2g+8RjRgSMsXvcaUNGQT0zR3ZIpwPjCRraoWmfdswG32EYaIS0mlw4QaOkAgbTIWFfflYVMDmX9A0AL1JJ0TouFH07pL1OERBI4IBIcO8XkF24n3bEB2R2Qb1lDtmsd+bZ1oGQlFGr3Xo69sEVsu6X9jQcJ959g9l2vx4be7ieG3tOhOVF7xkILRC9h7PZvIZOEhXdchek0CSJNFOdlWeHTgYJRG/+yqXIaQKCELYsOjfoE1PMF+GvA8igEbwZoBFVa4lEnSM8GhEovA1i5kXSTCPmlxzBzKcnWjcRPvohpNoiOnIB/eiVMt0bOV/XH9nJELF3o8ZNHUJ99uLqHdWMsvv5S8g1rAIgf3kfrrsfpfeAa8skxGgXgUg8dJPjSY46BBEwjYvaDN2ELe+pQvgL/zIr0ySsVpvPzUQ0E4aIgG7f8j6texTvf+U5uvvlmPvGJT/xAVk78gQMEx44d453vfCePHjzE1Ht/gnBiqrSDD4XW5aLM4Ca0C8fLm8ViVyz8VeEYCo2JUlOvhxHW7frLmqAKC6zmYmnjrzT+kcNGFuOh8wkn7G048nslK4GCHcghnrFFrnjniS9zW7ADsvQy97HlVhTjIJ2PgXcSLMvqxg4EqNQBJBMIV+M9waU+rrET8ZxGJUXN99Q5BIrMIFONMQPmpl/Ezj3PYM92eq88H2SnylCnvF+GGyTb1E7oeGFXE8zeuS965iXGvvodBnsvwmw822l53hwgDGp2hsZ9X2Pu5hsxnQkHAgLrqOugBgZkde5Rs4CtUf3LWCD/UVSC2AucZWxDzeBeTicfPXJkjrG/fBA1P4fPn5+ev53u6y+m87/uIjgxR/LKM8iu2O0SMsGKbECdJVjmiFYDUlIaer2Y0Axo/Mn9iKWEhdfd4OpDJIU5yFJEURT5N1RRAllZF0EQazcuHrDWbPQU91bfZlJVRQ/4ZzhSoRNdA2DSAQe0QA4kpqMRoSnHMHzhCMGpeUy7SXj4JOF+VzVycPnZJBfvKgTD8uflx8haEFjG/tcdJNs20b/43Aps29qLa6s+17d5ls4KzcRf3obePEn36gtACFRgCKMcVasWWJkR+Bu1lZwJ/W24TIH4Yp0lMChrG9Ra3aoSBflQ/oFRMwFUCYZGMxfWfwNItUJ3c/R/upt041oWr34FttFk7LZ7CCcl8s3D7A1U/gV18CG/+BjigUP0rj+f5u2Pu/mvJMkFO+hecwEgGP/S3QhhyX7iVcU9Wex8n/i/fJP+JXtQc11EmrH49ldjhaoYuFGWwGd31aKqTTNMsCBTUcx1V+sjn5lj/Ze+QrPZ5POf//wPnF/BDxQgePjhh3nrW9/K4sYNTLzznShVQ3DGedEDZREVE+Fe4kLjsIEtAYL3F7CAadjyHKO2fO/x718hn0lNWIbyEZThgDVHPK9tC7+OFouuKCawlxtW2ooR8Bq6F7x+uwcDtvotWhAuRepskWZY44qpSBe2Fi9Yuhtlsa8tzQPJpCjZEu88aIqogxJYZThHQVHQx0XdAyucSSKe0whjiU8NXBniXu6Su2Qps+sOwoknSbevo3v5hSCnS5BW5uIPvLnGaaCiqamjHVE3ryiLmOkx8T9voX/pFdip7YQ997yyDrSOauyLtyLnTzA4ZzdL11yKbOUIASYvogU8vWxq32tCSqpKCx8Nb/OtDgKoHoNbsGr0tX9ETlMtHnI/I7rtWRrPvohMEkwcY6MAs7ZD/00XoVvtWny7ASGGtP9R3wU1Uqq23uoMgv/uBcjSyQYTX76DbNM6epfudVUamxrRU05DL7T1UpvXAkKLbOTD11CFpmYEstBQdS5L8BZEbv88cTZ7q2vOlzWTjS2er/XZE+v7eL8DZbBGlKYJAGEN4b4jtG9/BIQg27Ge5ILt6E3TQ8+m1B4pAMHn7iTZvpH+xec4AOLv0bj5WUZK1K4/1CxELxxg7I77MWNN+pefQ3b2FpfiN9IoZZY9GzPqeDf0rFZ6drX3gOE8BMBQ0qBlTn21fUKly3FYKRFRWDMhrORDUG/aSDIj0Ysp+otPw1MnSC45A92Iad37FGbjBLzpLNS28aHjbA20KGkxcwPkH9xLdsYG8qhJ6+4nsVNNxGwf0wgZXHIGrbufwkaK5Odfg2hWCYTEvpOEn/0O/VefQ++Ss0uTEFBmOCyZAqicDQuTpDcViGIflTjQm45bmscEg/UO/Jok5Zr7HueOO+7gS1/6EhdddNGKY/L92H5gAMGXv/xl3vve9xJefQ1jr78BpSUUpgAfr79SNsAy1KnaBDhh5NP2msh5WftiMEMKXh0kUNR9j2vnrS+8NXOA17p8JIP/XSZOAJnI2c6DnjNhUAKCquiL0G7/vG2rvtds/0FXEM1bokVbAAAHDLK2IJ4zpGNyKPRSF7Wc8kbl22AiSnOKBx++OIq7UA2QmCKyYAmiriHoamyR3VD1c9LsOTj2BGasw+C8i+nvdYuzWlSITFQZF3GAwJlrLIzn5U0Nae9UArj95/ci0gbJ+VcQLRSx9pFjfoIXHkWe2MfsO1+PnBzW1q2h1PhLIVFrphBi/lr1t6UU/jVtT0hbCvvT2a6HMsnN9ojvf5bGQy9U14xD8rWTZOduITt/WxnnXr/uijH2tVYXOkIs77+sgSC/jwDSLMA8cILxr3+bwbk7WbrmYiBwws8LRyh8BHACsfhNhtotwsJl7BPCYrR0QEA5oaWKsdZaVNq5EeSpWvYArJbl+IqiNK5NJeQSYg25RITGgQnvU1DzRwAQOid48QTRC0eJnzyADQIHtJoR+e6N9K88x43HbI/GPU8SHjjJ3HtuwDSblOaCUc2ydv7S56TedwlkOY1n99O+73FMp0m2eQ355jVkZ29CKIksgIE6Tf2DlQBn+ZxWAAS+SWlKlmCUmq/PBV8oaTQtcd0UEQfDIM/vD85MENQYAmNd6eXZJxOiO58heOkUItMM9u4gOXMr4bEZmvc9g71qJ+K63RBUc9olXKrYCTXfgz+8D4tAzvSwrRDRq/liKEn6i6+BZuT6Yy320AJmoklwfJ7gf95P74pz6L/6vNp4ioopKP6XjE/hdCiKpEYeFMiCHfOmsXBRMtiQI6zAWss/msv4tV/7Nf74j/+Ym266adlYfT+273tAYK3lt37rt/jIRz5C690/QueCi1xWvoJ9FEVWPuFjUKGMDMhbhSNcsQ+WMvFQeX5FEaNNufCX1QKpaeVF83R3qcXXNPnS5OAXZV+BsNDGTQAqo4w7Dxfddt0s9sndeV3ZW8r8AXnLlhnifKZCcJkIg24RUdD3Oe4F8bx1JXQLh0IEZW2Ccu0oAI2tOXPVqyVa4XwwfG4CcN+DriUYQLRkylTGgwmJXtpH8Pw9ACy+xhXsiU526e6dwjRbxC/O03hphv55e1wY0phGtHTp1e/tvuU4+8/FgjD5n7/C0lXXI6N1BP0CUCSHiZ9+gvD4MfoX7GLwxourNVvUwqe885t0znlayxGbs7tOXausfrTVOWBosfZMQNX/CklaIwmeP8rYn91d7j+4aJejt9ePVwt00afvxk7UW50BKLPa1b6vJCDKzHfzfUwGst8n/LOHWXrF+SS7d1fz1tetV4WzYJEjwPZVaf+XsUYqd11dZNcLI+dxr5QhKGzYSRaU451nCp058OVBhcmki0ooBlPG2vkDFJp7yRbkwqUQ1gIZuWQJ3ju9/GxBDDLkzBIizwlOztO66wnm//lNiKUB47/71+jpcRbe+mrMuEt241mJIaczfbpBt9X7XjdnpRnR84cITswSHTgKSrDwnmvL9LtKOXOCrGn1sBwgrJR7YLTVQw6VtGUNhNHMiR4w1K9Tr4OgjSRUmkjp0zICK0UbzHUbiN+9B71uAtKc6LnD0AgQvQy9dozk3G1ETx5Cpglm72bU68/AKFdRESh9IYwFmebwlacQDx5y26ZaiKUEs20K02qg925C7ZnCHJgn+KsnkHN9RFYBmLmfeA163eSyfg8xBXVQYD0YEFDU87C1fBhl+Gxgh1jY/zC1g5/+6Z/mYx/7GB/60Ie+750Nv6+zLRhj+IVf+AV+7w//kKmf/Wka23eUaYQ99S9qD9wU4VBW4qjGQjsXZV0Cqt/xVLmPGqiYAe97UNohMx8eVYCBERujv45PjKEGbpuL1a8086DnwvV0VPewrrERFhozznGvt6nICxCD9LR2XjhmaVFq8zYAMsjaAhO5DHhZ29FhOi7YCEWZ894WhWqyAoTUIxvK0EQ/Trq6P5kVoYZ9aMxpkgmJ0K46X+dwjg62o6bX0x3cQ/vbdyF7fYRqE+6zzL35Bsa/9lcALFy+G6xAFmFqdce7ZTHmRVMnFxGZxnamEAPnFCn7PVrfvoPBK89i6W2XYCebjlatVWEr47kLL+t68yBgqNpb8ch9KFpd2Jvad7/NabYj1L2wZAsxqpORb5igf/W55Jum0ZsmIQ7LfcrjvdAbEgjDp6wLk1EzwukS1NRD4er7Rp+6BzHbxzZC9HV76NzyIDYISHduc3doxDAYgHKeiMT5BZhUYpoaGZqyb9aCUlVWPYBWnKGNIBOKPKt8IUThXCND45TyukCGghnw6BRE5Mw5wvuBFGs2gqEEQaYRojdNuVNsXkPj/mcJnzhEdt4Wum+4lPY3HkLmOaaIGBGqBgr8fY62OiMx6ntiBTYKSc7ZSXLuTroJjN9yN+P/604G5+8kuWgXGokZRERxVrIFdW15JYG+UqsLaEfDr/zMhbDOy38EcEjcXI2VJq+ZDYAy4dBoH0bBgth3EnVinoW3X4ltN4ieOkjnzkfgF69BfutFWnc8Qf8VZ5LvXE/zzscxn5zBvucixERzyHQAwCCDyUb5tXfFeTQeeA55aB67SRL+5ePIhR4oSe+qvQwu2o0YpI4FasYrggGgMAcWa345cSlenKJKqyy2GQHeRCbtcMRX0f7F3It0/ulP8e///b9n3759/OZv/iZSjtqRvn/a9y1DkCQJH/jAB3jwwQfp/+i7iDtry3BBE9kSGAxp8JaSqvcsgRd4Ppyq1AKLNdgUOd+9A5RnB0ROGWZY1m0vjgPK1K/CQNB3IKC01fukPsV5PLWtY0gnRRHKB9F85eXv+x8t2qJfgqztBL1uun7pmPLmlKu547IPFmtnPTWxDaox8D4APle9v36NDa9ajfGo529QfZffIBhYoq5BphaVGGSi6W5p0JjNydoK2e+jB4ehsx7dbpPv/xLoFGE0+dQ4cz/yZofQpyu7xDJAMNwV4gf3ET12lOSVryM4dhJ1/AXk3BGyzdP033JpuX9VnpbqxlYQtLZWXa4U6CuYmzyVXQrGev8K0FL39s/mGqjxtPIfWOGeXq6t5C8wqln67e6aw4DgdJ7q9X3DrzyGuv8AZqqF/ufXkX/nKPHXHuPUT93swFTteiIyiAIY2FQiukEZrqs7xmlV7RwZGoLQacFKGUKlUbK6vjaCNA8Y9COCUJNnqnpltShtwboIUySRQ+yR25Ehc5I1AukZC+kWAmvkkDNf9NRB2rc/wsL7b8C0WzS/+RjBSydZeM91WCSYEe/0ujYJywEAVAxB2a9iIfGx8FlO64nniZ9+Ab2+w9JbLnfrgLSEoSYoqPzTPUNql/FtKNvg32I++f29z0GoNNrIoWiDvGALAmnIvSZfmAqksOU2gLxvSP7fxzFzCfNvuxrTaTD++TsIxhTiyeOAM4fNf+gt2FzTvuVhwmePoG84E715imBzG6RAPXoIvvg4CIGZaJNtmqb7+ksdUMSAdObgcP9RxxZsmCre6b/5fS8zIcAwC6SL0swtn3aVMhrBDVxtcbRw6+vfyY033sgll1zCpz71KeK4KsD0/dS+L6HM/Pw8N954I395/32Yt72fYN2aQsjaooSvGEq76rX+UXOA145NbF0CoRplXgp07XIO+AgFkYNP62riKmdB0BNlYiOhnf2+eUIQzwqaxyytY5Z43vkWqATiBUu45BaUoO/m12CNs/nHM9A8bp1wXXCo1SX/EZhQYJQgK0IjZUYJNqyyZUU856VfMBZlJIFAN0QVPVGGDhb7FuMlc8cYeLCgkoIFKEIXZWEysMLdqyxK3waJ67MVAjUwhAspeSckGBiXhMhasokWdv0e0rUTGKlBJ4jmevLpdQzO3u363jlNPHSd6q5tVsfnyNesQfYSokdvQ49l9C4/h94bLqq0K1nXviioae9tP6xlO18FU9L1flv1W3WO8rfivDpT7n/umYgKgIQTybAz4QqsREXts+y36vOwGWB4v2HhUGmZ9eNWBhECyN94HrYZImd7yKePEV68DhEppv70q4RHjpSLJVpgc4FJlDs2KkIPPdBNJMGChG6AtWB0XRiLwiPe9UNJSyPMS0/8INSVk67yY2uRkSZo5ohOju2rYX8BUV/k3Z+17tkYIx0L5IFBwaJk524h37mezhfugSyn/+pzkIt9wuePuDHyc8SbSUbHu5BP9WvWx8c7I5JXC4tQIYOzz2XputcS7j9G8NJJsA606FySpsFQeKIvHFROw+WPvDR91Z/3StkRV5onTiG2QyY0/1tuJFJYIqmRuCRIgTRIKuas/j9oSsIPXIhY06L5wDOIUNC7/kLYNwPvuRCA9ILtzokyUPTecCmD112AeOQI8afuQX79aTeXugl28wSLv3QTiz99A4MbL3bvp8SBAQAJ+owN6I2TRZ9xyYqKv+/WRPEeI0feZ2FdxFFoMB1dzenimtRDY2vv0Q1f+zy9n30vL7zwAm9605uYn5//7p34Hmzfd4DgxIkTXH/99Tx46jiT/+xnyHe0sIElG3MRAtLb92vx60Dp5GeDGkioZ8c0NXlTUP8Cdw5bMLk2KARn4DK1eaGIKOKxAy8gHSPQPGFpnrCln4CORWX3bzjhrlKIFww6hvH9xvUjKO4DCnrfEs+7EMCw6wSbSimK1TiaPhhQOhpaZSsnyALI6mZxvwVQco6Szl9Bx9WYeOdFKwvWoPgTmjI8s6yjoB1AaswYwp5LOGQCBwZkZtCNwGU3zC399RF5Q6IjwWBSIAZ98kPfAGPQ63cgu/Mke86ATlZSv15A2triXl8cKT4Hx+dRqSJ6+HbyLVN033Ax+UVbkY3hBQ6GF8e6gKzi921BM1d0cymkSwBhy+ONlmSLcbmPCt2DU4GbUNb4OOga47CiQF6u3fn7r9v/69tfro36ELgxPL22WU79QJB/6DpsHMDJJUQo4OevQk7HNF486BbQrLC15k6LNrnLBmdj7aJCIjf38rZB9gV2PsIYWXrTuzS8Lvd9XXi1GylKGqR09QDCUCOK70IawjhHSIMKDMFEikmU81VQNaAjqmfs8w/4e8e6rIuVk6hg8KYLoREw8amvow7PuFDLvKale42/nv+gPnBQJLmRLiOjZxRs/Y+hP2HAKFeEp/mdZxCpq1Ami2iJNFXOj2XUjwCGShT75oVyfQ6vFKJYnw9yhflWP1+oNM3Qme0SHZDb5aLCswRlgSVpiCJLcM400bOH6HztO4x/6W7YOgF7XXhe4/7niV88RLiwiBCW9NytdH/8GnpvugR5135UP4ELNyEOziLmeu49VMYl3yqeKVZgMonWtRwDUIHs4rmJEafuldrQM/ZgX1pEaBA+lNYDQnD/pa3ybgRViJka73Dkx99GHMdcf/31nDhx4uUv/j3Yvq98CI4cOcLrXvc6DjVjJv7hBxBKFdKiEMRFGlRbCDaKxGieAncu9EXpVy3Kbb4Slj/Me/17pzpbf+GKsDignAhBT6AbBWXeE5VWrYu4/8x53wc9dz7dFEQnjMsF0BA0jyX01jVJxx1IiOaLBcvCYFoQLhVRAvMu+U/acX1zvgYWNbAuTKZfOAaGuIyLygl7bz6AYb+E+jsuM4aSM9li7DwD4FPVlgyBdeeVWRGuqKExq1FpAQaaCh1JZGbJ2pK8EM5GgRpo8iO3oMeayLSBNV2y7ZsxjQApK29i3+qhfJbhd9xaQXBsDo7N0b9kD4NrziGoJRjyGuFo5r7yea5Amy+/fp36rwMKV+FOTeja8SscK21Bd1bb/P51m7/wCJThpDCjfaif43Tfh38D7zTm9y3XUFimHdpmSP4rry891okCxK5portfRF3ZRcdtt+CmErkkMXHBhngfnXaOzSVi4BILiUSguwFqQpcpeD1N7WPZfQa8QFEWywFQyjkd+uOktOQGgkAjikJjWstqUlh/f04Q+9hzKyhYAn/jhdBUit6Pvprwwf2Mf/Eel4djw+RpxxIoC1R5fwqMY/5EKkubcxnXLqr1Q2hBcOIk7fsfJDg24+5v31GCozPku9Y7YCErZ0xrhbtPMexEKIR1DLYVw8+0Nn99voF6SF/9eGvFstBDPy5JHpQRBnGQu8JKBYDz80iKFVgCHJsgLl2DUpbsVILcswtz0RaEBPvBV2G/8Tydz7uiXnO//FaEECiTIcYj9JoO6r/fj5lslWb9oXH3NL2gAIGefaOI8BHldyGr31YMH1r2UKt96knGrCzGyxfYWukYX8zMCGQj5vGbruWKbz7I9ddfz9e//nU2bdr0XS7+vdO+b3wIDhw4wGtf+1pOrpti/L3vRBQJWUrkbQQqKV7+Asn7+QNumyi039IG7uur25rSViB4qAEJSRkSOLTu2sKMUAAShBOmjVMOpIR9QzImCXu2DOVrzuT01gY0T2lMJAgXcoSBhR0RCMhbgqBXafetkzlCw2BKuVLCqWVxa0DeovAzsOhmoXm1GEqlrAairEJYOljiGIqSISnMAvXQwbpvhayx9z5Hgo5d9ELzpCFvCsKeJew6s4ADCO7+04nAsQKxQIfuXHkDOPkMzDxDsmsbjf2nMK0W6cYGvVfvHaov/3K+AwA6k9hMEj93AL2mjd0ygVJmmZPdSils6wtoSc+OHDd0zWLxWa55F0BnJN7beC1xBWp/VNjXt41es3SIq8Xzr2QWeDlfAd+GHM9Yvr6VC/tIelphDepXv1oeZzoNeledx2DXHmRPFdkDa4Kvk2OXgiLFt0C3DSIXqOmEKM6IAj2UZree/MY7sGnjwtj8/eW5QmvHuEhlyFNF1MgxRpRRIZUJQdQEhRgWBqIyQ9TnirWg510ZT9MYtv9aLbF5IRDyEa1f4io5xo4RCg8eIZibB21ASEyngRlrYmWE7C4xdsd3SC/agTQ5nOgS7TvG/PtvQG+YLNgLQ1AwZCV4UgVLUjyjUafDlZ51HQCM/q6kQRfmAIBmmJXn8eGEFbCwBDU7q2E4QZHEDs3n8nlZiTaS3Mhy+I0V8NxJ8j98mPzKPYRPHoLFxI1VoByre8Y0dt8c3X9wLXaihS7KFxvjnJq8DPZAz2fCNP0AQoMqIlHc/YJOFDI8fUrm8hnX/AFgGBSUvxsxtC4MhSF7HxEfyZZrrr/nCe655x6+8Y1vsG3btu/ah++F9n3BEBw8eJDrrruOuR2bGX/32xGn8eIsSwYXC7FzmhOV5lI8c1+rvqTwPHDwi70RQ7XtrbRlBr2ytG9R114WIYsyLeztqUVHzkfABE5YCmNpzDthiYXW8RyVGLSWZOMBSxsVKrHkLQcaVFEHACj8Fdz3ZEKStUXp/IeAbNwlWcqbVH4PlrLuvLf/G1UAASq2xGUhrCa5r2Fgar4WpsBdQY8yrbFKoHXCEM9pssxFE8jMSct0wtladOSun46JcmyzhsDmA4JDj7J0w0V0bnmI3uVXEx7YD0ogitj1UhDWnq1gVLMWWC0RkSE9b6u7V8yKgtwvoMYMswDLPfArYbqSsx6snAzI7z+s8VeLxUrgY6Xr+/4u33Z6UPFyrU4d+4RIQFndrt5Gq+S58SqiL6TAnrce8cRx94pIReerDxKddYzFV1+KjZuOQk2KFMS9oDC7GTfnpGPKdC4RjeF+pblCFe+zkoZAafICCIRKV+aFQjBYnIAMWroQlu58ea4q6hxAOGEBIEOD7oaIqGByDIiauRBA5wrbCpY5p9m6EDDCCa0iMgmNA0JFmefg6HEmvv4t8t0bsAKipw47/59AOaZyskV28Q709WcS/PWjmGLBmfijW+nfsBe9YYJsw1pyq1CBKeeUrsXp+2e50vNV0pZ5B/x/N46uf5mWKOnZgQoUeBAWKsdGaFP5PEilh64hscvqJdTnm2+BMCCrkEQ/73TfJQSL9h+DNU3UG3Y7MHbPIdQbd2O+dRCrDTpyqbOldO+tX6Q96FTK+VzIIh+GiHWtH/7Z4ZJW+XfPC+tMFlkuh+e7mzsrsIR+P2EpS3GXwIESXVtrXTIrIxCB4rZX7+XNrRbXXnst3/zmN78vQMH3PENw5MgRrr32Wk5uXs/4e25mKM6zrtV7bX9oe1WkQliqJEIrmHF9JIENLDIVJVDwCYpKJqE4n0oofQaEdQIxXHKmgawliBddeuC0U7xsPWciAFdKOJ7X9NcG5LEohayOwQaCoGsJ+y5XgMwtQVeTTgZ0N6gikqCg/mEoWkIUIGWIPrU1X4Ba9T4f5eBzNsDw2HiziA/hlFnBhhgHeqIF6/IO9NyL5X0i/Ll0LMo8B76glMgt6plvYscNNgqJH30RPd6C3DA4fzeDq84pq5j5ntaBAFSLodF+waqH0IEKNEot9wvwAtpTsacTqH8TwVs/X91RbtROX6e5Tam1jLAdKwCAl7v23+Q34OUzFY58r1e+q5/f34sUYHIDB2ZRX3oCmxqMBpmkIAX915zP4ILd6PnIFaGKLKKhEYFxKYqFRUUGnSjCVkoQGOIwL8MPVc3h07ME9YQ67rtjSbwvgo9YAMhzic5VtWgXGqWtrQ/LxkBV2f2MkcPhhf4wrxWWDoK1F8UXxwFsZGg98Bit+57ANiL0xAQiHSDTDNkdlOfr/qMbsGs6KGWI/vhesi1r0VuniR49QPjIQXeuOGDxA9dhpjo1RsgdH9TKG3stPShqC/jnpGoRAH4cm0WIprbDKYj9eEeqSlIUKj2UbMhaMZSx0LdQ6mVRBkPjhmMTMj2MvISw2EGODRRGSOzxHvkjxzG3vOCe5Xmb6V1/Pow3KsFePD//jEtwa4XLNQFDa95KpkDXIVGWIUdZFyGTucgZ74dy2laAgHrWzGX3bCl9HLxDqTXwpgee59Zbb+Wb3/wmGzduPP01vgfa9zQg8A6EhybbTLz3XQgly+p39Zdc5G7wRRF/7+NFvTd8SelTfS+LCekqIkHkNQ3ZawqiEIZZjUXw86vQpI0CJHQO2FK4y9yW1zUhRYEhBxDGXuxjQ4mOFclkQNYUpYOjp+/DriFaNOiGizAYTEmyjigFvinqGAxlWTQVY2GV65+psQku2sKW41A5TVRjVwIBTZl4SJgKDETzDqyo1JlBwp7FKOivke6+i/DHrOWiGfw7ZgKwp56k+dRj9H/sctp/cAcAvavOg8yQ7d6I3jrlxmAZWisWeVvRPC6ufbhgjLWUSV48zR7W6EJrGRYUtRYEZkjA1+n5Om0/uki5z8OgYKjrwmvbFY1ZP/67RQqstO10LIPvszFiKAPeMmE/cu5RjW/UDg2UefLRBvG1Z+DuF4fewVPvezOmM+ZqhEwnzsnQunTCZYEjI7C5JGxmtBopgTLEQU6qlXMmLK6baVX6NSRZgKmxK0kSlCDL3bMhz30OAyoaEIbmy/AN2qF5tBJgGFrgC63PrzG2cCgTqQt/U3MnmfrC1wHIpybpXXgWth0wdsv9ZOdsRp+xHjWzSHbJDmQrIDg6S/TJb9H/wJXkW9Y6Ya5zCCSN/3IrcrbH4geud2YEaZfNRSEoQZGUpixwVKf5yzlbE/4+YsE37wfgxz43FViWwhKrnES78Q9qc8SfM6zZE/22UebJWlGaGerNWEF231HSP3kKs76DmO8jEk33n74WM94eYuJMEQZsTWU68A6jJXAdAU8+KVXpT1Cwgy6M1b98xb4e7AmKqJLqXoeymK4AQIaux/C7aQvHW6sN19/5BA888AC33XYba9euXT7hvkfa96zJYGFhgTe+8Y0c6sRMvPedEDq6aFkhoSI6oGR4vfZf/PnP5XMSw0LUyqpqIUE9JrXS/utzWTcKoVmcp4y7jiCZFiV9bkKXFTDouSyB3Q0SYaF9VGNiRbCYkkyF6NAJd58LQGhXKChacA56wkj6awNUask8VZjjkqYU7IArXFREPvjMgyOUaJ018aVcy7LHhSnEJ1zyfgdZmypFssaFX0rorZOMHdIODASCwZRLeuRDFxFVtkWpQQea8Jn7iA8dJP3RVxA8fxKA5Pzt9F91jhMcyiLFsID3XtfeS1+AWwxqC4AtEV6hldSys4WhrtHO7vZH7eMVraqHFi2/uJWpXaEQRKag0j0DMGpDdUKmnhCnHvZX32+l9t00f1/ZcBRQLLdtLr/H+r3Vm/991PGsHF+o0uEqib3xHMT2CfjMI1glEdrQOvIiS2ecX9LnUlkslijKSbQrQxs3MtI0IEsCaKROuy36o40k9PHvhUYqrCAKNLmWpLkL54zjfIhGL+99VOCUCagq8DA6siuBgWWanqUCA7ko/IkEIpFFyXPofOsBALqXnE/vFeeClEjRRQ5Ssou3w+YJrFhf0PVgW47ei77zAmqhC8aZFc3OaczutXB4jvaX76P7gWuxcTjcN+rPvmAcrQAtCWsMQinYa8caKIsYDY2VFQTCEElNalS5rwMBOZlRQ34D3qdAGzkE5Hyrsxjg/AxW8vaPLlxDdnsLKUG/Yjt62zRqOkLYug+FRQjhzAbFvY9m3XTVNEX5jP38t4W/h1CmdNYUNZa0dDAtwKoZKGwmsYFwUQYeZNTGmprjIsV6AGD8SJva+YtMh8LCN193JpcnCW984xu59dZbGR8fXz4g3wPte5IhSJKEN7/5zYRhyBNvuw6hgkriW4GaWyB68TB6YhIbRujJaQRymdlAVIe45jVi32T5XCsA4HNZm4pV8KYDG1ACjRIhlmWCXe6ArOWqBKrUosNikipY3CaJZ11a39axnMaJPtl4TDIdkDeEs7GG0Jgz6EjQPJVjAkHekgwmpDNbWGeT9+YCE4EOXQrj0oRQRArU/5dJhrwfprRD5Zb9uMmsKH1sXBilsM6R0mv+amCxypkFgr6rkbC0tVYPwYCJK2ZCWDD0ad53GyrQ6B+9BFoR6uO3I5KcwSVn0Lvm/BKZQ/GCFQJfKUNe2IGNkQSBLrRfi85lSR3WiwepwBCGOY2CJu0lUQkCvHAXwpYaj6c0T5eiFf/Ia0J11JnLbas+GyNrGnq1kA/Z5amzEVV64lGGwi+Aw9EIw1nsTscYjIIL7zswWgynXimvftyw13qV897Ywpnst79F78IzaH3jEdLdG5i/8VoQ0JwYlGyJUoYkCbFaoEKNLSj/8bE+QlgGaUinmSCFpR2lJLnTUTy9rY1EGzFkNhh9BsaIKs+B73tprhlmP/yc8SNmPI1cPGhb1EApF43aZ5EW2ySlaaTx2JN0vv0w2bop5m5+vfMxkCAizdhX7kGFhuz6cxBrm8U6Y5FPHUPtPwEnu2UkkpgfIGZ7rhtr26AEyWV7yC/cVmPCKqDj6kI4dsDT9lGQEwXOhBBIg/bsAAWuqX335gHvP+DfCYklt26sY5W79MXFNs8geBBQL3jkv48WQVqJGfDPwSDQ3Zz8qRny5+bIHz2B3TlN8sbz0WNtfFpr/15Y68wGQahdjYxMlhq8SRWkXijjShtLiw0topWvCLRlzUzgQhjd8/eMgYh0Gc3gk1sJAUZLjAYQLhRWVPNIHZ6h8cR+ggcPsPj2V5Pv2VSyB0+/+5d561vfitaaL3/5y9+TyYu+5wCBMYb3vve9/OWD32biF34aGTXAglxcpPXQU4RHTqLmu2Rb1hK+dBJhDHNveiNmatrRlT4Fbz2ZhCn+15rICyEfWvfwvZkhozIjwJDw97H9Pq916aEvnHAO+k6YxjMWlULaKdILF6F+KoFwyTk7jh9ICRdS0qmYZEKRdiQmdJkIZe5W/zwWCOvCGQfTojQHJJOiZCWAIfNGCQYYZkKgAgdD2fmMKEGNy5Vgy59lIsoww6BXORTqyLERQb+6hu+Liavx1iqlfc8tqKkQ844LsEGAeOglgi8+CkC6bR29H7vKLT5x5sLLdLFASe8IKEoBWxeOgMs85x+zsERxXi5WYaBJssA5oRXf/z/m/jvutqM878a/M7PKbk8/vegU9d5ACCEkiqiiBGMIxmAMjnt3YsevYzu/xHkTO4nL6xgnwTHExjbB2CEQA0YIGzUQEkK9d+no9PL0vfcqM78/Zmat2evZz5GEwfZ8Pufs/ey99iqzZs3c93Vf93UbI+hnMZ00q9Lc8rLuJD/ZVpMWJ29hqADqhTTMCAgRi+ZvQy5CE0HwRkzTEPHwvgn2U93LYPKHUafMGwHeIPEx5/C81+NWNHXrq3P/m0cZHs4pL9zJajSDTieIZwYkSYmSuiKuASwv27zVOCnQpa1ZkKZ5pU441e2jhOWO9LN4hE/g4WxvDITeP1AZAzrMNPDnHhiYPm+9GcIxukYE1pRgdlXwrGCNQfSVDRm440xc/3XSJ57l+D99M3qmbb1GR16US6tMf+w6RKnR7QRzygycvgH1V/dTvvVc9CWn1P29bx710a9TvP5soq88ghgUDN9yIcWFO4mUrsZxXqrKc/Z1Ibyx5BUgI1XSifOq73MtK2Qg5Af0kiHD0hpg3hioUQe7z3aUj2QUeGPhZAZ02EIDITQO/LnpoLP1csbgC0+R332E/A3nkp+/E20kRWGFpSAY91rYzAJhkMv2Gnw4WXdKRCYxsUakbiGXBqlMxT0CGw6QwuBVLHVphbZkq8QUspIMl5FGSIcu9nOmPvEVxCBn5RXnwbYebOqhji/R+tTtiMVBdZLLr7+E4bm7R/tjMGTTf/s8e/fu5ROf+MQ/Opnjf3QGwc/+7M/yuc99jsHPvgvVa5M88hzRvuO0HnqK7MwdDPdupdi+Ad2PmfqrG9C9HstXvgKZW3hvRELYz47+1dSf+7FpImcQlG4e8Gl3blufdujheRsSEA4uFCPs+6hfL/jZtLAhAENV/0AW0DpqKDpepwDaxwryrqQ/JyvpX4Q3JuzkFK2a6nyyqRohwAQcAepzBaoiS5jaaPEGQVVp0e3D/9ZELvOgAOWIlX5f4IiUXtFQWjEka0TURg/G7kfnx+ndcgtyOsa87xJU6jz6//kN5BPHKGd7rF55LsUZ24jiklaSV7nOWguKXNmQgfMMfL0B5WL9cWzRgjxXVSpaK82riTGNCwZuYQFoJ1bfYHWYEEd17LPUYqQ6HFjme9WnwXAyY16r7czaGGq4T48O1NvXIQiwHkqlZc9oC48TitJUk7euWfr+XPz3TXIg1GiAjxU3W3gNnlDmP/PHksLA/QfJ//YZ+h+6iuEgtouxEXS7A9K4YH6pTauVV7F/sPexWIlJJofWIBjEVrJX2QyDdlywMrTWZWlE7d36BUSL6l9NCBJr0KLmPQjjv564KpyB5Jt090iXzmgYuricNFUp5JDNbvoKUUhMq7QkssiMprgJSB94mu4Xv2lTcQEzmcJKBtpg3nIO+tJTRu6lMQLykvLwKuXGKVTwfCupyYqoMgjC1E0P3wOkcUHHiQr5Z6oylKU1jIdlZA0Iocm1qvgAXmAIIGugZz4F0S/iHhHw20vMyHdhCwmITTKiRwv8PoYPnmD1U49QXrqL7JVnVMWvtLHcmMKpgRptM0miIwnlpgyhdJVZIgQgDenDzxAPVlg9c09VUKq6PbL2/HFjTLtUZitIIaBVwlChJjNrUBcw87v/l/hlW9HPLaOfXrDz8EtPQd79HOn3nkPZSik//yiDDXMsX33RGs/ittf/IK94xSu49tpr+e3f/m3+MbV/VByC3/3d3+W//c+PMverP0h7dUj3/96KyAqKUzez/F1XUMxO0v3M7cSfuw0Q5Fs3sXTl5ahilExYLeAhNgi1MeDee3GRinDofxsS/IJqf2AXwrJlUH1BesKlGaaWTV+moJWTBvYwvfu5X7iHMwLpagpkEwJERBlD0bXqhiqDdKmkaCvyliUj5l0xsph7zQCvLujJjVV9BP/eGTdCO0DDGziNZpSpMwEC3oRw162GFhHQiTUWUPU1aafeWAs2GcTRh5m44y7MK3YjX70XpPVsi/uPIZ84xtJ3vZx87xbrrbkeKrSk309I09x62EF5WO/9+UWzhoFt+EA7K9BPTjOdfgVjem/TL6SRquHOpmfvF8gksotmUdp0sSQq0Q6uDRdYT9oK9+Gh2mrIOa89UiUm8OY8IuBhfH+d4xbp5uQaHs8bIiGXYbyXXxsCzRx1z0z3+7PbO4TG7b8yRNw1CGFswajFfk16A6KkYJhFFKVl/i8vRBUz28P4GOvVDwYxxSAmX0ppTQ/c7xQrKy2SNCeKyhGUoan1YOP9zhCQGuEe+ur63d8jZE8BXprastSD0IJDUaRyxpsR4HUxAgnl6tjKYIS2sLVTpgSg1PS+cBvx0gqiLDC9FsMztiGLjGhxFdEaIvKS+PQpTFxUBqitUAiqJRA7ekhtF/0w48KjSkLU41IKMMaeWzu2JM3QQPCv2ghyrUhVQYzlzMTSkgebIkNAlX0Qjr/CyFqXQDCCHoyONzOCJIRyx+H3/poqnp8wpGfPEH3wbBb/671EF21HTnaQDuHJBs6w9MMx0uikRmykL3AFRM8dY+ILtwPQ+tsHKM7ayuIrL8L02nYfOoj9e3StlNb4i23aZDUGcEZGYRCFRp05y+Q79rB6434Gn30CVeQMztoBH7u3On48nyFfdQG6Meledt0fkP/o2/jT//DH7N27l5/8yZ/kH0v7R2MQfOYzn+GXfumXmPmF99PODVN/fgODV57J8LLTYbWg87k7kPOrFLMzzL/9jVAMMZ05ZBlZQ8AZelXaXRA69AaAX+AEzkNzaUPhAmg96QBCLanz8524jnBKhHkPCuNS62LLxNcpeNnkCoVw48FLHle5rMIaCEJDsghF16brDeYi4hVLWCqTOi2xaAcdFnj8PjWwUl70cKgn4nhDyJMI8/q8dNwwBryD45i5wtjjekKxL4pkDSMq61oUAooh8SO3kpw4Qvm9l8LuWTpJxqCIMMMC85kHKDZvoH3zgxSbZ5FHFmG6hdnQZtBPaLVyS+5TejRPGkjjkkxYr8bHl23qWVHFUctSsmliGbCTWKJKVGrsBOm9GVfSVQFxMFGGMqz+bxMXVbxVG0HmcuIjN4FqIyhKNeJxA0g9KrITOSgX1sb/hTAIb5ysgzD48EaTe9A0aHxrhgJwk3HU+P3ob/yMbCDgOYRQs3SQPv58igITu1SwUiDjsuJ25FmEKQVRWpAkJSsLLVuFs1ViDBTLsX0OnFFuvT7Dyqr14lpJTqHruLUPvdjrcpOzRwP8v2qx9KlptWEQxVawJk4K8qwuu2zT1OzCoCJrDRe5sgz+dhF4d37iAD2IkK3CGhOpK7fs7q8UmuSRZ0gf3W+r9c0PyF52KnKmTXzDM4h2jLx0C+plOxCd2BIvXTgLIIlL0qig1JJB4auNyeo5K7WtFeI1A6TzeDb0VlCelEuy9r5SL+zWEChHthlZrN11FGYUIRhZ4CuvYxT297+3N6r+TCNGnq015wYjz0V0ygTJ+RswX34I3nUhpdYU0o7L4SDGpwAKoOiWsBIhejmt40dQqwOGu7ZQbJ2h2D5LLAvMs4tEDx1get9xlt9yGfnWjbbPtTfw7a2WSYmJ9JpnCrDj51lbpMk4/mvysq3IqZThjc8R6wGkCrl9AjEs4PiAmQ//FeWGCVYvPYNs73Z7rZkimtvAX3z2s1xzzTXs2rWLt73tbWuO9w/R/lGEDL75zW9y9dVX0/lnb6N72bl0rr8TpTT9119oJ+D7n6P7V99g6crLGO7eBbGyWgEe6rfPYp1R4PQBjKBanIEa64URBT/veYObWxwTVbp0xmrxVcYufKLeVhagBoJk3qIFOhaUvqiQpJYEdp67dsWDPOmu6ATeDNao8JoCYGF5W7ApyCJwzS/kQBXCAEa1Fky9L8/615E1YGy9b2xFx1JUNReEI1IJUxsJIXJglEVJwBoCwoBYPErrrhtR23rI7z6bMm2jpCZRpZ3YvvQI2aMrLL76VUx89WukT+0DIHvVmZSvPA2AqfaAdpxXk9VqnnBspWP7QWomWkPSqKCfx9UtjWVt+eVaMpUOyF2KhTaCYRFVBkRIkIsDNbbmAqkCT77qa78I10MIg4Vq81ISu7QvE0y6vh59FBg4npRnz8Pvuz4Hj2DkgZZ96NGHvw0IzZVB4kMgUCMezdSzcROyqPZjvy+NsOlsDaOpCIwF8fARsr9+gtV/9iqG/bhSCxTOMFVKM9kdoKTmyLEJ9CCiCt05iV80lgwmIZ4e0G7l9PsJve6gEiUqClmlj/o+KYqaU1BloThyps/EsIu+QJeKtJVVfI3C5bPnWVTdUBWVFXE1H0b4TBafLeKbL1oFVOmU1tkw9O5/mPgbTyPyAnXt6eiVgvLW5yhP3Uh833NE/+RM4nNmMQ1Ck+9rP/amkgFSaJbyFnmpasPAjbesUMx2V6vUwJbKWS0SjBFkehQdiKQmVcXIYj4sI5QYzQ7wHAK/uCeyCAyIeuG3RY7Kke/852GTQo94xk2jwY+n4V1HGQ4F6cYEhEC2FXJDG4xBL2Ys/Mc7MD/+CsqZXn39eURZSNJWXo2J1eWUzuIROh+7EdGNoITywu2UL9mF/LNvomLoXL2V/K4j5I/M03/d+aycfZqLH1E/2O61uufus1oK2TD1Z39L54Ip2q/fVV/LUkZx8z7kbIvk8q1IDGWmGXzhSfL7jmHmh5hewtJLLibbu8cqyS4r/tPuXXz/938/N954IxdffDH/0O0fHCE4cOAAb3vb24jf/EpaF52PPHSc9OF9DK69sHqA5XKfYm6KwZm7EY4EZgQEyHGdSaBrY8Cn83kxIeNvuPuNjpy3YajY9kYaJ09qN5NOt1wt2R2UbeMkWd1i70sux5AsWfZ93rOGxHAOihTiJfu9jqBoW9VD5fVKjC2hbPflHkhhF+h42f7O8wE8SiCMNSzCTAq8BoPrG+GdJq+xECzoNqRhXJ0GqswKoDYqdG0IyNIezwsxGTMgeuI+hG6Tb91K/ORDpE89jXnN6YhX7kQpQ4Q1obOv7kPf+CxiacjK218LbUX/gr0woUjvfZqZs1skk4us5AlpVKAcrDEsI1bzmF5rSC/JRhTSVKIrr8ZXZAtbN8oYlBHaKAo/OTpI0JdyDb0l/xoumqEUS5V2yChT32cseGMg1OCXwliUxdQeWIkPE1Cl2vm/jbGLgQ8jCGEoXH5+CJt7NEFJjXLnplwuumWVr0UNVIBKaBpwrfs7DHN4JKA0ApyUbbWvMLxweIVyomP3mykwoByjO3KlfH3K4NzsMicWulZu2snJWl0ChVpRlFMFZaFYWXFIQT8lTXPHB7H8h6IMmO5Ko5TnFhirZOiuezS1VIxkcRSFsoaLqhd7bYQTvSEgGzq0QeqKv1KWowu5h6eFNKRPHyS56VHUtacjz9+MigXFSoG58wDy0YNEH7qIZGvHpbe6/P9AEjhRJS2Vs5ynFEYisSz/bpShU8H8oE3uzmOqPRi5J4kqWcprA1YFVQmhliP29zYOFvQQFYtkiQQKoyi0Iqp4BXZ72Rg79rsaKXixrf/lZ1n+ygHMhgkG86t27h5kVusieKQzHVHkUXXf47iglQ1oX/cg5YPHEK2IzlwX+dwCycu30H3HXopHTrD0qceJKDn+gauJ73sO/cVHkFu7TH7/mci/epT2LQ8yPG07/ZecTt6ZoUoxjTQiMujVCNF2YZOBdGRRwfCsnaTPPDeCKjKR0HrzHmdU2aYSSfq202m//TSKfUv0/+IRJm/4OsN9z1Js2EO+bQe/fOcz/PIv/zJve9vbuO222/7B6x78gyIE/X6fq6++micywcT734U0ktbdXyVqG4ZvvKCK/cnHDtP7i1tZvvwSBuecYdn9TmEv9IpFEDrwsLYI/q6IhlioXOQ2K0H1RbUAqsxum84bVrYJV7lNoPrOsJCg+tY7Bxs+8CWGkwVD0bbiQV7Up2z7Rdct+IG6oSjt/iskw+2vzmAIUiAd0dGHJ+zG1FatoUZD/HvPHwhQFI+GlC1TSSAbAuOmsH0LNRGyyiRQOdEzD5I+8iDsnEY8cwIwyIu2Yl6+C7WlU3nsSmqG9x4n//MH6J9/Gu0nnmH+VS+ne+QZkjueJD5vjnTvBBtfMUksDYMy4sSwQ6qsIXFwaYIkKmlFBZ04qyahSGoioYlkaSeKhkGQyIJIahazFsMyop/HtOOcvFR2cVFetU1WE6Uv3uKJV5HQFEaOCOQ0BVw8gmCojYlYanL/eQMaDbkH3hsMBXlCYqDATuKeIBm20h3bhz7CVLLwXPxCDwEhMPAS/fDxfepRARH87a8vHmNAGaD403tYmd5AedXpDFfjCraXkUFFJUliNQP6KwndiQECrHdXCooswhQSMonsS2QuKGatx6faNqzQ6dp0xMjHsoMQQpiiab+reRl+MZfSpjx6AqoxNjQBtiiVRwkM4FXvPAxdl8uGIrO/8QI3zSaUoXvzvbQGy0TvPrcyPMP+93H6lrLX2IuHABwfdqs+nU76RLLk6KBX8WF8vF4KzYlhh7xUpFEdsoqENSL9ePboQCQ17SgnkQWrRVKdhycN+uemE2UArBYJiSzc+FZoBJGoiYbjeCzNNm47bWSFFoQogcRw7A8eJjsypP+hKzFJbEWnjEGfyIja9rkQEuRkzOpqis5UlcERHzzKxJ/cxMT3nYlIJOXhPgJD+srtKAXzH3mA7KF55FQCMy2WXnsxRa9D+39/g3h1ham37iSajFm+9QjZHYcxO6ZZPv1UBnt2oSZtNoLx1SuHllBKopGRJn76EJNfup3uz1xKNBmPICshUjIulJIvZmQ3Pkd+/zF0Zph/9RXo9mauuvceHnroIb7yla/Qbrf5h2r/YAaBMYb3v//9/N/bbmXmR36Q7sGE4ayhfddXEHumyV56KmAf9PSv7yW960kAjr/zLZjOBGF6nSxYEz6oEAGHAFRQr6k956gviFYgPWEX8mpWlZCe0GSTgrJlSYLRKmQT0DloEYCiO2oYG2GNCU8e9GGBkWtWBBA/lTKgiWy638j4cYu5Nwo8lO8he3+dPoMArBHiyxZX/eCP7co+i9Idq3E+3vCQeV3nQQ1tCef+JoFYPELy8A2gNfpdF6JOm0UWOQaBTOQo8Qw7Ia5+7D5W4glaTx8g3t4lf2Qe2Y2Y/OFzSba0mYwHdKOMwkhWioRnFmeAmjHdjvNqIvXedBQIoVSCKqpgUMbVhCaFYTFrVTwCqBfYGhKXFWxaasmwjGhFdrL2+/efe+8/ErW33i/iESPBTwpe16DQshJFqir3VV68g9yxi3QcLMi+H3M3YTenYR/+8IYD9XCvbncz7u8Z3SH8H76GiAmMZiuEUPNI2pgR6K89y/DOY8y/81XIyMJV2ueGG0haBdkwIk4Ksn5MlFhP06f26UxBIRC5RAzdZy0NqbZiMsrQ6w1IorIKv3iBojo3PUQGTE02c95/nkeVnoVPB9WlREW61i8AjPvOoxs202VtbYOR5rpDKU168BDtj38NgPTfXk2UipEx04uHtFSONtLK/rqdLhUpg9Ja+C2VMxEN6Zcx85ldFPzvbP9Ljg87lVBQqgo2tJarz/2Y1Qhm0tWRmP1yntJSBa3IZuL4Y0airAwEv3iDRQkiUb4oYyBsoyhCPX7CEIMpDUd+7wHKvRvpX3kWRaGIggwgrSV5bj/rpHllVGeFwhhD65O30doQ03vnqWvOZeFjDzG89zjRrh7pqZOs3HgQc8FWli47B/XYYdq3PIiaTmCuw9w1mxg+tczKVw9RiIilqy4mm91i0QED8miCHAryjQWyVYA29K77BvFzR5n8oXOIN9u+1wjMoGDlb56jePA45BoZC8SZc/ReOofa3K3O0WjD4JYDDP76KRa++5UMJ6bY8bEvsHfvXj7+8Y8zItH/99j+wUIGv/d7v8f//sLnmf3lH0NsLhmUxi3oljRT6b/nRWUMAJi0PVpvwIkJVUYAVAQRYWx83Jc8phCUPY1atQV5PAQ/nHWL3yGbMaATWN4hSRaMJQpGjkDYMyzu9edYX4vQFq4vYrvAVyl/bhsvI2zLIAfhjWaYQwWfh8TEgAfhIXxv1PjSxjrFaSg4lcDw+A4tMaLmECDAmNLCczK2IkSFqOSbZWYNnP5GAbokvu8GWq/bDlfsYlAkGANRKslKhRTWk4+Epl/YiSZVBSuHV2gdP4aaa7Hth/dQHBkiWgo5EQE5E/GAlSKtFp1EWVb5SpbQTbJKLx0YMQbClKVOnI2EDmr4c9SVi6Qmc0gAMALXxqq0HpGbGBNZViQoJW1aVqFt7nweSEB6792HM4QRoOy+/b7aUV71CYAM0/aoH0ApDBE11O+99TWELzOeANkkfnkkwi+YoccqfB9Q1wkIj+ENjlC+I9yfhc8VascE6m+ftszs2JLsZOTK9+aSOC5shUJjrXPtXoW0egSildM/0cYkGtPRkEnEQCGXFXpjBhiK0qIhkdLkjo1v+8ieR1HUMs21rkPAF5G1JLWvcSFEXQRLRSVloUCayrAqSxkUFGIkd726D8pgtKF3870ktz0++uWwhNRJLsvRUsGhMdBWNse/G2Uj4yqSJZPJgNUiGTEilCjZ2l7k2LDLQtaipXJSWaKNHW9z6QrDMqpEhMIxkqiSVpRXqoGdKKvSCu0xNYNSVffbGwq+jeOdVH0xxmhoZhn4z3z4AUAryeTbd3H8vz5Aa+cMnDZnUZzSZ+LU/I1hoWjFBe04p6MGlPcfpRxmCJUE+67PY+Ldp5I9sUjx9DIT7z6V1su3sPL5pxH/43o4axPm8p2stnqkNz7E0d85TPKG3Uz/wFkMv34Icd1tHHvfGzH9BNkpKGcKykzasGx/ALFk5U0voX3DfSz/5zvsxV22EyZT5NPHyZYN/UvOpqSNZEj66D7K37kLsbFDevYMyWmTmGGJ6lq+RHLHfoqXbeXA1a/nqT/6CB/+8If5iZ/4iTX9/PfR/kEMgltuuYVf/MVfZPKHPoSamQBTUm7OMAOFml+GZw36ZbsRGJIvPwhAOdlF9IdQFiDVSEU+IwLvX7m1UxhbcrewC6WWgmKyRGYSnRiiVUl/k65gcgS2OI+EaMU+NGWrFhYqusaK9pQ12a4mHDoSkxa2/rsTtACqioLgvHR/zl6jwGkH+Di+TjwRwO/fTX4OMdCpM4IclF+07fWVcb3og0uBTFymQssQL1np5GzSQJmRPno/7Ucfo5iZZPVlbxghZKpll1WgoZDzpPfeippUtF+5jRU3QU+lA0oHL0y3+tWD2EuG1tu97wjlUsHwzFPozR8h1zHRxnohtwtmvUAPiphObOFLmVrPag3pKVgAw8+W89TBkqJeIN2kuwa2c7CtNrISWWm5idlPnFK4ZCRhvTK//UqRoIS26IKbLL3REhoa/rzCuG21jYNzYXSSrRZ5rPhLEizgflspbEaCoobLldTI0EtuTNw66KewD+o/6nP0OeZhCmJ9XbVhViEXhQYliDsZcVwyWE1sDr+C3pQVGkpTxymISlZPtFGdgjS1Hm+eWQVSsaowCchVWylTdzQsRujIUMQlfSNI42LNotNsYdqlR0xCKelwu7o6pUA5lr9XLNSlrFJbrUHgFk5h+QICSNKc9v/3JeTysNrv5P/zUuRUSi4iIqmJZUkiSyaTPr0oYz5ro0VdAyCSJbmRRNjzk8KQygKpo5Fx55Ew3za2lmsY3tjY/+bWkv1SFVBGNnXS/a5wy7wPkflnI0wrtPe/HEEJwvGyHgLQ/G4cMrBek0LT2dOh+Ce7WfrsffBzr6TQ1pDKC1UVsJLSVrNcGMYsK03r0BGiP7uf9iu30n3DzrFjW/YizIoND574nXuZfv/pzH7f6eSH+gzuOsbgvgOo5YLBeTvJNszSuvMxsi8+RbR3EtnPmLznARbOuQi9GiE7BcnB/XS/8A3kirvfMy3yzbPVcc1d+xnu3oZQHZbefAlGtFF9ST5dkJ2xHZllJE8eYPDUEeLbn8S0YoxM0O0psrMuQGYC1ZniTz71KV7/+tdzySWXcMUVV5y0/74T7e/dIDhy5Ajvfve76b7qDfS27CEnt3E7qenceR/q2BI6dqkn9zxHeteTLL3iEkyrzfCUzQiZWEUqBQbhmPymys3Xcc3sFwZLFIyxJD6t6oU1MrQPS8rElfY1Nu1PDmEwJ+oMAFGT8Dzz3tdPIBT4gUrYx/gUJey23r03xnp4RjrPHn8ugEvnk1lda0CWddpjFepwmQAeJfCcAs/t8SEA6UIR+YRVV8wntOVCHHyM3tfvQrYV9HOkGhIdehYGRzGTuyhnZ8mmBO1njqGPfZPuoaN0XrkV8aqzWSpaxFIz116tJg/PYB5NSTLM33KYlZecS9ntMrF8zBKljK7ilm2V0y9rNGFQ2km0X8RVXLTplYTQdyILS36qIMgakgybT6HKdESiysrziUQxorrmY612cR5Np0qkRoqy2t6YOnc79KJCdnd43p6T4CfPMOYYGhReoCVcnP01CDnK+PeogxROgTAIhzQn62bFueZE7fs7zJBobmOMGKn3EElNWWpEVpL0l+lMKLSWDPtx5bF30oysiFhaTSkLhUztoPULcT6IILclk0WnsMUEDVbsJzHIgawgZJ/dENaIAKqF3Qs/1VoSNkc/MzZu2KxhAaEBAWB17o2p6yRoV/rYM8yltOGEsrSZI6K01znxI+cxeVqLbqtAm7IayxvSFRs3Njb05Al9vmkjiIUmB7RR1UIshaYbDaGwBMOpuE+zzaWrLBUpuZFIY8e4Ejb2rREuS0BWRq4uJIMypieHI8cP0TRrIJRrnju/7XrNow5+X+OMghDVa+63+9INLP2fp1CHFhFbpsjLeh4J03TzTFrDbjlDbWoz8Y49Jz2nuV+4kOP/371w/lYW/tfjtE6/iHhzm/gNO+hds53hQ/Msfe4Z4kf3k23eQLT/BMUTi7Yvvvooc0cXOH7FyzAmZuIvbqn2PXHtTvTikJWb9ttr27ORbMcm+i85swpRowt0R+ArZJYqZXjWKfR37XU8L4FalqTH7Vi3ae2GD9zydX7913+dd73rXdx1111s3Lhx3Wv8TrS/V4PAGMMHP/hBVk/ZyIbLX0E2V6BahYWc73yc9BuPUfzgyzFbpgBQjxwEYHjmToxquZCAj38b612UwtUcdyumNBXhD+ximR6TtI4ZyrYgXrKywqI05D1bbCibkJSJLUaUT1jP2i+0loRnamIfVOl7zeCth/yFJyo2iiPJwhod8VKwoLvyylpgdbcLYZnk0lRGSMWXkFSQvidMhqEETzYsW6ZSKVRDAXlG8vSjqOMnSA8cgLefi77+Ucsa7q/SfvROmGghv/kgK5ddgZ7dQXTPX9O6ahvd77+IYrpHP49JZUkvsTHNQRmP9RK0Ecj+kPypZfLzNtG5+0Hau9pMJ/1K1CSVJf0ypnAw6bCMGJQxkdRMJX0y5yUksqw8Ib+g9uIhiSyqeHymI1oqD1TQRr3yakJyMVFrTJSV96THxOpCVMGjB/79cp7WvIEKbbAx2WahF7/wC2cEhIQjP4mGzH+vARC2ZnpY89rCnO9wYg4Nj1iVIypxYfMxbrsPg9aq2kZJXXnHzbxsIQzqjGnU7iladz9F/uozmOr2OV4K8pWEJC1oRQV5qWw1QueB60KgOrZCYZSWlMqgUwH9yGb3xHbcV6hatdjXkL9vI4WLTH1ePtQj3AI1zKNqX+G1yEAbohadAinLaiHSWljpX5dRoLVg6sA+xMctVBy/cgcTZ/bY0FquFnvPGcl1vcinqqDtuAD9Mq6NRVlW8tnaSPKgj7vRkIW8XY1137wXPxENRz5TLuYfEhFBIqnJg34M+PGfmdpYHKcf0PxNiIY1n/vmts3fh6/heNSRQs2lqOPLyG0TlFqSRCVZoSq5Zik1aSu3GSMdhe4XkBVEqe2LpbzFRDyo+gIg3dqm98adLN9yGLNasPjF55h++y57iUrQOneG9IwpVr9+mIW/fKo61+TcWWbfuZMTf/4UGz77ZebffiXz730V03/2FQA6L9tIPBmhh4bhvj5L17wEPdFG5xIGynIPpBO/Ei58JUGvOP2EXCBzG77Oc2HnaKzTWabwe4dyrrjiCj70oQ/x2c9+9u+VT/Ct5Yt8i+3DH/4w99xzD733vp3S8St0Jpj49Ndoff1RxPdditgxCT6ROlIU0xOYVjICwwP1oJVgEueRe1iwWpgFshC0jhniVVB9yxFY3i7Ie4KpxzNaRzMiV85XDUwl8lO2DDo2tTHgeQraxtaruT0wFNRAkB4XxEuCZNEu+lbq2H5vpEUg2keMg/Sp+AOe3S+L+hI9AoCwBYyq1EAdIAKiRhl0ZHkOVj3QWMPGFEx+6Qv0jj5NshH0D12OXsqQR1dgIkV84BLin7kcc+YmTBRRbNiEr4EsUkW8IbWTWWxTwBJpCXxhjDIS2lVLK0hFxsE/eppsxyaSQwdo7z/AxjduJJV2QvSTYkhA1Ai2thfZmC7Ti4fMpivMpqv04iG9eMhk0mc2XWFja5m2yolFrQboj+299ZYq6EQ5LVWQyLL+3sOkzsjwx/UtnNwkFj5tqXwEqvXH8NfsyV5VP/jcb9cXiSoqYpZyXrhwi5XPeIgboQGfeijcb8LJ1b/6vldCBwI1wblLXR3Pf+4NIW8oSJxCYoNrYa+9NnjSqFiTxuabEILorBnkgwdIzBAhDL2OXaRWF1ssDVOGufWMy9UIGVuewOqyFR8ygMltLr9sF4huYZ9hXwdioqjSAEOIP5K6SiWE2hjwXIHQaBin4OiFaCrjwaEs3pCoDL4AVYhc1kSU9ytjAGDutRuYS1eIZUlbZrRlRk8Naaucwkhn3Er7ncpIZU43GtJWGbGwmTKpLCqkrXom3KI2Dh0IkQQfKpPumSgc3wBcDQ9Z2nNzz15b5RUqZQ3aohqvVZphMJZGXgPEa1wYavT5GSX/rjFEg99HsiTe2ILHj2FKj4LZ7Xz2TVnamgZlKRlu3oCe67Hw0YddHxgm4kFgKOvq3+RVm0jmrIcYb26P9B+ASqB75RZmf/is6rPOZRuIZlM2/dDp9M7sMv0n1xOt9Jl/76sBOPiFY2QDmHvLVpLZmN4XbrOobaSRvdzyUVYjK3HgdDmEdAZ/oomWJXLoHL1dfQbbc7JJXaWU53OGj3zkI9x11138/u///pr7/51sf29ZBvfffz+XXXYZ0z//T4m2no0oBWpVEj+7j959X0f+1MshtV5nqQX6uSWij36dxbe+gnzXRkxfIVdtYRGLBjhylD97560bZY0DkQlb7Mil0OnU/qb3jKRMbbZA90BO0VX0Z2xhobJtMwr6GwMUQmCL/GCJdlBD9DjjIV4SVqHQ2FCEzOs0xipN1y/uxhVBKmuUoWjbEILnK1TCQU7EyCh3bMOa4k1qCEXHfla2IJuzuuo+RZKiZPaTf8nqRWfQuXYHxfEhUZ4ht3RIW/ZhzfevYH7vVvJNG1i+8jUIGZHs20/vka8x+69eQuImipUiYa61YnOlXfpX2zHzNYKVRVj+9JMUjy/Rv+hUJr75IDt/Yi+b9soKugfol4mFK0eETmQVQoD6ofUTYwi1AhU60JRE9S3cvxSmgnFDKLWZBlWY2mtpchC8t72ep+3DDT7TwZ8DQKEVAwcZ23DF6LWE19k8xjgPLA/SFatrbXhkI6mDY6DykIMwru/CaxzNLhj1IURZsviR+9FxRPq956ISyUK/xcIzU8jZjMmJVZaW23WVwsJqxatuTjmIbNphtxaYMaWwXlYpoFcQtXJ6naEVdXLbRM5oqlMQa2liL+zkOQdFKRnm0UiVSXAxeznKMCm15Q54rYmilORZVFXQFIC4ex/JZ+6pfnPG713MhnSZWJTkRo30nTaCpaLFRDQgXoexP9Q+9KMZ6siGEEyNGDRRh3Ex/sKhOlJo+mU8so0KFuncSEdCFAyDFKhwfx61a9775rPSbFW4KhApClGFzPGFmnUP/BjNjww4/OGH0VKR//ArKKOEUssqO0QIW+kQYfko07ffS3LwBBt+8Iyx59G8hjIDEY+iiMt/s5+Frx0n3ZwyOJrDQatyuv03X4pQtREzuPsYh//0aVZffxFZd5Lp//W3AEz96stIV5c5/P89iHn7eRzfcapF1LQLFWgb/mLCZUgsJPXa5KcAd65mywCdK7yIgViJ+KMLXsKb3/xmbrvtNs4999w1ff6daH8vCEFRFHzwgx8kefVlJGecZln+hc3BV/39lmh3cCnwnjTRVx5lcNGpFLs3wFKMKOxv2vsV0aKyiIFF/GwnalEt4AiDaWt0S1P27D8MRMuCaNWQLBjaR0tMJCgTQbpkkKVddH32gcxxbHtrDDin2XITtOUmqKFAZdYYiOxYIl4WRH3roeeTdehBJzWvQTt9gmyyliMuW/bvaNUaDLKw1+E5A2VakxDVwG4XLzn5YOP0E6TBV2BE2r9NIll52Uvo3vEg2V88TPT7t8Af3k723+9m+OyKXaRmU4tCHD5K65H7LVlxbiPliSFisV9NBj51b9JZ42lUUBwfsnz3Ccp7D7P0n+5gcEww/7ZXkzxxgE3XbmLLXkFbZu7hlxX8D3aSy8cs+D4eqtwkF0srV1waO9lU4j+BMdCcJJvfe7QgRCY8cuC9mcSRwOz+zMgkWBkGYpQ34Pul9rL0yIRkty8r4ZnQYACqPmmec2VcOG8+NA4sUlOOePLe42qen/d621FeoQ/+M6izDMLMBRj14ML9W7a7RSAkBqEk6r0XwHMLFPceQUnNbHcVNTekXIpZWOjYTF5p5Y2jVo7qFJa0VwhItCPrUcVWkdboNwby1WSEm+E9d5/1EDmP3isUQo0EFKWsPMwwpABUxkBYPdJ/FhpSUVwSx0U1bsqztmImbOXGaGuH6bhPLErigD3vWyzKscZAiaREkge8Abt9YxEPPdmTjPMoCK3F7nmpzrexoBdGVsZAKgtSWdjfuGcjVTVSEI4hj7TVaFzpjlt75ZEbk81zq+6bqEMVUI/1SGramxN2/OvziXuS+M5nUEVOvLqCkmVVx8ATsuNygLj/kK1FYNYa6OE4zg/10c8sIIscubzK8b96joVbjmGWMnS/wBxZZfDQAvrMTehWRPvCGaJIjzxDnYtm2fTBvXS/eCeiqIM60aOHSHZ02fTeXUTXPcjMl29FUCKXIkRS1nPwshVVoleQHFWYmRy2DtEbM/TGDLG9bx3PuESm9h8zGR+493Z+4id+gg9+8IMURQAdfwfb3wuH4Ld/+7d5cN8+Zj7wE+jlmCgX6MhgUk3/9AsRqwnpn96L2DttJSf3LyOGBf03vwK9HFsv3y102YypGf4Sa4kJC8eITGISS/0XQ4EcCHTbLZJDQW+fXUjTxZJ4uWA4EyNKg8oNMleIwlgp4qEgd3UFvGSxzCxPIVqxgkjpgr22ok2FUqiBXezjRWswCGEYbNbEi3Y/ZYITLLL7kyWIlg01gDUE8omaOKj6oiozjLFhA5nbVEihQRYGEzl0IwETgxxK2xc+jdFAsXUP/fNWUAvzDM48jeT4AeKDx0gG25Cig25FpL9wBcsffYDo0EE470LKXgRSUQ4NsbPm51orI4tEkg/Y/wcPkR/sY1oJK5ddwuDMU4jnD5EcPsaGi08llTnLZUoqC1aKlLbKR2KrfiIqHezpm5dzDRdwoDIgoJ5s6klhFFUIP7NSv7LK4bbbNdOiApIItRcTtmYs1J6HhYtCj6gJlyZBLGiUgFlWZEg/qY8eo5aADVniTWnY5rHDeG+4P38u2kgKMZrCWe2/MbmGLUQcPJoR9wTmVbspb3ya8pKNdJKC3ZuP8dhgM5s2LLq8ccEgi+m2MiJVMr/coWzXfWLJewahSogdWjBQyHZhFQpLG1e2ToM9JyWtPoEIDBoL+ZtKJtoaELYf60yDWrjJV0k0QT/59MZK7AiqtFfTFqy+53K6f/AVui+dq8ZgSRAT94iN8LU4JBKPIIz6YJEsKVxssB6/rthRo++bi7z/rFbH1NRy2JJIjIntB2TWkfvK6D79uPOLfX3/ZWWw222baJfjLVRZEO663L5CY9lziqrnUUomXz7H0f/1CNEXHgEg2dpj/ruvolMu0rrvaWtQLKwgMMx83+loBEprVu89weDpPquHC4qlAoYFrbZh+OwKtGPEIAdtKPduRH39EEufyph95042/tDprNxxjP6tT2OGJf27T1gTvAGCdM6ZYsO7T8F86mvVZxMXT4PUZBdu5cxzUh79L8+w6XN/S7lthqWpzehkJ1uWvsbx1S6DbadQzs4g+yVbb76R5d4MupWyes6pY9NaVaSRm/t8ajol+cwiv/M7v8O/+Bf/Ys123+72HQ8ZPPLII1x88cVM/MT309q9B9mv1f+MtJ781D0RLO6nZN5mCchZVk+bQagE7TTPZSZsvr/LELAVrtxF5MLqEmAXV51aIyCdFwxmDfGyoLvfODEi42LymuGkJFnW9GcVyYpBaEPWlZb1L6GMBUXH1hPwKX4qw9YjyH0WA5XojxFUoYEKFRCQzZREy5Kiaw0Oi4zISlJZrQqnG2ANBVFSCRuVbWuEqIE9nsyNIxAKhLYiSTK3SEHeNbSP2LBH3rX71pGHvldpP3wX7Wf3E125g2j3JPHuCYyQDIsI88BhBp99nMXXvBo9OUl84BhTN/8NG/7NS4hjm7fsiX3DgSATMSf+56OsnlD0L7yYstOm3KqQkWbyz7/CzpfGnH5tj75OrPiOY81HoqyKpkA9uflwgRI1GS7UeG9u77eFUfKWnyCbRoIV+1E0vbj1wg3+Oysja6r367VxxoPfV/OY42KqtZEiq37y23jluKZx4T+vJGr9BBuEOULDIdNqhCRZaFVlTjRTIf31j8a1a0OqdP3ipYz7A8Xgt75OetV25OWn0EuGDMuIZ47OsHvDcYZlxKGFCTZPLZFryfGlrkUAskAus9Fs8RlBd8rG0Su+hKg9/VLbAlMGAi6AU8rMR5UsR5GZ0XvgBZ98PxRakmVRJZ/sm5LGltC+6WF6Bw5x8b/YQtsRS73nLYVBoR0C4FAdUbJSpgGcHsD0vohQMO5hrUEQnmvz++azEuoahNcbhsrCsNi4Z83vZxwqER6/uZ/6mIGxGRryLr5ffRecqyk0+YE+ptDEWzsc/OOnWH0ug+N9WudNoyZijJS0z5mkdfY0xeEBR//0KYqlgmz3ZvR0h7LdhiSCEwOyjTsxuxLU0UWMUoiNLaIDx+l+8qvMvHYT02/abo1cbVi98zj50YzZN24Z+4wC9B9aYP7z+xk+tcKmD+2ld/FMjeANM4799SFWliXZgyfIFwuENky+ZJqluxfIt8/Bak4rXyXekNJ/dJml97ySfMeGSqyrci591UZh+OMdr+V1r3sdd955J2ecccaac/p2tu+oQWCM4ZprruGbyZDJ97wFseRy64RdEHVi0L0SCkG0qEgWBEXHkE9qTEvXKmYG5EBUKR1laiyR0FUrTI9LWkdAGEP3oGZ5q6oWZB1B+7Bh8tmcE6cnZJMw8axmOGW5BN2DmmRJk3ek6xAoUkHRtoZAmdjFveiIStBHZjV87/kBlj/gsxLqjAMjjeUcUGcb2N9Yo8gbPGooKFNDvOS4D4UzKmJr0PiQhZcS9s+TjmstgnTeVGqGwrhKigWYpado33Ur0RkzxNeeRntjXMWRh2VEriXF158j+9phlq55A2W7ZPLLX2N2U5+p7zmNyaTP/G3z7Lt5gDy6iFzoo1sJpBHH33kNctClnCgRrZL2sYN0P/k1Lv7FbagdE1W6VXNSCRfuwnnu0kGXwNjF1Tc/cfqJKG8s1KEn5Y/TNBT8A+/DESMSq8Fk4A2CSJbVxNXkFazHN/CtKa/8fPn0oY683z5UeGt6bNV7Z0iM29b3s5+Mw/PJdLTGyPDXUfVB4/yHZTTiZeZaUTw+z8of3kf6/RcwdbZVb3vi6Bybp2yOfFgwajWLWVjsYLQgbee2FoGH6t3kKFyYYXKyT+zUCpWsERBfBbKf1SmYQpiqmFRRqkrhMJSOhjrjoDS1IBXY5zTLI7QWxLEVykqi0CDQ5KWkPDwg+a83cN5vncO2yWVrJCFZKawmRioLclMX2ZLCjCx8zXuYO7g/XJybC/96i7b/zm8bjnN/fN8/ISfAL2TN75v3/2TPl/97PaPAX59vfgz65863zBlTkagNUykMZQGP/8ydAMQ7u6RnTyMTQbqzw8KXD5E9sYQ+YyP5Oy5mddiuMkakssWqjBZWPVMaR+yzoaX2/v20/vIbbHr/bjoXzFTHHOE5BChffd8CVdL9qzz7Hx4kOXWCeGub1lzMljfMATAcClYeWCSZSxDbJihPDBjec5zBiZKlO07ASs6mN25k/80rLP3gaymLqFpHbJ0NXS0Yxgiu/eohHnjgAb70pS99R7MOvqMhg//1v/4XDz74IFP/7gfsAyhBZGASKDs2dhj3Mpv725WszkkqVb7cvRc2Dl+6WHv4PKi+jeMnixCvGrcwGtrHLWdgaZdkOKfJpgRLu2PymRITGdJ5hRoYevs1RVuweEpEvGyIBgZRGowUtmqhNpQtW35YO6n2MGNgRIpYOkRAWpa/DzXUugA+lbC+Dh0bTGzRjKJrMxqyRCBXJfGKoGhZaFMrLHSpIeu5/Q1ZU81QR17AyJB3bXYFKycQD3+V9rvPRF681cVb7Q8yN0EJoLjxWbLdp9C571aSx/cTpbD9h/aS6AUe/tMFhnccZXj+Oeg9OyCWlLJFOT1Na+UocmUfu8sj9O+fZ/nBZfa+Z47eKSnzLt3LPmiBt9RYhMvACwkX0nETYBWjDMeBqOsPhC32MXbsJKeEIRZFRWL00KdFJzyZbDQU4SFNJQy432ECb9O9SGHWvA+9+upz106GEozlQwjttBbq7A6w2kB+3/VkVkvRhr+PfP8aiQ9xAIHXaqprL9w9CfcRGhvN845liTptkvLavWR/+RCrv3AZGsVMb7XS328nQ3KtbNGeOKM/TEjiguXlFmmrlqYtCkmaOgOlUMRR6WL9rgJkBVfbglGRm/xD1MCY0XRJX37af++/i0St6iilrWshhKGVFhW/wDPeY2XHQry8QvT1J2hvS9nQXbWkOFMT+4DKGAjvu+9PXy0wXIy9IVwt0owaBf56w/vVhPlD4mF430OqWBVGClNgg/OzgW93v3383xh3jXLEYPfPXTgOJIYSwWhooR5H3khdk0ZJPTcA1fzQSkra500zv3Er/cwg9/eJyiHypmcoZicpfu5ycpmS933lSmfoFQrhhI2sdoSshKcMkJ2yGXHZaSx9/RCt82erZyp8tnxr8iKqNmWzZbLHl8geX2IFYHnIxNt3IyND+wIvXGSskNGyZvFvDtmPBGy7ZpqjN54guuc5ynN2BQR5YY2aYHz82q/9GmeddRaf/OQnec973jP+fL4N7TuGECwsLHDWWWeRvP9y4ksvJV+JobAiJJadbw8rugUy1uhMWc9AGlsO1QjH0hTIobSLa2RAgexbLzpatcbAxL4SNTQs7VB0D9lQQN4TDOasN7+6O4fIoFwtdrmvRbIoaB82Vf7+cFbQe1ZjlKB0iIAnEJapIwQWrhxxbBdppH010sbvwaUrurLClcWnQTreBMaSH4V9ixo6NcTEWB13aZCrtryzcZrwMrPkRZ/l4DMqyparvJhZ/oIa1uiBkVZuubM/R+//KklvkdaPXTJS5tQTfAaZpP+vbgAgvnAD06/cwIbTI5bvWuDZjz0LgJ7rIo6v2OsBFt5wJVPPPYp48hjtrQlxClN7U7ZeOUEyG7NcpiMeETDikYetipEbucbTSRtkw/A34aJqF8NyDQIQ6hgAY70TbSTDxrmGnpZHLpqe0jiuQnhusD7SEVagG4FzA2+t3t8opN80Mvxn2ggnvmQXLs/sHgd9hl7xGg8omIhCxCCRRfX3sIiquHp4TnpQcOI/3YVZyojPmaVz1VbSUyc5sDTB1oklCi2ZTvsUWrKQtVFCs29+mtKpA3phoDguiZW9T2lU0kuH9PN45Hoiqe3kHpQH1sYu/h4h0IYqxCCFcShF3Q9WptlUcrmeeBmWsy615TCkcYF5bgH+5x30Tuuw9x0zbN5tF/9+GVeZBkCQdeDFtF6Y4M84g+uFFM8JtwkN6fUg/Oa5NPk32oigEFhtaPhnxz/bo0hW/Rz71nyew23HGb7NMGBZCp76Dw+zePk5DE/fgRCQJAVZFmG0HSvjwk3Sid0BliQYlQyHsR1nwpC2ctLP3EkvHTL3vXuIA2XH5v0ZV94Z6v5XumT50RVUImltSyGNqu9DYnPZLzn2l8+SHc/Z9l1b6O5qcfjLx3j6a4aFN19tUxZ9c10VxXbN0lry/5q9/NzP/RwPPfQQU1NTay/629C+YwbBL/zCL/DRL/1vzvyNd3Dg2IwlTixa7FwOLFQuSmEXQVV7V5Yk6Eh5uVMidIujiU3FRI5WBfGi9YjTE7YAj1HQe8a4okR2gVzZqSnbGjmZV7rlphRMfLOFTm04oUysTHHruCbvCHRiuQO+/K+OqCoDCgfle4TAG9+lS2s0TgMAsDUXBrVhUT0npv4dWA5BetwiEcWEMyjC7zNLfPK8BSOowg3xsh05UR+8JoJPV8wmobvfUOSHiQ/exOQvvazy5nrxsKqmtpyndPMlkhSiRDDYP+DZryyzepMVhhKJxGT1wysigUgVnVNa7P7gNnrTVHFUbQR9nTAs14JP40IHwAisn49ZxJoEKKhjpOvFN8MWphl6USPfQng1NApCLgOwxqPy+2uGJcJzq48/uuBCPWk2J/hxi4bfLvztuNQqH5oIMyUqjoBDUJr54WHqV2gkNM/de7Ye2g2PF25nF3QDx/oMrn+G7M4jTL1xK+WrT2dDe5VBGTMZD8hcqlwkNIMy4sDKJFkRkRWKzBUk6qRZpW0/1R6wmseV3K6ziZHCMHAGgQ8phOWgw5TLrFAoaSqDQMnRMIJHDoyxUslKWBk0bSxPQX79KbjuETa8ZgOnf/c0PWVluoc6qkiFa+B3t/CNg+ab91kHYzFEZ0ZT+cYTZ5tkRd9CI3a98ek9+dAAXi80AYxsV5/7OuNmjEHcfHbHhfgAypWCp//kIINn+iy/7yqKVrvy8oU09v3JVi9hF1Slaj2JsnShIKURjx4h/eQ3UDsn2PGjexCdeF39hPB9LMvqGvx1NlFHP/9JYWirfM3c4nlV87ce5/Hrhyy87TXI9phMAt99BoTU7PrIl7nsssv4jd/4jZNc+LfeviMGwRNPPMF5553Hab/5bnqnbmZxkNJfTa2s5kqMXJVV6V9hQKe6ShcURWNg+3h6BDj9AZNoxEAiM2sYFF1TvTeSSgsgn9LojZllbCpNkSuU0pSlRA8UyaGYzn5BsmgqUQgjoOi6MIGD/mXGiDphmWI9dF81UGIXeI+4ed5ABQG5bZQtuazbGpEJy4MAkIZo3g4gNbCSyTo1Vv/AT1LSXpNHIlXfhiDUwMopR32HWuBKLksYzmo6+yUmm6f71S8w/WsvxyiFEr76WkEsSw71J9jdO47EcDTrcvjDD3Nipc3yZRcycfPtRIcW7DG7iok9LXZfO8XqviHbXjWBkPWCUmKFWDxvYNyi1fw85A34phHVA+eLwTRj9esRr8bFX5sx1dDAaHotTWPk+UiIzxdzDSf4cOJbL9/bX1/TIwmPG0ouh9uFBMFQ3yE8z3HwZxacS0gcbDZtREWAayIV/rNI6go9kMJQPrPIwv98mInXbWfu6tlKmMr3u9dvONLvVcV2VoeJ1QMI+ALdxBbjiQOkxL+GRXpiVVZpitrUZahjVZIVUYUgeOPBb19va79vRUV1fbmWlE8uIP/kDk75wA42XdJhMupXfbZcpiN9MO6+hhkf6xl9TYPAfjYehRrXxnnd4xCHJkIXCy9wZLkMTU5Acyw2DeH1jJHw2QizCU5kbaaSwci2XichfHaf+R/PsjQvKL7rIoZxF11KykKOLJJhq8pTB9+n7bwqlBfWs5BSk+cRcjig8/m7EI8eQZ06TboxQUynzJ3XJt3RruL14fOQqoLs6JBnb+qTq4TtewvSM6cRSoxFQNMgRATW8fDhzMFjSzz43w5y4oeuRRdWpCskFzbff/qcN3PFFVdw//33s2fPnrH9/ndp3xEOwS/+4i8ydfVZ9E7dDEA3zaz2uZYsaUF0LCWf0hYB8BkHkQaffuE6wLiFHQMm1tDStiyqsAu3KRTZjN0PxqbzqYFACkE+qdEbMqQySKWJXf3zwpVPVe2SbFaSHovq0EBikYWQL2AC51QrxxOI/EJuj2kiU+kiVIQ/ZSAXFtVw1+IlK3UbawwYINbItKSINXI+trLDsYFUU7ZBrCpUXzoOAlUYwXMWwPZRmQbHdimarSOS4ZyhbPdo3xpRPrNIvHeqmpQKI4kp2d5ZqB76TekS/bM6LF63gFwdEh9fZNtbZpFZwZ53zSGEHdhTp7cY6AjKeiLSAeTftKihnohk8Lz4ySjMPPBw4UjudQN6lYwS56pJSbhKbYKRfa43mYZErjBta5yhMR7mXAtZhr9VoqwmT78Yl414s++TMM4annc48Xpv39c8CPuXMkKLegL3nAjbP2oswx0gkYxkU4QISHNBG+R1qV6fopiViiLgiEwkA5Zzu0iqUybpvukU+jfu48TLtjHRG1YKfu2gqFSqCgZFRKpKpCPyee9dAlmpKnQAqGKsBqqS1D7m740BoOIHACRRUesSiHpxVlKDlggXZqjUCp0xoZ46hv7ju9n2XZs45SWKlloFsEJCjBYIikVZoQVhv/n36zWFdmIMa/P4Qz5HSAhdGw4aJcP5z3SQxRB+3ySeSqGJqb36kLcSNi+RDXWKIsF29fga5dv4400lg7Ghj9AYGJQx/QcXKL/3ZZhuSqQ1mRa2sqYwqFhXYlcYULGrWglVAaqwFzwPxWePRJFVn9QyIXv3S5AnlikfOUx+YhXz2JDlLz2HmEjY8vYtTF4yXfWbFBozKHjst56i2DhFKQue/upxWnNHmLhiI53dHdpbIoS04c5Q7Ays9oO/dwB6Uw+5OiQarJCnPdY0Exg6wDsf+hzf8z3fwy/+4i/yyU9+cu32f8f2bTcIbrvtNj7zV/+X8/7wQ5WiGKUiUvahNf3IFtrJ6wVOrUjKHnbBn48wsbFZBspgClHpmsvYPXyZVXTSLW1rGTiFv2TVphzmPYPuaJJWDcEMBnFVwQxh4SY5kbNyiqRsSeKlIGPANz/e3PPgjYHS10qQxpEgXUEi9xtj/3OSxNKeZ1EP3kqnPbbXqB0qEi9KhltzZLtwJWPBJBIztGGFMjXgSi3rFJdS6BAUF76QBQw3aVpHrSVddjUmMeTnbSe7/RDpqZMjErvgCGeyJJXWK5rcEbG/LOndcTc7rpli7z+Ztp6YKyUZeh02zl+MfBbGFUeIUGJtylS4mPtJoq0sWaIIFrFUhvE1iRR2ovTbAiNKcX5/nvzkW+REZEKFOAkuZ3utpxNOVkrUaIW/9iYJyt/jcCFoFnzx+1p7nrV0rEcZag5FDUGNauLXksLNmC/UCItSo6WbQ+MmliXS1PehmT1QebbY+hKFkbRU/Wy1VMFqYXkaiSxqiWT3T1w0x/Jnn0I9eZTD0zFHf/9BJi+dYuI1k0zMdFkqUqZT63EvZylJVFYLd4WqaImMrKhTXtbGR+I8/LAwU50j34xbu9LN2pc2DkInRhBLTaTKkfEiTUH56fvZ8Y6NbH/NJN1oFYlh6KvyMYr0+P2NhLyckaDQVpPAGyIBsdNzD0IkwX+vxXgvPDxGbVCs3SaiZBzSEAVjdOQ3a9CptSGJJrExtmzmkWcD7FxQPevGVjgNw1/jju/PW3RiyAq0lmSZIl+2E69qe3lvURX20q48OdRTuBTGcVOC0t9A7NYRL2Gd5RGmO416yaTlJACpGCIeOMDBj9+HwNA9fwrp5v3VIwVmOaf/zy5FtSXZqqa49RH61x9BHHuGaGsXtb0LacSOCxTTZ7YoVUx+dMBTX+szyBXT53aZ3JOSTGiijS3UM8cpznB6/mPsRqFMlXXw5Zdu4Oi/+CS33347L33pS8f237favu0Gwa/+6q8y95ZL6G7sWJ12d/NLb4krg9ASNXALnFsoxVDCEOftGkRqPXotpVUaTDRGC0wh69/o2lhQjuxXps77llbiUmsLMwkA41QHhYFIWz5BZBjOGJIFYRUEU0fOE1guAzatTyemKrksjEMUFDZuDxW7FQOysD/WkdU2QAtMopEDey1G2MVRDCWyW1AuxqhlxXBHhkzsYBVuG9oFZawROqZsWx3ssuPCCS49S8cG07L8BlHYz/IJQ9k2yJkhZiFDHl5GnpY4vf+8snYlxrHv7ULZ1zHD4wViWDDVzdh57Vb6zgIaFw9UwlSFgyxEsRaS9F6IjayMpslBjQB470cFnk44ifrmiqGtUVTzk2IY12u22C+6YtSb0mZUGGncBOxZ9vU1BeiEsFdk91lfuW/daFhJ00ojK2+/3rfLf3dZBKkIvQtX4lhASIjz8GQzWyAS/hpGwxneO8kbceLa41sbvvHxUo+e9OIhq0VdnKcqIR3lrBYJLVWQaVWNM4CiJelcvZWlzz9L9Ord5PM5+dGMu3/lCS75zdOZaZecyDpEUrOps8Sh1QmkKq1EszBV7G01j+nEeeXRe2Qg9MC9Z+hVDKWxxYl8SKDOOqivP+RNjKA7UlMeWaVYyNly9TQ9NaiMqhJZGXrheG0aA/678DUczz7MooweETcKjQUp6uyXWIQkPlGdizc4xrYAefBiQaGC4Ghby3ewr2UQ5ho1EDzKZ/c/isqFY0wK60CNpl+6kEzDcJcYZCIoFjT9lQS9EiM6RVUTQCpdGQAKu/CHs45UGl1KBFbxsjSuaBxU4QO/+Oe5coTWQA8hUegLdlJEggOffAD++Bni06eYunCCTS/p0dnVovzqQ+jXnYVpK/JXn0352jMp+5r49ieRRYFZyHj8jw4hBjmdsycYPrlCsWEC3W0x/NKDHALMaXNwZIiOIuK0IB+uXZKNBhUZhKsiGm/q8OM//uP86q/+Kl/4whfG3/NvsX1bDYKbb76Zr371q+z9gw8B9qZGZYZ+fJH4UEZnc4uF3hmYgUQnuJKPmjISyIGLdTp9gSpvOLf+E1pgcmnDCpEzJDxyMLAljvNuWcH38aQtsqJ1IAzjX4VBCEhbOf22wkxlLNEiWRCWPOgWfOWkjIt2wBPAfm9DCi5joLTIhCUhWta/jqlSDa1yoHDlkd37TomJoVyyxoDZMqj4Ar4ZIzD9yEk1Q7TsoQqc4QH5VGnDEwDKUCxGxEvCVVI06MWEmVtuJWFA55Wn0HMV0qTw0sBW6CYWVpI2lQVbr56kPzXFeZcMWdKpO+So5x1+JjEj8Uff2iqvJsB6ghmdPFMn5RvyEHyrJj9TT3RSGGKn+hZOmv67UssRtrfCypB6oRi/XZgn7j/zLTQOZPCdv4ZQddB+7s83MChswqj7Xgb97WBZYcaSuyLqCddrBoQpj1KOLjq+gA2MssF98/sIwzoxo/1p+5gRdCxcFEZJnbpaCCsOg/udF68K0QOwSM/cazaw75aDzJY2PWvHe7fxyK/3OfFQn7lLIra0FlkpUqfFL0idp55GBctZQqpKwkqQrSi3BEZ8KMleUzvO6ee2cmasSvq5NV6yIiJyhaSUKunsP8TglgOYTBNPJLA4RM21MFedSo4EnRHNJpBKTGlQ2ZBOJ2Og6yqf9p6XFUoQfhbyBZqvakz/W+PFrNmPH+dhhU3/TNl7LcYaAuGYDQ3lisgX7KN5zKYB7lvUGAewFmUYqWMQcH2q8JbQaFGPRaCC1kNeghSGqctnyb7+COKCTawKnDy1Jk4KR151+5YGo53+gJfkdgaCMfa91rLij0npeGSuvLWUugpBeeMzyyyxtTh3O8U52+gsnqB8+CjHbj7MsU8/h4gEaoebiv0jZASqLSmuPN3tWyDQREfnyR85jHlVm/KC7SAE6sIdmJUCvVJQnrmXfO8WVDna5x7wMcbNScZUFT9//ud/nr1793LLLbfwile8Ys29+lbbt5VU+PrXv557Zgfs/dDLXXyxZPlf3ghAsiEhO5qx9GOvI1vaUBUoMrFBDq1qn5fwLVOD2TxEZwo1H6ETg5wbUi4miMx6Sia1xELhQgrqlBXyfoxQGlNKetOrFIWiyGsYuYKSlK6KmxgjKHJVF0k5nCI0tA/KSv/AogU2ldBD8z5t0giLSKhVabdzOgRI4ySPbcggWlQUkyVyVaI7GtEuMFoQH0jIZ0pkL8eUsrICwYZG5ELksiwgWrXcCFs0yfVVS9u+aJWYTCEGzlsVIIaWo9F65CF637iP3f/2PFpdMxLP7kbDSmvdL8B+ErLpVAlhjN8r6Pn0M1+oJ1yEvGHQdnmS3nuRwows1EBlECihKZ23OdRRdT4+v7sJo3pVuNBjClO+PPM7lUUNvQYLSKGtVxX+3l5HvU1z0vR/NyfgMPxQ70euSVOMXWjGe0hVHYeAx9Dcfj1VOXsNqjJuxqnEhfyD8PNqMW8Q18LMB9mc6EWdi15xGdy1NJEjP7Z8JoE/3uJNR1i64SBGSHp7W7S2tTh2ywle8ivbSVIro7xcpjy1NMeJQdumUDrjI1QL9AW1wJbOHhYRaWSNkFiWDMvIhhwGGdmtB5FPHSVpC8rZHkWcEF+1g87n7uboLQvs/KebKRdz2lOC4w8MWHxyiMk0eqjpfc/pJJduZvH37mbnSxPOvzYhN4pcK0pklToaGpths8+JHOkD29/1Ihk+d/7zUOEwHIMhEuG384Z087j1/V6L6jXH8LgxHh6v+dvmduFxmlkSfoyPUyBtMvXDcZRrRbla8Ni/vJelD7yGYsMUSVJUxEDv3RtTg7OlJ6T78EBw6d7B9NsbA8YVzKr4BkZY9MGjGkqj3HwcuayXUkvM0wuwbx51+TZykVCUiqKUlcGitawqb0ZRiS+WZUMbNVKlD/eZ+t+3cOyfvhadpqilZcoohXZcbROGCsDuX0U2ZPLd38y57bbbuO6669bcp2+1fdsQgrvuuoubb76ZCz/+/aSOoVs+sYBMBef/+9OYnNTc/CNPQGHQU4X17nNb8RAsmz+f0qhVab1tqBZXowzlUmw969SiBSKToCA5LhnuHdBy+ZpGS9LuwIYKyjq2GN50e7PseSulq5tWGsHqJihXI4oFa6QULc8TwHn4Di1wBo3/pyPrKelUQ7tEpaVVyFq1cLsRWL5Ax8YcTD9CdAqbITGU0MMaAwIbGvHllv0zJw1Fx/aFSYDS1oLACFtSMykppUHryJ6bNJgOiJUIOSGIpmJ63QLl9ue9vliUdFwc3j+gTWMARuOKFSQfxONttoCL1VUkCzfpUVaLuV9w/WLtY9x22xItGl6p9udrqonSIxlrYrXUsUIPjzcJXl5TPjwvf80AOQoZEMVCYyLcbpQjMDqh+5bKgsKoKsWohmntZOknSU/6axoG/nP/3g6k2ntTaq1wTfjbii3uJ8zKQxwlR1YIwph73LxW/51HPAhSESujpRofdV8VRjLzillWHlykf+88xw8O2PSaGZCCYzcd46w3tFkmJZKaHd15TgysEtnSMGG200cJa7ynUUFWKgZFzIb2sg1LuOFWSzyXDJbBfOwuWrFm7rJJ8sWCbGGJlQcHFHc8y9Ej1qjYc02nIsrufO0Ez/7tMq2tKXmpePT3HyOeiem9eivP/u8n2POqLfS6JaWQlKaG9oERVCpsoTHQfO8NAW8MNw3fcPEd+c5tr9AoAaVYm4Ya3qc158QogtEc001DYNz4920UrRg1BvwCb8f6KIpV79uOR21sZpEPgw1LyfHrjsLGHmZTj3aaEbswUqhZYRd3d26Rdh5/wA/RFgnQWri5XxCq21kUoa6WiRFo6a7ZCVwZY9eJYR6hpCHbNofcPmtJjm4fkdLkhaqyEuw5WCRCOaVLbwxU96edoo8NmPn9z3H0x7+L6f9xHcXcJAvfd021TaXaKSxQWmqLdkRxwU//9E+za9cu7r77bi688MI19/lbad82hOB973sfNy0/wJk/c1V10cM7DiHv2Mc5/+IUutGQG3/qGRbf9Qr60xvtAqsFYjmy3rbEev9TOSzHmJaVNJaryrLuJ3MbNiiEFS7CwvOiFKjNfdJWXhUjARsXMlpUnr+7WsAtDM76U8oO23ZiWdNZqVhYbpMtpKglhU4M8aJly+YTJtyNJUZW2gigeyVRL6fjyrWWpWSwnMBQIXs5QoA+kcBEDkbQ6g0ZrCSIEwlm1pHjDDY04sdNIfAV4OSqsmqHqeVUkEtEoitDAoMlKOZuEZQGNb/I3BdvYNMbN7HlyskaMnQevA8heK8HcJ6gWlPSdQSKdiTEoY4qqd31vHcP53oo1SMAHZWNTWka95k/x9GUQYmvutf0LtaDvD0K8ULauJDCuIUx7LNm/Livk8pwChEJS0pbm2I2QrJsvG+2UKJ4nGzyOEU72weiMhbGpUg2jQEp9AgSEP7e739YRhVikKpiJBziJ/lMR0RCc/yvD3D0rw4iIkH7lDbDAwNe/gtzTOy2Wv93zu/k0GqvCgHNti2rP3eENCEMS1nK5s7SSHiiMJKsjBjcfZTF//M0vR0JZ/3YFmTskZiScqg5dv8AKQ0TO2LaG+ORRc7f836ZcOBLxzhw+4Cpnzyfhf9+P1t2GS55X7faps6nH/XYw77z/dkcF3XIR4+UlPYGc7hNuNiP235cW8/rH2foncyYaJ77OKQjPN56PAP/2VBHKGE4nnWYivss5a0q2+SZ5Rm2dRdYWlIsfuME859/jvL9L0FvnkYIUxkDYRlraxyY0ZLergS2wSpdepVCbUSFAvgzN1BpG0CNKniyIt5TlxZVTpOi/p3z+P0aAnVhLK994BEJjxwAFXpgjEA/Mc/UJ2/EKIFwIYNjP/l2iALjUoyiHfY8DUma86rrDrG8vMzHP/5xvh3t24IQ7N+/n0996lNc9tH32IfYODJTpikzQyqtaE13ewK3P0h+RYeyZ7XOmXKpR0MFHccenRliSoGJhRU0iuobKGJtiYVg4/OTueMEGLRWFWzkB0f9iru5IKPShQxcBTNTC7NMpgNmWn1WphLSqODIcpflhTZmNYJUEx+KKVPr6QtluQAMJSKXTG5aZra7Sje2i/tKnrBfT6HT0mowaAGTuS2pmhS2ZrsW5CcSzEBZLoDPXMCmzxhARCVmoKyIU6QRsSXUGBdPMlogpEH3nR52ZKAUJAcOMvVXt9A9f5Idr+ggZJgCZ+FYv0D6ySz0sGNREpvaKPBArYepFbp69Z97z6dJkLKLgqx+6+PPGlEtkmXDS/Wt2i5AE+y+y3W380aBNxggCCm4c2k2HyqpzpW1HlvTW67PxV5Pk9eQBP3jX+t+bqaJ+ThxqGq3fu65J2oCVSpMSNC0x5JVv1SkSFEbCx6VkBi0Ow+vkxDyFEJWQDMlU2LoRpk9Z2mRgcjJ/PqiVX5xUP0BK/ctEPcke1/X4cmbMrZcM8tX/8NR9lzT5dx3T7C7d4wj/S79LGayNawMyrqUsaAT51UaYgXxYiieOMH8Jx7nrA9sYOtL2wiHFPn7Frdg+6WWFxNC555Tkgpr5HajIelMhChLUqVpv3IbRz7zKOK9baRwhlijH+zYMdXzFI6Z5riw/bj23saytEhXYGwpURu/zXHb3KcfW+Xax2hsJoJ/Zv1vm/us+naMcRC+L43bf7B7GYRCRjgECDYkK+xbnWZze5FnV2bY2T3BKb0TLDyb8cxvPg6xJP3uM8l39Ci1pnAKgwQhVWPsYuzDCB75lcJUdS60NAjhpK21qJxE4Z9jIyqRI+FCw146WDijAizyXJSColBEUUkU1edRlpJIWdXM2hAYnSO0lsTKPtdFWWe55DvnWL7mYnrX31ltu+ETX+LEO68iT3rISI8YAyoqR8IkP/dzP8d5553Hb/zGb7Bt27a1N/1FtrWz4rfQPvrRjzJ3ySlM7JyqrOZCS+TeafpP91l4rI82gnM/MMN0usrUp29ClrnVB9h3iM233cbEffcicJ0ZloOMTA3PS4PJ7MIpWqXN4Y81Sll9AaAKFegKHQhO1IBU1hiIotLVUvcV0mwt8E6UMZEM2NRZYiIesrG3wo4tJ9iwc57ZjYu0zp4n3rFCZ+MKEzsX2bB5kc7mFXacdYjZ7ioTyZCWylnJE7JS0WllxM6qlJFGRpp2O2OiPWSQ2ViR7hXW6HELvYh0lRopIhcWiAy4WtnCKaxVeg2ZsvyDtLT/Ik00WGDqi19j23u2ccGPbiSONIksaKucSJS0VU5HZuRGVSlUUUBcCmPrsTMefCZCGJf3RoGftP3nftHvqGxN7q2t114vRHXevF73nz+2b34y1dRM+tAT9scYZ2D4SXXNcZwxUB0juEb/N4xOkv41hFqbpLNxsK2iviaFHkuQ9PfBvw8n73A7e3/GSzxLRyr0xE8pdMX7WK8p9yzEsqz25Q0eieWfREH/h3yEWleiNgh9qCISGiEF/af6JJOKLS/tEE8qsiNDzvzJ7TzxxWWO7BP01JCZVp9OYh0JLzwkhCUZKmnvU6FlJaoE1iBY/eZxtl/VY8flbZQaXfDC17jJ2A8MU39PNp0ZUR7uo5+eJzlrmkJL9n9jQH9Bc/SRnPn7VzDGVOOnozI6MqOjsuq++Xs7rvlx2OSxNFEeiRsH7jUcs+Na02BtogV+3IVjL/y8ut/rjLnqPAOEwY/f5rWE/Q4WWfTP5LbOAgA7uycqI/PEDUeJL95E55evJDl3jpa735GyKaFJVNBOcrppRhrnpHFRn6fz4g3WeMxLVS2ecVzQSnOStEBFJVLpCi0AquwFAdVnzfCCcah2kUcVh0E7CL/iqQXb20Xf8xxqPkmVIqslUVSSXbiH5ddeBMBZP7GVzWcrZj71FeK+LQpmdM2r9oZLHJdESvO+J/6QV7/61XzsYx8be49ebPs7hwzKsuTUU09lww+dy9TLzxyZgAsjGXzmMZJDxznvn+8giTRCa+75nYMsPz2knGhjjq5amraBEz/4JnSvjZBYZEDbGxIl1rLyaYdRWvsrniDob1CR+8mDysLznSilrkSKWnGBNrZgiV8Ip1t9Vyt+LewHozCa/066G+3h2/lBm34eVySnYRFxYrEDRhDFBUpp5nqrTKYDnluYQgjD8krLDqrCefqFrK1WZTBFTTb0xoApJDIprSaDAZnUQi6UJRv+8m+YOS3hrPfNArXHHy6SHtp/aGkzp/aOVtfpJ7OQAOhJVH6hD/vEL6J54FX6vmpJr0wXpnat5SU0m42lyzWLehMarzIH1oHHR8l4a8/Bb5MbtWaC9ehJKFVafRd4l2EWxbrXs048t9m8Zwn1hNtkg4fHbZ5D896MnsMocvBCWhgmGBfi8HLI/vOQoBiqTUJAVpwf8NwnD3D8rhW2XtHl+CMZmy/vYQwc+Nt5zvvADLtflnDbid0cXJlACMNce7UyWlfypDpmGhW0VE5L5WgjOfgX+5lUfc753unqfja96iZq5O+xX3Q1gqWyRSxKHv3cMvu/usKGf34+i39ziInDh9n/jWG1r5nTEq74VxtHxrQfaz40Nq5VPIAg5BUaxr75bcK/w/vSDJc1Q2In8/6rezwmjBD+rkkybI735r7HjdnmWAxLPtt+0izs1zz124+TfveZRGfbqoF5ae9PU4ban2PuMgj8ggtUpD4hcMZErTtQaGnJ5oWsIPwwfGDfOEfSf9DYQChDHJdVtkKIVPjQhQ1fm8qT19oSDMGGMbyzqsuaCNm67l66Rw7xsv9nE0/8xXEO3zXg+Hteg+61qvOS0hZr8g5tEpX8P/3L+Nmf/VmeeOIJpPy7+fh/Z4Tg+uuv59jKPFMvPdV2tlsYCyMtIzPTrDzW5+s/+igrx0qMlJz3s1u54Kc3s+flkcWaXEe3n3uOVv8EUhZWbjgpiVsFCEO7bT3tpJMRxSWtdlalD4Jd9LVjeiqlka52Ot6TFtYC9OpWYRGUWJWkUeEg1fHGgBSm8oL939oIBmVMpiMGZcT8oM1Cv0USFVYq1ameeZaoz3+VwnCs33HQrKy5DVFtrQppLFwk6/zTim0aKHTJ2KIGYZu4+W4SVbL3XXMjVr82YmQijB0P4Pyp/SMTQQ3vlSPeTeQ8s5AMFXrUVZjBoQgtmVceTkvm1b/KO2l46L75SbL5mf98JGzQMCpOZmSMa8+3fRjqCPsmXLRDL35k3yfx6ptQre/7cR6ab01vcxz5y7dx43gccvB8TVLXaQgNgdjd+1CSdlQASlfHWEMkm25x6o/s4Kyf2s7CkxmUmkO3LLLrrTPMXjrJgW8OGJqIRFnkKSvcoqAlwyJiIh7a50srhkU0cn3dUxJOPNhf93rCseWRJ9/vfkyG7/e8vkccGbLPPkZ7WpCtGM7/4DTnfM8UMhEsPpOva+DGsqQjs5FxH+6/eUx/fuNaiGr5Y1Vk3AbKFjshHo+She1khmszHLYe0uDRhPVQhCYyUmhb5GlEHAkftiyrOeTAX+xHnTWHOnOWvFQMisgaAtRjuNTS/bMLrpLGqRDa+VlgHT9vDHiPvCpSVai6BHZpnUxPOvR/G5fWXTXT+Nt/HBgpRSFHUhk9n61+7551Z4SUZS2rjTBEkWZ4zbkMRcpt/22JPe/ZyIazYmY/dzNpvkKa5kSxTbeU0hJ6E2cU/G7vKwyHQ66//vp17+0LbX9nDsEnPvEJNrz6VLSKbedC9fAClPuXq21N4RY8IcgG8OSXLFno1Gt7DJYMiw8+zPJ1GVFX0dnVYmF2IyIvMYtDJuUqi4OUaHUACwNEJ2bwT1+LbqmRGIvNUbXWYZFbS9ELDNWxpoBE4l5TVThvPyTFiMoQ8BNfgbT51lqxXKRkTjXNGEE/j+mkGRvbK6wUCVOtAc8cnalupNd3XxykVi0NO850qep0F2nTZ4Rygk4BWmAKyy4xpagEjOwF2QuRSjNx/8OkD+9j+y+cxjM3LBMfW+SS93UQgV6w9zpCjwjpGPainljKAPaNRb4G4hxX+Mf/dlw7WREWgNgpHvp9rOVsN/aHYbRq1No2EkYQ5Qs+52rfjWYXkrUTNKxNFwPWeErjjIOT/V2dtxklefnJ2qME66WRjfvN6PFGUyXHfa+CVDEvhVzxF2QtNR2KH3kuR1jkyisp5lpRoJg8d4LT2/DA7+0n6kUcueEEmy5u88B/XeSePzzBxR8s6EYZD53YZBcdVdIvYjKtKjTqyEqXwki2d+etAqRaEyYfOx6baJEfD02PPIrh3B/dxF3/6QDmnmU2nxNxylVdlg4W7F0s2PHyNqVZm76aG0VHZiPjuIkENDkw64235jWMQwzW+51/H47Z5ve6QYZdb6y8kDEdogVVGE3iCKXliPpov0yqMdIvY8r5nOQlMwgpUEbjdSf8/kVwjNgtirHLaDNQla42RmBcCAEY4QwIYchzRemQ5DUL/QvwJ8Kesei05SKUJYCsnU4XtvYGShjCjiJfcEm7MIQCaei/8zLEn9zMg59c4Kzv24z+gwOYT32NxfddTdIqKJVXaTTVeiIjxXve8x4+8YlP8PrXv/75L+Ak7e+EEAyHQz796U+z4VVn2sXSWW8jMM/2KQAmdqe0ZyTCaJ754gL3ffgQw9ecjd42xcT2mHO/f46X/8pmXvd7Wzn3hzew4ayELfkRtrfnOf2sIdvOjTjnsoJz3trisp+aQbQkrXueAOoF3g4GKtEKYwQqKh1ioF3YoIZ1QuJhoeuKeEBl0SayJJEFXt63pfIqxjqXrrChtcLm9hLdeMhcZ4XNnWUKN6mkqiCKSiY6Q5vaqDTtJHeWrbVey1I6XoOukQJVayQIiTVopOUYIEC1nJqhMrbMpzIoVbDxqYdJvvwQu3/0FFZvP8bhT+3jub9ZJF+0C//RvFd5R540F0Lu3qNYz6tYb1IKF901vw3VCBuvTY913OffSvMeU/MfsIaLsF4bd03rXb//20+YLZmvMQx8WCqM2TbJmNX5B78dF/8Of+PDOf6f/6wZOx9HCBvv3a3te69m6Rf8NVLQTp42ktbjk8LyVTxXxbfS1CmV3viYmNEUA8PGvZJHP3WCLWdKXvbvtnPi8YwHPrXMtvQEsdQsZ5YIGLtaFt0os1U704z5fgslDP0yZvHRPhvOTcfHshvoUtjihthUeM+ntkgu/NENbL044ay3dFBCc/tvHeWxz60wLuDqjYpxC3eITqxnOI875/XItuG+xm0X/r3ecaWo0bgmUhiiJycLeTWRhaZB4cW8SuO0LNzz1S9jm6mUG/RQW+iWYHzLegGMVUkrKmhFFjnyz9TIdUhT8cLsZ7jy1TUyYMmD46+jSQZsNiF9hkHg+bu1xKc4enKjf18UiixTDAcxeW7DFSNk9xAFnIgYvOsyTty2wL7Pn+CCH9lA0l+lc/fjCGNQStOKi6oUAFi+3nve8x4+/elPMxwOx5z1C29/J4Tgi1/8IkwktM/YahXiVK1BXhpBVih449nIp+ZZemqZr/74k/aHkynF978MvWWG4tgqD3/uWRYGKae+TFK2UmbOhJkzbR6y9458HNenbm29oCC76znMhVsZJr2KHerVqEDQ7gzRvmY21LUM8Faje+ilJnEqZhhHVDOC6aRfeTzNh6F6aKSdiAqj2NReYjlPacmSTNgQQifNSaKCwjFRW1GBEDaGNMwjR3B0/ABhqkEFVQp+lRlRnbuWyFhjXEGWnl4i+fy98PQJzvrRLeg85+CXjlPs3sApG5dpTdtFfyZadfemVvPLjaq8lnASLY3NxvfM/hAVUM4rj0U54lE1J+ERjwRDGRgHqgrIjU+ne6HNxqXLEY5AiG4031fnI0YZ281YbPPv5/PKfHw8VFVsaikAa+KxYQvTw9YQzYLFvznZNrUSpDAV67uZ7TFO774+RnOhCLkBQYGdkNMxRr+gHiv2N2lDuTAW9u9U5kQbW5zzgxt54A+OYEq4+V8f4hX/ejMX/thGvvlbh9ArOZd/n+LWo3udk2GPVxgrCtSJM6QwHFidZGd3noMLOZ1TxugBNLzz0fMp14y5cLtY5mw7Q7DzzJ6794bT3tTl3j9eZP/X+pz97ngNByA8g5MZuCOL80m8/fUycMbuL1hw/bWMkx1frzXLja/hYDCqkdBUNmwiDOE2sdBVqqtXJ5RCs/jlw5hIEp0xE8x7DiUNClfZQi6yziII0C8lbb+XWqJLiXQ8MiU1eaksy19LksRyubIssnyt4NxtiuHIY1w3tz9dCnIdVTw1oAprlIWVQRauwqIJMmMAZMVn8LwCW6SpyBVRXFhewlyH1fdewbMfvZFWF877wQ3c9V8eJn3kOfJ3XISeapOoUaP/55f+nJmZGa677jre+ta3vrAbPab9nRCCz372s0xfsQuQ5A4ZyF2cr2JSiojygy+j+NDLGP7z11L8zNWYn7wStWOSWJWsvvxsTuzZw+PXrXLrrx9Bmjpu7Y0BqAlrnqS27ZU9NswMSf/oVuTKgNil8gFVFkFo7flwgY/hS1fRzA+FrFRkOrKvpaKlcseet15OKosRtrw3GvplzHKRMp2ssloktWGBJTxNtgYIbLWtbpLVyICW9IcxZVkLKFmyiUtd0S5c4QaJNxyiSNNqZ5YY2RrSfegJ0v96AzNpn4v+zSlsuSDl0P89iHnpTuLnjnHmW7tVH4Qs6vC99zSa3ki40DfjpD7kMKEGpDInlXkNJfvfyaL6N655wyD8t14rjVwXHg3PK2yhl9c0dtbbx3rkxOf7rTeU/GQa8jV8THccCjCy7zHGwjjDYRzXYOy5BuGEZsbEuOa5H80aEFXqopEVCuCbRwR8iC08J//PZzVEokbbUplXKoTbL2vzql/fTGejYnC05MFPLjC9Q3LVr85x5NGSI//nANt6C3bSF7paHIalLbXdiTMWho54JURl1Ff9FcTa12u58RU26zEfUbDy9IBD31jhkS/2eewrQ44/mWOM4fTXpGy/vMXUnnhkP/45sh61Du7TeP5G85kJPXj/vpkVE7bmNYVIxHrtZOGyF4JawPpjdL2xWKNhtXqmR54AFr92lO5bdiPb0YigVVjKukIs3BwbIq0W5XD/XPYYUHEHvI6BX4jtl6LmY4VNWOR1zcdB+WSc7V8p3DoCfJWhoIUjN/rvfZaC5bn5c/DiSu3OEGMEc91Va+hsmKR86S6OPzCgd0aXV/7n7WzeVhD/2e3EJquu1xfr0kbxjne8g89+9rMv5Pat275lhEBrzec//3k2/fNXVBdWuBhNViiSiDodI02ROxN3AZYokipX0U9JeM1eslfuYuV3rufATctsu2pizfEsMpBX3u3GjZrOT2zitv+6SPL5r7Hy/ispSllJTdbwjag0BzzjtBKwcDcvhFNbqmAmXa2OGyrMeSjsqf/yBP19A3a+dyvx+RvpFzFzqaETZUxGQw4OJjje7zDd6lsxjSCt0cdUi9JaqkWhaKW55RIE6IB0+axKaYpCIbHGTPfAAXhukejJo4hjK5jCcOYH59h2SQslrNBPsaoRDx9h2wUxU6fE67KWxzHvm9/7iU0Hn4ccBGDsQq5EaQuWNCefACmA5+cVhOcWtnEL8xoUwx+juSCMCQE00QLf1nAOGn3QbON+Gx5rnJiLNCVaNOsajC+bO4IcmNHtwqqK4/Lew++asrMhwVGhKQhFd+p9hX3czGxQaIY6tvn8srBxYAAhiZz6oxex8ttrXHbHXMoFH5rh1t84yuRme26Ts/Cyn57hxn97lIv3PgFn7KWrMp5YmiNx+2hHOctZSuwIr+JbIJmGHAA/HvuHM2798CILT9fGbO+sHqt/tsTkrphTr0rYfVWbjeekqOC3y2WLjsxG9q8qI/Pk6FhcORxyXSMaTo5uNRGHJioy7v3Y367TwvF2MuNSirUy5dV4dnOA31dkSor5AqbSKpwbCT2aUipqY71ZUljT0MbQEu0QhLystUMMgWyxESRpTiaiWjTILdwCrBBRwAeojieMq2rnuthgjQNTZ7IB1f7AoQ0+7OvC2tWpurBD6dau+dU2SlnUILtwF8f/eB/3/I/jnPe+Kc7+wByr//EQ2fX3k7/5/Or621FOphVvectbeN/73ocxplJMfLHtW0YI7rzzTo4vzdM55xRyZ8X5m2nLlza11WuLCGrrr93KacUFIpKYXsqxBwc2Jkk9uYXpVX7Q5kbRjXOyxYK8b9MLpTQuY6CsbnoUlcSRzV8FKNzNVA4piKRmY3uZTmRV+2bS1ZEc61TmsJKx9NAKj/23fTz+Hx5h6cEVdl4Ucfi6o1atr4g4MujRi7LK0u8lQ4ZlZHOnVUE7yunGNr4TS00clRSFYrIzoJ3kNVs1k8j5ZWKRkSQ2VhRFJZ3F48zdeAfmD+/A/PWjbDtbcNb7Znjlv9/MzkuTEfh+83kxcn6Fc9/dsx7LOg96yOT3C3/1tywqr9/er1EvJvw7DAWEze+z2RSmmnhDYyDcz9hY9guYsJpIR3NBeDHQaXO/TVh4HMu7Plf7d4hsrPHM0BTzGV/+Z8+w9NgqorBeaROyDT38MD4bogTV9QUw6noM8GbziENoJESyzqMPF/wRTy3QpKh5C7VYlY/xhjFor2gZhuL8ONxydsSbf3uOc97aInVhhcmtivPfO8GDn1pkW3qCfhkzkQyr/hyW1sHItWQ+ayMV5Cs1Ydbfq6bnXfVXoGPhW9kv+OIvHLfGgICeM1BYHrLx4jZZqXj0Kzm3/pcFHvzkPOg6Y6CnBu66xo/fscazP0+Hkj0f0bNpDJ9sTI8boyczEvx4fT5EDtaSC+35joYKYFTx0x/fVkl1aYJPL4CAaMqVN3ZriS9QVQb8rnHX6ufxEd6DQ4BjpSs0OJK64mZZcaGyqo8QRaXNTFO1GJGKSqLYcr/q9wblRYk8Kxwg4BP4r3BIdJ226OY36bLjjM2M0w4hjqOS/tAiTkppxKYuyz/wKk4cEtz+7w4gi4Lz3jvB4BtHmYpXq1oaABPJkH+d/V+Wl5f55je/edL7drL2LSMEf/3Xf83MxXuQkSJ38LaP6ZS6zjLwzX/vCSKDPLIVqKQmzyXJjQ8TZ0NOfc+2qtpV0xLNtao16h2Meco5gkdvNYiipGUytj7wIPtb2xB7ttmbHMShDNBxEsVSWJGTiXhAS+VkOiJVhVWWc3GiqMi44988zeqhgqgl6GxUtHuK836gw8w2yb7fHSCFYXmYcPrUEbrKTlSrRcJyZnXZpTKVBecf7lxLilISRzYkkjjBjfzggNm/vgv91IK1Oi/bSVTm9J46TrGY07u4y7m/so3OtpgkwdUgsIuCr8JWGsl5b2uz4+KYiS1R0P+jXj6MxjqrycpPmp51vUb2dnQfI2p51BNhc7EP90lj+xfFGQi2byIW4XX5z0eOL+raAOM4BuP+HguvNr4fF+Ndz9vyXJhqUZ9Q7HrTJHpo+JsffoaNF7fZ9boJps5oWQESl/aYm7rGwgjB0OjGQl57YyHC4Kvy1YaKO8+G9+8lq5tBVJseJUeMgqoPRE1E8xUu/b79b3yNiDUER+PS/1zftWcddE9RjdftL23x4F8sceKby2Rnz6GNYKa1ynKesjJIyIqIXjqkMJLu5Rt58o+e4LQ3daClxt6/3CiE0Ry4J+fgbauceDJHALowXP0zXdJJSXejZMNpERe8u0N3TrF4oGTpQMlTXx0yeNoiAFv/yWae/epxDj+2xKmvbbP7JYooMaiwH10rHdoWPleSesE/Wbis2dYdo43nobndmu1fwL6fzyhYs29RC/D48alR9HUyctxQ12PxniWS8+eQvRi/wlZKoS4021TH9McauRZBlUlQnXXwPBgjrFqhCtKrA20A65nbLARfVVCIWnnQ89OStKCMJNkgQucKGZcIR1r3qfAqLquieSOaOMbL6xtK7YiObk20tRCqS7EGxXSK+OClDD96O49+fpULvqtF0oHooYNku08HIFZWUTZJBddccw1f/OIXufTSS1/UffPtWzYIvvSlL9G7ZDt5Y+H3MRt/YwyMLClVPqiDSMRKTnzDI3SeeI6LfnYj6VSEClLcwhZ6Ti2ZkxvFmW/rsv+eedQf3ICZH3IkAn12THnKDpK4sOciDElU4EkmsauiFsuy0kJvq5y2ysm1QomSbjRk8bEV8qWSN394E5MTddy9RLD4VIbJSlIzZFNvmbbK6ZcJ3WhIv4gZFhHtdh8hDCtFQjfKWMpTCm2L2nhEoNSCQkiibzxN9MVH2Hr1BHv/+S7u+d1DLNz2LNGM4twfmGNqd0Kr6x9m510FD0NHZhWiEc9AdyZiqIOYooP4S8SaBTiVeTUhjSvS4mH+EMp8vglsPQGcpm6//yzczh8vLNs7bh/V9mPCCc+XajZu23Hkw3Ge1PNBq97wWC910S/y2gikEpz+3TMYYzjtHVPs/+oK3/iPh9l8aZtLfmJu7fk0JsYKPRONKoxBwZu1ksknUVAcy6ai+r1nXDVRiXH8BE8A1kZUhnyzr/0zrRyvwO5Pjtz/VrtESMHSUc2m1jLDMmKltOJEaVTYKonDlPnVNltPSxET+zh8z5Atl0UVktP0LPfduML9f77E5qum2PXOKTIds+9P9nHi8ZxTX9Xirb85MzIuJ7cqJrcqtl+SkPcNj14/4OHrjrLhwhaDvuCOP1jgjo/ASz7Y5Yyroho6bqTqNsNozbGsjVwTVgu3PZnx7K+zGfp7IS1ED8Y9T+NSV8elIZ5MgGuE1yE00m3b2RxRfn0RdXQRs3GiyiIZlBGY0UqXzWyGOmzQCK8JgzACHPG6NKJCh31oTQiDcvuJvWEARBG16qHxaYPuuQnI3VIZdAYq0pSFdPwvGxKwvxklAAtsKNinKYIjPaqa8+ZDCJ40qVSJVKAv3Mq+Gx7n9O+a4rx3drjzz55mw09NcTDdQhLJijT5+te/nk9+8pP80i/90th78HztWwoZLC8v89WvfpWJS/aMeOB5KSsRkZC5aag9FntjnNxjZmh97BbSR/Zz8Y/OMr0rsvFNs5ZJXcGWgeUbixKjFNf8yw4Xv7vF1b8yy7aXtNDtpIrTaF0PmiQqiD20hCGRVtyk0IpI2EEz1ApZ5By/+TiPfuQA576tzeREuYYhP31KRG9OcPiLR5iKVivm7PGsa8khnRUkhoVhi3aUW3JilNNLhuTaZhwADPOY8rbnENc/wkU/t5kL3jtBlGWolt3f1KkJO85TTPRGxUxCYZ/6Zo4S9PxkY0u2WtvPf94kM/lra7YQzkwDUaE1i/I6BkIz3bA5oXkkwU+U4X7CbevCO2uRhzXnPMZg8JD/ybZtpm6Fk+Q4XkKYu77mugMDy5PMPO+iJp2ZquKjkrD1zRu46N/t4bR3THL0/gH3/+kCujTV89BM56ryvF1rZhSE4YJxdRjWIyyu6SNq6L+Z0eCvsUks8+fQTFn1/TZOpGe9li9o+ic0ne0pwzJCI2irvIKcSy0Z5BGFljxzYob0yq3c9afLDE6slQT2/1b2ZWy6cord79zApgvbSF2gpGHHpcm4UxhpcVtw9ltaXPzulOduXGH+vlU2XTlFuiHm9j9c4Z5P93nm6xn77ix45rYhT34tw6nQ2vN9AWGrptHwQjMV/PW9GGMA1oYdmmGD9Rb552t+3DRDF8qNEW0Em14xyewlPU58/DFaKifxqavK/s6KXK1vZBTBehFu7/+Fvwz1YJQ0lSSyJyfWBYjqBVsIR+CjHttaCyuU18totTNbql6aqmCeb97T9wWSPLHQ77sqsueP497X52b31TpzinypQC0POOXKDqe/OmH+t+9m470PMMxt2CwrFa9//eu55ZZbWF5e5ltp35JBcOONN9LZNE28eabSHRjmEUWp1izkVb4lTrDIseqV0kRPHqalcl71m1uZOdVCSs3JBkYHo4eSQjZv1uqw52URs7sUBx4z4LQPAMcfKCvWqWU91xafh1iHzjAQjx/j7l9+kgPXn+DS7+ty4VusrKYnClVwqDJc9oEOT31mnuVbDrOUt5jP224/NrZzYtC2FiaGpaxFv4gpjWSp32JlYCeezvIJ5Ocf5NKf3sC2MyUrz2Xc+CuHObGaIHoxJx4ajjUCwjh+LIuRz3xrCcfyDybbZhxTUTOi/YLc3N6jCyfLCDjZJLee0eENAX8e437XNCierzXh/3Bi9BOTHzfh300ewMneN/8eN/n6xW6cseDPq+IAuPPpRfZebzg7pRwYnrl+iQO3ro71usLPxsVy/YIcwvcny0gIfzfuM1+vormP51O+C1+fjyEftnA8dGdg12UR8185gslKtqYLbE1t1kE7ytk+sWCh3KggzxX7TzsPuXuaRz+zOP68KFk+rGlNiAoRW318ldk9EdHEaLnp9dApJQ3bzrNG9txuiVpYZWrOcOrVCd0Nipt/b4Ubf2uJW//7Cnd9tuDTP3aCG3+/z/IRT1AeHyqQQo88E+uN+xe74L+Q9mL4NV73wks/jzNWKycQiReu8s2HDCJZsmJa7H59j+y5PibXtKIcn52SOtVXm+XSIPgFLRoztvxn3vgQwmeXGdK4qLgKXrsgUppWkqNLSZ7V9QqAShbZX1tYWdEYQToxJI7KClkASyKULj0wVNX1XDvliiT584iV1fPwiIQ3VFpRQWtjQrp3gse+3Kc0knPf1eWVPzPB6nXPsvPOO2hFBXmpeN9j/50dO3Zw0003veB7OdKP38qPvvzlL5Oev9PqDODCAEEn+c/C95V2s5ZINJ2vPYS46QkmL2xhhERj1g0TNJnvPj4XxruGOiaVOfnBAYPZmSq9EFypSJeqoqSuZIoTNSqcMnzwBI9/5Dku/p4Op786xgiF1e+zKVexKEZSw3acDdsuiin6Ng2kMJIIa2QUWpKo0sXTtNMYsOxZJTVpXJIVEfGjh+juSdh0piWTHLx9FfbOEr32VMrf/zqX/9TEWO/aw//h3xaG0xzZB51JaKWauCXQASrgeQJlEBYYlwmgGvtfL2Mg/P75Pv+7Cg4127h+aRpF2nk54whlJ2vN8IE2a+PRzW3D7Z+PT7BebLajMtRm+1hO7kmYPLW17iLtX319+/Dz5nuPJoQ6B1LUegWeFd5MHayuwf02JB82jYGQ/Bt+rxqLQQhpy2BsjkjbCsfVcGP25R9q8ze/tcrj/+ZBig/u4NwLh1y7+V4OZNMAHOl3mWuvciwuWOy32HjtZvb95gNEbcmOy1tM71QsHNLMPz7kudsGnHi6ZPt7JsmNYpArhsdzJjrPb9T650dhSDqCN/7aBJ0NEa2e/W5hf8mRRws2nq44+oRm9789F9WNWLlvkX0feYJ9Xxtw9c912XBaxMIBQ2+DoDM7WidiPf5OszXH1XoI2AvlATSzFdaQF9cx/kInbtw2hVeydPd43HlGswlTF/YYPrpAfN5UBetLY9VjPf9lRE/C7aZpDEBNnPTaLgJcuqqsjAN7zTXvAKjq3RR5VCsCEpQ1EDUXzpdZTiJbG8devyOuS6owgFe/tccQGEyV+ebRCm+Y+LXC96tXsFVSk7xuF49/9H52vKrH1EzMhnMEr/35Ll/8d4fZdcksD+i9GCN47Wtfy5e//GXe9KY3jb1fJ2vfskEQv+40itIOXeU7PYiNe5Z/GDrQWhKvLtF94Gmibz7NOT8yx8yZqZuYwgn4+SHhkRxzSsuI19reOSUrK83qXHtr38FJGFrKyqJ6cYz8jkM89SeHuOyfddnz8hiFITfW0Ag9ZsWo13nGqxK+9vHjTL9xO1CnxJRGyQ2TVwABAABJREFUMpkOquMuZ/Y6hSqY6Vit9RUB+RlbWPji4ywfLelsiFARlPceobz3CGdc22HLBUnlxfgHysdaJTWD108kT9ySc8sf9sHJRL//49MgLPEvjE16MZZmutVIP7/AiSncNmzr/c7zAvzxnw8pCNuLMSpC8uGLJS++KG822DZMYRsHw65HfgxTQNNJeMW/30p7Q0QcG3BhtHGGgUcKmmRFWMc4MNrJvmrLl2lkEazhIjA64fvtlKgNgHDfo6G99fsq7IdcRxWCZ48XeOfOEJc9yRt/pcPj1w+49cP7WL5ygj3nG/SZEd204Kzpw8wmKxxKJnhEb2K+u4ldP7bK0a/N89S/P0bUFuSrht7OhLkLuuz5wCRiMiHTiuO3znP8jmV2fW+nThFscFyaqBrA3/7WCocetAvBhjMi3vCvujx2Q8YDn6/V4o796ZP0nxuQBeGLZ7+e8eDnBhx+2H728h9ss+uVnbFhuOYztN44rkpYN9Jk1+MENNs4nsXI/k+CBJ3sO48OhOePkRV3pDTCpnYLQ3dWsXjfAp1zp0fGnE1Tjav52h9TBE5oWPE0RO0iqUcI7lKNGs/N1UYqQ+L0bKIQ+vdonOOAKacPEys9YiTYY1kBpFKIihfg0xc9Z8AXPlrzjIpQW8DLhdtnfOL0LsUFc9z4y4e54PunOe1lgsndKadenbPvD58k/cAOBnnKNddcw6//+q+ve09O1l60QXDs2DHuvfdeTv2Z1+FZkyUuH5NaFbAsfQfUZSB58jjtv7yFeEpx1vtm2HJxuq6+9nqenIdXoZ44cp0QmxK0e4CVIw9GpWVgOoPAFzGyRVNKCiMx/YL5//MsR+9Y5sqf6rH9wqh64NeDusPBOr1TMjzhpI2xBsFsa4Wj/R5aCaYSW/rZ3/awPHQaFZiNKfqcDTz5xWXO/d5pznxrj+0vbZEmJa25GMUoxFgGMfRYlBCorMWi4MEvDGj/k9PoLZ5g+evHqgdw3ETS7Memx11lJjzPIv1iWsgFCNuLOUaz6l54beOIiH9XZOJkHlZzEh3HXwj3EVarU8E22lVb9N9PblWEwurrMsbFqOzsesf1n4WLtB/HYSqhX9SbYQq/+I+kAI8xHNYjZIbn1CRnNmHyavuAlGnHOlz4Bsn0zpRHb1rlG/+zpLd9yJb3nUI+KTma9VjOUzJXwKa/aws7z5iguGqSfADq9BmSSDMV90dizu1NFp077bWtNf17snbOG2LmnysZLhqOPlKQrRgueFuCigytScsm/+afr1AM4fIf7rDpjIjlI5rZ3YrHvpKByJGRYGZPPHbchv1xMqM8DKM2VQrD/vaL5fMLdz9/q+69GEWLwrFTcVwCcp1FUhvGi7Apgb0dMSduH1bjzodzi0CpsEoJF0FIQo9/Pm1mm4XiLdogKuh/JJzl3ue+GB221kCIJISqiFJqpIAoEKGrBImEFTUqBUgDg6wWrvI6BfWaaEaOMdK/0nIJ4uAYUmg2v28XK9+c4O6PPMnslmlmdykufm+b+V9fRv7Rjej3XMGrX/1qvud7vofjx48zOzv7Qm5n1V60QXDTTTcxecoW1FQXre0F5nnkOq3eTjr4wxxYYmLfc8R3P0uxVLD7TZOc/k+m1ngK6xkG/u+QN+A9LQ8He9hRlPZ3SaoRyoYEfEaBfyh60bBKLyxLwaP/8RF6c4I3/toUvY0KbaxUqb0g6byDesINJ1BtBEuHNFEvsjevHCK+9BSDU7bR2ZPQi+3gzsqIRNXiRj7H1r/2r9rFvo/cwRlv7dGZ1kxtlUCNBIR5+57lX4UIgNxtk69qjj+jmf6BWaYXMxZuOebOOzC0GmSlk7Xn86ifz+tuejh6jGGy3u/XY1r744bbhAtH+P3zXd+483+xaVZwcvTgZL8J60iEDPH1WhOJGPf9OHb5ydMz16YHN/cXkhebz8I4I8S3cSV9q+d4nTEJVMhRM6U1cdoEu84x7DpHMViW3PwnJQ/86mNsu6JL5+JZ5k7tcjTtkWvJSp7Qi4a090yyNOzSEjn7ViY5EXXY3F4kFpp+GdMvY5KeQEViNMQVHHucwbLj0pTvvshmHaS9euuL3tWp3p/yihaDReMMPOhtsq/nXNvirDePogLh+zBE90L5OfV5j0GSGiJZ3wpKUJ9bHTatXgNJ7HCxtUTyUSfKjn3vxNRcGlMa0AGp1xsGgaceCltpI6oyyqJCpmvSINiFVRiXEu8NkIbx4h02P0d3kpzcaQP4VhELhalQAdW4Tn88bQSR00+InLCcUmaNMVDtN0DHSu8oUtc/8YX3EldBt33xHOrZkts+sp9rf62LjATX/GKXv/2tFaIv3cErxH/jrLPO4qabbuLtb3/7897PsL1og+CGG25AnbW9SomIpGboyvp6hqUxglgWTP+fW1l5aIm5MxO2vbNHOhMxfVrN4vUD8GSqbyebINek7LjkahlbsocvgBHLkk6U2YpbskSv5Cw+ssCxrxyDTHPlP58jja2XEqqMhcYAjA58Pxk+fP2QDVdMUexb4sCf7GP1cE7r9MOYU3YAMJ32aUU5S3k64kGVRpIqmzLV3dVm5Zw5bv6NE7zmX/ZoT6uRRU8KTYuCUojq79EUM3tuf/rzNkQx2co4/L+Ps/3CmicQLsbPm7405vtxYikn28c4zsG4hXq9CnvNNMRwv+FnLwZZWM9AaCIjLzbu+ndpJ/t96NmFbT3jedxz1AxfnCwdLRybYRivGTJYjyw47nzH1Q8IU2HXXLNoPG/h8dCEJkLcVVzzI4ILr4247wt9nv7jfUgJu990mOzsbTyTbaJ49DCLT84zvbdN/6wdzLVWODbo2nst7ITbv+8E7VnJYNUQteHEEwVCCjoTmt7G0RTc5viTSpD2xJrvfUu6gqTLui1EBUKU62g2yYZ4lCkepuOG24d9OrJvgroSRtltxjhizzfe19z7hvaFPbf6s9BQlMKg3PYrRcpEPLALurbXGepWZAslyaQiVUVVQdM379SF3BbPMfDL2DgejV/wK5SAWtsAqFITvVFQ7wP0mvlrNOug2T/+OYmdUaAcKdCTEG0V3rqwnk9Nreo0BH3c5PIksrCZcb4WwtV76d91kCe/VnDqlTFEkpf98ARf/JV5th15jLOvuoobbrjhO28Q3HzzzbReubNKrSi1JI7Lqh40QMqQidsfYfDoIq/5z1tR3ai+AT4WEwzOsCyt/65izY+ZMEMPI2TIi9gaA2JxhbjXtdZcoF0gMchBzmO/9jBJR3Dq1SmnvrpDEjsmPWZkYId5tiGPIMy7Vsqw/8vHOPI3x7jg2piZU1rc/OcZG5IBxwcdNrRWyFxaY2i5Rs7TT1Rpaz+883z487u4989XufQHpypWf7X4CxwPYEwKjoN5hwuabVd2GXz+SaKlVS75YLu+9sZiXBscax/usL1Qjz5sflJ8IdyDpnHQ9BzXLNbfxvDFeu1bQQmaC9/JDN31freeh9bcL4wPqT0f7+GF/Kb52XppZ+OOVX1mRiVzxxEtq/0E93h8pknNb9DUaXBVCMNINu8s2PhDMVobHrlZc9+X5zn6ieOkU4oDJWy9NOXZzx4j+utjbP3R09k6WXBoMMF0sooShiPXHwfg//zIcWQq0EODiASmNJxyecpL3t+iOzGKHjQ9+G9lXFYku0a4SxvJTLyyZvtxfIKT7j9AU9cUywrG2npoQckYY8C9hsJW/jNPbtWokTlSC4GkZCIe1PVppJ27WzKvziWKDKZwPC85+iz4UEES1LfRiGqxtMeVY+aTRl0CqRFGID3nwMX5Q1VdcCmBjK5ZPjXRpx/6624aQF7fIJKa5SyxoYuAZxAaA/W51noL3giIg7TLKsMHS16faBfMv/p0vvkn95N1NnL2JTmdKdh8bsKJx45w1VXv53d+53fW3Nfnay/KIBgMBtx9991s/b4rKzglLxR5rmi3hqiHDjDxxLPkD55AzQrO/mezJD0JjroRwu3P15rpXaPiLKPvcx2jRIlIJHsui3j6zn3EO08jcaVSO1FGJDUT8ZCFG4/T2yh587/uOr1ngxRBidbnIzQyGod9488kHD9oeQsTGyVP3FaiYkG/iOnENdoQGgP+taVylrIWQhh6rYL8jafy7H/+Bpd+sAdJfTz/ut65xaLEGINKYGJXyjNfWuSK70vobQi97NH4b5MR3mwnm2zGeSijfbQW6lxvwmxmIYzTeX8hqMaLSYMM24tFB8aFuJ5v23C/I174uAUwZFGP219gSL+Y1owj+/ZiUs3WMzia6IMSo9X+/LZVVc0x4lbjeDslkpi8Lu/cDO+4MexU5ylFxOmvVJxzVcHBgy0ee6ZHfOokKpW8NDrK3X+0yLO/+xjyB1/CQjxBNFGysbXM7v/3fPT+Jdg2iVnOEXMtWi1orS7x9P/Yx+d/cZF3/u4kY1mSrD+2m1yXca0qqoRZg4otlS066oWVs30hYkTjxta48T5qyI1Ho3w6YVU0q0IeAD06j44oYOK8fWOcPoqiozKyIznPXL/Ejvdus6Ei4TVH6qqytr9sIZ+iec7CVj31LdNRVVTLZhLIKithBPEKiieFInuecFhqazx4Y2CcYqL/zjefSVYZRb4yI5YV5BEGbxSEOgdRgBrEsnQod831UsKwPEyZSAYsXLSVSGXc8/uPsnpVzIXv7oCBhZuPcNmPX8Zdd93FYDCg1Xrh3JgX5QrdeeedRN02asMcuZNlnEkW2JTvZ+Yvbmbyb+5hx7Yhl/7cRq78tc1svrj2UP0AqjrxJF6Dr2gYekMy+NdsYZGd069UFPcfqQyWMHZfGkGxVDC1XVUpHuP2F+Zv+7+hzr31/3yb3QLTG+0xoshgSm1FiOL6YW6qfWkjGJRxNVjaUY6cs/3VX7S/aU6OoXHQPEctFJtOkzz8p8fpHy548Lqc2/9sQLZQF0kJrfn1qpWNe78+ufLkC1NTr+Bk25/MwxqHbrwQouDzVVD0bQ3BUaytONfUNBi3OHoBo/UW2ebvx+3X72u94zRRs6bhPO6YTS2G5rFOto/mOY7bNtTHaOo6hNvHorSaGcF9WRP2M6MVGsNUSPu9c0Rc6e7cKDITjYQSchPR3RQxc36XTlvTU0OIJFf8QMrmvaA/cjsXZw/QFX2W8hZFt01x2hayTpfJnTEz3ZxYliRTMXvet5nBYl2Qphm+aqIG9Tmo6m/v9Y9D2kI547CViBdsDPi2LhE7GMvjBKCa99iPYYmtLttygmT+PvqQUihYFWp7pLKofmevRVbb+ToX/u/chTIO35uRL2vam2LLxxJ2QfSls+0CHaZn2nMJSYJhOCESZeVVj/ZFXcPGL9aRsDUTUqcDEBL+lCuK59MPwRH+ZK0fEB47lpa3lvhaIG5faVyQuDREX1Mh8Ro53kAQdf0GbwxI7GeRMwYioelEGdoIWlHB6rl72PQL53HgScnnfnWFM65tk0wIPnT9v2Nqaoq77rrrRY2hF4UQ3H777fTO3MZMsohaWGbm2CEWPr+PYqlk02UtLvypDdCObfoT9aLTtEB9iCC0WMPsAcClyq0lIMGoB+qJWS1HOOrOSVitHyRtBEuFVQuUwqALg4pOMoGO8Zr94A+Z1rAWWpXC0JkRlPMZ/VzR1jmr+5cQ0ykTs3ZCiBxqUQ1sqUkSbzmXrHYV+VKB3Lj+Qj3ufBWa3ZdIDjygkRHsv6fgwH3wyJcz3vz/67Jh52h8LYzDNffffD8OmfCfvxBiYtMoWI8fMEISHHutpsoBD2Op/jhrtm289/teL5Wrub8XqlnQhMpP1pqL6cnyvkOjJFSNq5CCoFWpqcEz9ULPPzy30IM8mWEzDgEYt131/UnCAs024jg0QmT1uLX3yyIHdruBiVFolnSL1TId4fzkOkJGglf/SMw3/qLg7v+wD9jHlsu7nHpljDptmtUjJbLbZqVI6aqMoY4oDg3obZJIaXHOccjTSTMAGlohzf4In4f1xv647IOwrYfYNUMSL6Q1x08zjCUxQah3bUjIE2MrzoJrIZKQm7hyjgptn5k9r+mweETz3J8fYMfPnEFb5bUh6VJqSyPWIAO+jdRPYLTyZ9VHzWcciRaeSxCIF3lOgTDVAun37Yng41I8/XcW4rf3upcMKV36YC4MUSlpJXnFM2jOx74/7X5cQTBnHPnjpKrg+LCDEIZ2nPNEfgpv+pdLfPNjS9z4WwtsvyTh0N8+wWWXXcbtt9/O5Zdf/sJuPi/SILj77ruZ6hZEv/m3qERQbo644D09tl/Rxk8R2l2cHySWHGJG4k5hJ/oOaE4o4YTWfCDWEHsCo0EoAaVhUESVden3l8gCs5STblx/gYO1pI71FuNwgraTNExvl0SJQT56hKWnl1m6bj/p7i5bfvosywMQtkzyoLTpKIlLf7TnVyIk6MLHVk+uzjVy/kKz/wE7CGe2CY49YzAaiiEsHyzZsDMaicfafqzlbJv7buadN3kVzc/Xa+Fk5e/jC13Ix16nhzMbC/vzhRR8e77MhXH7ez4S5Mjv1lnwm80v8s188XGw7wsJYYTHDr25UN+gaWC82BZ6iOOOO5YYHKIi66BFTUNwrXEm1hgJuVF0nFCYQrOqU8DKiA11zJFsgrbKavTQGQ+xFFz27pjz354yfxj+/8z9d7QlR3nvD3+qOux08plzJo9mJI1yBiEBQkgiY8AGG9vYGF8nbBzve3G49nV87Z/Tta8jzr7X2Djb2CQbbAMmCAESSUIZSaMZTT5z5oSdu7vq90d1dVf37r3PGS7vWm+tddbZu3eH6urqqqe+z/f5Pg++p8+n39Zl2F1DJ3D9m2bg1ouQQjHj9zi9FjO7W6LkJNJd0aVl836MEPbkKEJj968S/eqrYNtGXZk07LZzVZ91jUo1xmgpnN8xFCfxESDXRrEuh0STTWjl9yGDyIVi760Njn5oBa01iRZZxk3LObD3qXRRrtjcp0M0dAwDF5U1Y4/bzqYN8vBG85ubkRdyDoGtr0Rn/n5riOSkR5V996XCVy5CbTQMLArg1s3ukx2XGgWhNGhBKGMCoRgon0Hio7Xg5PkZ9i+uoZRgPWly3X+RPPQOzVMfMZyYZ73gWdx///2Vz3NcuWCDQHYVN//wFPtvrREpP1/hoNBa029Lwqn8mLW4yVK4aRrDsRIzslJpNVLpVx2DENjObkSEPKx6GEqjNwdQMw+15Q+p+xFed8DqZze56YdbWZ3za+hChje344xbIWe/OwOkHwq8UBAGit4zbYI6DI50OP0Ln6f1+suYv7rBXNBjDTJ/lEpMB++uQ7SRsLCXXHzItRwn+PwBbvwqn6c/G9GYhf/yR3Ue/Ljg3j/v8dE/GvDIh2Je/qMhgaxq3+pJuNAGuvr6Y40lRlcr1dcYM2BVoAX2+7hjLjQMcqsyjgWvShNsdv6KibZqJVHFLXBXVyPGsRMpkP02AVEov1OT0AdbrDiSPc5kPCy6+KqSP7nXIX0Pxr2v5l5G23TyCluOGGa2b0Xaz1GCdBLuqpC+CjIkLhEyg7zdY+MgZHav5ra3ePQGkpUnFR/6fzZ48O82ueOWcwxEw5zX8+ieHzVqXHeA+99+thkqTx+FJ969wRUvr1ObkczOC8K6Luw7rl8GMs4m+El9tyyiVNmOzhhVNgyrXFTlbIpu37WLtaqMi+XzRe7CIjVCLA/Lug1sWdwNKoHBiT7NA75jzEEvCQsGgC8UQ+2NLN7Kq+7yYseiEnbSVtq6HryMcxYLiYSCO8C9R5cz4JL9CoZYuqCTUuOHfZQWtKMaXpi7bc2zEyPUFLf+1pDKQxwV/cSnFwcsznQYxCZrcCeuEUuPXV/fIm7W2Xj/Cd71rnexuLjIhZRtLxOUUjz88MO89Bf3sf9WY417QpFEms0ziqc+GfGJ31zngz9wgnMP9bNOtOCwZW0HKJCPxqxWRgZbqjX0y9ZwMO2x83KP4MHjKbs/YSoY0PAi1u49z+Ihj11XyFFjAAoPP7+uKvwlSM5EM2PbSWtN77x5afqPb/A1P1vjW/6oyY0vF2y841GSBNaiBlO+IRxGyoTZKC0IT5yjuShZmB5WXruyXdI2VEqz50rJza/36XcEn/q7mKX9mhd8f5O4pznxQMz60e1LkmRRFI5Lovx7VXuNa7fyuexfFWqQn6M4kbhJlewgWe4X2+U1bAe63k6fK28fxwkYZwzYUg7Vc/exf+WEVmW/fhXqVumOq7rX0v7lMs4YcItFI8a5hLZ6NtYnbyd3F+6u0rOwHIKuChmoIHOZ1GXElDdgxu8z7fVpyqGDVAkGKheLibSHDDx2XeHx+j+aY+GQxwN/ukpTmEF8eGbAzB5v5F6q7snyBqxxtfJQn8/+2hnO3Nfl0fd0+PcfXeETf9hhc8Wcx63HQAVEys/PYY1IkRNtx7kT3P/jylY8LLvPuG32v+2Ddts4fk3GKbETMHnSJRv51ZQ5giOFwq8J9j63wcn/cwS12ssm20h79JKA88MGQ2WRaDGSWyNOU8zb8ELrfzeRCLlfv57G9QP5ily6Y0vKLXAn+wpjwEYAuMhAeTK3WXRDmTAT9pkJ+zT9YZbEKfRMxt3QS7K62Gv5QuWJmtIFw3rUYKh8Ai+h3a/RGQbEkcdGVKeXBHRVjeDaHQB853d+Jw899BBKbd91uG2E4Pjx4/T7fZb212mf06w8pXjk7pjuo22SboxebCEOLgLP0NqRexjr0qQyrhqO3NWO/T5uwBmXNrTqJbnyxT4f/6tjdG65hL2tdWaCPr5IWFkZMn+R55xjK3jadVPkL9y8XxES5LyQ00uCs/9wjF2XS2b3mwyO179C8oX3xkwdOQGXLREpw7ANZILQCv/BEzz9Fye44WvCkcm3CM8qyguF+z+Q8PG3x3zvX9W4+bUe9/59zMqTiiP3xvSdUObVE7DjYL4yqFrdj0VDSqk83TKuHav2HzUsRv3MVaXKPTGOj1DOwzCikW/LFr5bt+Tx3BZmra7zdlZo5WJXTuPcC1U+4kkhiuVB3Bbl5K+ogv2lE/7r5hqoikxwV4lV9xUpP4sm2A4BtFxct6C7GjeIwCg87RaJpimH2SRojTrLC+lrP8sF4mHY5JH28Oqa276vxXv/+waf/b3zXPW9NbrnFAvT4xEMe7wUippQPPOg5oG/XWPtaILwYcc1dc58psfpLxhe06kHhrzvR4c897tbLD27ltXf/h/GkkDFJAkkZ3t4QrN40eg9Zve6BSpm97mQbS5/JttPS2RFltPC+yfyjKK2vzTlMAsttP28JuI0kY8qRB8A3PDGaT79e2t84Wef5sA37GTnbTNsxnWTlVZ7qEQi/TxU0bpegSyqwLoADOqbT85uaKFSTrivMImNunGQTerliDibD6fogsgXIS6Bsezz94XJWqi0MFESMnd75G2fnzNWkqY/JLD9V2h6SYDVT1BasNJuEfoJjSCi4yec3Jzh8oUz+Cha05rVmuT++++n1+tx4sQJ9u3bN/K8q8q2DYLHH3+cmYUW7/2va6h+glyoM7xyL+p1l9O8vIUUAv/J0wwfOkFzOXcl2EG3ih1d/jyyspow6Ze3u5/33BASv22TnfFZAAaJT7Q+pPN4h/0v9LaE3s35qo0BV7Vt5BihOHdCsn5S44URV3+LI8IkBde9wuMzf3ya+eva7Pi6A8i6wu/0OPL2E/Se7nLLt7e46nkaT8SF88r0epZJ7X6PBpqPvz0ubLelt55/rs8Idh8etfihtPpzmroAEzsELbeNJmsYbG0olNty0vnGPZP8es6A5t7IGPTBGg5ZWBKjk++4CV86q9jKfrqNQbg8mLrx++6A7JIoXXeFTbg0adXuXjMA+umqtPw+Zv0CS5DNV4JB2SBxXAOFUNG0uIRP277lMo4oN+oeKE7+kiJUX77Psh/d1TlwjQfrYlRpm7STGoFMmJ3pccVdPve/u0svCZm7fppn/rHNs96g8OrVYbS2DQbnhtz9v3pc9uIQ7/b9XH7VkPqCxwe/6yh+Q3D1T11MY4fHmXs2uft3T9I6EDHYUMxf5HH46+b5wh+eo/NMHqoMELQEX/v7C5nx4hpIGeeC6gl+XHHPsR1jYdy5qwyRMnHSvIul64uclOrqyCAUjQY87/8zz9kv9vjk757GW27QuiSklfKuNqMa/cSn7sXEWjJI/AxhbYbDFBVIHOTRuGaNjoHEF0adEnLD1t6fXam3oxpRYkIbY2UE5Oqp3P1QmTTbg8RnOhjgO9EAUpisoG6x5MJAKKPOqIDUcJLKK/RXz6IRfl6nQKToBZqVYcsgyTKhFsT0I5+p2oAwjNns1lDzgm4coqZr1H/qBRz5vXtZXFzk8ccf//+NQeAvz5O88dmE+5sk0qeZZvVTGkIvJrr7OAdfPEGWq1TKK4yytWslTO1v2XFjOrSdoIK6YG6vJHlmE7VjBo+Yp/7wKIGn6LW9PH7ZEc+wZdyElLPqJ7OpdS9GK6i1YP8NRePjuq8KWLpE8dl/7vL0nx7j4Lfv46nfforpnZI7fmWexpRA6UEBAXAnefvZE4Z0g0r42x837XPbt+T1fs7XST79D2bf5at8zjwUs/fmGq1FsDO+q/o2Dsa23wtGQUW72HYrGwhVkRlQNBRGCI169Bo2zLMyEqJi8TYygGnJOP+rq3swaaAsD8QqHcAKanEO0lD2NZeNhnKUhN1nq9h112AZF4VTdY/2eq6boXxsVfRGwRUjkpHJtqpdt8PV2KrOZVRnHDRepXlR5R7pazPUJdpHpf59axxF2mOgfHpRQD8I2H9Dl/vfHfHp736Ehe++Arm0zod/u8dd/7WOH5rrb5yI6K1rlg4HeL6p4/rTMc1lj2e/oUFfb/JUbwnxyHFzDxLCeZ9OHLLzVsX87CIqBlohxz+4zid/7iT1nSFX/eQhOvev8fS7z5t7acpsFV02CqrcKNst29EFcct2UYZx+7gky/Kx5YWdEoo91wVc/KImT//JUZa/6zDzhwJ21jc5yxT9xGd9WM/yC9gcBEoLQs+Q71Q6RlpjIJAJUptJd6C8TL7YZKg10H4PqKUTeJsaJNCJQ6bDAXU/IlaSubBLNw7xpcq2QW5cKEQmomTcnOazLxOUElhzwRoiJsQyTpGJogHukiClUKwNGgUk4sDcGmt9s20IKYoi6cUB7aTO4A23cehUn8cee4w777xzy2cFF2AQHDlyBP/gDhoXt1I/yjCDOaLEQ3T6RI+tse/bdxrr23ngVaplWQdw99tiVWZLmVxW1TEXDnqsnejQfFaNzY+fZf1IxK6rfR785x5Ts5orXmJW7wFR4biqVa/d5k5e5QnKdvajXzDbBn3BU59MuPL5MNS+8SsKwcKVktY9PdaOJRz59ceZ2y249Xunkb4VSdIjK/1y8VAoJfjLH1FsnNJc9zLJDa/wMkNhcV86cQXw8h/0+Nw/ax54fx/R93jp9/ljz+9ut2IvrtFQRUwrGwsj7o6KSXyccVD1fRIiY8+5rUiHUt3LboJxE3n5NzdbJNrLpWAr3FkjSEWh3mO2O+6OcaGT+b7V1x5H0szqXarnOKStqpTbskz6dLfZ9qoSlrqQyUvp6myY2yGIJoiUyJbXpe/47pU2BMoYyZQ3QGnB/KUht39nzEf/JGLtfz/C/Et3sXk64n0/dZ5bvqPFsfuGPP7BAUm6mL/lW+vsf5bPh/8oYvpwg5qMWI8arA0b7JtOjY6+5vGNJZ6//BS7wzW8m1WKWAy45poQpQLaqs6QiPjQFLOHa5y6t8vZezZor2pmFie7tbZjFNr2+HKVFSedezvPp4x6jasjmGd+1ddNIeseT/zB49R//HJ27Iip+xH9xCdKPJPJ0IHwh4lZvc+G/QwRyNwC6MLiIcuHoETqItHUpNFJwDf7Dz2PwDOy9w0vIpEizaWgaPpdAGIVjkQL2Ik+0YJeEmQIRpK6DCwSYI0VFx1QmH1qmXiXGd/iNIxzs19jttbHk4oznSnW2w1UIplq9dkc1jmxMZPmW0iQLZ8bb7yRp59+etvPctsGwdGjR2nsatDwzQQa6zyFpRSa4cePsuPqGuFimD2AKB0wy8bAlxMjbYtLQjNsVQsH+tkDV1qy6wqP4/+8wuZCwol3n+PKr6rxyAcGHPyGHXz+nec4/MIALxy3ahyzEk796O6g6obYSBQPfShh6fY5RDPg3r8/x+HnhiBI/UemuRuLHp0Pdbny1Q2u/doGUkKCFSnJUYA8+U2+zZZ3/qJi/aTm2pdInv8m46KxmREvvllw8S2Cs8ckH//zhGNfhKVrapx+dIDEWrRF90O5jEMQsvYY8/y2E9JWZRhsVcohmJPOWy5lvYRxE7WdtMYpLJYnQynUiLuhamU7CRqvuv6kurk8ifLv9ryTBvygxK8oHz+ubpCT4BItM4Eht7hoQuII84y7Tvm4cTr9btm2EVAqVgDHjaQAjFCOyAmbEo0QgsvuDLnyTp/H74750O+dYvdrd7LyJcm///wm04frhFOSYVtR3+Hz+fdGfP7v+yzd1OTyN+5gJRqSaEmsJTMHQ/a/dgdHgr28es8XmfZM6nOJIhBxNibgwVAkCCWoebD/Go/lq+b55JM9PvILqzzrO2bYc41XaWxVfXfbusqYrOojVf1+q/aeRHgsRAqV6jLJfWb7uhCCK17VYO2JASsfXmX4qv3UvZipYMAg8RkmHkGKUvtSGRdCunpv+UM6sZms58Ne9u7a5x44q+9YeawNG/hpiF/LHyCFIlYey/WchDVIfNbipnFP+IK6lwroaYMK2KR5dpweKh+J8f+HUjBUfo7uCrJ9ffddTtErwyXwIJ0TfJGwWO+g9BSn21O0woh2v2a0CJoDakFMLw6YbfSRQtMMhnSjkAMHDvDwww9PfIZu2faIfPToUWZ2G4Mg8BJ8YSCaREmCXo/BJ05w6WumzUO3D78ERbs+y+pUrtVZ0LYTq17uYJfeHrDjADz1l2e46Zsb7LlK0lj02f2iOWRNcvyL+aTkCg1VscTLxd0/H0jMMZ3zcPajayw9q0X7rKKzauuX1/mql9d4+c9McePX15GyGEsfiLxDmXjyUWNgqD12XuZx2xslL/w2L7UuzX5aa/7pVwXPfBE2TySsnpHc8NZdXPVNs3TXze92/0lIhEUI3DKOUez+Ns4YqOIKbIfLkdWnFF+81flHjx8v0FI1CVVFF9jJdtIqa7v+1+0W950ovx/udlv6KhhrbJQnCHuP44yBsl/eLZHyR+rj7uteo1zPqomoPBnZc7vHVBkgVX/lfbI6O8Z7TcRMe33qMqImI6a9PlNen1m/SyDi1ID3OPgsjwM3SE7+02mitZjZy2r0TwwJQs03/FaLzomY/V+3k+f94AyXv2kHfmius+B3WB802EzqJLdfyh0vaTPrdUbeOzuGgCHgNb0BnlB0VUg7qXHVty2y+Px5Pvlba3zur3sMlSxyNCq4FFmKbec5jKzWK55BOarDdVF8uWU774hbByBTPAyk8enveVaN/kNriJQtP1Q+iZLZmKgx40MnCglkwsawziBFC5QWnB8asalIS0IZ041zbpc1DPqJT6w8TvWmGSqfhhcxHfQJZWwEgjAZGutehC8UG8M6p7sz9JMgRwawY2v+pxCENm+NjGl4ETUnlNCKDwWOO67lD7C6CXmbaab9AZ1hyCAK6EUBU/UBQsBco8/qRjNri5la30TW+REHDhzg6NGj235e20YITpw4wZ7lqwm9GF8b68g2ROdfn2bx8hrzl9QwU4k7oeXoQDlGdTs+JVtsY42IYjgrR1c9T+Hxgrc0WT+esPtSeOYLMcITnB7MEu5tsnY84sBNjiyqkFT1ezeDl53ErBDKtNcbMR5e/D0eT31WceTPT1Cf9zj+mObS57r1VYQ1WLrUB3Q2NNRFTEsOzHChzQrCdnivzHNIBFe9OGBxMc6TjKT7nvmS5sQXcmKLH8DUPDz2jg2SyIgeETo8hDGlrwKacvs66rD9pEC2Tav4BuVSVlR0n0PVsa48c1nQBorEsvJkWDUAuoQ0y1QvE97GwfSmvtVkxXHFRRXKpMVynarOG5RITeP2H1FtcyaC8vtn5IPzOk2KBCq7Eyw8XE4GNK4oLUcIme49FpOMTY4eKZ/DFSmy9XINDos6FuDfuscrfqRG1NesndS88yfNOzG9Q1KfFixfJhk+06V56zRHenN0+iGHWueoq4gr507x0VOX8FV7H2SHv1lww9WFydHQTQL62vh8z0dN9tbWWI1b1GVEUw6JDoXUDrSYv3mWR//nEWb3++x/XgMlZCZcpJx8CAnFFNpVZES3jSeNte7xbtlqkq8kfFaQb6uMlILxmBrgB28NeOIDXTrveIT6N15Esy6RdW185ZHx8UdpOGIWJYBZkUeJRysYGI5IEjDlDZhO09IDWWphwKgjWui+oG0gibTkTG86QyZsKuIgUQgRstRoZ8da8qHlE6xHjcwYSLSgJmPnPnMJ6EaqjunmYXDRgkAm7Gh2SFLeQqIkc1Nd1nsmV8Fmv8Z0fUAoY5q+cenv2bOHEydOjDyvcWVbI7jWmpMnT9JaqpOpMqX/9fke6x8/y+HXzWRWkbuKnJRRa1y5EHnQsjFgSyBiag3N7kvNd78miDoKTyfE7Zhaq+oaxRwFljdgJ5EgteYSZEZSyuqRHnfF7ZIXf49H/9SQ6SuafOT3B/zHb/YhTpwXwgxI7j3V0vDMofYZaj+DEl1BCjDP4l2/qnjH9/d57J5R9EBKQMBr3iq48gUQLgQ8+s4Njn/apEaW6XxojYGqZB0ATTnYFpKQZZ+7QGPALdtFCuwEXxVq5uocuDyP0XMUSYBVce5Vx1RBneMmpPKAOc5nan+bdM7ysdZIsJO0IcQFWUy+h86Y21vBsm6p0uW35y0T+sr1lcL4w7tJja5yImtKhlP5GuX2cq/jrlarPruuwyqDqRJhKKFb41aqVf0rqAuWDkne8Bs1nv2NIS/9kToJkhe8pcHpj63xzGeHnB80OdGepRPX6KuAlcEUgVQ81d2RrXpDkVAXUeYePBnNcXwwz2OdZXoqpKtCpr0+fRVQl2bR5UvF1E6PxefN8Zk/Wuf0Q0ODBCEyV0ik8vGoql3cib3sXnIN2ypExuUHVPWt7bS/7cfjODpVz9H+VqvBnT86jR9HfOknHyb64gq+NKmFQ8/IGtt4/ViZSIJ+GkIIBlFYGzbYiOrZNikUXhIhN7rUNjeZiTfYjGvMBT0UwoQ4aiP4szJscawzz+awRqIk06ExKOp+TDMYpgiDlWO2iyPDGVBa0I8DVvpTrEcNjnfnGCg/6w+uNHcgkkyyuZaKUg2c59qOQ+bCHjP1PqEf0wqH7Gy26fVSPpyfUPNjY4xoybQ/YPfu3Zw8eRKtq8efctkWQrC5uUmv12NqsZ6v8NPnuf7PT7P3lgbzF+VEnXK+9onZ29JSXglVMWitZWtXalb4osq37K5CPRRLl5gIgaM/8wC+VOy5frrwMMrH2nPa1MeWr2A0FSRL/mbhGHfSDOqC53xDwAN3D7nuFy7hibcd5V9+Lealb/XQvhU5UUR42cqlirhowqxUwSi4971w/OmAS7+2xd1/u87CQcH8rnxi33Wp4Pv/0iQI6bYVR/6uy8I+0xbXvEiSXj4zYNB5triRdrCrcodvUCYbmv2KXAPbRpMiEGwblNvctrdbXGvdKCbq7Ht5n0j7BMSVxoC7QkoQmT89sVDymNVS+Xhb7EToJtcydfAKZLpEexlD357Hsq7zBDAmPG8SMmD3swOrnQyAzKcfaY/EIc3ZYlXvAkaNF3fSB0Z6QhUCUt5WyOSY1nG7zPdJIXDjrg/V3A13pezu4z4718gq76vIcyTY/mlzJEihaS1LrntVbpjWdngcvCXi7IMDwsMxM7U+u2rrrERTrPRbSKG5pHmWlhwU+BuBiOnrgMfbywyVx+awztzsaTaTOp3YCL+tRY3svY6Ux57XLFFf9PnUb53hojuGDNuKwaaitStgzw0Be68S+HI0wsM1yNz7HWcwjjNut+sOcyf9SaTa7XIWEgSNOclt/22aY5+OuO9PjrL/tV0at1wEvvHtm/oLQDJUBvm1EsSxktmKfnU9YPXjp+l9fpX1p6MsqMkLBQfecpDO5cbtPe33ibXHuUGTfhJwfH2W+WYvMwBcAaLpYECYyuTH2mNjWEcKRT8J6GdtpWlHNZQWnO5PIxuGo9DyB6DTXCSYcajhDTOUoyZjwyVIy+qgyXQwIJAJ/TigE4f4QcJsq8dszfAHZoJ+Joq0a9cuut0um5ubzMzMVD4Lt2zLIDh79iye79Gc9Yh1ztpcu3+T/uObHP6lXZQFKUZEURgVM5kEtVYRjcolQRbC1CYxzr1AcNcP1Bi2NXuu8dChpDz0uYaFHRBcY8Del4e5h8FGwl/+SMzUkmRhp2bXYbjh5QIhBNPTCUgf5hpc9aP7efBXnuH+9wy54bW1vO7kVrebR6GKqZ/E8LG/gfs/DIe+/wA79yV0Tw75y//W5YZXCG55Yz2bXGy58nZBEsEn/i7hBd8iuf4VHqBT61Wmxlo1ybA84Zf33UoKt1yqnouFw2zbW1QkgjxvOuWJv2piMMfaVLKJDkpwsMpeNnfCVSWXQXW9RWGgtKvwccRDu+Kyq/dahavAXVWXDQp3sLbf7cBatXIF2yd1dr6qfAp2BZloWciiZ48p3PMYt4DbVm5KW6UNyXCgAuNrVT7BBWbq26qMe07l/mCea36MOymNyyNg/2cGjM6NAiupVh5rXDfKoK0RDWj5Q+bDLrNej4+dvZTz/QZXL57iotpKdo1IG6Gys8kMj/V3sTZscHBq1cSPa8laqkTnC8X5oQkpa3gRkfKYCRL23DHD7E7B2c926K8p5q5psXE84b4/WOezEm5+U4MDNweZ0Tvufie18YX4/SeVrbgH2+EmuM9HCDhwS0h9dpZ7/+gc9S/1aL3hcvAMZ8AXiuR8n/7JNq3uBmK+gdzdQk/XiQcg//1xHvrYOeYP+Vz64jo7rpghnPMRAo7d0+cLf3CEy37+Cvwp+64YdOZ8p8F8s0fdj2j6Q4bKZybop+GHSZpzIDZ5BpRvwv9SLo9tt1Calbsdy073ZkzfSd/LQCZM+ymKKzSeNkRC059NGzQ8k0HXKBzGLNS6nOu32D+/hicV3ShkKhwYNwiagfL50Sd+COlJVlZWvnIGwcrKCq35Fp4AZa3m1YTzf/UkV33THLUZy4av5geUS1Xs9OgEYwUdksJLv1UnctGEHLI0xy9dnp9HVBgDo0p4uoAMBCIuMO+lhKitSJ6zxJlGyDPvOYHnKa57qcfsbkH/mR7dDtSmQ/Z/w06++AfHuP6rQ4TMyTM2UUs+KThQHIpQJMRDzT/+MnQ6Hpf88EGW92tAsnDzDCc+0UUlZsVhSygShtrDk3D1iyVX3iVBmjN7JCgkVX5/9/5Gcs+XUICqYpGBccmSqtAY2+7uAGav7CqG2e9gfdU5EmAHZ7vaN/Bw3p6R497J95NZvoiR+yghCeY8OazttkDNWeGXoXVXxjdK0QBr4FqDwe4XyLg4KTn1LX/PBJWqVmw6l3YdV6xRYydM9111DYpxsLA1BsrtZQwg0w8HKsjQr0m8ifLqftx9l0vZwBq3TxULvuxXLx9vuRDl+lj0oLz/zC6PUycSTnZnkEJz3dQzrHSbXLd0khfOPQrAWtKkLiP6KiDSPgmCtaiR9e2pYEAnCTO52kAm7GuuAQbyHiQ+Lc+gDPPXeixdvZCq70l6SYBOFjh7X5t7/vAs/Y0ml70ozJCvrco4FKCqjb8cwwBGQ1In7VP13rmGzPIVPi/+2Tk+9usbrP/OA8y/cjdShcSfOM7mg11au3xYlGycSOiuJDSWfeJ2wvQejzt+co6Fgy4nxpz/wPMbPPOJLuf/5QR7vm4Xpx4YMnj4DAD7X3NploTOjkerg6Zx5XiDVMDISNB34pC6F7Eat9LxyzwDv4Rkx1oihSSO8vetlwQ0vIjNqGZ4Dul22y8aXsRyrc1GXKPumedQ82M2hzWWaj2MRHNMLwlYrm0Sa6OG25qfYmVlhYsvvnjL57Qtg+DcuXM0ZhtYKUgdK1b+7AmWr6+z63nTBsYVuWxlNsCUXAe2uC+VO/G4yMHIfogxFn4Rmp7UYasQBNc14O7nrtTLK2Rb6tOC53+Lx2fee5ba99/MzMVT3P2HjzC/R7H/GokMFHqlj5yRNHcHDLugEvCkvbYEUVy55KGZxhiQQvH+/+3THkiu//HdnNMtanKN/ukBX3r7WfZeJbjz28zK39bdnCcnDZpIBjMxSopiUC5iM84YKLT3mN9cYyDb5hAyK48hn0DdAWAcp8DNMW8msqDQP4rnFmmYkSwM+km6Wq6K4be/2/pEmfUemwlQ5yhDeYIZlGB6O2Fa4pdMJx97betrz5jvWqEqyHzWlZBdq+xaS5/dJHh2u2U7PJCqyIusvsrEbUt0Vs9xK9WqCKKRZ7lFfVwIfLtserutLEVdxakw/SfNueH01fL9Jwn0z0TMBQOe2ZyjLiLa3TqXNI1SakfVSJCsJc2sn0ih2FNbZy7osTKYMjr7aGb8Hj0VMud3kUIz63dRWnKooTgftZhKoxBylb0Ez1d0RcjiLbPI2ZD7fv0Zgprmouc3JiICbvtUuQ9cA9V9XpPQmjIqU2XkFtrYKdZQjZz3rKquALUZyR0/McvjH+jx+F8cBQEX31Hn+d+1QH02NwTjoebEAxH1GcnCpT6+gKTi3IGMec63tfj3n1vn9MfWCeqC5oJk7VjCoYtOwI07GSa5gRV6Cb04oJ/4+FKxOmiyUDOiRe3IoMBNf2hQBKEyLsgwyYnsRkjJjPH2N1vWh3Vmwz6R8rKoiKHyWK61CYRiLuhysj/LYq1DrGSWsAkMkmD5boPEpzHbYGVlpfKZlcu2DIK1tTXCaVMprTWn/+44Mo654o0709VZrvi3VX4A0xBFQ6FsFLikl2y/Ldiw+X5qrGGwHVb7WF7BGMTjupd7nDsac+wP7qX1vdew+w17ed//Os7Lf0hy4BrB+r+dYPdbdhNt9AmbxnVhfeFVdbecAQ8FSvGp90uOfFZx688s05VNZGLcLo/+1SqXPVvxom8XI2iHPZcnHC6FFk5IY1wwbtz7GqaQ5pdT3Il/K82AfL9q0RlbbHITyFedVcdWnVcx6jd1yVd2tV0+zvXNu8dYY7VsmFqEp6vCEcje9u+aNzCDHRTOb3/vqpCmTJVuHGU669ogdTFY+N9GExTgflHMPTAJJbDtmcXmp3Uou53GFdum7vUHyk8Z1Plk6/akcRyhceVCVpVV9dvO+SctIIwxVnQX2eKOPTrSdM/GXBy2mV/s8Yn1S7l81xkCkdBRNVTatm7f6KqQWa9HM131L/gdVuMWG3GdpXCT3cFalqUx0YLVZIodQTszsmoizt7bvgoMCS0RLF8Z0vumZT73N2e56HkhnqjWg6hqo3GEW5e7VUZfXZTFRVbKRrisuJ7rcrLXURSJyspZIJaNXr8muOY1Da55TaP0u7NPKDjwrJzoWh4P3IRp9Z3wNb8+Q2ddM7UkCTz4+IeaHPvLkyyHdeTlO1KyoSBWkoYfpQmVckgfDDrXjUOGiU+YcnfAIOh1L87eS3seKTXdOB+X7DUi5TEX9GhHNUIv5ly/xbRvXAJT/oDl+iZD5bO7sYFCGLeJNJIAeUZQSThTY319vbIPlMu2qOEbGxvUpny01mz+2wm6D6xx0w8sIkLP6DqnvpNJQjN24En0qP/ZLeMg6fKqzG5T2tERsKvjbUxoo0jBhLqXVs5u/YUQ3PldPnsOQ+9fjtC55hDLb9jPv/5mzDUvEZz9bJfuySG1OY9hF4ZruQKVy4y39+4JzaCj+cdfE/zWt8E9/6i54QeWEHN1VodNWv7AaK+fUSzuM3yFcpu4xUUMJraHNhEOVW2z3eISOd2/qlJNBM3RGmtomj9ZIOrZvyq4157HZU9njHzHGEgqjIkEkUK6ZuJ1/6pKRm4tucrK+3uOi0Cl1yj/DmaSsOl73SiCMumvXAYpf8LlCZTr4N5HwaWRTurtpMZGXC+4MSZB8eW2T7Skp0IGacY+++e+7+6zG0cSjJRv0qo7+7jPs/xss+tXbJtUyvuWkYrc1eONfQYemlOf6/PE3UP2fOM+TvTmibUJUTvQPJ9NdutJo6CBsJ406KuAzaTOQAU05ZCajNgXrhJrL0ueNnRcXXUR0ZQD6sLoJliD0D5Da0wqLVi6bZ4khnNPTM5w6bZZua2zfUrjtSo9y7Lh4LaX225Zf0jP7253Dcusr6T91UZQVNVvO+GQUIx6sAZApnUgkgwxkkJRb2rmdxljAOC2u7pc+coaG3evEGuPQexnYX/DxLzPnaiGFJpOEhJrmWsXCJXmRzB6ClOBkUAOZUyWHlnozBUBxhiIlZEflkKxOmwihRFfCmTCelRPF3fG3Tznd5kO+swGPRbCrkEH0rDHofIJhKLe8tjY2JjYF2zZFkKwsbGB1/A4/tcnaN+/wc1v3UG4EDJI2Y81GTsQ3KivuCxjDBSSHm1HtdC1UgvbvgJl3Hlc3YFycVfSnlQ89xskf/1jG8wsPcbgzkvY9aI2//GHaywegC/84jGuffMSSzc1+fTfDbj9u4t5vMFM3CcfU3has/aM4vxpj+f+9E6mdvvE+AyUYNrPiVpXfP0sd//pKje8lMwoGEfSzHX/JU/cpwh21Fg+MFk/YFJOh0ltZfkAtriM7Sp3QtUgng0wzj7ZgFEawMqfq3ygdtAcIdtpmUV6gFkx20GoQH4dM9CU/ejjDF0LoWd1cSWwxyBPdjL1nJVp1Qq1LiM2k7pxTVhXlzDJY2y9y9LhdgXn1m+QDrrtuIb08zTl5TYtrPycSbOrQiLlsRE3aHjDVFgm1yFxJ8Rym7goiW3vfJzwCqhHVVtV6Zm491de0brb3eLut53Iht664kO/0ePQ18yjrl3i5No0F0+tMB90yZRa03u3E7ZM4WOlBZHwMl5BO6kz73fYGW5wPm6xNzyfjT0RQcbbsOjitOyzqUz8eY2YuoyY8fuci1poT7JwXYsj90QsXBKkSOF4Y2nSO1j4XsUv0F6hrcpory0WHSloJGhZeNdglPuSG7EesvScq4y6cRESVWVSKLF7TzpSeFOBERjyyfIXJClUH3hJ9j5bzYDZsJ9O3Coj+fkyYWUwhZSOtorIXcfWMPClYn3g045qWebGYWrs95OAofJZjxsc682zv3EeSBU3UfjpmGn3r3kxXsv/yhoEnU6Hjcc3iabbPPenlmgs+kTKDGrWV5HdoNvgzss/qUwKr6raPlJ0Tvgpl63ISeXru2xiqzlQzlkAjGybWoLX/azgPb98mtbOFvtevUh9WtA/F3H+xAb3//5Zlq+r89hHE17wZiOPatvNQ7F5IuI9v5wAmmQIV37TFN6uFkrERjIzarIQdtiI60x5A1hoEA/h+COw70pQkeLphwX7r1T4YWrBK81/vF0ikoSXfKf5/95f10CPl/23kIPP8rJ7rpro3ec5LoeD3WYHv3EugCpEpszgN/uNvuTjkAC3/TPdi9KA5A4wZaMgcQY1F8Eq/FYqxogYDVezq/rytRJnIE10UUMhC2N1rlU20txVvE2XbfIoFOtp0qmmg4CMQebCYJWGkF3BKS/TMlAIeipEJppZv5fVvxBS6BgBFu2IlWQtappVXRJgtdil0iPuFSl0lg7XdW3YBEMWRrbHuTyUpjdE6lTVLT22ndRoesMsA+O45y91Ttw0v+X91dQr7dPOajc7z5gV6Wf/pgcawhft50R3ip1TRpxmh9+mJiNWomkT1SGHbCZ1lBbGSEpXhpH22ExMdNB63KCrQmoiZkdgQppPR7NcWj+VrUg3VZ1Zr4fShqA66/VYTxpZWw2Uz5Q3oKtCdr1gmgd/5xSz+zwuvbM+Ehnj9gX3/svt534uT95V+7nfK1GqCqJjeVv5fNm75JxTjjO+HddGFT/ILTYqidKzzqNSjLT0yuMx/g1TxMpLJ/bUxeBFWUSILxNCGbMxbND0h7Q8YwB2khCjKxARaY+ZoM8gybMB2/4fK5NkSWkjqBRIxa7GJkc78yzUOnjCHPf05jy9OKA1O6Qd1VjzmzS8aAQdtwZIJ66hPEGn06lsr3LZlkEQRREze0Ke+z+W0Z5H4rTzOGMAxq9+3NVXVflywl6s/8rd34Wyyr4vd/vouUorWpEbAeMmz0RLvL1Nrnv5Bg9++jTJrQc48NIZApGw+5Dm/r/cZHB6wCXPEdRSdnCGQAjF43cnLF9f56o3zZv6N3wCMcg6zlzQNQOKUDS9IVEtoTkv+cdfUnzTL2j+8x2CE4+BkILWTp9GQzHcUKweT9h92NRx9QQIAXufFfLEPUlmEOTtXozKcJ9tObFT3obCGbRHYfiqNs+e14QyiR9Qbves/UuTVhXUP9YomFSX0jGub9yFxifV0RobBZSkwhAoXCfjPXiFY2TKKVDac9wLRfQlIA8LLN+vrbOdgJUuukU6SY1AJJnOv7nnHNK1LsJIe2nSlaLRZfyqZQNQ5OFQ0q/kYQyVT6IFPYJMAtY9by8JM/TB9rlBGsrlRj64ERO27YI025wtZSMpM3RKz6NQ0klGxZp7/7zDk3dH7PvGXXz+9H52THW4eOocO4J2OpGY664nDXaHa6xEU2aBoYyBcC5qEYiEnbUNjvQXqcmYKPFYrm8QaY+WHHBx7QweOlNFbcohdTGk5Q9Mm2ufadnPomhm/Z7hojDEP1xn5mDIYCPJxr5xRoF5PhXI4jYmf/tsxnFWxo3zW7137rlco9qm/E4oPiPXFeCqToIzXjljz7gFxqgBa3LGzD3Huh10NhbaHAY2UVI/CVKCYEInCTPXQC81khtehNRmom6kPS1JDQBrZEg0najGXK3H4xtLAJzpTePLfD7a6NdZazY43zdE/5mgz45aO3sPgMwA6T60zsYX1ohu2B43aNsGwfSBEO1Zq9pazGrEELCQJeQPrCrb4XYki7cb4jLJ8rUWX4EgU7HfKMs4F4exBlCeGCWPn7clFDFzXpeLb5Z8+h86rJ0XhIs+dT9i7/OaHL+3T/dMzG1vSEWARBFl6JyH+nJArSnSwc2sgrpJSE3GGenMwpGP/O06Ow8oLnktPPAhOPaAxgsgHsD6kQhLIQkb8NofMZ+n5kFreOa+IZe/ME8DXaV7YNvAbY9yamLXEKgqVWzx8rNydQEqj3W36SKUX55QtzO5w6ihUEUCLF+z6nNVDH/VddzzuaGUGUJU4VJzV/6Fc2qBEoJIBZkxVjYGpNaVhpJb75yfURF2pwXtxDDjXVdggoFIrSEQqZxQbGVb49T4KRo+5vMgqhPIhFDHxCJnklujQjn3bINobW57W9y4bffcFqmsSj42UD5SaYOspdtywl6OeNhiEYhy+wUAQtHbUDzxn0Nu/sldPDh1JcmG5KaFY0bBNZ3AazJKjZiAM8OZrD2a6cpxMTArtq4KmQ+6WV2s26ejavQJssl+M2kw63WykOLQQVAkytHgMGzzMx9ZY/XhATe+YR4Va6RvJ5zi2DjONbKdUkbfqsp23MHjzjkWpXPmE4kmkDF1EReMgKqU6rnRnRJ1oZIknF1HC6RO80zs8GmGvYy8F2uZJS9yr5clJUr9+LaOQJpV0+Se8YWiloYIkmoUAPQTn+mwTzuqESuJ1oJGLWIm6DNUHr04YKNXZ6XfIk48Ngb1TAPBkhrB9Of1B9s8+YcnWbysRhR9BQ0CpRRSuhN99cMqr3LKA+24mGO4MGNgbAces/rfDst2EoEqP7/zQ8Xk6AnF9C6fS26OOf37jxP+4GFqczGBl/Cc753jfT9wljNnAuZ2xZlCoC2NOcH6OcNAtb5U+3K7rhk7cGw+E3HH98P+K+HXvtGc4+t/WhC0JN1VxZOf0SwfElx8EzSnNEpDfUpgGbg3fU3Ogei3NU9+MuHJL0ouvkZx6CZBY8FzIjY06K3TDNs2nRQCtxWMtxUqMKnfjUzcE5ACyFcD5f2pMC5cF0C22h9z3iIJy/I7qjUYTBk1cKoQN5d34BoD5X0j7YFypLYdZMI9xn2e7grP5Iw3K++4ZBTGyiMqGXDuPbrnKSAHduJVxpCoyThNC1uE7t37rDJWsro4v/WSgKHwMyGXntvGGAnZWHnZAG5Wa35mINhrZcigyKFtl39in89TH11j/oo6y5d4fPJoyFRjkIV6DbRPUwxYj5tINPNBl3ZcYz7oOkakYNbvsZnUaSe1LHogEAknozlmPZOdb9rr0de54JQnNGtJs5BjJF+cabrKN0iMjJnZ6xPOSD74M8bHfOPr68wf8lm+wkf6RcRgnKt1q+JyVL4SpQppqBTIqjAGAhFXvmNQfPdMJJdGUQwtt9fKDOl03Dv+hCAaaBYv9cGL6CUBvkyIE4PUWYVCex0j6W/GFSsoBSaJUi8x0Q42n0Hh3tPneH7Q5PblL/GR04fxpEJKxeGpM/jS8IVitYczG1O0hzXiRJL4RU6Vldrvnop5/I9Pcs1/meeLH1klSSYTTG3ZlkEQBAEkmpqIcz9r6UGVJ38L4YzoZ0/gE1TFwtqynVjjsmtgXKceZyhs11UxKYrBE4q73hLw7l+MOPuBs+z8hikSLemvGxvixAMxhy7XBDUKRsXBGwT3/0qXwetnqc3kK7m6jLIBFEyI0frDHYZtwxU4fzqd5AV8/t80T34uYZBm7PzGn9E0p4r1e+43Su75GyN8UpcJ//gLCc88qJneLVm+uc79d0fc89cDvu13FP36VDb4eOllqoyCEeEcJzxp0n62ze3Wau5BcXAo+/jLA4ZlEysHRRhJv13yL1buL9RICKG7anT5BpNKYTDK6lpc1VvJ1fyzvXdZveJxjqsS1FJapGRJXehj4wyIcSVWHsqJYomdyVs69+IWXybmOERRCyMz2izJUEIaJuWJXDHSXTDYRKBVLj9znvyzpCiVXO57NWfgDoRiMzJcnKLLy/Aw3O8FY0do4tUBj/1rl+veOIMnFPUg5oq5M/SSgIHwM4Sir/IseDUZk2iZhaZ6qMzVI4VmPW7Q9IasJNM05TCLQqmLiJXYbNvhb2QuIE9oNlSDMJU/rouICI9AxkxhYuqXrqjx7F+/BBVrHv7NZ/j8P/YJpjx0rLjo+XWueEnAzC5vrP+c0vs7bqVv35cqd105sV1Bi6bivcowGscwr1K+dbcZvsl4Y8Cct1j3UMTZAq58L+4xCZInPjpg/qYZaoEi0oLNuIYvlNGNSIWAgExe2JcJ++prbMQNFIYzEikbLuylbjhjlBojwXB36l7ExrBBoiT3rl5E4Bk+we7meuZOOB81Od2dphbEDNIwxalgiNImAsGK3PUTjyf/5Aj7X9Biz3ObPPAhTRiGbKdsCysKggBi89BrKdTmEpbchEZ2n5qMUsstD+2w4R3lPzuIAxl8bH3IbpjJuNCiqvCZC4HB3KQbk/crwusZVOqs3AA8X/D8b5Kc/+gKT56ZAaC15HPH/3cHX3hvzJHPa05Hs4VQwN2XSw7eKPjkL5yB2HT0phxSSzu7HVx664pP/PoaL/522Hmx5PgjMHdpyM7vu4wn7veoTZk63Ppa2H0YzsYzhba46dWS7/kDwfJOw0o9dJ2pQ6ulePYrBS/8iXmCGY+zTypmvQ7n4iZf+njEv/9mn4/9QY+VR4aVLgb7Z1Y6cfaijms/1zgou43cPlE2KCeFpbpMcvs5kIaBbSHimowK5ywbB5MGPvf/pGL7tXvdQjsIlZHLbHEnHxuu6baz0qIQkVN2FZSLdedtFf4Jedu6BEQv1VK3SV6UltiELVXPzm1/mUKiNsWrJzSBUNnELTHfZfpboe1kUuwPjrEg03ME6bkDoQiEkXi1Y05NxulflMZkGy5EmP41POOD31FrV7p7EmSWGa+T1OilaYg7iYFwhx1N3NNc94KY9bhBu1/LMuZNeYPMbWCf8UD5mZtAIZj1ehk3w2o+WBSnKYdZnc7HTU5Hs/RVkKkbdlSNvg5YS5pZ32hKo3tvwhKHBVnqKW9ALVDsfX6La79/J8/61UNc+b27WV/z+Jcf3+Dh9+RYyriwbrfPueF7WRhfei/Zu5T+2bTwnrOfrNgvWzza9z79b6NN3N/d3+x5t6c3McqD2K4rY26XYHiiR+wYhkPlEaecANsffZkwF/bwhKarjKRxFZneZEA0SJaF+S2RUCEYJh4r3VZxgZ0+6wfO78nel2t2nGS6bjhmrvEVx4Iz7z3D8HzM4dfNmu1xOodvo2wLIajVaiTDnLjhSZ2tntzKKETBADANWN3wLmmsitFbLuNWjW4prCbHdJTtRDS438cRD8sWaXkAX77UZ88VEevvf4bum2bM5LBLcsXrpvj4X7e5/NQGrVeFTHnDtC0VL/9+ydvelNA7lzCzK28Tm/1MIYgHMULCVbeb308+oQl3N9h5VcCeb1vg8791llf9EFyRplxe1LmYCUBNKpg1y30pFDe/RnLNCxXv/W342+/ZADYAOHdUsvtKzSf/5yrnj2suf2mN/qbmA78+YOniiP3PCjhwvWRmZ/Fls5NfXQxBkEGethz/YszUDsnULj9vV21Iel7KxgVjqXoo+gS5jGxKHKtCB2yfs1kovXSV7xoH+bPLDQcLmcqKvmj79Xa5Cp5QBcEYt26BzlPvdlVojBMR005qhX1tP7L9y4alufWJnMFJaZGtZvL7K8dnO/UROWG0Rpz52N22sX7mnDOTuxIKdXVWwG4b5+eTuKlk/dLE7sLDgciVTsvXCireP8MtyNuhiuzroQhk0cfr8p/c/TJCInnorHVLDJSXEoFrJB0zib7nZ/vsfbMkis04aBE8lfIvmt6Q9bjBjN/HLZkYTxqh0ZTDbNy0vA2F4WVYNKGrQo4OF7MJsS4jkxQnra8nDCfJjBHGP27VDKe8AcHzp9L7H+Jf1mDxihqbX5rivl86RXsdGjOS/c/ymdmjc12TdHyuRkhLY6s7MW9nf8AVBLPXyfO6WDJtLghmnmH+3m6nVBGhXfVZ99xVxUNx5V0+97+nR/uza+y4eZppf2D8/pDJBEfarPwHqRDRUJn/vsMj6CU2z4fHwNGXiLTJzmh5N61wyCD2aQUDunHI7voGa3EzvV6CkopEC1rekIYfZcqgUig2egFH//QYwzMDnv3fdhCE6Xg13D5CsC2DYHp6mmE3t8g856HZod5CYu5qaCtjYBzj3IUNt/I5jysu/LwdWddxvmxLSDRxr/mg4zJNqxISJVpy27d4/O2Pn+Po9S0uucG4WQ6/okW9qXnwX7qIVsBzX5wThqQUzCzBY3+5QnNOsPv2Gby1DixNsXSxmdQ3NhT1lrlGrAUPfgQOfu8cG3/yEEc+q9n7winufU+bS58j8D1zz1rDo/doNs4L9h5WvO+3YXMFpnbApc/W3PYNAj80+04tCry64LP/IVg5ltDZENz48xexY6pPXUYc/CqPJz/Y5anPDLnvr/rsvtLj2lf67LnGSyWS09Wp+wLaMWaY8IFfNgPkda8OeNbr07wOgmxCzo7JPpv+ZglDgUjoMooAZcxirUe3pf+tNGrVMy8zsMuTvrtiyWLMHZjUGgPudyiuoG0/qok4E5appRNyggklC8jRt4zM5iUjYkYumc9tLzsZu8hVsZ3ySRJSVMCB391ic7KXfbBgdRL8bHVk0rXmE7QdNN3jy24Du1pyCYHGOM799pbZ7V7XvX9rPJV1PQB8OYroRXgFN4w9xo1cSCqGioHy8IRk9mCNnTfUOP35ASc+O8fyTW1m/HylbVf/iZaZzLBdPHWTkKY3zNxNdRll3BWF4RWsxi02k3p2j54gky/O6ylYS5rp89As+G06qlZoH9cIb6aRGV0VZivS+pw53/qax+ppzRf/eYP6rIdfFygFV70k4JK7amgxmrMib8/coM++j3HXTiSIl3hlGfExVfkrGwLbJZtvRzXXJShXGZVBXfDcN4V84u3naF3apDFj0J5AJgwS3yBpmiyKwBq2HiqTqR4oj1h5xj2GTjkEeUKzGKNtECUeG/06c40esfbQWnCsO8/p3jTTwYCGH7Hab5r94hrTYZ9+EhCmCNXpD63RfrLHrT+1i6klieWLDbt6W4mNYJsGwezsLIN2moRHpj4LkaDIZSsthGNvsuwvrtK3tp/LxR3E7fHlsh0RCjfcxj1uu8UYASWmvFPdbODQCkQqzONYnnO7JXd8p89H/vgYzR8/xL79Q0QgueQlLdpnFYNjXcBn1utkg+RLv9fjmQc1555RfOz/WWVxH6ydHtCYFdzwzVN8+g83mV4gW0nsvUrz5O8+TboAZfHmae7/SJvuGkwtpG2cCN732xrQ7LrUGAMA7RX4/Ps1OoHb3iA4fUSzdBBEy8ef8nnyoz12fv9hTukWZ9pmFTQXdrn6qwGa9DcUX/pgn//8gw5CwCW3elx+V8COvXkbecJxE9QU3/zrPn//UzH3vyfi/DHFnW9tIoQ7eVehMfl2D2VWVc5z7OscbSgTV92c42Yl6I/tc1kaZJFPPtmknE5c2apJkQ3siGqm8kgaZ0j9fXmqYnv+phwWSLnu+2TfNxv7b9n/bpSCRQ9qKeO4vCIaEcLKJmfjWhiUEkDVZDRiVBQmV62JtRnkLGxtJ1t7370kyPq1dN5ny0WwcL6djKXQ+JgMcPkAqgoTu49RbbP3V5OxE3GQR1D4MoetbbGLlmIb5O9rgDG8ApJ0VgKVGSqSSHmGXC01s5fU2Lx2ln1Tq9lK3vOLicqqZKBtHZK0TcrwdfacU4PH+KBNiOes36Wb1DJlyQO1VaRQPDNcYNbr0tcm7M1mnXS5XN00lDRJ/c3NnZo7//SQiX+XiqivWf9SH08rhl3N/e9c5cl7Il7wAy0aqfHgRiiMc/m576FbJi3IyvLhdptEoCqMgGoZ++rkaeVSqaMyxhgw11IcvlVw/AGPR3/3OJe+9RAz9R4DFWSGsHUxKS2R0tBwra6HuReN58UkaZgiSJPcyE7YystcEUJoosQkSgq8hG4cmpDZ1Hiu+TE1P6Ybh4QyYTbo00lC+n3J+idWuOx1MzR2+LgG/rCTMDs7u2XbwDYNgpmZGQbt3BdqLUHS//kKbvThuWhAubnHkfrGWYCui2ESfGTr4obVbNeqHFeqQuhycqIsGAVglAxDEXP5bR5nn9Q88SfP0P7OwxzetwkSuiuKvVeNQrG7Dwt2HxZorXneN8DMkqC/lnDvuzV3/84mWsGeK0QG1778ByR/+hZFHIEXwGN/cpqwCf/6+/C6/5HW1YPX/aTi9OOaAzcIZuY00gMVaz7yDpiaFywc8Lj8eQmf+xfNzouHdNaGXPb6OYJahw1aKC3oJCFnB1OcDadYCLvsmG5z4+s0z3mt4MxDEU98IuZdP9XjzreEHH5OObTPtMv8bsHBGyVPfCrh2OcTjn8+Zt+NwbaMAfPdEOWKg2jOVfCEoqtr6W3rkWNNcidHHMgxUq2R607UQMZkNveRGsBp5kI7WLsl85tm6nKTia52VWkH73L/Vuk5B9rPQtMsWalKFdT6rC1xzcLS7uTn+iinUj19674w/neVG1JCZWzpDHpXubvATshQhOStW8BO7HnIpczap1x/6wKxZMby+QNM3vhBGrttf7OJfoAs1XX5PqUTTlh4Vo7L05J405MaHoYURIkZxB/+63XidTjwlot4aCDoJyZawWoeZIlr0rFnkHIA6jJi1u8ZHQcrEW6Ng9QosMhAUw7pqpAFv5O5CusyYpA+TytABHA+blGTEX1tVqPdpMZA+5ly5Y6gTV8FnI+b7AjamcHialcoLfBqgsYVc9RkRE+FXHvtLMfecYIP/fImL/2JKeozOdGv0H7bhO/zZ1Bc5E0al41NtrXrd9xkvp1SDq123W8ZGiw8nv/tkn/9pT6n/+EEF71xt+m/6XG1FMmItcy0MlxXup/V1fR7H6NKmN+LeS9CmbA4c57zg2b2XvgyIUyNAfsudqMQFQg2onomiLRy7yZSaC59YY1hyQgebEZfWYRgcXGR7tqg8PCtUWDdB1W+WreMGwxtGXe8iyS4A0n5nJMsyHHkk+24EiaVQugVkoA489G65dZv9Oj/meKJX3qY2rcuse/mOoOBQNbyjlcmvghh3AcArTnB7W+E53wN1GZyIRiFJKgrZnYY0aGbXgH3vtu0w7Evas4+rVm6yBgPe67y2H+1zq6XXoVX/kD+Utz+Brj5qwSteaNt8OBH1lg5usbuw89w+DVTzF3ezAa0R9s7s3NN+QP8KzTXXxWx79kdPvx7HWrNkAPXFAffhz+iWNwLRz6rSOIcXl57OkIIWDiwvXSttpRJebbU0sGzqj+5yVSqOCeBjEhUkRnvJkCxg5QVwvJklE2OrhFh46Jl2sc8kZhsiaWX1UY0uARbSnV0+3mmdlfqt9YP7Z474/MII2Xsxt2X69v0hlkGRtcYyAheUo8YPqEjWW7r5iIRrjvAfVY2LKuMPpR5ENbwKZdAJgWNBHv/dlWcuS5KZFE34qQsNuWGnUqhDUqAMS4scWwInL9vg2f/4DxPiiVqXsJirUMvCVgMOigE63Eju/ZABZmbwCr9FSJVtMCT1ZwUq15o2OO5lLXChKzVZZTlRAAyI9jVmBhow1VZVa0MvbSchHpKwLTPzSKOAxUQKY+Z+pBLv20XT/zvk/zrz3e46mUh08uS3df6KJG7L/JnP7pQckt5UbadBZrrbtxqwndVX7cKj55kQLgRJnaBZ9AfuPO7A/7+v3eZvnWIf3C2YBQEMkElIiOSWlIu5KidL4yRHCuDFFjp/7oX0Y6MC6AbhyzWO3TTNMpAFsngS8Ug8Zmr9xgqP81y6CE3ezzzVye58Ttm8T2N1kWRru76gMXFxYltYsu2DYL2+V7aUKMPvqr5y4PuV9oYcEv52O0gD2543Gh9RrdtJwY/QZJoh7hCKqcaBNz5XYqDNyR88PfP0IqmUENFew3aG9CaFpRyFJFokSEHCRIkaThibgwAxEqwfgbq0+CFkq/7Sc0//ELOOC3sr229zCBnf8uyK/qCqQU4c0Tz5OfhdT/lofqKz75f8/HfbHPJHUNu/aaQBMny/AbHB/O0kxpPdJZY6bfY31pj5qoeV730KHf/ZUL09T47D8E7f3rIjv1w5HPFSexrfqHOwkGfd/1kl3NHFG94W5PG7IWF8lX+ph3NCzEK3VtJ0iq3lHVJ2M/l3AzmGqb1rYTxlNcvGJaZJOpI3XLCnhSqSBgsG7T2uy4qNtpYf6sTUNb+yM5Rur7lPbgTZ1EzQGYr0/I57ArWzfNgiIRFbfpAFoV+ApFkIVO2PREmU19VhIThnuTkPvfYAi8jRX4mEcIq+RPu/hXjkf3doikBSZFwiaZ26TRnvzjklq87wr+fvIKajDk7nMKXimmvn02yts9ZtCZrI0f7wkYX2O/WbeTqE2wmdZr+MEMKDORv+s1A+QYpchQZbX1tFMozw3kCkRjuALl2xXrcKHA3BqlGg5/C01JogiDhom/by7mPr/HYp9p0j/e49lUB13xVrfKdmITEXghCW7VKL54r526VS3mctucqi61tNZ5nhq2D+raWfa64M+HsJ9bZc2iaQKhMk8MST60scdaWqeFnIH8zoYPNW1A0gH2pmAn77K2v8ejmzqz/W7fOMPFoBcOczJ/ef/uesyxeEbL3lgaQRtyQR1Ntrna/sgbBjh076HUGRIOEoFY92LlF6WrZWXfwdUl7uW55NWklSQdYyyS3K3uXnVp1fNW5yt/Hdbji/YiJFupIWEvaAU0mr/y3Qzd7vNiDj/3pJsMe3PsY3PsPsHRIcMvX+xy83kzO509D0NA0pqvvxxU0klLw8h/0OPW45ooXCGaXJa/+MU00gKVDZt9RZ41NNlI2pMx5731PzJP3wcpR2HuJ4PmvF1z5PM1f/PiQy+8KWdxtGN4HaudIkDzKLobKY6A8nmgvsfwij6Ze4UN/uE6zldBeMXwFvyGIe5qpRXjp93nMHTQStte9VPLhP1J8+Lf7vPRHaoSN3Ep3GfeTirtCQJjBfDvypFLodPJy3A5OuwQiyeVsy+0oRnUXDGmwpKlvUQKsz9/hIlCczJXOUzK770lZltd+ztAyioIuVSFPZvVcEWqnc3/8QOWCVca3mheLMBhBmJLEq2tckAtqZdcmR1vATLplxMGuzBPhCClV8YcQmfHhqgraeriGSpXRUHXOKvVLqxPgk5BIQQ2BSBSbpxJWowatYMip/gzdOKQmE2Ybvaw+1u3k3qMrbuQmPHI5K5nbIiUi1mXESjRl0J40j4XNf9BOajQw4YZuGKoxGhN6KswmIzdHxED7mdsAjbNdZqz4gfKNy0T67Ltrmtnbl1j7+ArHP3ue679KFbhUdtItGrXbEzJzSznyo6q4ioBVpUzyLhsAZRSrCmUsX8NVdF26zOdLf9Vlf4oAKC1T/oCRlbdGGpARDsEu5CSDxKfmxQU5crv/MN22FjWJlWRjWKfuRZkxEGuPpj8kVpLQGWPWPr/J4Ve20jrn82EgEr770Hv5kW6DHTt2jGv2QtmWQbC0tISUkva5iMW9YyapigHQfi7vl3EQGF29VZXySj4bWMurojEM8vz3Yiet6nQF2HUbHdq+fFCErcvFnuvgTbDvipC3f/+QXTfWOPjNOzn3qQ3e+ytrzO+XzO4SHLnXnG/5sOTwC3wuvyvPU18lpXvRs3wuehapfxwuul7gek+tAaEq7seiEEPtZb+f/JKZHBf25C/Dwl7BRddqnr4vZvHVZnCxfsvLm6dYDjeNzHJzhbPDaW7+upAPPyBYfxpe9eM+3XXByQdjdhyQXP0iiR8K+mlEwOUvkHz2PYJTjyr+5gd6LF0seeWPhSD9ykll3DPMBFBSqFGVnnco4mxAHlEvSweJkWeuVepmGB1AJMZYKKr25fngR1xsuEiECZEskN5sCJ5zjMt3KK8uM6KjvafM4FAj/aT8e5XLwQqnVDH2y3WoMjgyjXnUiCHnhv1ZYyHAQP+ZQqD9jaSwmnV1Ptz2sgJMhW0O4oEzztj7dktVCKlrXNgVdKykgcllzMILFzn5jmM8/ndr8LKdPLKyzEx9wO7GRsbBsAN8XwX5ZO9wMCy6k3FVnPvqJmEqGhZlxkQ2QZG7bRIts6Q27aSWPa+azPMoNLxhdh3bVoPEp2woN/1hmkLbTG4zvlFe3IzrtLwBm3GdQeIztT/k2D8laF1EhiwqV/bHb1VGyH1jjimM27raUCgX91yTxmXXQHCRhPJcYX/beVAzWI05/3RMfV8jM44HqchWpE24KsKQan2Rvgfpq+DqE1g0yYpmtaMa/cTnyulTbMZG90JpyTBJEUUvyoiEp/vTzKXpjutLPk/96waX3DwLYe7uTBCcPn0aKeVX1iDwPI+lpSU2V3os7h2NZywjAgWhlxK5zy3jmKhlg6KKQFiG/8vbM8a4Y0y4HddlXxfqIHJSoDn3KDTldqJxErMuYcfdniARgebZX+vzyH8OefT3TjJz7TSXvnaWtUd6DKfrXPlNggPPDjn7QJ9P/mWbfht2H9LsvlQTtEbrau5XliIgqsU3LCpg4pXliIQywBv/l8+gDV5dmEgKIRl0Nb02qCMxXdWgLqLUH2nYy7Nej3p7k5Uv9tl12SZROE0ifS5/QcL+aySe0Fz7gmIinKxOnuCrf6bGo/8Zs3ZK8eh/Kj74tiFPf7bPy384ZPc1QQEi9lCFXPHuwO4aBQovizLI2qXCf+iuCFzjzk5WkmRkQiuS51RpAMo/2wnUc9rdvguBSDK+gMvDKRsCBRQthYw9naMDI+6BMQheFsrnvkdoIsfXafejtOK0196qWOb+eMi+CJNKkrHvkP2tbBTYcxWNsxIfgC2MlgpjwIXvC8aJEBnys3R9g3D5Uo78ry8xf9EZ+os7iGOP2mKcRRuU0RNLKrTnjbRnEKy0nW19LCJREzHrSYOmHNKOjTaBRW/AQMhx2jdNxE3efpZ0aI2ZQCT0VFBwDdRkTKy9bBKz9bbPv5cm6Um0yOR2a15MY4/PoK3pb2gas9VjYJXRXlUyZdAx/vzCXCGc72LrhcEkA6Bs7Jbf5bJuQVnLYHYnXHyLR/sL6wR7m6nbx+UvJXTiECVyFG2QJvvyRJLmOXDuE5MbwUbhdKOQT507yFytR9OP6MZBKrkt8FOjuROHBjFQHlNhm31ftcD9P38MIkVQK86TJ0+eZHl5Gc/bHj9rWwYBwO7du9k4O6yEguyKfxxJryrL1jiin7u/hVmLPtRRC66aB5CHsY1M+qVt48JN7AtanlCqYKtRKdoJJfC4/qsEh2/zeerehBMPrXPuuCKsw6mPDukfDBDdIdO7PHY+u8ln/q5DbUaiYs1VX+XznNdA3FF85r0aJSVX3QYqURx9WHDoWk37nOaB/0y4480BYS0lJK0NOX9ckfQUh272Ko2FbLBN+Qpm+DYDw/0fVKydFuzbDff+WZc9N4YcuN66cmIefHeP+96ZsLAXzv3xOpfddJ6Fr7+KE3/6KB/93zF3foeb9te0W4hl7ivmZzU3v0YQ6RrXvkyhhoonP6V43y8NufZlMctXBFx8vSaoCyQqW+1XQcOumt/Ib2NWAFXbXGTAlnGrZ2OAFM9XVmocPSbtP0IRpIhBrYSYlfkvZUKtG1FTrGfVIFv93C2nwPVFQ2482clskihToc7CjbAoGjMXUiaFko3LNVFFJByLIJS2uQiKJ/LvkchDCZEwu9tn7vmLdD9yEu9rr6AWxDy+scQlMytINFMYBTkbnWFRHFcEqpeE4Bl/cCASukmIFMZFMNCGMOZ2JzseAfQcnocxFIJMqMiGvyWpMWOfgdHgUJkxAHniKPus4jRfAg4xzmbti5VH/ExEbQqaMyCc51JeYFWJZeXPVOZGLzLj+bi/lXVqAvJForu/2zbluozjIFQifQ4nocw5qCKJLx0SrD3cxhM6NZ5SzpYy4YIKQTuqGbjfWYzapEg+aTQRRmBooHw24xqhlxB4CVoLLm6u8JnVA1wzd4KnuwtZmuW1YYP2sMZyc5MdNaNRv/5Ij53X1xDNAI9hej1z3ZMnT7J79+6RexhXtm0Q7N+/n/VTD4/93XUDVJUCUSotVQZENpC5UF9pUHT9kbajm9/zVZxdQbgP2J3M83M7crAFt4cs/L7VYDYJZnXr5p6/Oau4+sU+V784397b1Dz16YSTjw556iHNsAuzuwWdVQODP/wvA3ZfP8P7f3I9O+ah94FKx6tPuxf5roDuecV//HafM4/lE823/o5gerFITizcd1pVQyQzv3fXFX6oWX0qYeclCZ9424DNr21y+PmSuCX44r8n3PU9Ppc/TxCtx/ztzwmuOfMkV/7EEh/6ibPsv0ZwybPALylomsFSZCRKhWL5IjMWfucf+bzz5xMe+ICCDww4eafgju8yg6FEFSa9KndIWJqQR8SGJvBCXKOvigFfNbAExFlfkxX1sX5Wlz2dIQVAnby+WTSEKGppuEReS2rE+W+uI0aMBCkUTZEUYGzbJi6sbTNr2vaxOvzWzeCaKyMIlVMCmSC1Luw3zqhwB+Ry7gC3bGkglJCBXH0wr185usDubyVgq0ogEhMNgEy1CSTLL9nB4/essvPUExxbvIJB5HNw+hyhZ9rLJSO6+QkCkbAR1zP1RQvlW+KYSkTmUtiI60z5A84Np0ikTFf4AUnqrzZ5I0ahcXsfnaSWrTwDkTBQQaYv4S54NuJ6hg5YRvuUN2AtambfAc58ccDeaz18aRdsBoVzx+PyGFhGb8vIbtmV5rrULJdmnNu5CjUw++fu6HKfGTdGlxeI5X5qc1QAeIEgWhnS8CIGiU8/Mc/LJtKyst1KC+J0zjEiX4Z/YzU27LNZj+rESjIf9hiGPRNNoHw8qViNWsZQ9KIsVHHP1HpW54EKSDZiwimHk+S08bFjx9i/f3/lPVeVbRsEBw4c4JGTn6v8rUwqGUfmKvMKqlwA7rlMp/Wzz2V4yXTIURKJa6Xa/dxzu9tsqZrwqybxSaXKKCh3RnfwqzpfOA2H7/K5/EXFa58/EtNZSThwvWTtRBeAXZcJdhySrJ2G9opmZlEjPMHyJZKLrhesPNjn/b+ToFJW3EU3CG55vZcZA+V7LxNwMn888Lxv9nneN+fHXP5Cxb/8WpfPvgOCJqBhZtlM6t6cx13/JeHdvxHx7O+LuexrZ3n/b61z4HrJy39I0Gjk13WJjYXseEjqU4rbvsXn/b8VEQ/goQ9rnvWahNmdotIAqCruJFRl+BX2dfpX1bMp97GqkqFPOkehxsnl2n6+VQSO5+gZFAzoCv5NISGNg0BYAyFIY6bd4vqmPWHY8q4RsFX2Obu9HNZXjvEfd2zVID1u8i8bYkrn+gpuNIT9Xnm9CkSAksFQlm22zxQJAwW1pmD6uTtIPvcM6varqc90WY8aeEJzMo0PV1oyF3Qz1MVDEWvjw48AP13M2HsJREIvCUiQRErQ8KKUK2CQWU8aXYPFoJMZbe2klnEJeqqW+v4NnNxIyYYukbOd1EzcPAYR6MUBDc8YCXNelwRjzBid/SENjGERdDZY+ch5XvAdwQSYPyeV2jKuf2du5jHPyD1uHBfH7mM0biTlBWOV2zZ7lmNKgUcgVJbQzYbfJlry+CcSdjx3njDN2GnHdCtPHDuGjnE72ZwdCpnVSeJ7Eaf6M0hhRL6mgz69JCDWkifaJub83MBowPhCMVQeM2E/Q2zWowbTfp8d19V5+A/WqVGjDJ8cPXqUAwcOjL3fctm2QXDRRRfx6Q9XT2Jl/+l2BjkY7SzlCbywokpL+WFWkRKNhVftJ6wioVUNHC4Bze7rjsXjjIOtGPFbEVyqPkuhmT/os+Ogueb8RfC9f2XqPeho/uzNRg547Rl49U8G7LnSsOb/z/9KEJ5gaga++r97zO5NZV9L190qLtdjtB2XD0u+9Q884iGcO6JY3GfSK0farN73XOfz4jcn/MfbznPFy2rsu7XO0U/2+fMfVHzLLwuai14lpF6OfJBCMezk39trMLvT7GeNAveYSYaCnTDGIT6TWM7j/JZbwYs26iGrX+n5u2hBubiWflVqksr8G6LYAi66UMXncUPtajLO3AcFzoKjkrhVKRsG2ymT+DjmHka3W9Z82eCuSs0+1hgsoZH2/rLIgMJqNic5ArT8ATufN8OjP3cK//kd2p06j4sd3LLr6Mi9ZfcgZJZ8yba3iSWXGaxvV/GeMFyBpj9kgI8lI9pz2siCoRNm2Ejj1q2IjW0jSzRseYOME2DLtJNroZ2qGWZkTUzoZ9jr8sBvneDATR6Hbs6vd6HlQgTixs0fBb7ahDnGXfiVF4FV6F5534I7sjRnLByQbJ4zbe2GGcZKsqlrTPsDlK4RyiRb1bvhhra/n+zNpkTBmD4Bz3TnskyhEoMKWBfJ9XPP8MD6HnyhqMmEmjTGYy8JifcvEg9OcebRhJ1XFKf0p59+muc85zmTmrpQtv1UL774YlaO5TG1hhVchHm2+8Cr+QQuJ8AOYJPJYJb05a5sQye5jJWkdPfJ6l9FKiI3DiTFTF/bKVWTiNsJLQw6yWgo7zOuLYZpmtZaS/Cdb6/z3DcGHLjJI6iLjP2/sFew8xC87If8zBgolzI6YAfmcYOz255KePgBHP2CYn3NG2nPS5/r8dofFUQrA/onzMDTb8PnPqAzF0HVn1v2XS35zj/y+cZfMfX/p5+LeeaRtK1QIwaEu90+Q6DyWVbxDtz7zIyHkhHgPle37cqGa5WRtRV3ZTtl0jtmeTeT+DlV57JJc9x2yKSSs3diFGovb6vy7W/HkKgqth+W39+qvuqy78vHjz1vuhiItJcJ/xTchul3d2JQWuCn4X/zuzSNS1rsefohlBZ0+zWOduYzXfuGNyzILCttjIBdtXUWgk5BtKnpDVkdGsawL81EbN03bp/xZcJq1MoQggyBSe/JGg3W5ZQg2YjrmWvBzWCZaPPZIgwmnj5gxu9n7b65Kfnib5xgcbfi9u/IzdIy2XP8M5Qj391JvZzRFlLOE6NZbpM0fHI8Ap3PI1l/II/3d+cJa9y5/aM8R4wT8Tp0k+TcfW1W2nX6ic/aoMFQedRTtMDm8RimypVW2yHWkmHi041DunFILw7SyAK7v+8gUuZ6oRfT9Ic83l5mPuxlSESsZabi6QeCvXdM87l/6I+MDU888QSXXHLJmKczWraNEFx22WWcPdJDa40v8hW+/T8OGcgteZU9TBMuFY8gABY+K0NPZUOhqiMW4N6KSQ5AkUu9ZgS6ipWfZey7jPwqpKHKSKkyWty6j7vmpLLVNTxfcN0rfK57RfpdDIi0z6t/PLd2bd6FKgNHacHq0YR//oke9VnBHf+1xc7DMoO9y+E4tu4eimMPw+feFXPuqOIVP1wbOfeeqzz2XGWOO39WcPoJzUU3pJC/NspdBRGm7Fnl7oT6lKA1DV/9Ex53/2WC0IqyLWvPU0YL3GdY3F8V/tvP9jmHbqIiijyTQlRDxaRebqNxBCt3/zIZqlyKaoVlQ3aUi5OUBpbycS7cuhWi5/rdq+D0qv3tvlVlHEIzCamyK+zy/uViOUVlQrBl+BeOK7l1xnFDkkK7GbKenciXbl/g5D+dwLv6OqLIG0H2jNywouFFJoGN9rJsl2CEi2ybtvwBm1E9CxdMMGGADS/KIgdcboJZwSeZJLK99kDnkH8vCanJyLgCkjTxUcoVaXhGw2AtbpqUvIgsg5+t37F3nGB6TvPC76sjPedZMPp53DMpR42NM1aruAKKoptgUkg7VhLaISCOitYVDcuq/japHwJcdB301xUba5J4xpAKY+URWyEhBwWwJZRxPvEnJnGRuSdBrCR1P6IfB8yEPWLl0Y1DpFCO7DE0vIhIG3VCP+Vj2Oc1tT+k+1S3UM/vv/yD/Phj01x22WVj76Vctm0QXHrppbTbbdpn+0wvGyewbbTNUwknj0oO3TwKbNp4SHRuqcmU8Oeq+tlSGQvO6Opr3O9lY6BcRkKpylZhNlgUB9My5LhVp3HrNfYapTLi/hDFyaiqjBgqJX951f7l37qxT/tMhPSgv675919qs/Nyj5k9HoGnOPWY4vlvDIyR4NwXwLknYxozcOwLis2zirllty75ZD/UHuGiz8EdFo4ukgnLx0A+odtt+68RfOMvTZhYS0bFiPthC9eCHAPfjzMaKutQYRCWt5W5Be6+5VIlzT0pk+dW2UDLRMNxRoGF/atIeNstZYNhK2Ju+V2pQg2zc1et/DETss2DYI0IO864iY8yAyMNQ7akPntdS+wr18VuGygfpQVzN0xz/O9PsnjqCGeWL+Xxk8s86S/y/ANP0fAiOknItN/PSYMOtynXGTCpsGsyJvaiLNmTJbKZFaHHtG+UEANtFCCt8WNRjkAk9OIQhWA6XeW3/IHjalB04jqhk646QbIR1Wl4uZSxub+AzmObrD7Y42v/Z5Mg2Eb0VPl5OByAQiZRa1CWuSxZnUQWdqu0RFKS5U7nE7fv23lmnA6I28ddrsHYfiVyAz0sZTE986QmaAr0TKMw8Q8TG72hMr+/+b1omIRewjDxkNpBhNGEXhrNkbbLVDBAaUk7qvHchSd5pLMLMCGgsZY00vTKoYxZPRExt6+IAp88eZJut3tBCMG2XQaNRoNDhw5x6kvdAmSaILnnL4Z8/Lc7PPO5PLtXlXaAqwnvvhhuyVf1svBnj5kEZV9Icc/lQo8uBBnpUXvJhZAnXXMczFyGmwv7iKKbYlsGh6g4bgvyXFZHLRE64SO/uslH/nhIfU5y+ddM8ZKfn2P3lR7tFVg/remuwSf/ajhyHYATDyuufJHPrsOCB//DkpcsMjH6rGxUgannBNeJ4w6oOk/5+PI+7oRvkuyMb0sXRSi7IaoMq+1uy+o2dtVfYjaP6RswShYsGwFl2HWr4+02y/wuGwNbxfJXlfIxVXLKF9JOZdeA/Tx6b/k7a+Fiu5/10Vu3gHuOMi8gW2GnCatcBr81GoxYTA6X14OExdsXCD7xBFpphND4vmIzrjFQPg+e28XKYIoEk+7YwtV1GTHt9Qv/m3LIjN8bcRcCKZFMOmGLQRZyCOTqhkLRSLUJbDvkbktJyxsSCEUnrmV6+FKojAjXlIY9Lze6PPGnJ3n260Oac3LsuOu2T5lLtp1S7rcu56Us+FU2Kuw260qw28ddo0pB120n89kfGd/dcbTbEXzwTxTN5y6TYEiZShu3WB5+mCIECIbpBN+Oall/ClPxr8DLpb1jnUscDxOfpj+kJhO6sdGEqMmI9WGdfkpcBIP02Iyhva6gPlW87wcffJCDBw/SsCzubZQLmkWvu+46TjyWM7yk0EhtBvj63hqf/D89kmiSf9yVGb6wCdx9UFUTuIssFDvm+I7sDgZjf5/kV6rwI5dLld/aK7lJqlCAqsk3nyCLLgx3Equa+FxfuOVJ2OMf/bjm5MMJd/76bm751YvY/+pFwp0NDn7VHLf90DQ3vL6OFJp9V48iEZ5QRD0IWpLbvlny4L/FqIpk8ok2LoLcYMlX8lVGgd02jldgt7k8hHKZZAC4bebuZ4mK24lgGOEcbEFSLG+3f1txSrK6lRCCSQZA0YgezcVQdieUf98Ob6aKO1Dsk9tDFaqM/Coei4VWy7+X3QBl48H2eddIqDpHlU8ZKBgA9hquHHFNRuy6a47hyT5zK8eIugGBl/Dw2Z3cc/wga5sNntpY4JnuHI+3l43qX5o3wEoZS6FM2uVMslpknA4XtTC/mTpY5MCXhv3eV0F2nD2mJmN6SZghCdaY8KVxeTRS6eSaI6R0ejDD6qrHfT91lH3Xe1z1Un/LPrrVWF6e8Mf1SXeCh9E+X3Vc2WgAck6Io2Vgt5fr7c4ZUSZGlxuQ2epf+8RK8G+/FcFsneXX7M6ybbo6BNYt0I5qGUrgC0Xo5ftZlMqQBouuqmHiZWGM61GdWHuEXpIa75pQJvjSzLmWMyKFZrga0Zwvts0DDzzA9ddfP/HZlMuXYRD0C53j3/5nn5P3x0x965Woms/Re6OsUV2UwFpxxYc8SvZwi0sqsfyDcSRBc82iPvo4Nmn5muW/ccdAMZuYu395Ut9qde8aBba4k1TVhJZD6MVJLM85X9weiDg7V5wIjnxB86G3DfjIOxT9vmmbz70nYd8tdZp1szqwyVIsmrP+xJDNs5qbvnoMKTHS1Oc9Zi8KiIdw5knNsKsrJ9byir/SGHCNLDvYl/Z30QDrdih/tvuXOQrjihu1sNV+9q/cDyuJi4zvE2WOS9V+5dht8/tk4qAtVau0ScdMQpQuhBhYta+rAmjqlk/kkyaUKsOgamAvl3IeEXsO+/5aI8HdL0Fm6IC7v93mFlefImxKgoNT7DrxFF4jZrNTJ0kkcSzxPM3qRovPPnWAB8/u4kR3ll4SmHwCKURv6zHQZnAPUga55QVY8qGtp3UXWN91NwmzPiOFziIL7Op/M66zkWZOzOuf84Msn8Be59TH2+w4KHnhdwUZX8yeezulLGNftd2W7bi7lJZEynf6jkMUdAyMKsPDNSTsZ5eYaH8rExkBuiqkr/Mwy6fuTVg5DsvfdohE5giSu8oPZc4vGaYRCLZ98/08QhmbCI70OZm6CEIvYbmxSeBoTPTjILtOIBM2o3r6PSEQxgXbPzlkbk+xfe+//36uu+66yjYdVy7IILjxxhs5/lC/YIFLD1pXT6MWppi5aY5jn4kKPiJ3FWIbfqCC/IEymUxV1UnKrFH7edwA6zJOy8dVlUj7+YBVglLt8QXSUQW0NE45r7yP/SsbAFVJieyxlpS51SrYPdd//knMf/xql3bX5+SX4H0/3+Pp+yLWjiuuepPJWugJRU3kKW09NF/6tOamV0vCsHoVPrdbsP5MjOcLDj1L8M6fiXjXL8X0OobFXRUaaCfpbKKvcA2UV/4ualDeF6CzovjSp9REY6HcJuW/cj3HtaXdNxRxyYCpDmEtk0ir+mq5L09aCU2sn+MGcItrXH8554XJEQNu+OK4fV1jYCt0bquy1busUvJV0ZiwE8OomyBHC0ZZ6e7v9lg7ZiltckC0DtQYnh1w/b5jaCUY9APiyCfVZkJ6mvZmnSdWF1mPGpwbTplrYdNj59yfSHm0k1pmmNRknF1zLuhm9xJpL9U7EHRVmBEPXfeJ0jIjoNnn0onzVMkub8AaDdHZPruv8grGwKQybvFzIXwWe08j+zjvlBvx4m63/yPlE6k8V4M1tMrGnGsMlI0Aq3BbXlh6QvHAe4csv3QJUQsYJh51L6LpD/FFkv7l7nA/XVDFSo7wcHyREMqEfhxkESXWWJgNTFbhXhIQemYcjrXkyd5Seq+CmhdTkwme0ERpPxiux9Tnc96F0pL77ruPG2+8ceIzKJcLMghuueUWjj22yrBjUICH/n3IqccUF3/DEk1/SHjFHE9/OmL12GgHKQtKFC23IuxT1TG2Cmd0X+KqwWY7A0jRsq0Y2Et1KEOOhQG/AoYtowhlmN9ONGbCzCco+7sxHooTYxlet8e434/er3jyUwlXvWWZq75vF7f+6A68xTrv/w0zGAw3VRofHaV50qPMKFg/njDsg0pG/fAKydxuwepx8/22bw145Vt9dOjzsbfnRJxxSZXc9M6eg3SMK4V0zSV3wtNf0Lz/txK+dHey5Up/3O/bRQnccxTU+hjtP1Ur4CpIfFLkSZlYeKGcAZdgVSZauWWS8mDh3KXJ/kIliU09xrO/C9fawqU3rrhGUY4UWr5EkdRmDQEr6WtXz+VrVy0CwGgSHLizRftIn/h9TzA71cEPElQiGHZD4shDa/B8Rft80xDKhGI1bhEpj9W4ZVb5qVGQYHJ/eKhMNMj2I/tetvxBweCxhgMYlcjNuJ5ByvY3ic4mqkAoYuWxFjVQiCxUzhcJqhPTmB4N9/xyyrj8M2UDtQz9j5sHrFHg9r+qbaMh5cKZI4rvTzmUsXztSPucOio5d0wz/5xZVvqtFPJPV/kpF8BP4fy6Z+ShDQKQp0Q2CIA5xnI2rCts2h8wn0YYWCNuNujR9Ic0/SG9JGB/47wxAlJeQqSM1PTaE0OEgLCVkyq/be87eeihh7jlllsu4GldQJQBwJ49e9i7dy8PfmSD9okpvvTRiOt/ZA/1XT5RNODp958C4NzjEUv7w4ystFVa4kqWc+mYKqKJ2a/4IKvCTCatgtzrlqUfI+0Z1rnOB8tAJFShrtYXNGJ4OMeWQ9fGpSbOzukMAB4Oy1YLQpFUC+E4LH2AYU/zwd+Luerrpll+diOb7G/7wWliNUMYDQgaQ9qJLLDWTfyz4q63NvnI7/Z4xw8n3PJ6j8PPK16vt2FcBl1Vo7YYMTNXZ+GcYO3u1bH3VVUmGWxl46fq96VD5p4f+k/F5bdVu1sqr6tzboNCorXm5JdgYZ8kqIuRZ1Y+tlCPCiTgQsqo4VDszy5r2+xfvcKa9B5V5QWZ9H5sFVXhrtK+HL2BKkPoQqIw7H5lIt6Xgz7IwhgzGoqpNAUjw/Wt1+YDrvrhAzzythM0n/wE4ddez1p9AYBoYIbZWj0iCGMeP7fEbNhnM66zI2wz73WNuwBNlE4QLc9EB0z5A/oqyISI3ORFbrtYuD/SHomSKTpmtPOT1DAw6XhzVCAQCZ2olRoKKgt3HJxPqM8UjVXXleq2bVWfzY8rRheUx/nKCV/LynetsI9FCpx3U7rtUUIOXD0J67Y2vIpyhEFxNLahi55I+Nw/Ddnzgmla05pmd5jVw0YI2MgCSySc8gdp/0jnQC0IUzQnLt23FDoTq/JFwm5/nUAknB1Os1zbZGUwRScJkZEZ242RaBZxaqg48hcnufJVDcJZj1rKC7nvvvvYt2/fBeUxgAtECACe85zn8P7fWqXb97jxvy0zf1mNXhIyVD4zN8wBsOc6f2SCdw0Da4GVO8d2Vj5lgYry4OdyDarOa/dxSSdV1yz6lopEPPelKJMd8+Nz5KCvgmLnxAgLlVekZXa7JIfAC1EKJXa6+7s51qwuvvghxR99R0xvA2qHZwovb01GLAYdmk2VZSu0zyMQCU05pC5igj0tXvzz81z+1S0++vaED/9JTL+dX3/tlKa5O0zb0tR1/uoWZ59Q9NeSkQllHIQ/bpv7m/tXLrsuEVz3Ejj+kOapz2ztSsl0BJyB57F7FP/ne4a875cN8jUSaloaYKpWUOO4LVWfy2Ucd8B+ruIS2P/lFOHuPlXJj7YqW8o8j3GPjNuvil8xiQ9ky3aEnFylwyKpcHSyGueKqdLZrypFwmbR5dXa5XP5j19MY8mHt93DRce+yEWL5wjrMQgYDn2atYj26Sme2ljk3KBFJ02ZXCupdlpjI4PDU/fBtNfP0+bKiJlUadDwCYwIkXUJDFPy4ow/yFaWlkg4UD5rUdOQ3mSSGQPdTcHmsSFLlxaTXI0rk7hS5fHefrbk8kmob9lVUP7N7Z8WsbLhl/a7csZ6Kzzl1seNTnDr7LoZpFDQG/L0fQl7XzzLymCK0DOQvzWkLO9jmOoD1NOwwCCF9Wup1LA1GGyxbXLJ1AobcY1B4rMWNViNWpwYzCKFYsobMBf2jI6FzgWvZvw+tIc88btHmWol3Pgan2mZq07+/d//PbfeeuvY9h1XLtgguOuuu2jslVz2XbuZvsLEOQzSmw0WQ/waNBaDwkRbtWKxDe9O1JNe2PI+44wNd5uZrIvHTFoN5WFJxXAWIy4ySqozg9koyzn/LTcoIu0x1H4hGZMtZQg80cW4W/f8VavPMnEtEDEbZzUf/jOzfeESn4sP9jI97iANV4q0n7KPAzYTQ1SZ9brZi7qZ1M2LKQMOPL/JXT+3wOkn4e3fN+SLH1IopTn1OMwdDNL2M4bg7qUBy9fW+OAfJs5Lnf+3JL8qEiCMkgPd47P2KBEJEy143jf7XHWHYGbn6ORXRmLKk9PqSbjnHRH9TTh0i8+uy+TIxO+6gqr4KxdCjvtKlqpVf7lsxyjYrqxs4bwFF9ho5EFBNbQCUZkUajlJb2RcGUd8q+JWVBlZ22kDV6feRorYFXqzobjpu+a48k2LdN73NIM/+jy7kxPoRBAPPTr9kNpCj+Mrc5xqT/P4xhLrSSNXHhQ6UwoE077TXj9bRVq0wMoRR9ozE7/QqfSwyeXgCc2038/EbHxhJn3bFlYi10ULeklA95ENZvd61Bf9kf46iaR9IaVqLLWlSunS/V/FIXC3WyOgrEJpf3O3WTQiUn423rupxg1XK+HsU4pw3qM9t2DSQKeaDS1/mEYZmIVbmVwI4AtFpGUBTbL/Qy9mud6ml5gUx50kZGPYYGXQylwHADvDDZZrm/ipgTA80eVLf36ae//7EaanE17xYzVqQc5paa9q3v3ud3PHHXdc8LO5IJcBwAtf+EJ+7Md+jHbfwwtkZo36QtHra5qLZpIMqPBRoguf3d9dMYkyhG+LXbFbC9P1jRauJaqV11xBF3uM50y83aRGIOMRv5cRwsiFSlyWstIyzzpn3x89Wm/jelD5pEyMVUDMfP4pNGc/W5eAy5J3IdZJg+OZpzSt3QE7rw7Zc6VkoEOacsis36WrrHqZINEmztUMOmkYHAltFdD0BnSTWkp8gmAh5LafXebE5wbc/QfnufcfIJyR+HubRLqHJ0zbzfpdLn7TTj71o0dZPS1Y2pUaBs74MgkNKDwzOwg5PIuywJD97oeCu9482qWr3AXuZPXoxxI++PtmYHzBd4VcfkeQP4tSG1t298g19Kh6ZtW2rcokgm2Va80cU3qvSsdNYm/bUqVF4BY3SRGMuhIyw8AZmF1XWRGRcY35KtKwk7BMjPKBqvgH/7eTVH7trZO0QTHKwAofeZgERIFI2HtznYWr9/Hg28/T/tuHOfyWkCfO7mI4CGg0B0ip2ejUqfsxnzp7kF2tDXaEHeaCLgrBlDfIJrJuEhpuT4oieEKBMhkJN+IGLW/AppNB0WYo9FD0UheBJTAOHNKdpJi+d8obcOKLbXZdW5QoLrsJqp9Zhasv6zOjpVIvwF3kbfG73SfbVp4rSgZEzs8YLTU5qp8TYMPkFe3zEMwGhugnYwKRCxoNEp+aF6cuAdPOfgrnA2n7qizPhDEWjLrggcZ5Tg9miDDIQj/Nd9BPAoaJz1K9TTupGTeO8pkRHZ76izOcvKfDJc/3ec3PNVg8YISThikRPhAJ6mOv5ty5n+aFL3xhxd1OLhdsEFx11VU0Gg3OPrxK/cr9aexlqoQ1V6O/noomaBdymiA3afexxA73wVYMgJllKGMkRbKILa7hYL8HIsmMCLc+hf0w6UUlOhUREVkd3HvKXQlujm5FYv1SIq+Hq4o1suq3rg3t44ko3WYHXMcdIIrIQJXftZwoqLMOnkq4/htbzHpdusrcz0AFzHpGE7uv89jnadlDpa4Mm2BlPW5maIItfRWw70bNwm/sYvPRLo3LpkFK1uMmnt8xqEris2+py/1zgo3TiqVdaV1TPkVZgbB8P1XogXk+MnOzjDMKyvu4/0eIRqlREA/Br4FKYGpHOgGJvL23mtjdQdP+zzkk1QS1qrKVkVfFsxknWVxdz/G5RsYRDCcZBpPknydlSXQNBNs25T5gmN3mHbDKg3Z7VXtWPaMyGlD8TReOc4mH7jFVRphBGinUyyrbWT9+XUY0mpIr3jDLF37zDL3f+xzBG15MnPgIoamHEe2uGexrXszaoIEvTBRBoiWBjAorWhRIaZEIoylgV6eW1W7raNPr+lKRJAKbittKFg+0TKWNoywUMdIe3WM9Vu7rcP3PzKJ08Zm57WyL21+rjKiq/inTcbK8b+Eapcnc3T7iLrDcrdLEXy72OFd9syhBPqpqaJ+nGmh0Ak05oK9CPE8zSHxa/gA/bT+7YKvJqMARCGRCpDwGyuxjMx9O+UOO9ubTvmTu15eKfhJkaGItFTBqJzVkd8AXf/8Msj/k63+9QWuxOCd6mFTUCZK7776bVqvFlVdeWdm+k8oFuwyklNx5550c+9Tpgl9oqHxCNcQLixOm7RSunz7zzzvWqvvfhiVW+XhsqeIP2P9VXAX3OHc/a1C0U8gc0o5XMjRcX1RXhXRVmHWiqoHH1t/+72vjdujrwFhzOHnoS/HQpn6j0LQtQ6dNqiDXJIaP/TW84BvgonAFMJ151usx5fXxMIjAnNd1MtmlkzQ5jLrgt80AlAqo2JCmgfbxGh7T18/iN9x47rzNPDR7bwr5zN8POXFknB+66F5xy1hpYee/m7vA3d91T9j/k/zdl9/p8+r/UeO1v9hg7zXlEKVieJr97OpR2G3jJv5yaGE5AsGgTT4u92X0HJPdXeVSkN2uyC7qQuiTYPIqJUwwhkH5zz3G7lO1r3teU6/ypFEULxsnjLMVKlCN5OQGR9WzHT3HdlwIxURWHnkI4fy84rk/tkj/aI8p2UEITc1PiBKPeOCz0m4xTNMj76i1s3p1kzDrszZDYtMbFMaMrpO50IoO1WTEYtg2E4S9P0wUgZlkzMLDGgMNaXIpSKHZuH+TPTcGLOy3/vML1yAol+1yV8YZnrZkrgMtRg0FhzuSVDxft9+6CBcYhUd3frL9wxWJuvR5HoOzQ+IvrSOFQVWMToBZxA4SPxvLbBjqIE1UZEmALu9rkPhZ9kOXiGizW86EffY217MkWu1H2nzyvx9jZjriVT9Vp7GQK1BWLQ6PHDnCXXfdhZQXPL1fuEEA8KIXvYijHzjJQthBCk0/MRKYDBP8egXUMwH+mfS/PHlXlTLzuuoa5XqU+QSZMpZFMVJjxf6WCYekXIJkTL0sWmAnR/fcrptCacEwVcWyVuhQ+/TTlbj1s9uJvzyRlNn2dtBaP6F5+gF4329rpnfAlc82K4glf5NAJMzIXqbLDVAXUXZvm0mD9aRFIIxvsp3UWY2naCf1jKADxuJtyjzrpTXYTOc0hkM7qdFVIc95vc/CpSHv+Zked789YjAcfZntsabdcz7AOGGmcfoB9ne3jPgZKwyPREuEECxe4jO/twhPlyfyKs2AchnHJZjEAZlUJhkBWwkTlfd1iVxbTXTjDIVJ8sPupG/9r9ZFVjAAHMPA/m4nfVdgB3Iynd1WnphcoyGvuy4gNsXfRpGCKoNkEtpQ/u4iQu5nS3gb+satOud3SBJJoky9dCzp9wM2+jW0NvoAbnZD23728yAlJ3toprxBoa5B6qtueFE2jthUx4PEz/zYQBbyZtvXlwlaaVa/0GHPVV5hMrT/y8hAuR+XyZlldMBdKFUtpMr9w0WgsuvqomvIrVNZc6Dg3k2fQ8YJ0obobRd3fRVk470JyUwK9xY2Bfuvk3SO9LIkVbbEWpo/5SEx0H4/MeiNdS+AceO4iYoibVzDsZb04zxBEhhjTWHg/2P/tsaDv3OS574p5CX/tQ61PP10mbuUcRSk5CUveQlfTrlglwHAi1/8Yn7wB3+QQVeBnydz0P0Ev16E1kxFR+EkF06MlD+y+vCcY9z4axfmcdGHqvhq9xyRLgpEZBnZSlCS/W2EfVq6lypp1r52M5HlISd5/WXmt/e0pkuY7ZdxBrSfweqm7uXog6LyXm9Ds3FO8Jn3ah65B6bnNftv8Pimn4iICRgqj1AkTHu99H4VHV0j0DEJHnUR0UpDmxIkzwwXs/CcSHvM+x3mvC5f6u9kNuhl/I1Zr2eIUAo8qZj3O0zLPlLUs/YTjYDnvsnj5pcrPvC2mHf+RMxLfqzJzuUi7D8stXUZ5rcRF2U0YPUk/M1bB1z8HMnt3xlSaxXDBN1n5wkFOn+RqizrSX7ScZO8cUflinNV+5jV2vbgejvwV3EFiue98FBeKJIL3c9lFG0SvwByaLasXTCq1Jj/BqSutdyHbf/LFKmSQhuujTS8k4him5ZRGItald0tUuTvc5ljUIUIjEMgikS6Cm5Q/g2V1lVq110i8XUKK3sKISBREt9LqM8MmGoM6A0DZms9Wv6AphxmPAv7HtYdH7c7NllY2UOBN6SVwsu1VAUPImpAT4RI5Znshyok0QYxmAt6bMZ1fKE49c4T6KHi4udWTwnZYmSMS2tchIZxoVYYlhNIrgVuAMW5IjdSvIJ7zjUA3OdutV8sf0BpkblJlDUeUgPW8CzS+qYLu5qMQCumd0hWV3vEWma6AHaCr6f8AJux0nXFeF6c93MZM1B+hiz0E2Ps+tKIGkk/Mgmx4pA9jXW6KzFP/eMqr/wfDXZfXkzpbO/V3qO9/+tXf5kHHngBL3rRiyrbdqvyZRkEF198MXv37uXk586w89Y6KhD0Ex8Rx3gpimX8YHEl1NlVITURVxJHbEmcCdz1D410PDtYCSdPgi6mqHXPWSaVRAhqlEJ+UuPAkukKserpOa1fL0jZvh46szKz1XRq4ZuOBtKBpLK7sNyDgkGkTASAyCdAO0FaPYIk1nz0zxX3/7u556vvFHzb/5PgXTRjjDM5YC2p0ZQDNlQDD0VLDjLCYl+HDFTAtNejrwKmvT5rSZMdwSYtOWAzqdPXxnXTUTV2BJvZfdoJopuEGdtZpW3kodnhb2adNhAJwc6A1/6M5B3/dcgD7x6w4ztyazx7lo6BMEpAlFk6atdImF3ShE148tOKlacHvPLHQhZ2Gd3xETfKCFpUnEC2CgfcChUYV5QenSTtdshXVPa7y9ew2y/EVVA+dlypQhfGGS2WjZ0d6xrlY64h3ffRfZjpOzhKNEyvheEOyHRgtsp95jx5n7KGQjaRO1wNdyK3z9l93p6oJoeOe87bgcttW1vlwERYv72g0zHHz8zEyI4hHkY2M56XsNCK2NNYN6tML0dXEi2Ncmg6jnrAatyiKYc59I3hE/gpmTF27tcqEfZKCXECYUINB8qn5Q1p37/GubvXeNnPzuA38ufntp0tF6KtYRdqHtqZzKqMMZX1sfKcsJW2xbj6FIz+FJXNVtI6X3Bm7WLdnkIW5plIe0R4zO0dcuzhIXv9PkpLVodmMpcpKmw4WRLpaxpelAk91bwYS9a2EsZnBtNZP3XDFiU6Ix8CxGsRQVOweKmP0nkfdFE0SZJ931gTvOUtb2Hfvn0XlOHQLV+Wy0AIwUte8hKe+dSpLLmDLxVagfBy687qT7t/YGJu7aocihZhWQLVLVUTfNaRdO6zd/dVGJ93FQRlGiD3aVaFTWUd2Tmv3eYqXFn0whoxMn0J7L59VQzFdMMaRwQyKh6LnTB7HXjsE4r3/Lri1KOK1/7aFN/6p01u+Y4WjYPNAnnxZDSHJ0xO9q6q0dcmvHDO66YdUrGZNNgfnssMhmV/gyCVL17w2lm9Lw7PIIViZ7BOXURcXDvDcrjBtNfHJlexYZVSaA6GZ5nzjMyqh0J6gpf+WIMn74449YTO7inSvgkPzZ5XbsyVV5yR9jNXS6Ilni94w/8Mmdkp2Dit+bsfGfD0QyJbFZjnkod+jvSnkiug6vdqXYHRsNeq3/K+IQuT+7hjJ13jQkrZ2CjD/+OMgUn1yY6tMLRdv6y9zkAFhcE/M3xKZET3WUMxBXjmfkjHGLdvW8KVXR25IV3u9+2GNLp6HuP2q+QklCewdOKxSZEAehsCfElfGJ5SlHgIIBr6dAchNT9mqHz21NYyNMCipJ5QdJMa/TQ0WGkTKZBoyZQ/oKtCfKmy99BOLiaM0MgZT/v9VHegwUB5WaZET2h8mXD2nnUufXmT2d2jMfIX4toqu0u3Uya5rkaQgtJ76iIlLpJjicBWxKmXBJlioz2ur4LMbWC1C1y3g+W32XbYe4Xg/FMRspO7auLUgLHJiGweg07qqmn5gzTzpHEpdOIam3EdiablD5lO0YSGFxHKODMebJrrmUM1oo6mvVI0BsqIV4JkMBS866d7SCl52ctetu32H3keX+6BL33pSzn1yZXsuy8UnlIgclGISbrnZdiw/HsZ2rfbozTRSJSuqq1VWUhY4TzczDjRXsEtYPdzIWZ3f/t7XwV0VVhptICZ6N3cDC66YK18WxLEiN42GFeDJR3aWPfcgi2uoj/65wn/9rsJQQ2+9n8Ipnb6mV8pmyyRtOSQS2qnackB016PphxQFybVaoJk2jMiFoHIwyw3kwbHo3k8NH0dZKlZEwRn45ksdXEgEobaywyGqXQwmpHGpbDotQlITOSCFhmkvnd/zCW3B7zrp/t85O0JvaFXmHRtlIN7H+NWoLZ9WvOCr/25gH3XClQC7/uFPmsncglYN0Q0gxBRI4NI/oxGB8Kyn9Q+y3GGQHnfcZN7lWxrWZxr3OA6KbnRuFX+uOu7x1TF6kPRx1vFCbDFvp9AaoiGWZ+PUqGc7Pqld83187rvqZ0cgzSzny029t/Uc9Ql4OrEW0PCNRTGaSBUbR+Naqgev+zg70an9I92CfY12RzWmGr16fVCut0aQRgT+gmL9U4WKliTUcmVUmxz41Lys/v3UNRT9VHrPlmPG7STWqY7ALAR1Y1U8bCZcgg0nop58m/Ocu6BPgs3To2F8cf17XFcLLe429x3xj12O4avG5VizlVlqE/mPETay1JIWwPBzhM2W2Q5XwIYrlVzyWf3FZKzHz2fGVS+UJnhl6UvTsMPrV5BPraJzDgBMuEi42IwKal9x9i145ZWsH5SF9Aaa3i5ZMonPxkj6j79fp+XvvSlW7bnuPJluQzA8AjOPX2e1WNd2Nk0MZieRqsSxI6oHAS2gwCU/fpe6bjyg7MDh538y9epCjcxcHSRQzBSV52LXbgkKbuPNSZGDAD7WdkOEWT7lDkJmfKikKnfKj1JqZlUuoC67VsDvGnNktigo2p0VY1ECxa8NmiftaRJIGLWkmY2wfZ1QF1EGZw7LXvMpK6Cphyw5JtzrSVNlJacjWcATBZEEdNVNSLtM+d12VRmtTPt9emqkHm/Q18HGeEwFCanQF8HLMlNWnKTDVXn+V/tMViVPPJvQ3ZcLLniBSkpsTSJlV/4vgOl2xAvWxozglf+WI1HP644+6SmsehhG9D6pO1zLMs9T4pxdyH0Kl98VamC6sfJcJf5LyMGQoZyjIZvlc+7naxx5VKeAFzuwaSV21buCPd9dyd6GA0/zP7rXHGujNZlfB/nmZa5IpaDYyfFvK565LmXjQd7zAhnwNUTEXJkH7deVUiBJ8z/tS8NqB2aQmnBfLPH+noT6SumGgO6g4CLmqss+J0sAkCJ3H9ddjlZY8C20YzfN4mQlJdlKrUyxcZ4N2RDW+cpugRPnWP1yBrnTgo2Hu/x7J/ew/L+PKGZG07t8rfQo0aBLWWJ4rytVaXh6/ahKuTXtqvLObHtCmTRUeVSNvLLHKGM5+E8R3ueQCQkKpeLt9fo64A6ETO7JP2eZirNONhPfGbDPr0kYNofmHFV5NLxm3HdqEN6Q9AyC0eUwoQtSjSJzPkctZRjYOulu6Y/LBxIxfVwBPh0kVC98tSA5199J7/2r7/2ZRMK4f/CIJidneX222/n7D1PcfHXTbMe1dFhSNxPCRolQ8CWKkOg7DpwB4TyOSwUXxXXbBJI5EiAy2Yuw0+Qcwrcfd06uIaDtSAH+NRknN2jneAjlfufailT396r/VzmQyjtUXPuwyAIBm6yq+oEIzxh/ec7LxX02+DPBnhiwLlkiiV/I1uRrCctk6RIDFn2NzkezQNQF0PqMmLRa7OpGuzy1kkQdFSNDV1nQUQoKanLiHPxFDWZRyBIragL2B+eoy4i+jpgl79OIGJOiTmmtce07HM2nmbO6xqEIK3/tOxzKp6lJQfsD84RLc7x1T8s+PhfaY7cE3HouQGBl1rAFZPQuJWAtfpt1IQSHodf4HHJbTYevXrCLserV/lJwU4w+fet/PnuizqyjaJx4Q5A5f3c65l6jGpnVBkCFypNPK5UGQLjtlXxI6pcCnZgL3xPS/bupe+T/d2ifPadcRcYgbMv5JEKATYmPEf8yqwhl3xmv7t9Ytzv7melLWs9rYOgQPR1y0D5bD7RY/4V83Sl4uq5kzx9ZoHpqR4i3X9HYKKA6sKsKCPhIXXuDrVt4iIiti26KqTpDTkfNVGxWUwEaZa8s8Mp4tQgmNUbdP/tFKc+sILf9Ji+rIFfF1z1XUvM7fXIdFAcZKosHleOmCoLw2VcAGe/gvvqAvuofdYwGmFgzj8+x8LIuSp+S5BEqrhgVFqAJFtYKgRJIsGDM0/02PUyg7TEWjIf9vBlQssb4sskq8/QRqjpXAky0hIb3imFESHqpmmNl+rtzPiw7nelBcc+tMH8fkl9Lo94y+teXCQIDx564CFuv/12ZmZmtt/IpfJlGwQAr3rVq3jb3/8Gl399wmzQ56SskwyqJ/JJpSxE4a7wM6jPIaZk+1asNmxxjQL7vbxPFl5Tcm+4DOoqK3SgfCKRShDLah6CHbTcF7rIls3De/JtqfGhHdKdTjt9eui5o5rZ3Q5BCkVX1WhJ49taS5rUxZBQJKwlTTyhqKcvu4emo2okWlIXMWuqwaLXMfuqJhtJ3SRNwrxAdRGxv2aMgCiNSJiTPTo6JNJehiAs+RscGy5yMFzhTDzNmWSaA/4qHe0RiJhpr8da0uJ4NE9LDjkVz3LDyzu885cUH/7NHnd+Xw3qOS8jew6okUHAFje0a3wEwNZKge6gUmDmi63JhMXzlMPhigNQFQzvRsmM27c8CHylikv4mnRu2yZVCISLnoxDFLzS/6rfM+PCnj8dPF3Erfw+222IavciOGOHXe2X0KFJk8h2xaSMUWQnrTzbXKRCYpnQ29QMT/YJD02znng82d5BvR7RG4Q0akOu3XWSlWiafeH5rJ6BSFAiR2oGKkjdpcat2JRD46oL+nSTkHZsIgtWhy18mRRyGHRWYs7+3QlWv9hldr/P835kgZ2XCYY61zCoyW6B+Lcd7YVJfXYceuYSkl1uVtmIdMWtoMgrcVHb/Nplt80kTRDTrjbEz617VidlxtdAJibaAIEaaFafTrj+UsmaNLkMGl6En4ZhW94ImBBDaxQMlJ+pE+YGpblOJzIqsEv1doHPFIiEQVtx6p5NDj0noK/zZFYjqE1aOuc1TzzxBN/xHd9R2fbbLV82hwDgda97HU/fe5Lh+bZRbdrsoeV47kB+0fGCJuUQQHelXSVqYksV69kdKMpxqFU8h2yl76xIyqFMtlg3giWmSGGSh7jCRX0VZFb8WPWtdCVgY4ztC+OGMLrHze6SnHggJtTDzH9oXQKBiA1hEJtiWhbyJ3RUyJzXZa9/HiCb3GX6Ah4MV9gTnGdXsMZV9ePsDc4TioQZ2WdOdtMVjCAkYVM1jMGBISYu+O2UB+HjoVlTTVaTKbqqZtwHWrASz6QGS4Q/F3L7/5gnGSj+7Vd79PujCavKfvwR+K8U/+2SjNznNW7AcK/hCjK513SLC6WP7jva58sD41aw/1b7jivj4Fq3lOtbVbeqv0otAseQyMNmi8dUuR3cbWNhYoefkHEHRDFJVpVLoWwsjCwQSiTDMlmwHHJahRq491FVLNvcTjaJFnQe7+ItN9BTNbPqW5tjaboNQOApLm6uZH03FHF2rVoqmANmQuynRoERKBoSiIRuUsv0UU4Ppml4EetRI/NT9z6/wqO/8ARzCwkv/5V5XvRzC+y9XNBIJ7Epr58KlbltUUIsHWK0aT93DCzmq6lyI5QFf+wxhetUjNllt2x5v0nFDUd0t9nV+SQir7nHUV7Z2roHGtRMw0SDCJVljjUaAjLz/VsxN9sfBonPUPkZofPsYIpQJrSCAQ0/YphyC5QWDE4PeOgvVvn4jx5ncb/k8q9uZXWzhM2yLk6kPeJndvHII4/wute9blttNK78XyEEF110Ec961rP42Fu/wCXP2cfqQz0uftWsadQK6BCqkQPXAMgmY10KOxzzErrhiVXFdQG4+1VZpC4pBWz4ic5CmjKeANUCNvaz+wK5Yitux3YVAO15PWeyyVNv5kkrAhFz9csD7vnrhM/8/ZArXj+LFJpQxBlSEIiEOc9M3qdi8ywCkbDLXwegJYasqQZNGbGpQqygUN0RG1ryNs2LLyEkSesqUl9aTChilrwNFrw2SkuacpAaMQFnmMETigWvnXETNpJ6NtBtqrpBGrwurak6d7x1mv/4tS73/O8ed35vfWSwtW2b6canEH9kURQHKXHDy6qMAjdu131mo8zy8boBBRTBKWU+QPl/eb9J38f9VlUuFDUYFy8+rrh1GCf5Xf6tMGk45ypfL3tPMkPOy3RBzLG5v1ghjJy4s7p03Xz2fC7qZ99rS8TLIhJIKicMU4eqVWW1mzNrF+tG0EXDpBPXWH/kDOGls3SiGp1BSC2I2ejX8P2EhUaXBMmUN2DK6yNRhCJGCVO3QVp3hUZ6FkUxE1FNRpwazKYQs8mq10sCkxoXTfTwOR760xVue0uTA88OU2GiKF9tp8Z3OezVPid3W/k5l5+jneRdA9Ilebs8Ajf75lYTfJlvViCji6LktSXZuYZ+FcJXuM/0WcXueE0eqYBW2WKvuxHjNyV4kkFkVv2R9mjICE+oVI1Q0SDCagsY7obHUHmpEmH+zmxEdTpRSCgT/Loi7iY889cnOPe5NvtuqfOin5hh4ZCf3tvo/OcaWDUZUa/Xefazn82BAwcmtulW5f8KIQB4wxveQH/QpjEnufUX93H4VVOZP8T9q0INXJEN+3KXLftxK+vy7+V9ymQmt3NZX1EWq6zlyEuvtCh0PsihKxfKzgiH5AOVq/RlYaTIpr9MrzNQPoN09e4iFTYOPX+xLBvWhOepVDLhE+/yYKXDsr+RuQRsfdeSJueSKRa8NnuDVQA62nITFC0xJNKSOTmgLmKGeNkEu6nqKC3ZVHVaYpjeryZEMSMG2WDfEobwNC37nE2mmZZDOjrkYHCWjqplkQqhSFIiYoedwToLXjub2AORsNjocvt313j60zHtlRyCdlECe+/Zc6Y4eBnr2c8GgbIRUMU6rvpfRINGX0D3Jaxi45dXWuNQBHc1Xf5eRUC8ELRgO+JHVd/d+lWt8F0Z7hyJyRN8FWBg8pDacWgBFJFC+92OCRYyHsclKtQ7Rfag6P6zxoMd1N3+sN3iGqSmbYpkO9sO5h3N29SyzjtPdJi73Az+sZJ4UjGIAnypmAoGeCh2BJsGUdThiDqhbVerAgrQTuqcj1pZ/ZQWWTx7LwnobSoe+P2z3PrmFgdvziWNm3KIK5JVRZi1n93wQff5lvUEXM5AsT3Gc21cY2GkvSsWd2UkefScxWyCUAwjHRdNYq9XzpnSS0LWIpOBMtIeq8MWJzam8WupropMuLi5wmLQIRAJNRFnZGqzWPEyl4EldK4PG2xGNTajOpvDGu1hjc4wpBcbZODs+1dYf6TDK39tnud9dyszBrZj8Efa4+TJk7zhDW/Yct+tylfEIDjz1Dp7b/eYXcjj78v+eRemt9vL8Z9lP35VcWEc18/kXqvKiLATvMvwt9shtwrdP3cyKcOI9hjIrVOX7OYiBTbMZaD8AroQqSLxsKtCNpN6ISzRzYOwqer4ueuPluwzLXsMS3H2TTmgJQeEKVFpyTNGgwk9TGimcGSkJfV0n8PBWQAWZYchxvdfFwlLXo9ZGTGd/tVSiCxBZPt4aOoi4aB/noPBGpcEZwDYH5xjT3CeOa/LjOxzMDjLjNdn0Wsz5xkFxL4OqS0GzF4UcPLR0RCu8vdJq9p8ws6RniqyYDnm3FUtHDdwXGgpkKnSP1eydbzPffuTf9X1xm1zB/+qQdy9thsOVhWaWP5sS6JlJgNrNUgK5yqhclWhi+VVPzAyLpQnCNcAL7gF0xVkEfnLJxBzH0XdAvf9dvUrXNdUTqgsuxpyw2SQ+Az7muHxHnOX1ji32WLQDxjGHsOBTy2ICWWSkc7sZL2Z1FN9/bx9p7x+RqTOFBydRUgvCTMDJJQxwy+eZ26f5NJbjaswSBFE9z7cZ509Pwfit/tUuaOqQgltX8mg7ZFxdjTEcNziz0V13d/sMy2jf7aM06Nwx+SC2y9zT1jUWBA7URqxsqmlFYNNRTBlzuOGE7op5btJSOA80/WowVD5GafDLhB16R58mbDxcJtdVwdMLeSGlzWcyu9upPzMVd1XAa/1f5tPfepT//9hECwvL/Pa176W+//pqKk0IhN9sLC4LW4HcWH18mre7lu2CsvaArZUZRGsKuOIKOPgf/vCuS+fXW245ylD0O7DLvt6eklQGGj6KXfArXc7qY2pv0RJj1f+bBOAx0/Mci6ZSlcWMfU0MmAtadFXQRYRYBUEN1WdAE1LxMzKiFkZEQjFtIioi4RF2WNaDmmJIdNp0hMjuAS19K8uFH3tURcJc3JAUyRc5J9HAk2R0BSaWTlgTg7Z72/QEkMWvTb7/TWm5dAYJyn0u9c/nwohJUwvwuapXDFyXLhf1Tb7kruRGdst7sDrIkDlVUV5pVuGU8vfxzHzy5PqpBV0sZ668rN7Lre4aIb73y1lo6AsmjVudVJ1DzAaUuh+Lw/wZeOgqrgIYlWUkLsAsOJFdsLIV7L5RO5+do0EO1AXUEPHcC8eN9qOg9Swt3K1m3GNWEuGR7t4MwHnGwtoDXHk8Yr9D3PD/meoeQnPnj2SCX0VCdMiRdDiLPog81eTR0XYpEdWLldhEunEnZj6rJe7SEqrZ9evb5GASRoCLtrjGhJVyIAdzwoojRojh1xCbcsLtjJnZNwYC/l7XH6uLq9oJJLEImKFOcoYDUmK+ESpzLDf7tGYlYUx4uxw2iAEMiJSJvqsrwLWogYbkZGEtte1kR867WuRSrUgpGL98T6D00Ou+JqpUeJ8qb2sIQD5HPrHf/zHvPa1r2VpaamynS+k/F8bBABvfvObefg9a8TDZCREyJYyUgCjk/64eOUq5KDsKnDP6cL95TIu/CQjg1R0MHfAsP8nQVH2BcxfyFF40QpkxCq3qF11vfWkUXjhLHw1UAFLl/rc9PU1HnhXH18nxu+oJZtJnY6qsexvZAO15QMEImaX1ybK/HHmryk001JlE3ogFNPSGAgA00JTT9O8hkJQF9BVxmAx+xsjwRMQCIg0TEvFudRtsOQN2em1MyShJSLmZJc5r2vIRRjS2JV3ejz4rxH91Thrp3HheFUsW7N/kXhoRTzc7eNWFe7zcvdzn3MOG4/3w1dxD6rOMbn/TDYOxonHjDtH1SqwfL4vN4KhatVXNcG7ioTugF8lBlYu5fejUPfSStTcT76qL6N2riCNdedlPmNGyavgjgW5cTWqWWKgbpu5sB3VWLt3janLWwxin2jg4wcJu8M1XrXjCyw3TahhUw6MAJjs0dcmyc3peBbLyQGy/wmOyiNGstjch4dNCtaJa5z9fI/dV/sV/vMSmuG4frJtjohU1aq+TBC0z8Cey66Wy3ottoxzHRXaOz2uMKYXkCqdLdDKRpv9feQaJTdi+dp5tsKqBYjAmwnZPKNIFOyprSGFNoJC0gi7BTJmNWqxMpji/LBJO6pl1/GFyW5pkYFEC2peghCapj9g5Z+Oc/hVLeq7apXzluvGKbfbjx/+W/7sz/6MN7/5zSPHfTnlK2IQ3HHHHSwvL/PQ+45moUIFl4DKISQ76duwoqriWo7ucS4D1TL4XdQgMwaczlI2AModCfLVgzvR2+3uat52xIHyC+SVspuhDEFbQ0OKVOeg4piBY0UrbdKfrsdGIKib1LB50K21fvCOOhvnJf/xZ2SDyoLfpi6MjsCc7GYCQ+eSXIUsQNMUEGD+WkISCsG0FLSkYE5CXWgCjKHQlB4SYwxIwBOCi4MNjsTzmXERCGimRkNLGgGpw37EDs+jKUx8doKgo3362mda9jPeQ11EnI9b7Lo2ZGZfwIkHk8IEVTVZbeUPHydDa9t2XKniILj/7TltREKV0VLFuHaftT1Hlb/TIhxVHAWzXxElGJG8dieskUky1zIocjSq26PsVy5zKC60VPF7XIi4vGAoh/K63IJydJA9v/uuuu9+rGQhQ539HcgMA/tMylFFdmxwCWHg8B+EyW9vJML97DrD4z36nznD1Mv2cez8HK3pPtfsPWGifILzzAYmDXldRtRFlLn3LApheQPdlPhr292Smu14YYmMNrJh+IWzdI8NOHhrkCGXVSinO2bahUZ54h15bqWVu91W6fcvIV8GwUsKxENXmMqNKBnHGwlkkqEwVaXsGiqXEfIwRaTA1rOsJ6EQ1K+YYdCDjUe69FXArN9lOdygnr6z3aTGtN/PEhUt1kwm4FAmWbsNEo9h4jFb69OPfWoyQv/7EwzPR1z0kukCsdydK6uMBGs0veMd72B5eZkXvvCFY9vlQspXxCCQUvLWt76Vx/56iNB5Yg5L9pkUC+6iAjZsrwAVOsQ/txN75JEB5Y5Q9pcV3BPO6txa2LaUff0wGsJiJ3e7bVCCw8pW3CDNIpitLsnTXLqxsPYe3clioHzDKShZ8gCq2eB5PzTDF/7T48QDMRtJPa1fTCBiNpXJUjLE42CwQiASVpMmEYJNLfCEoJ7GZQcIAiHN//TlWPA88hjyfLsEpoVJYWqMB8HTcZNASOqp0WDaTRDg0dfGuLCTVz2VSja8A+PSsPfdmof+5mQfujuRFeKTKUZ32Am40tddsXIaF3VQ1Xfd46uIgFUrr/y3Yt8qXzMQ8USEwNUNqFKAy+s4Sk6028e5F7I6ZpPN1nyN7HquAeQgAa5BXxh4SzyAcchBlZvAHVtcaLjKFVDFI3F9y2UEocrd5PIGqowR02a5At4w8Rl84f9t78/jbSmqs3H8qeruPZx5uDPcC5fhMg+KIM5GmYyAqFERhygiiXz1TSLqy9do8gt5X0c0xhiTINGYqKjfGMEYJ0KcgxMKGGUeLtyJO5357KG7q35/VK/qVdW19zkgKuhZn8/5nL17d9fUVbWe9axVVXtQP24SO+vrEUUKJ63bhueu/qndB+SciZ9gXTKDQdmxyrphl7EpR2lTDJEUVaBbuqo05r61G3f802485eImBkaLculyq3cO7Hgwsx/Dxedg3+hSurpvQGj7Zi5kRZflLw9w4qCAx53RNee9WXdFabhxAOi/Y2or/96QRAzY8XqQRS8TifigEbR3djAaL1pws6hq2JsNWb0BmOOLUy1tXEemJVpZgnY3wd7pISymNWDfPMQ/fB9zN07hpD9ZBdmousI5KKZ2J+Yk1xJvO/paXHHFFXjTm94EKR8RVf7IAAIAeNnLXobp6Wnc+o09FaXoT7gVi6Cg+EnRpiqyrAI9n+ryoAoaQE7EvnKj0EPMQEj8iYP+uGvADx7kTIFfN0LwvK5dFaOlajbylPKVokTwVHdupVCgIR1m0lYJZrIBzOfmiOH6+iaOOa+J734hwkjUNnEDMsVI1EZDdjGdm1iDXfmIdRsQNZZrjRzmz5RHQwoBKQQmpDlda0BGUFojERJ1EaMhIkQQqIsYT6xPoV4Aig3RIug0rggGbND3YRmhIYwimiw2T/LfSUfH2JsNozOboz4StkK5r5OUHT8ZkJ5xrcSqpR767PpXwxsduUqktwVu7lW2vPSfP1NO0GVf8utB/0NsSa/gSp+18OMB/Od8q9/+cWvcswr5d/7HXQK+cNAfCjD2fclcQfmuQZov6D2HGD+fDeCMHw8WpvfKx1s/kSygka9Wsr8JhYG4axTBXIbaZA2L3QTNWooDGtPFPiELoAO8pvMB3NNZa+sAwG7/TSu1CCRwNmhR1Wy5m1EXE8kC4nv3YOfnd+FZ/3sYB5xch9ISM/lASeUXwd6VlS+6DM4mIOb78zmTwD9zd49vZTv9SburU6itODjNdbktfGgzOb5cnOJFegl/t5zJDTHGPO2yTaqMZKYlMJBAL6R2Dp7Jm5jJmnZZK+0B0YxSzHabmO02sK89iE4eY9fUMNI8wvjIIvS2GYgrf4C1WyI84y/XYGxjYk//5QCagzQOlqm8X/ziFzE7O4sLLrigZ1s8VPmF9iHgUq/Xcemll+Iz//IZHPIMDY3qVpM0cGnJmd0eUgskyJ2XBwC5Ls87J3F8QGznMT/Yz1oKYEyD7B9MyFGkH3HupKeqlmP5u7AuhQjmwAqlyc2gimN8tZ14Y1EeX5lD2rWvvFPnkOjo2E5EtD1uInJseGIDP/23FrbdF2HL5hnLDEzng5jJBzGn5jEpF5BDoCEypDBHKOcAoDVyEGIXyLW2Cl0WLoC6KLuIhLQgoC5i3NBpYkM0h4bQ2JpFGJUpJiKJXCnsUwKDsgsJ2FZsF++IdkxsqwRtXQ6GbkdCJmTx0EEupdLn7ABZHJwGz4u2SVFa7kpLSAjLRkAwsCEAvrUt90fyd5/q2KHzQ2uxSQlz1sK5hwUfEmCAgLtfPrVzwFVgAp2KkzF7xAf0+swVti/+hB6y3Pk23qHIb9o3hK8uot8dWrbIy99kKFgeLZDq4uwPW6dqwF+vmCD6jcahY0l6Oxb6DCLfa8T3OTvPKVKeHIxESFOB/K79SM45EHku8eSN9+L4gfvtzp5bu6swLNsYkB3Qap25vAEpFRaLrcsbIsP+bBCj8WKh3JuWQTWBbJltu/HFffjGP3Rw/PmDGDu0BqU1Fin4TMLu8wCYzxy40X4NfvxWiAXx24oCx/0NhPi9dD6Dw2wxkALAnlfAA0j5LoW8//L+IoVGrsvPFcPTiy+QQldYWcrPlD8Qm8PaIR6KMT8jMJs10KilqIsMi7qGxeJ0w9GkhZm0ib1dsyQ0VwZIpHmEwWYXcaRQ37UP2cdvwpFnD+Dgs0aK9EuDEyiBENWVznHh195+zBdw8qtPxhvf+EbU6+Eg9IcjjxhDAACXXHIJHnjgAdz9zR1BHzsNTIvwNVuCxyL46RQvbj37a/998QP/QnEE/EhSni+tAvDpJ04lckl1hNmsAfL3mWdKIMHToKDCEgkX0atagpa5cCE3BqVD/k1LSXpotjZRx+G/O4AvfhDYvjCMhuxidzaCBVW3g3GfGrQIva1NAFJHA4vaBAGmAFKtoQB0tcbuKWD7thj3bo2QawUFhRQ5IiGwLU+xV3XR0SZIsSEUBqXbPnNaYEwq5BqYUxJtLbCoYiwUuxgCMAcy6bqNJZDQGFkrMLPLjWSuy9RRkBwM+MFOZV8olTb9p8AsYhG4lW76WRxkB8x1l0rmwMSn7v3Ibfqt9OOWFrBZe54Un+vB/JezuoBv/FKJaWBt1Cuan4u/LNgP+uN+fJ4H3U9HjXMmwGcA/PRsW7DVODQ50njgkdV8DHP/uD/mlZbFDnFJMS9UmctMuVQ6BaE69xR0e1ZYbJYpYNYs5dXOY3TvmYXIFbpHHoA4UrhvftIs/41nMaea2NUZRVsn+NH8ZuzujmB/NoSJeB6R0GiIDMPSnEQ6Gi9iPm9gLm8Up6rGdpdCsqTFTAv/8Z4Uk0fVccizjDHAI9FpxZfftiH2xTKlAXaA9w//fVCfoM9OJDwFKTqgywQv0lgg0B/qb37eld1tGfsDoKIjlgKP/YTcBcRIyNEa5vdpHNzYV5ZHaMwWp0u28gRTnQEsZsX+AhDIlcRMq4HhRgcDt96H7B9/jKPOHcCms0ZtfXptkc/b1F+hc+2112L79u245JJLHlKdlpJHjCEAgIGBAbz1rW/Fez78l9jyjHVQxX7/9qUIL+BHuqdWUYAMp1GVFkjhIngnDZhOkKA4HIItT6F0CEy4vkaJWObICgWZAJB873O4Pn6+vCwtJo5Wbrb9TUCdFZW8MxWBb1hS+vxKKiyHhNRlABsduKFQbImsI7u2lZByR8VQ0nSow84dwb7buvjvz2o85RUjGJQdzOUN5JCYzgfN92KHwLaqoybLXRtrQmF+QWBxTuKbXx/AdV8fwcxuIK5paC2w6bAMv/PkeZxyfIojN5u9C6ZVjFR2cFAcY04Bba2xJREAapjXKVZLgRzGXdDWOfYTo1KM4xxm17m5rInd+QhSHRlLSAEycg/yAWCtYuonedHWFhQUy6Ec2t7rmxSQxdMwbAJtIBIhQQk4OJOgCtYhRVQyEd675O4AsmRKv3NRby2RyHJpJd1v95FX4ShsYjlCwvegd2IoPMueW1d2nBR9oEJLUr4MHNDOoXnR3vx+Ww+WvnkH5WY6NjCwOJWPnqcxyYVP6vRnAnLdqHIXkHttxi13AbbzqccM+iwG4AQQhqPOC5eHtag1MsWWLM5lEOMNTHcGsHl8P0ZqLURCYX86hPm8gfFkETu7Y5hOm1jI6sUYN/FCE/E8GjJFOzdHqs9ndSA2hoGZG8xcoCCw59YOfnbVPowcNYiTXz0EUQQ2WoDG4hp4XUPKh5hb2ljHD8BTzK3pM0HEs/EdX02wpfnekKllkMg1AMAGMnJGIsQS+ML1Rcj1F1L8IWaA8iHh+xHQOwYME9TNI8ihBOm0MVB2d4cxFHWcI43p/prMUKtl2LUwglgqrImn0P7sncjv3I9TXjeCdSc2kGpdANkqUOcAIWfzimlpDa00/vzP/xxvfetbMTAwEKzXw5VHFBAAZgni+973Ptz0xR049uxNAFwlDpT0TkfFTpAeAEu382v8xYf87Bylg3Vk6gRKCHsSmmIvO1MRKFKYfP01NmGTIk9YQJH1b4lyc5K0+E8bWhhQArt9pS/OkrAi3y5iNGXX0FoEUoSC0qb8Sguk0g20hDJnZ8tI4MgXj+J779mHp1wgMFjrINcC+/MhZwOL1fEs9uVDAICm6OD+2yJ85p9HcP8dEYQE1p1QwwEvHMdxxzYR1SW6ixoP/td+/MePBvHxf+ngpBPauOR109g40cGorMGcv2gorxQ5IgiMyhokJOaViRdY1BpzqoaBwl3RZlYyAAzKDg6s7UcnlZjammPz0xpYzOsYjRdtG+UwR0f7S+n4Nql2S10VmwFV3JNrCRTvlJSqpfyFAphflc6PUNBI4CrYchJyAxUJxYf2wghFbVP5eF/gICUvrFG/nyB0DSUjEMEwPJz29a0rfhJjmWe5aoesTlLu/Hm+eigK5EMK34kngHvIF20FToHGNK4NlSsrEzpn8aCLgD1FW1aX45DGix17TLHHBfggEM+RIgcCfPmZAYUljRyJMk1+HxkwdpdEmlvmU8imWb2wdXoc5x68DamO0dbGUr97cZXZN0BLSJmjlSe4M1tj2aWByIydmayJHBIDsot6kqGjY9vue29p4ca/3Y9Dfm8SR52eQApgUSUO8DLvV5YHpBXvO+SCrQRgM+PNSqGflRbGhUlxNew6ATVjoCUu+KL3KQo3saQ52WUFqD/6zyUyt7FifGz6+oL3owhmSXRHuxv8kPhuAh5USLphLk/QnVdofWMbjnycmWsmkwVsa49jLFnEcGKOQG7lCSbrC5jL6ti9OIxYKtTv2YnZz96NsQMjnPx/JlEbi6HgMl0+QPO/87GYAzjy5vMwPf12vPa1r8UjLY84IGg0GnjXu96FN7/5zTj02Qei1iyXxwBVH36KqHpSrXYpFFL+JcozLzmHofHIug4JTYQpeJCJWXef6cj6+AHTOboqtsrYTyfXwpyCZxkEYScMwFy3E0oxefHzsZXXKaVQNlI6ljnmc3NqWW47iiwmucLyVCX65nsmpDrC8MF1KAA7740wsCVCrTjTYH9mtpLOpUSejSERGabVAD7x4UHc+gOJA88cw5NfNwoZayQDvCNqNAaBjWdPQmmBjdMKP3rrvfjL/zuBd/zfvcgbXaSzMV7yyg34wN88iNGDNOoigYSAYi801cDaqIuOBtLCDTSnGmjrBHOqgT3ZMAZkFz/+1DziusDw4Yb2XFQ1Z0mPeT/GwrZWN6FmRplTe/A98UkJ06TgBNLBAAWuhHsNUOkpyVyXsR1kCflWEClRq0iKvmSPO+1Bj/JnAX7qp7Bb2tq6ehY7D0biCjJkDZt2iCpWCrf0UhVZlo76Xkh44BNXDmU7kttGQCnhBH2VZQm5A10WgI8xxd4VjU/7GcWcUSz9ovFGksjcMhYEGGgsUhoG9OcFUJI2BojaMC2OwjXPKbSyGNlPHsT4KaPYPjWAobEW1ifT2J2NYD5vYDZroKtizKd1DMQpOgU4ypSZi+bzOmazBiaTBQxEXXvUuhQKaW4sysUphVv+aRpHXjCODU8bghBdzOflFqbO8lkWo+LHJgFwfveBmG/A+enbd0ltzVzDacHmWMqbu3xVqQj9tM24SJy06TjgNHfdRtyVTG5iPj/y8sYyr/QtVfQh6isOGBBmZgCAmswxc+sM4sU2Nj1nFbZ1B9FRMSZqZuviTkaHyynEMofONUbvux+z33wQs/ct4NiXjODgZzSghbRAh7dJKLaHtz+YK+zywz+GLc/Zgve9731oNBrB534RecQBAQCcf/75+Ou//mv88J/uwpP+8CiX2tHu8g96gfRZaQkl3GAeBXeCJgqXU2FWQhQfowqtO6CwKuClnRZ0YaolElFs/gHzsiHgAAA+cZBkdpmlMha+418WoE5m6hqi7sqJqQQvpMiEAwLqyGxHmb69i7wDTLfq2JEOYCxaRFfHGIrauO3WBmbujZHuV5g4MEbeUrj35ymOeOUkVp8yzCaASnGsNMckHv+uzdh21f3488sn8fa378PfftQESf3kewPYsmkOEEBH01asCdo6w6gU2JMLDEqFSJtlPbOqAQWKGDftce/NwONeMYjGAJBqwwhEkrkNLB3pWt6kfH3621C6Aeo6QMmnKvasRNfqJxaKrGhVfLf+ziLNRVVzykPloP+hg7XIGucWNtWXfrfgocgzRWxdEtRnQmACgBOASFa778fnbUxBZqmKKtZlafmVdCZvd94/nbJYet+jeJE7CsW3mIIbzLBgUc4GEnMQi1JRmbRKd5w7rsz2wgAckGDmHZO2A+A5gPIApNQCXRUhlgrde+eh9yzigKdtwF031HDMlnuxrTthrHyZoqNMFHoszMmFscwxmzWsAZKIHKNJCw/8NMfYYXWkiVllVJcZOirG/I4ufnzFbqw+voFNT29CsHX7pGCpzXPWfMTAWPeLdae4PnZu4feas0k4dW/bRktkMMGE3GBTouz/1iWjq2ADssoIExCg95PRlu/abPoDVR6m1FExEplbHeKXLyQmVimzbG5p4JWgYu7bu7H6mEHcr9cibUsMyg6m72ph/x1dzE21UZ9IgHaK1n0tdB5YRFQTOOCpAzj8krVoDgt0dVS4gapjpAKYNO19Ia07nJ674oorsGnTJrzkJS/pW6eHK78UQCCEwF/91V/h9NNPx1HnHITBDcMATEcw9Le385Qug8RKarNHJLX168SOzweApfZcvyjlQ64FVSwXLC2GXuu+Od1Pg9IPXnNBBg0gQIrSwucS6hA0CcliQuYdOFMRokjbteGEQmmpS6rN+ei1MfP7z7+hsDg6iuHVIxiUbWz9yixu+uw+TBw/gNpYHTu+0UU0kGDo2AbGjh+qTNTcd+jHX9RGYqy/5DD87C/vxXveo3HbvYOIBxSu/94AnvGkDgY25VDWcgAWlQlEnIwMrdgurAUKJGzLBHOygZl9Agt7FAYPbhbsjDnulfZ1J787uT+49Q2gtNJRKlLfura+U2XuuePrXSSJxoFPGbD3k7KkvHLh7rppLMLEWTMNoLQyVRnz4fvlATjKOS0itKm/87xN+5WxCJwutACCsWLEOPj5UXlpq2gnwM8D4mSp8L6QKYkM0lpoxOh1spIu5pt00XK/uhcnQdd9xoBoZ77KhscFZFqUrjM2rg0zULJsBhCZ6xlzX5i6SWTadSVQnFHKxitJJDRioSwbKUXJFFCrkhA4ofovpAnmvnQn1j5zDHmtjmxVikxJzGYNtEQZaBcLhY42vudYS4wlLWxs7Lf1mZ2W+MEV+zC6McKaU4ex6smjmG80sXDHPO7857044KmDOOKFwzC7g2a2Hcny5vEAjmsGJcANWdYc5HAXnW+Q0TVl+5SozMVpwerxuZvPs1HguUhoqNxl1Pz0pdal+wdAHNGKEFmZO/ky78peCVz/FOXy+y29jzjKkd0/jwenYiSPX8TMt/Zg4e5FqExjYMswotEaulvnIGoRGqtjbHnBOhxwuIaWEot5Dd2M0jPvoV6cLZFDopMX45EBJgD2vXB3zBvG3oNj3nMMrr/+egjRH+Q8XBFa9+Hbf0F5zWteg3379mHTnzedDgcwCh4uVcN9gQ5IYEIDlO8qxYOVSIiOJ6GIf3d5VtWVUd6v2OQkUSO62jIX5SQV8kWVfs7+53Dz9AGwyajczIOeTWSOuNjUo6VqkNBmL20dQTw4j3u+PIs9P1zA8OEDQJqjtTvFwS+cxMSpY8F6UhBRaODSvf467f03zWPrJ3Zh+PAm9t64AABYuzbDx67cjURIpA5NqbFfmbMP9qk62jqxed3dXYO2TrDzboFvXDGHcz60ylrhlJ+ENkFJAObyhrOrGafIOeVN/m7H7STKo3AjoXD9/7sHCzszbPqdQWx57gDqkzVHiZOPkysSsiR5PyMKsCFTx9Kk+3hgl98X/chhypOXncrLFbn/HjkI4qwGrzNd62ct+UvtVMHUkLVHY5gAqW/xk+VWK2huystfeZNZxegG8QLlJJ57CoqLXRcOOOOvnDe0OV8g8LzSsmhjAQ7ouauAaGQ+hoFyvNN9mTJ7o2RaoptHmLpxDq1r7sJT3rkB39p/JOIox7ETu4zvO4+Raomh2JwRQr7wTEuMJi2sSuYBmP600I7xw8vuQ3dWYeiAGPPbM8iagIwFDv7dEWx+zjBqsgwYpfdqVxDoEgi7m2iV7jA+tjvFrq8k/uFSlX7i9SFiRR2mIDBn+/553qZ2BQFjMficyd8hDxBsRqmNI5lNG2hGqVXsCgKdPEY9yoKuMl6W0FbflH8sc8ztyPDz99wP1cqx6vTVGDxyGIOHNjFYL2NUJpMFm/eiqlX2wwBcdwsfbwQQ+BLZUg8ofOjxn8Lznvc8rF69GldddVUl3UdKfqmAYO/evTjiiCPwxLcdh0OesQEA8wcWg9gP0uonvg8eKDsKDyDiIMGfAHmHA2AtCi6cOuL+f4ruBVABM1wZ0OTC4xD4JOJH0PoBS1TOTMviWNNyYNBkNhK3MZ0OYDDulLsgFlbb9L0p5u5tQ2UaYycOozZZM9QdLZXiysQDBOQq8e+z7hyYvRN0N0e2kOPuv30A9bEYD97SwSlnpPjjl+1DbdR06TK6HniwOJshgkYXEe7srMP93Umsiudx6392cM8NGZ7+1kmnbcjSpm2uaY22affwunq+XtkPXotQnhbXfrCDb/2/DwIAJo6q40lvWWXfhU8hl/2C1k+7E6vS7q6JNCnHsqSv/X5H6QDlxJAwBUkTfCVYkTE5RBHzyYT6iA9O6Fl/TT75W1Pt7u0PoIigrqEZdZ1xa4Cxy/RRLA5Zb3WZ2T7k30tlo8mzF/B3gvWY0ufKhcfgmHtLAA/AKnBS/r7i8ccifz++gUFsBaWXabNb4mKWIE+BXe+8BYecPQJ98kbctP0AHL9hB2KhMBibo3GbUReZjpzAZbO5UGrfAfXVzo42/vvtO/GM9x+AONFo7ctQW1VH3DQ0ckOmWMxrFRAXAgQV37mn8Nzlh6Jyny+h2IJeafC0fKOo746cnuFCbe/T+gQmyP3TjFLERaAm9cN6ZNqb4j3ofcfs/SbePOvHekmhkaUGzKYiwWDcwVAR/EntMBB17fJQ3kbEyPhL7/326SWpljhnx+/h1a9+NW6//XasWrWq572/qPxSXAYkq1atwrvf/W5cfvnl2PD4tWgMl0tKgLBfHagGHtI18ru7MQdlmiVSpc5eHfC+v5ICkXyakbsT6GWRf4qoQgAVl0MvC8z4t9gkLdyBw2lRk1eEiNWZ2sBSa2RtqQgZTBkyFWEw6qB5UBPJxiHrs6TYgI6KzaSkItvJqxGtJWjwwULJhESo1TVELcIzL1+NrKNw6/ck7r55Dpe8KcJff2AXIrYaJi3as1HEVfysu86sGS/aY3GPwujGxNY/FCHvrmM2bUIbXPE2p8hmKr/zvoUEiiWQjbV1nHzZGvzwXbux/9YO7vrqAjY+bQDJQDm5Es3qW9YZ2344Yb/zfptDIleywq5EupwYMrgKmNdPFtZpyJVj68Ly4tcoX//dKi0QUYCWLpey0gTWKgAXKXcbrc9iMWKR26W03MKOo3JylUXsTV1myDQtdZNWmZMitcAZMBM4hPWtmx1JJeoyd0AajW3AxABYC9MxFsp4hkybd16ObTPeMxagC8FcKBq2HL02qvEZRik0Zv57D6KawPCpk7hzbhhRpLCnNYTBpIvBuIuRuIXplNxTBtBT2yMHOsK8g2aUAlqhtQDImkCeAfWxGAMDtFeKRl10sZjXgv1uKeFjGboKwrjirigtj0XIAkrMPySoEsSry/0PJCu7r4x95lVpiQ77Pddmvs80O8qaxSiQ4ZUUYIHSSkR54Bzpi0xLZNAYjDs2fTKgTN+LDRMRC2glMRy1MRq3SiZPKwxE5TvhyzZtjAyNTQYGnHcREBo379vyIRz7gmPx7ne/+5cKBoBfMkMAAFprnHbaadg9sRNPuewkAG6nCaFN+g6g0uk4vUTiN6hPD3Fr3nc30HduDVBn89PnE7Xvf/XpMrJMiCWgDtlVsRP4xN0CJJyZoA7M069HGWoyK9Ywu8GL/iTG8wdgKTRqJ58qKy0ol4nxJwMSit7NdIS5NMG2v7kHp2zZg+f/fgs5BBaKkxFrhaW7Ox/GnmwEU9kg5vIGtjR24Xv/mmPv7hjHXzRh/f3k7/aBgG/dhj679Q9bSXT/1M3zuOmDe+z106/aCCHduAry53Gl7PhY2STqW8W27F5si9/2ZKn7TELVkghQnoFnfLDnswjEPnB2ItXlWfBAqXCJpfKX9XXy2Cr+WOZmCa6KnDGRammX2BFz0SkmbHqGAwYaN7S2m6fJ35sqgAVJHIi/8duLu0Lscx6LQ/fFQtn0Y+c9KafMXRVj/o4F7PnIndj0qgOxY9NhqEU5hmsdDMRdNKMUo0kLicgxnQ6glZt+Q9Q2p/WpDAOyi9m9wI/+7H48/i3rMXxwuRMduaZ8kMqDjf2DmMq2qAIAkpAbAOitrELuXv6bz+ZyIMDn0ZIFrTKi/tzKlb8powuoiZWzwIC9Pz4n12Vu8+IMRzNKUZOZrTuxEUpLCxYiqCIAsdwxktqd+iyNKVrFxsvI4xoAV1eFYjEyFaHxsQbuvPNOXHfddb+02AGSXypDAJgAw4985CM4/vjjsfFZG7H+CesBuAOQvrtBVSwAyIvw5cuLfKHfQvtR84AgE+BY5t/JKVCqpN99NsF2UIqoZh3PBzZSmGWHSihL81MaXR3ZSSbTEjVv8HLAlAKos0M/JLTteDQ58faxVhgFuAGO60LyDifgrG83AzGyqDg02AE41h41aa4FBuIMq89bj2/+lYlh2HKKxnQ+iIboQkEi7nSQdoDFgRpWxXMY7M7jzm+l2HeXwvxiGchXvjPhWEGhCd26A3RJvwPlMr3QJibEHOSQGD1+GGuf1MKDNxgf7u3/NoexLXXsuWEW40+ewOTRDft8pst2p/dj+6MuA5147AGnuXldEpkblkOX+00Q0yOFRpaXn/1AzwrooYhw1gapKidlsvBrMrNAJtORs36fPpuJuLDYiv6WaQmwyToS2oKBhLnCugyU8t0m7d4Bumw3AgPNyCg4pcz4zCGQ5uVEnKlyzJX7jbhzRabMyiT6jfoKF+o3XdrnxKZVjbw3Y7cMAHRo8YJyJlCttMDeq+9Dctgo5NGTaO1PMDrcxkhi/qgvSqEL14sBSXNpA63CYDBKKjMKBDlm5iL8zwe2Yc0pQxjYVC/7TBFs6wdpGuaQ1bMo51ISOvLXjx+yew94gHY5afmAmDM3VM5MSUMQ62KelXDKzudepUXQL8/TzJQJgiUGqBYZhqmdmX5fKxieusxYIHC5SRyBKRozpo92MCC7tr3JdZnqyJlT6Pe6zCzbxmWpbZN997PSAq+YfwWe94nn4ZZbbvmlgwHgVwAIAOCQQw7BO97xDvzVe/4Ko/+4Go2hIohFVy1PHlsAhAOKzH/Y30MBhv5zLnXlKXqOXHXVzQCUy3Z4OflzvLNbqhJmbW43qwaWKfZy23mCmsydMvNI6lZe+GRR5k/+MPrOfajloFYuGIC24ITaylgsunSFBFAqT5ODBKME4nKTFaGw6pAY+lUH4j/+dhu+fU2C1UdprDuygYkNwDWXdjCyBrjgHVOI5lr41F80EI/EaK5KcMRLzBJG8mX7E3qqI0u322uKTy4ePc59mswCU1o6K12UEBh7wijm7mnj1IsG8D/XLuKOb0+j2wLy2jzGjh6oKGCuSHlfpfvKQELqczxqvdiUK2cHXQnWvsW4MEpV2CVb9t7CT08+T2obYgRKa4mirkvq0/RPtqsio+H9OhpXk7TUaj3KClBkyk0AOlURuipCjYAB+WiZ357y4grFH6uUD1D6dmktOIFvA0zCLsV+1Lly5pNiDBZuwhKslMYAVzqLeQ2NOGXpCNSKIEEAEFkOtb+NsUuOwu7WCHJVzltj8SJms6bp0wXAa0YpVF6DEsbNsaBiDIsOlJYQ3RQ7frSI3dftQ3NtDZtfvhYZhI1Kp4Pd+PulTdD4nOXT7X7chW8s+bS++1sJDDiQAqqK2e/jHFByIF8ZT0qyvuam69PrvYS7ktpZCdy7OWcYJbo5UEsySKExnxmlXZdw4sNUYe03oxSDUQcmSDV2ABjtV7OQGfZmorbgAJNm1LWBo1JUz1CgIHi7vwVcIAAAHzjiAzjxxBPxjne8A5s3b+5b/0dKfukuAxKlFM466yysXbsW8g1Jz/soAtenCJ20AjQgfea+ofKe0jIJ+b14um58AlPwzOfIWYCqxVrSxn5a/J5GnDp0kdLCUme83DSpNqPULWvhV+VKn9NiPPKXK3wFgfmshkQo1KPMAguaMPx13H663J3B68s/R0Ijnc8wc/M8Zu9uY/HWWbSncowe3oDu5FjcnaE+JDBywggOffEEIlndwpqE0D5tA+27Mvw2KVd29A5oK7fONdd2fmU/pr+7F8f+n8NxYH0Krd1d/M+nZqHXj2DT81dVLJ2QC8oHl4C7Jp5T4n4a3AXl+1J9sMvrEIqc7jfxh94dAOf90wTFJzCiamsyQztPynqxCZ+PhVgqa1l3VYRGASZofJLbjNPvNOaJyuV5U1t2vUnVuhWVq8z8TWi42yvkUqCx6gfd8gBgDtZrLF4incvwwFtvxvg7n4T96Qi6WYTDJ/dgXWOuGJu57bs08ddlBq00bvvwTgCAzjS6+1N09qWor65h8iljWP+MUcQ1U0faIpcYJu7WobbzXYe+wUDtwvsAD8T2x1OI8eTvxDe67N4A9rsMvh/eniGXmsmzGuzo93Xf/cbdCSFwGBcsjRQajYgAXjnOhorATwB2Rcja+pxpy8CGTgtZHR0VoV4YciNx27rPpNCYTpuW/aEydVRs+0EzSisubO4m+ceT/wkvf/nLsWfPHnz5y19+xI43Xkp+JQwBAEgp8fGPfxzHH388jtxyNA4581DbGHanr0JJJQyBc8XrWAY8SAhFB9ECoQBFhxJj1hIJR6UhaprnzZWSj/rsdV3uvhh7UeJUlnaWoBaV0cZmojWdtlz3Xa73Xih2IiNgUJ4FHyGJaFeyssMSS0H0bZZLB1SkWgJ5jFjmkNrs/JaqCJDVJUK87GRN0uROAMydWBSSoRjjTx7H+JOBWK9Ba1sLIxsiZHEds7ctYO72BRx4ziSUAIRW1lVAbgJbD81AFQQ6ea0S7+G3Lb0LruD4++I+6VwBu67ZhVXHNdBtaczETXz3L3dDKeCYs5qWDagXS05Da9I5GHCVsLRlJBeVPxFGxV4EZAWTywaApaeVdt1blCbt1sddRIZ2LXcypPzIcg+56fzy+eu3SxqWB/AW+xMwKpjAF/nlaVx3VWQBQqaN4m+r2AIH7q7iLjnzzsp8eLlDMRa2rqycbrBwOP7C/la40Mjipvqb30tllilt69i6awGoSeii/0ZSmR0LcxNtvr4xg7iw8JWqoZUniISGaHcwc8s8DnjeaojBBPF4DfGqGhprahBCIBUa0DkGZcc53p0fhkZgoKMiDMXu7ooc5PFg6UiUKyRM+5Zjl7evjeaniYy5DsiSpXbuZWTxPkH3+QwWf582iNX3s7M+4d/L8/eZRepbgDEsaHy0C1aUpCaUA+wJvCtd3W2TPs+kjSIA1o0RkEJjf3fQLHtlW9f7Z9rw3W3LDZDMGMi0xCc/+Ul89atfxS233PIrAwPArxAQAMD69evx0Y9+FC9/+cux6qhVGNw4ZicN7gesR/4GEdUBXRnogoOCUvyJkBSngz7J/1TsqkUWBo87cDo/s4h4Gr7fTmlh/MIM+doyCY3FgrIiq4o+E+VFz/DObOMHmEujlSduACNTAKTo6TsP/mqpCLGWFeuT77nAyxFBWxbDtWQ1FrK6DbyhdrPBREKisUkiiTpoZRJDRw5h6MghaGig8H/XkSESxQFCSqKVF/5pSe8xcsrIQQmvsy2vFsjYuwU811DRfu0ZjVWv2oyF63di6wfuRvzmQwGtcehFB2Lk0Bpms6iSP6XBV7j44vi/C8UbckkR9R4CvlIoGytjAUwxyefFKhTqC5xl4pNPwtwNZEmGXELWn4sSjBHdaupi3FykQLLiHdAyOj4+unkEJV1/cQY/IKw8Z0QKWbHypNDmQBlmZYYm5pCSdwC/oPxc0O8oF8/64/8rcU2ClKhC1lbYd/V9aL5oC1KRoJ3G2DAyi/m09Pu38prdtyHXwi453HH9LIaOGMCqs9Za5a20RFcDEmasTcQLyJR0jgAHaPOkHK28VsydkRNXRf3bMG4uu9TKE8elBQFLf5f1rC4F5wF2vD/776QXtc/fSXVlQ/W99vruW/7+e+WfXVeIRjePbb0GCjcQMSu0TJGXmPZ5ofvIXTeTNmFiQtyTWIkZoBViFEBK7Qagwk6SGGCg0YXAn45dhpMvORmf+MQnsH79evwq5VcKCADgnHPOwWtf+1p89S++iuM+dCKyuGatYMA0au4NVC7tPLYK0gcFCtUBblEjs2y5VDo0zD7rJfNQWhl8+0+ePj0rGeXup2meC231WVpCfFc4qh+BFDcvaf2aJLPdJmpRZiNqKU0CGmRNUGQ0CQ+udFmTUtkZRWMsT0BapUMUGYGUroptW5His22QG0t0/t427nrfvZg4eQRjxwxi8f4WOtM5Dn/BKAZWu8ekEkvEWRZu1SZgViVTmEB56E8CZe/nE10OgdmbZrHjI/di9NlrMfSU1djzmQegb9yBXEsMH97EfB5biyG0MdVyhGhw264EJnlfpXgY3xrTkQNqrCJj/wHXzZALWpZaACRv9zW+ysVpU+1ZYLqMki6D1FxfP4Ekv690VYyucsFYyQS4oIAAL1dmPgPArUp/iS93B1QCkAMKC6w9cy2hnR0fy/tCQIHSa0QplBZY+NF+YLyB6Pg12LswgEaSoR5nZpOizgBGay3MZnU0oxTtfV1s+48HUD9yHDIC9nx/FpNPn7QbKPG86JA1slAdl1zBeOW6HMPNKEUrT8oVSYURYNI0740UFG8H6l8kBPSMlLFado7S0nveBZS9xoXfniWYd5nYXEkIdh0AtAeg+Tui3wFAcGaArTSgcrfTGI0oQy3KHeaAAr9DBgatshks9o9IVYR9nQE0oqyiR+ayhm1fCrAldo9Lp2BlObscF4z4XFbHx094H574xCfi4osvxjnnnBNsz1+m/MpiCLhkWYbTTjsNDzR24ei3PhuR1CYaVJuAnX4T7p622W63GacYSjqOsvYlaD14Pm+3s7nphAAEF/qtk5u95bUu13lTp9ZaOJ08lJ5/P2CoR/8ZvrSqJjPHl0nWFGcbukXnI5ARyg+AExDG262CuIu2rsnMDCQ7QZYbzHA/poRxdZBVFAmN7r4u7nz7bWisTSAigYlDE0zt0BjaWMMRL5t0lr5JGMRtl/wIjdm0YRWgH0jK68fL76+rpoG/9W/uRbqokN0/DxEL6EwjqglMPnUM6190QMWi8Zeb2vwqroIqnRpkueyEWMadlOXrPyw5aOTCy2eXVkHYZXT0zmqyPP8h09IGdvUS30fr52fq7AXuoWS/eP/hbIC/xJX7//lacADOvWW5oqAP2f8vhbYBfzRG/Y2tJDSE0M449oV80Fpr7H7v/0A8aRPikzdgarGJgXoX9ShHUozLwbgLBYHJ+gK2fWwr0ukM6VSKqCExfNwIVp25BmlUc4yNbqGEVtfnMZYsVnYRNW4zwyqRDxsAFrKaE39BbRYCsZy1KtvVXd5n8wsofw5Aef/2lThJ0mNOp/to7gwFc/tsgm8E8jFA7S6FtoCK5qlOHmOysWB/A8wYXcxqGCjeE11fzGrIVITx+qLDqu5YHEWmJUaSth1T1AaZknYepXMtuHC9UpO56RtFm7TypNhlsYP6385h586duO666xDHv3J7/VfPEABAHMf4zGc+g8c//vG4+//7KQ5+0Ylo5wlGam3PQpGVSa8Zp2hlCVqZCW7iEcB8InUVoFH8rayk25txWlkuWN5f3a2OOqKlfFS5/3yJxAFVRFPnuqTVeIQu7yYc3dp6o9iPXknHcpdCo8uCWzJVQ6ZNYFktyhBLhcWsZoKv/P3A7TNlNK8zkTMfHBe+gZE7oGNnoqAoc8M2lFvDUqCYZQ6ERm2yhg2v3oRdV2/DxrcchaF1EZKfz+KBj96P9II1kEI7KyOUZntCFAE8RFsTLU918N+9hLYo3bEgNdCdytG6YxYTbzoReaOO/B9/DGwaRdKUGDl7PZQul91REB89y4U26KkEA3q+dd4PeTns+4Ww8RL+0q+QtUoKxKe5favY9nEJh81q53Elbd4XQmmScvcn9xDY4cIVEGetyufdFUW+ArQsn4C1uOz6boTGe7U8/mfNvvP5xSozNha49UnSuWsO6Y4WRvZNYee+zVg92bLtu3+xCSmAaEBhor6IZpSis7MDUY8w9PhxrH3eOgBmnLvvpFxSuJDXClq6DHajuAReF4ohofcJ6fURtvqGn8rIhVZv8Pbx2RfeVpmOnD7hGzP+6itS+L7QmKU2pzkfqM7Hti8G4kH4s7QaRhUblPG6tvOkYHcMe9bOEsx0G44hSHlN1BcdJmF3ewgLmYlfojLSfGznN22WOfI8u3lk8+OMSDuP7XxA/fupPzgSV3zzCvz4xz/+tYAB4NcECABg7dq1+Ld/+zc8+9nPRv3ASYw84VC0sgT1KEMjytDOzdnfxAbERcRmpmQZ5FT4K2VBkdLSE6LdyJI2y08Se2pWPcoqyJNPIloLa00A5vQ9Qp8pLcES5WEw9JwdiF6MQansBaQ3txgXhbQoWtOELgCwTq91ab3QACD2gU/uXR3ZSTvzJlYqSwygm7s7u5Xt4Eb3Kh0+XprTyip3LcNuxicM496gjr+YJYhPXIvh2+ax+1+3Ib74EMzvyJAvKixkdRs/wncVI9+3UgUdLrQFBe28ut6X582Dioim76oIUzfMINk4hHz1CMbvvx/3Tykc+McbIesRIBRauXnPtIMeITmXsmZ76jsTXjm5+BtchZZU8sA57lqCRsVi8ilzv96h64AbD0BloSVr9N2UN+yTtaA0j6wFnReg1WfDfIVLeROAyZSEpjElSsvfBq3ygDE2UTt1k1XwQ79zSzUk3IL129emw3530hFGIc5eb1YIzH5jN/TaOSwMD2Gw1oUQGo0kw1DSxSHD+2waQ4c1sfcbU2hva2H8nANt3WgMdXNDScdCIYlyLGY1tLMEI7WW9XGTQm9EmbVKu6rciIgfQmXbT7t9MdMSNZ1ZRrYsRxWUhdwA3Igq21E5bUpl4KcU8hgpDiJ4W1O/oTESSWXnQy3K+Y//95+xm64JjTSPiiOpDTiY7TTQiWK7WoXm+Ol20+ZXjzLDPAtVuHOM9b6QGoCWqgiz3YZZOQOBbpFHLHM7Pvgc2s2jChPVyeNKv/uj9hl40dtfhP/6r//C2rVrg33yVyG/NkAAAE984hNx5ZVX4pJLLsFh7xvHwEGTaGeJ9R1rLZCqYgvY4mUBQJpHRcMLqKi0XDIlTUdXwnaCjoyLnf1yqDjFYlqzdKCDPL1JhKwCrUu60VryiBBJBRQ+7NAETJMe5cGtHF+IkeD+f38CjKWyYILKnkFaK9gUumrRtfO4qoAoUs9jYEKsAl0HGAjI3aVh/sRBx3zSM4tZzfpdKeBw5NxN2PXB2/DAVVvR/Z/9pji5xv58AINRF3ERoUuDV4pyYxwbiJpXN4TyrXEbt8EA0PQ392Dh+u0Y+oPjsWX4Qdz0ye1oPP0AqCQBtLbtk2W1Mm5EEO3O9g/gebO4Df93/52GlC4HCn5/cqxyHngHDUIqPqgLLeviQha7QxUrc4wy9YG8mHT5MzQR54pOJjUKwU56ISVcXMs1WZjSHRMAYlkqYN6uIZaCyuqPX94GOtB/eT0ofd/6rdyLcgxHxJa1M3RvmzH5rB5EZ8MajMh5dPIIjTjD2oE5rG7MYzDqQGmBu/9tCvu+N4OJ8w7A4MmrHHBGzCVRzknh41YwgH66O2ApaiozYGhtKpehtc38x89KIBBAfaFr4wp4H5bW1UAB034bpXkUZEls2xRldVgCzdxoeWT6C3+vUe64cfxnlC7ikNh7lXDjoirl0QKLqTEQyE2bpTWkeTlHR1LaPkyAIypWu9TjzLoaprsDFtRQfyWmQ7N5tVxiK9FV0hnbWhv2lLuNrYiyzB9efxGe9KQn4SMf+QhOOeWUYN1+VfJrBQQAcMEFF+DnP/85Pv3OTyN+15mQI0MV+gYwL5ho/JxeShYjLRgCQo0pQ3+k+BfSmu1ESZRjttPAUK1TmUw4hcdBAL1QSrelpB24sTB70ocmJK7U7TIWr26UfiePoIpBQkLP0zM2QLBIi9ddCl1Y0KqcrAHrviAhUMPFmXj9qGomHNl3vS2FMyXt+l5exnLyY/ETWqI2GGPtJVsw/eUdiB8/jnUvPwhdYWj0Vp5gmO2lQJN/t/CnkjXUtcwIATxZYWfKigP5dIapT9+NbNsCJv/wKBy6ZQ63XrUX6f4Ucn+79Cfqkl2gne1ikZdACq61yxV2L7YlFOPC3y1QLBkTrkUqWP153qVEzvsr83b97375eilTf1mudbtwxenRy/CWZvniBLr6IJSBeQLMFnjytinGIkCWKc8f9jqJvxSOK6OQhJYjVxiS4vf83jk0Tl6N9g/3IH3mEWgMGLA7XOtiOOlgtNZGXWboqBhzOzPsuG4Ka998LOrrGnZ1BmD6RKrMcdKRVHZOse1e5D+f1q1rlH4fijuYTRu2ru1uw5aZ3ATlvg1u4K0xFErQHkuzx0Pu9dFIqlIhMouWQB3NsV0VWTaAypyzuU6zOZz3uVxJBwDQ8/QG0gBYUNqcJxAJDdB3wAIOHyhSn7HlUhKpkhhIzNHU1K6dPEa3G2G8nmMhrTuuvVxJxFFmmAgCs7lxk8ZxydZwQ9bXG7YPefX/3Alvwamnnoo3vOENeOlLX4pft/xaggp9UUrh/PPPx7Zt25D/v6dCJ/WiwQSiYvbhQXYchUbSBJb5qFEU1yKhsJjWnA5HNA8HBZ08xmJaLu9JpEGMWcFQkMugncVWwdfjzLFMfYoyVdJ2bpq0uVKlzlyLcjugkshdEwyUTElSTBoALGon4JFr4fxO7dNrAgz59SJG6xFy5mn5ZaqkWazB5s9wEMSDfgg8SKHRzhIMxF10VanceABjO0/M2uFiIqrJMsq3nbtLsvikR3WQQkPnGtN/9zPowRqOfMUExFAdg3dtww//cR6Df3AC1FgTSQInKJTK51rkKK67gXB8YxZ+n788i/73orNDQVRLiT/plWUMB9lxFswHTzTp0f09FagHJvy8OEiiPPie8lRXHsgnvHHsW1u96u0HsfHxGLJs+7VTqM5Uj5rMIXWOqXf9GDqWQD1G+1VPQRRpjDbbSPMIawbmUItyjMhFdHa08MAXp5DXaxh/6aG2zlS3XEkb15REOZpxavu+FApDidnBcDEzS+Jo3xICT/Np3TIzPGBTCI1GlDFGwG1DDnwS6VrqvA8rCGtd92KvkihHJyuXLZYsYgTjwi3fFdHyZBxpuKwTgQGu4P33FQKeQQscZb7+exYA6nG5IquTxegW8+lIrWPbh5eB5i4+ryQyt+OF14PmZJqzrZsMRq+IgnW5/mn/Pzz72c/Gxo0bcfXVV/9K9xvoJY8KQAAArVYLp512Gu6KZ7Dpf58NIc2e5qbxtTN5cWCQK4E4Uo7ykkIjkcoqg1aaWOTI6SJDA5nqk2uCngeAwZoJ6FnoGhqqFuWIpEI7i+2LJmUsYDoN95vR8kmBktWgDkr50qDgHYfKQAMIKN0kzSStACMATgfknZe3iUPZBQa47z4w5Szb1Q8a4kLvhWhV2waqDKSrx1mpMGz0e96zbLPdBmpRjqG4g/ms7qB/Wlpkg6m8MlI5qTyt7+9G6+vbgEtOhYoTjDdaiH9wH6ZvnkPtNSeiJvOSBdLSPsfbyT8IhyZu/8ASLhz8+Qo51I692nU54kfk8zz4d1LOfLL0fcD8f7968ef9pV+8/CHL2+8LVEY/wp9HoPsUPxCOiu8HIPx6+M9ya5I/U5M5slt2Y+7ft2Lof5+CPYvDEEJjsN7FeKOFxbSGsXoLevc89v/L3eju7SCaaGD8D49CMpw4cRqGFYyRFtZuPc6scrZtWMRN1WRu2QDeDztZXGHEiEHg8UY+O+UDQnqmqyK0s2KFj9DWIvf7HzdyAHfuNMowlE9v4EqGnZ1PrbsVznM87fL9VYFtr3fqgwPKi//GQQNnVuss5sLvv8Sk2PZFCWioXrzdci0gtMLGf7wXO3bswPXXX49Go4FHg/zaXQYkzWYT1157LU499VQ88+s5vv6sBFIAChq5EhAC0MUmK7nXMbJcOhOSLl525PllbYfSAlIYBdq1kx8QybJjRVKhk5W7JQKGHUii3HYOQn1cpNAVqos2ndAMiWceqk1ZWVMWuBUXCp5+a6WJs1ERAIs8KW8CEg5wYgqJOAQCG7ztuF9ZaUHxcRXxlUX5XSLXAWUiPMrMUsgRlGIWOdtTnq6ZwKly0iE6Ugjt+LwpXUf5wOwjkN4zCz0xgMFtDyLdvAadDjB34wywaawsD2sjCWFjMoCCVs2jgKIz/tdWliBhk0ZIEfZkBTwLrJdl30vsM4LdK9zJsKLsrf+/6jvnwJSXO0TZ898dyj7gIvHraPsZyqWIReGsCF52j23pZTn6QNlXBvw+BZfi9bK3+Uih0dmxiNa19yH5nYMw3RmA1gLNWop6MT4Hki4S1cX2j96N+pZhTPzRccgj43LKGCikPQLSQmkkBZOZKwmwJZHzeYSBpIs2ex+cHaXlbZyFk5G2gZBE5fM+y0WRP75o9laaFGNKWAMm8p7l1jjNKaTAzX1l27rgXIP4UncTJKPUadUWPZMruhegvbV8VxoHC6H5iNKgMidRWZeM9WmHaQ28e1HMqwJsK3UCA0JD5XY/R2fM5kqYDcSKZfVU9++f+S686U1vwrU33YQbbrjhUQMGgEcRQ0By55134ilPeQrqzzseq857YnEKmit+tCld8yWOOOpknZAHdTGlGEldRk8zdKq1QMyCYITQqNtVB6XVKgA7UHwXAP3mo+k4yoN1yYrnLaNQlIvcKL18ZGkeOW4UHvvAB03o+FJOky/Vtr0oRKpXqGxASVHa7W2VtIFAjTjFQNwtFFJkAkMhbDAp3866l3Dkz1mjfNscul++B2pPC4CGlhJiuIboFSciGSrjHOgZmmi51UYH9NA7JR9wPcqcNe6UFjEN1Cbcf86D1XrVZykg0Kvu/X6jd+Mzanwi4++GK6Belj7vK1w4gAj1BR8YLFUfzvDxdP28Q2XsJ0ErmOVRjzLkU23Mvu/HEGMNZL9/ClTTTOKrhsyhNoNJFwNxF/HsAu54222Y+KNjITeOVspO9DL5sskaj6RCTeboqjJgWgqjSGjPCGJ2uNuBjzWKKeLuTZp3/PYlK1YIw6by4G0ATn/2LXf+Ln2mkith/i760fmRNKtdeDohEMqfI9bYf/elci/ToXtorpeiBC6+uPVz574aG/ehNiC9wdMpGemyn7/055N497vfje9+97s4/PDDwwX5NcmjDhAAwI9+9CM861nPwt/93d/hvaO3OtH6QHii5FYA79i8M9BnQtuR0PZ6aEKTUhWnlJn7kojQuIAUsMrcVwZEIWktUIsz6xcLoWnqdHyJDQGPEGWW5RJxpCrPkPgDVght1yr77QiEfWwALBoOSQiQ8ev+vdIbPIChNqNiSVCupInHKJQtpzDJx1ov9lqg75UJTruMi2Mds3sjnSO9Ywp5R0NvWQ2RRJXJym/XKNAO9Hu3iCyvFz7berGLGQ8Wq7G1yzwvf2WBT3v69HcvxdtLQorOn6B9t4H/nT/ntzkpc8e67qMASEKxC72El4m79Hq9334SopV7gTIHxEY5ZJ5h7h/+B9m9s5g97VQccIaJc0rzyPr/J+qLqMsMe766G7v+/UHUn7kRA8852OTD/NIArJXp0/OAmZco94gpeL4xWV5EtNN9VPr+pxr6bGl4HuX30DxDxkh5X7V9SanzvqCBnqCEz9k+0OvVjyyI7DE3UbmoLL4bmBuAvcYSBxx0LwBrFFYCKIu2IYBGhhgZdlTPm87+P/jEJz6BSy65BF//+tdx0kknBfP/dcqjEhAAwHXXXYfzzjsPa998DoZPOjyIcAFYZQvABquQSG9gxEXH5hWOAhMa78R8gEmpCnqLOkh4ww0fpRJVRemHBlY56bm/0Xf6PSsYgF7IubQAdXByr/jKApOza9G7R8KSEqC6ALCTWcTS7jVRcwuUykuKkU98FGCW5pHZCbJYdsqPDSZqu0oluuvi/XYi5UbvmQuVPTTZkpD7gtIeSNJKYFwrLQ9QodgJbk35rAtNghx8+EqWyheSh8om0DM+WAuBbseFFChHyMXRDxD0yqNf+frVr59i6yc+M9LruXqcofWDB5H+x93AC49F95D1tj3Wjcyhk8WoxxnWNueQyBztbS3c+4F7UHvhEUiOW+0AO4dSZtdJcTWT1Kl3PS6XEEqhnQA+XmYOCLiiIuH9jRslPrjnlrNSElIqRLJqdfcCjj7QULp3f/fnCTtuqczee9Be3vx3mhO5+4raid+3HAAphUYcqYLyN8ZlJLU1ALtZ5LIi3lwjgArTAgDvSZ6E3/u938M111yD008/vW8Zfl3yqAUEAPDZz34WF154IdZedh6axx/S915VTND8pVDFQvQT76Chjlf7ws3IDl8LvWEUGG1alEe+Kz5wOCqlslB+nDLyg20A2FUUfEDy9CktClw0+bno1R9Q9HscUad0QQa3pH2rmgaAZO3IOzxNPsR4+MGRPYEH3PgKcmkoLSrXaF0w9y2TkubtV7p3+lt5vmUdAgT0WbN77DsS1fM1upk5ZVIIjUZc7ghP+VCAp9LCCaYMTdKcueoXjLeU9Kp/r7R4/X1AwNPzr4WAVC/xy+CXNwREQmXol+5yy7DU/VwRcWWVtBcx9+4fQb7oWMxu3IhmvWtcCUmG8UYLqYownLTRUB3s/uR9mLtlFsnTNiI+49BKPXkZ+JghgGmi190YGuon3WI9fyyVAyYiqew4zYpo+STKC8tVOmOcM49lm/SObwkp/l6sDdXNn3f58zQWtTaxAUuxitRO3KL3wYVggIjfHwIO/B6/jL5rwTIDUllWNsulZX/5+HWAPJUL5Rj766Fn4txzz8VHP/pRvPjFLw6U6NEhj5qgwpC8+MUvRqvVwutf/3qs+tPfQ/PIgxylzzsodTAS5XVe6lAhi1HD62RZDnnTdtRu2m6+Pv0wpM84AuTry32kzNIkBSWEhigmAkP1C6fsZTkpnfKaoflhN97hykqA0XksHe2kKSBRAgGirQAAUiGqsBJsN7NcIssl6omhvmlwKS2sgqO6djMz+dTivDJBk9rz90Cw7QQgL6g3Sl8XE0EnTTCQpJU9G+izP7ECJf3OJ1sAtv35pGytFrgSQsYRKzMPQOPxJb6y5Z/9QEMO2CitXjEaoXqGfvfL7ysgq3gC9aNrBMp8kOTnr73/Swl/loNa3pf93/qxgX66IXDCy8bz8O/360Dtpr1n0lunIFYNIDpqEq37BrDx8Gm0sgRDtY4FcAtpgn2fvgfpXoWBtzwRerhZAeqhdpRCQ6FcWaG12V+FjIOkWEFFQF0ULAGBB6WFCWrThnnk850JxjbBfKkSUCzyneasLHfjqfic6rQp64t8TIXeh58GmZzmO1fAZs4ux0F5n2bjLgRWfEXe133JjZiC9UDxWWs3f62BPJeQBcMqQDFd0jFIePoiAKa5cfH3k2firLPOwoc//OFHNRgAHuWAAAB+//d/H61WC5dddhnw1t9Dc4vZ9tPvbCS8A/kggT9HIgIdT0QCnZc9EbWrfwChNOTde6GffqSlxrkigBZwTkxjwEOx+yMGSmhQEl1OFFMZbFguNbTlhgtaqMM5A6awFGjyp+hXpSR0kZ/UAkppSwVKodHqumv5pdBodxMkTNHTxEHlJjBAn32foh+FTlYJj+3wLVA+adLSTqLuucVN7dEl9wncyd2f0H0qm1xBvB17CQc01rrXLsNEwVvkO7SWGVy3CD1BbUiRy1R/Xs9+wuvnK0vORHBLK6TcnTSpjbzrpCB99qSfhd6PrfHfk1+vfuLXlb77vnK/7CS+gg4Jv8dS83dMAYdNIs0jDK2dRxLlmE9rmO00DCDYM4fuf25Fft8sBv7XScBQHdBlnbMA2OJ5+flHUqFbHLtt/keWSexmkWX+6B6ugEtjwHVD8vFm5iZjKPB3q5jhQHNIFCinP55IuGWutYBizGS/ebe8h34rlbX7TDme+s37Ju0yXQvIaOVCLos8XMaB9IWdo4o6qjxi9/ZmNfy+rbXAR9f9Ls444wxcccUVeOUrX4lHuzyqXQZcPvShD+FP//RPMfbmF2Dw2IMssiMRQkNKFgugqpuSVJEoPcvvYdfaqblQTwBZ7YT+czzdiOh6UqSRciZtWr6iiiWVnKYiP7S/MoDqaT+D/IHV8vjigyMelEMDhK7FDJxwa9ZaF0W+cWATJfOM+c/vpcmLJhCi4PjmU77LI/ImG6ozUET45xIU3CnZ/RYQFW3Hg7S4MunnauBMSMgVwu/l1wm0kBLg91M5QmWgctN9IYWrUYISn1blwkHpcsQfR8H6IWxR90vDdY313uTKfwfcPbWU9Hs3S8ly2kgKjewDNyA6/VDMbj4IYwMtu8w3UxK4bwrdj9+M+HFrUX/mRmC86dSbg9x+7cddSVKUQcVk1fN+xtklqgdX+NyfTnOIHyDs+9f5+OCKvVc7kSuzV5Ce8lYb+BJq917vguat5YABnpZ1GXjKn99PrIhSAlJqJHEODSAr4gSkVIgiZQGKX5bQuyD5+4ln4eyzz8Y73vEOvP71rw/W7dEmj3qGgOT1r389ms0m/viP/xj6jedh8MRDnd/NSzWfOfUUci9Q9/dZBvfeAgjYDNzy+B3T8VkJjbxYDSCl2VKYgIHtjHH5OTQQQpSY789TRYdVBbAwHbYcBH753HrLyoCnPGn5kkYRtYxyAuETV5ZHDigorUyajIxlYzaPyovdy8w9hlUw+UcyRy0yAzFNY7SyBLU4Qy3Oy4hp8rEWllvpTqiWo/KemHL1lX3IuqSpk0dW+0uQzDUXDGhtVh3UotwyBWAAJ5QXrb+m9Pz7uFXu9wnXhVHtQ/7Sy1Db9BNqH0o/BF78NMhCJeH9qheACJWQ591P4ftt4t+3nDr2EiE0Yp0hhUA2lyPLDMtDq0oAYO7m7UhOXofaOYebtFgRyzbS0LfuhfrxDqARQ92xH/LCx0OsHQJQ9cM7oF9oSJaWLMrsAHpv9QV3tZH4+0IIoR36nPpRzhR9pb8pAd+YsmBEVduxOr/yOamc0whchOZr811bpe6/Y5r7/LqZtNzrJu+y33JFb+psXAM5bYgXcbBT/ucMBDdAedn+evDJeO5zn4u//uu/xoUXXlhpm0erPGYAAQC85jWvQbPZxMUXX4z89edg+JQjnU5EgYVVRVh+5hOM/52Lr6h7oUD/GVMOUvSmE1K5+G9ZFrH0zPMCAIoBogC4SFhYoMGFAw0+SfgD1keyfHBzq4O+OxM+mxwiRov7loQ/sQFAlgvXN8mesUsh0zJtmlw6aQKtTeCW1sYtkStpQIJUcKKhC1DAFaPx+0XWFWPrvYSCKNuPU45hZUQKkkAKtWGqpC2PzVO79Cr3Gdv0YCZ8Dgr8/eXLMlUjqnn9jWIwwC+0coHaiHZq88tZAZ8sH/48ZyMcupmuFfdyF4Zfp34MxZJjzWvXfs+QLLcPSADde2ehF1LghA2ICoujXWxYVpuZQ/rz/YhPXg/AjWPhwDO/7m6ob9znlnHrNMTaodJSZWPQgP2yLhVGpVjtRP2enudxInzck9LlFi6nz02a2ipXB8R5ypZ/tyxE7rJh3Fhy4rqctI1S5UyCPzdzxpczwjTP5bkEp/Jt29r2qvYL32jj/S3LvA3uLNgp06C25On4OuZd8gS84AUvwEc+8pFHxfkED0UeU4AAMIchDQwM4OUvfzmyly9g7PQnBK0E89n8l9Kd3Fx63w06DAXWLDUp9ZI0jWz+HGWajphDSl0EsADdboxardizwAMRRW4WuYaEOrj01s/2q4udtAsWg/77YVq+4omFtnstEJvg+918i5K7P9xyASLS6KSx9dtSW3VSCq4qJ7puFiGSLlgjF0VauCVcd0TVal1KbJ7aBGJpoRFHVTAo2CQsRbk+WRd0b8T6GFAo/OIZwdKh4C9oAUg4SpSLH4dhAYg9froEbDxtoLqTHLWZDTxjoIfaiysi+u7Q+14daCdRBzh7Vm8I4PTKx5cQ07AcWc79viKwoHjVCEQ9Qv71eyCfeSQWOzXUHtyD+X+/HXr7HAAg27kIFP54Co502KCBBDhgBEICeuMY5JZJ4LBV8KlvgIM006bBOIPCYLB+ftYP+Vgli5iMEL/vumxiOT8BQJ4L9PKb82f7gQHz3WODergSeBmEcIGhM1cIU/88N+C1DOgGwOooI1UpC8+DXXX0hAtK3GdD5S7ZDfP90n1r8fJLX45PfOITOO+88/BYk8dMDIEv3/nOd3Duuefij/7oj/CJowEpy84UovJDcQOhoMN+LIDvQ+p1H92rtYBWZad1tsYVGhAaUUQIXtgOyXdS5B2UR8eGLFYerxACRiGhwUfAwAdMoYEpi50Q/WNR/TPPuYXiMxV8ovDfj1ISUaRsPiGqne/CSNaSYpu9COFuLmLbnIkf1Oj/lheR2VRn3gYAbHAXLdNspzH8Jan0TIhtCll5vmvIXx5m8nOtcQJCVM5eO7FxpcCXUfF25Hn5zEioHv79IfHZg1C56L7lil+WhypLgXkSkWXA5dcDALJjN0CceTiiD3wLkBLxMzch+84DiF79OOCA0Z5lC+XFwbHv8qGxw3f9I4XPU/IZOl/xWmDjKS3fD87nHmN08HmBt5m5HtrMjY/rXvV25iGmzH3x52rnGZYubw9+q0CPvkSgm39HqQuiAvT7LEiv8tliaeD2F74df/EXf4EPfvCD+MIXvoCnPvWpwbo92uUxCwgA4Gc/+xnOOussLB65HuMX/i5k0tuC5tLrJfdqiVAH7RfAR/dqLaA8ip86MZUhTnLH/xR5yNYvF1nxPmp3KTU+GfUvJ7/ft5B6RfWSb6100bgDyC7dYsrUd3VQvULsjtamTHGcO8stATNZCqHZyYmlUiXWgjMWIVCwVJQ8lYWDDMCdjKNibXLptxUVoBZao83L0St/svI50AkpZmr7TEknAJPTmfwZ38KTolzaysEI5dtLwYfEZx6Wur4UoOb39bvHT6eXy2EpBc3L6kv0tduA724tL0ggu/BJ0AeMIfnH/4Y4eBQ4cwvIZ82PXl+OlCt4eN9xn6XVSLYOXj244i8Ve3VusOBPlmAgZCRx5pDPQT7YobmjXwxB+R2uQgYcY6nf88tVUvTEcsGikLrnHBlZVtB7xp+78gzPvH4HvvKVr+ArX/kKjjnmmGWW9tEnj2lAAADbtm3Dc5/7XKxZswZ3v+xkRIPN4H0hdGyu+9TVMjtSACVW8xTW4uWKzRlQBAAYk0AdkU/6/oCr+rrKcpFCDd0XrouuTAKACxRyZ72yrjwPuHEJXHgkb/mMO6h8mo4mLGEVVZgtIbpUefUkwEBuIFJyfE/xXmJpU+XuK+EfTR2xNs5yn953lT+5Qvw2C5WiF5NB/Yd+pc+2ndjz1Fa+NUeUtr/8k9L0gUUke4+Hcg+NPvcwUOhv4NULPHAJMST9fnsoIKZSVqb0uERpCnzyx8CeBWQbV6F1ymHQ68cx0OgivnMX8KmfmLZ/xiHAaYfZ50MsCwnvY/wd+O1Pv4WW+AFwQABQuh4V7TugXMbP5A3HQu+36qpabpfSDxlS/QCcDgAH/sxyZt/lvOIQALTX+PvQAsKOY3rWTYf3cR6DoTXwozPegBe96EXYs2cPvvjFL+LAAw9cRukevfKYBwQAMDc3h/PPPx/33nsvFv+fs5CsGa9Y82F/XdhtYH7rPYhDVJp/j/tcf1AAoYNl5NeWYiRsOaiMXixByNLy6x5F1eAzP42Q9MrHH0Shdlqua0N6lj7lFUeqYi1pXezzAHfCJAWZRHlF0dHzpNj9fQyEMMGDceTGxHeyqLLZDn0Ope8LV+TO/fQ7wkvruBumzIMAUAkIasUuilqXJ9hxMEJghVgIvnafgEO/PhCqlwtUy+WqywXby3UH+ADDv86ll/UfyjsomYK87jaI798PPTGI7imHIknbiK6/o8zjyZuhzjjC1tmUpbrvvnEHlP3MB3NllmXfDZWKr60397mWvI0d8PYD4IpRB5bH2nsccFJVjiHpO5615xcG/48AADtQSURBVDZEORfS917iW/4PpRz0XOgZIUuXLdXTdz37BhAZYF97wstw9tln45BDDsHVV1+N4eHhPjV4bMhvBCAAgCzLcOmll+JTn/oUam94HppHHrSs50KWvk+V+z43+hyivSkNnj4BAhkYCPY+Tl0FUOtSdeDP8vR6AYlQ8A5nFUJ5u5aBO+mHri8lfX2MCAMMPjiVEohj1XOwE20qpaoM8CTK7VkUxATwp7UuNzHyJ2Y3kl86Ez5X4KG26HXNdf8wZgS9Vxr4bea/C0q7nmQ2fR7c6b/DXgfGUL0AV2H57c5XLHDrlsRf7bBUXwrd27N8ywQb/WSpPqu1gOh0IX+6A/jZbohEQD3+QOiBBlQ9gV4zXPFlA9XlhNTXCIQlxR75XDhrw9MiydmKAF52ch3wZXKkiH3AytPsCfa9ecRnJXsZU0oJhHz+wTyW+G2pMpIEjTH2uee+Fh7wceZSZvzxsfax9c/EC17wArzsZS/D+973PkRRGcfzWJbfGEBA8nd/93d405vehMELTsPIaSeXPyw5oZSfK8Ev7Pl+rELPliwmRo6Gy3xLtO7k16vMPcoT/J3nE/CV+YO8XxwF/d6POQHC65d5HqFn3FUfve8BSneKlMpZusmBAg+qpKVFNFHy+8l6pgOSSAHzkiZRXtm73D+Su9eabbkMUNfLkqHPHKSFwCf9xt025tmy3YSADdIs06qmx9ddU5v56YfEZ0U488B/B9yTJEPggn/v1Ub+7z3LtYx7Hg5w9cWP8Pfz9kGkH3DLhVwGdMQu9UcO2kpXgAvcqd/bpcgsKNFvCd/irojH7pVtAXvdcT1QnaQCj/YPpk7P+J+XKKPfD5cEcF5afRkO/1qPeRQA3jy9Gm984xtxxRVX4HWve13fMjzW5DcOEADAt771LbzwhS/Ei170Inz1KWsh4gK9+S+3V6cMdTR61qecegEJLsxSWnr68QZpoEM6v1WeBVRe3XTIuiWUqDy71O5b/UBQvzosZ7I1ZVweINCk0IVGHCtkmQzEM5j/pXJDcM9yIUzQIs8nNFEIGCXGN3bhgIDHa+ShdmefOcXPQQqJlL1dNkKgEpgZChYjRV/Gf4TfRaiuUaQq9y6H8Qnd428bDJRt6VPqJPwaZxiWs2NhqEw+88DLuhxZTv/1Y0NCedCvnOKn9+IDOL7GvhfLVNapWs6QcbCcejhjPjA32CT5/OHVvdKyIaXaYx51yhK45rMbdJ+v9PlvVC9gGSwTK2NoTAHArS94M/7oj/4In/vc5/Cv//qvePrTn947vceo/EYCAgDYunUrzjvvPIyMjGDrBaciHuvv36lMgr7FHgIMS1nWLM0QINCB77YMvCwPRTwA4QzyfkAHsG4KyjdE2Ze/u8mEYh36rcro9Zuv5PjEB7AgNaEhI2Un1CjSThks5S5gl1KpXFpglCTFKoXAckKbvtDW/53m/r7xvMyB9rZ1cy2a0EYq/r2+0ijr7u4U57eN+UHYOvr59wv4DLljeBmWcoH49SdAUHGN8HtRtZ658ucHHsG7r1IPoSsgg5e3129+fZYroXX/frruu3P35pdSI2PLReneqOjTob38OaA1QJcPnHAdlgsG/Do49WFzYTAYt5dB1cMACyn25Urf2ZD6fuCn5c6jvdrru898DV784hdjbm4O11xzDQ466KBlpfdYk4eyX8tjSg466CB897vfxaZNm9D9i39B69atQZRNUiqQYjDQn705cM2mg/B9gQk0hGjpLwQO+ISj+UCzifSguiqF9AYmH+ieVUD5+ZNbVXGXf6HrwWIsARz8MtC91oLik7wS0EpCFxuV0DWlBLJMFvuRs7IzpUdRwkqZ+2jXM2pnpYU9zIrAAKVdKmN2v6pairRltaF4w7uque0mvPcNp07+bmyOr5P1uereGr3b2gczfl244vGv0f+yXVjZvXawSqf444GSuXYPfwLclRX0R9c1+0/Xc5an3SGwOGTKDxB161JG8dP75pL3uM7bq3xX7vuid59lEVsqXLB4gfZTSiBNI9tvQ3mYdEXpow/NSRUWs7q/BRfrxqC2ZmBHKWkO96Ftx7UJUtSq/GwK6s173txCYJCXlL4HmTkO2OD2gV7iA04uzvzpfedtHJKPH/gMPO5xj7M65TcVDAC/wQwBidYaH/7wh/GWt7wFzRc+EyPPeRL8Pa6XI5VO6yNin1Gw+ZcTm32UfvPz8K/pMM21bJdCL+nBfvTapIn/ttwgx+XeGxKfAvXT057yoLudeAwCE2x1AjEE3BLmqxd6dQuidvkSuuoE078eTvl63OOzAVQ+n6nxA0idPLzd1jiQ67dipZelHyqjb11rXQYk9gI7fsAqT68fnev74kloK+Re9DwH1NwXH3rFvqVqd9dk75grG542fye9DA5eTm75a1Koy2DeljvGe7lGeik77aXNI+yXvRyx17vrU87lls+WMfhDOX+FjKmlytOrP5Rl0njDrkG87W1vw3vf+1687nWve1i647Ekv/GAgOSGG27Ai170IixsmsToReciGmgs+9letHn1Rg1fydKynuU0cnCyIquvR5mWmlCXJX2e9dfk2jIh3BbLLYuv5ELp94vJ8K1Qm4aXThBQeRsxcXq93IylOmFVJ3z399B1XuZqQZYJ5jzw2a/9hQxcW8b78IMQufjuHR7r4G+a1Oud8uf7uYt6gZUQCAmnv7x4iV6tzs8E6NV/QmAwpNBCwFYp4QT7VcoYYvyW0U8eqtvD5vJQ+2WPttSBz/S9cn+f/uizqT6Q6zXmK+ks4x5engq7t9jGE758G2644Qb867/+K0499dQ+KfzmyG8NIACAPXv24BWveAXuvPNOdF5zJuqHHOD8HuoYvSSkkCsTkVQVa3bJdAPXeoECKod7YYncek0wdC3ISITK1Mdi6Fe+ZUgQEHgsjAUEvcrM8q4ojwAQKMtbXgv5VEOUux95rZV0oq2d51n56DtNetIrb1mmcB8LAtWgy6B637IAbkCWu2fHcu6puqX83/vnu5z8lwLznEEAqswCvy/8uTczQMKP3iU3F8+LmMBQfr5SXIpl6ifOk72AQB/pSRAsY94MspqPANAJgY8QkHgoZf7MYWfiJS95CQ4//HD8y7/8C1avXt23DL9J8hsbQxCS1atX40tf+hIuuugiTP3fj2Pmq98Dx0OaDcylJjlSSORb9H2agtPW7Dnh/VXSDXyntLSXR0V60q7lnx9/IKR2Bmhv/3b1c7/7ADjKZ8mBrQX7K9Lxn7FKmbVrjzpz3zAX8udru/IAjg+cX+NpUf1s2vQMX2/NPtM59tRHyOIkP6ttEwZsVLH8ke6ld+1fC1H5vI38+I4y7iFk3Yq+f34+vVwjIT9syE/rt6mbjvvn/8albIP++bsrQvy4D1n+RxnXEGIG+rZ5oL70DAWz2j7Vow/z/J25ZBljh89Z/p8tW+Uh7fxxUBQ0PHrlww7aKhm38jd7D8+P8ufl4Nd61C0oHqMQZBDo3fH7gv1P44/3jOAZz3gGXvva1+JLX/rSbxUYAH7LGAIu3/72t/HSl74UT3jCE3DT7x6NaGTQ/tbPouPXzJfeFqpzP7uvH/0Vet5Jw97ABjAfVPZaacUv9YZ9Szm0L/lSz1cn7F73VgFYyMrutbe5vR+MnuzxDoLrnb02BFBpxxCNXfGp+hO7pzCWTeH2YH54GqENg0LpL8udFWCC+tH4PG2t6Uha97lfFlPkP+fnE3Lt9Lp3KVeCsd6r7g/qY71ArR/8l+fCWfGiWNAdBeWZxHW5UZnffxkAJReQFGF2aLmMQVBReu3g0/X8Pj7HVGKE/Pweyrvu0SeD99FHNuZof5deT1LZKywO3Dn2+6f9AV7zmtfgxhtvxKc//enH7OFEv6j8VjEEXJ72tKfh5ptvhhAC6V98HK2f3R1GuehNO1nhA50u+dY8Uz49kSzLS3t/dDqi/fMnA54/U7ChFRBaybLMWlgLxpn0+H9u2RbP8jR8Bb5UVLvLBLhL5/g2q0q7Fp0GrDXnNhybxHtcd+rkASjbzqw+1rJT0v7XfNUAt37hRWo/RDDgW1z0WUpVAQO8LXwJWcmVuvdRavy7b6mXYCz8XD/rnpfv4QqxMqFyLSfdpe7xTxjtBwY4O0EsQ9qNgXaK5P7dUPMpVC6Rs2WFlfwZM2EVIptHLNDqATB94GlZD9Y3Kkrd++Np9QIXPhgon+E3VX+nOvZameU8y/4Tk2mCfcvvPB8aI75bxf/r5YKjepF8ZM2TcMIJJ0BKiZtvvvm3FgwAv8UMAYnWGldeeSUuvfRSvOENb8Bnj61DJO42lFp5G8IU/x0LFXAs0OVaTva5hyECsL5qP/9gHnzyYGnYW3hafYRb6M6zfpYBC9K3tPlmQwCg8ihsxaK3FeDk6Zd1Gc8sS5Zql35t3+eZfu3vT9IhINAvR9uuAVZk2UUMWNrLfY7edS9/bShO4+EwCUFF1qdh/D7J8/bjCWhVAN/Fkf5rDaDVhdw+g+iePaj98B4AQPeQdVh4wZMgpLJBqjyWSOc8cwOCw8GgqLwvGge8jP3kofTInkYKLwNT3KGVCA9F+vUNwP0tyHYGwW0IuIX71c+f/xb82Z/9GT70oQ/h/e9/P1772tfiN30VwVLyWw8ISG699Va89KUvhZQS+17xFCQHrDE/BBC6j7z9a72sMAfpBqRfV/QVOP8enEQ9ANArveXk3a88/rMha8JcL56zs6JrYVczWOLwkh7597tvWfILWLGVpLzMK3MNY42ceIse6fUDRaFS93oXbiHF0vfY9ALp97l3uUGBy0nTd83w6/3OYOBlCa2Y8dPhrEAofaUk1M551O7eido3bq/k1TniAKTPOAJ6cghaw+xBkBZnYUgNnZfLDk38DoqlougNKh8OSEL/MdIzxUB/cOYYx5J3LfCQJnkoS1xDLp3lskrEUlrl77On3vdrj30+XvGKV0AphauvvhpHHXXUsvL5TZffWpeBL0cddRS+//3v48wzz8Tet30Ur98xDK08q4D+eHBQ8bxDVzFqv6SCy2t0P3+Otmv1xdLHxR//HhqoVtiERs9oSq+Y+HzqEPMdaKWXvREIlZ/uJT+sDdrjbgVFf9I5YY3XBQCSu3ciuWMnoMud7qz7hdPlHkCzf30oddsufJLxXCK/DHFoT78s9HGpcqP/+wi9L72cui2hbCq0rb3em4411/sm21P8wL9QoGBvf374GaoHlZu7BX26nLuCnC2UlYSa7aL2mR9i6B+/YcFA67hDsHDRM7H4iidj4c1nIX3h46EnhwAAaTeG6kblGMilLYtgzABnAvjc0ZOKX2Y7VtyYgAN23B9F9TOf9xzLO6TUe5elZ6Bjj/fo1KFIu587ym6SRONHeMHRLM87fu9P8fqdQzjllFNw1lln4Qc/+MEKGGCywhAE5Dvf+Q5e+cpXYvPmzbjr+Y9DvGocABxFpDUgd0yj+dN7EO2dhY4k9FAD+bpRdA87AGpisLIMxhd+ndOWPmLuFTgUopNFqwOR5tAjA/Y691VnnRg6lZCN4lhcJaBbMaJ0FuP/9BXoJEZ38wa0jzsY+qBxCOnmp3Ig/vkOxHtnEC0sIjt0LdIjNgCyjJA3cQkC0ECUlFHI5oNrBZlJQQNZDqE0Rj52PaL5FtonbEbrWccDkRczQFQtNd5yUUvo8i+q/5dwE/RzlzhpVB4U5W/8s/8oqsyR83uA6n0oslTQ4FKUbL90lyM8eLFX3v3zKa1Z+k4Wfy9qOTSusGsWyffvQXzrTnQO3YDkgT3oHroei88+ESIGms0uut0YWRrZvBS5BXgxPUtaCABSQ0YPX/E7Euo3tpLetco47NE3ybomBoUf2EVzi3C/28e9du8nwcC/Hk3iB/dyFyYZX6Fnr3/iK3HhhRfivvvuwz//8z/jKU95St8y/TbKCiDoIXNzc7j00kvx6U9/Gu9973vx7pE9EKJUeHL/HMY+dh06mzchXb8RIlOQi4uIZvYg2fEgOsduQvfw9cg2rgZkZJUyl8qEzQZfRRnQZFXQl0pJCJQbnQipodsazR/chsEf3Yr2UQehc/IhyFeNIp+PgSgHRAyoHKIdA7LQ9AJAmmPwhz9FvG8a6WEnINp9H5Kt90ANNNE+cjPyiRFEgxnk9CKiOx9E8uAUslXrkA8PorZ9K5DnSDeshhiMkB6yDvkB48jrDegcaH7r56jf+QBUsw41Ngix2IHsptCDNajhJqLds4genIFQJS2brhmHyBR0JNE64VCgHkOkGaTKILopiig+IJZQ9RrSyQlkq8aMtRVpG5gopHYm5KDispMWv6/aH3oq8ofLKvQDAkvcv5wcezJHy3p26bT7gdVfloT2jQCq77XXyoQQ6PZ/42li/wKSb9yO+I5dyFZNQC62INodyG6G2fOeDBy5yp5HIAuwbRLTcKwBArFAlb4GIKICFDgXl9GuPljso/Arj/bq437bsrEkgMr+Gn2p+SVkqTiPvsLYBbo16DrSAne++E/xD//wD3jLW96Cl770pbjiiiswPNz/bJvfVlkBBEvI1772NVx00UXYsmULbjvncajnArX7H8Tgd34GAJh+7hnQg6sQtwWithkTud6P2n13Itm2HSLLkK0ahRofRnfzWmQHr4bSEkPfuhlqfBD55DD02ADykUGIekkpcvEnE4vIlUbzSzchvm83dJIgmp2HKG7ubD4YtQe2AXkOSAmR59BRBCgFaECNjRnlmmWQ3TYAoPWEZwFj6wuFmyHa/QDkrnshuosANPLBQeQTY2hvORKi1oTIgTxWiPbtQDw9DdFqof7ATkSz81D1GrSUgBBYOPUUiDSFnF8AohryoTpEuohocQHZ+DCy0TVA1ACkgBA1aCkAlaFx2+1IdmyHyBV0EkPHEXQtMfOcFBA6h+x2EO/Yh/bRB2H+6Y+DiKSrPPtsmVsRjxov2z38O7/nIbENntuo5wD0J/iyGG5y/SbhHspxKVlqmZ4vSwGEkEX+UKXfboohkMIZguWybEJo5LlE/sA8Rj7zbaSb1wBzGZIH96J93Ga0jz4Y+fgQEMeoNVN0F2vmYamBwHLdYBAcA/1CACJSZd9aqm16MUZLANN+1rYT0xDKgyl66bczo+f9bZidsnn9cNlap49rqEywHE/W9VMEK//nEy/ARRddhLvuugtXXXUVTj/99GVm/NspK4BgGTI7O4s3v/nN+NSnPoXVq1dj+NDNyNasRevEEyF1jGRWQGYAFCBzQEVAXgdEriFn90O0ZiDnphA9uB1ycR6IIogsQ2fTgYhm5xDNzRcKW0I1G+g88XB0T9gIkURBa0hrAGmO5hd+jNrWBzHz7Gci6uZQgyPQUR0CEpARhFIQC4uQXQXENYhOF0JGgNaQ0/uAqA5ECXRjAMg60ENjEFpAKIA7pXUEaGn+q8R8hgRUZCwh+o5i/xGkbcjFRSDPoYZHIWQNgiZLxdPU0LE7X4gcJn9eZwFQwIOKimdjDV3T0M0c8Y4pjFz33xDdFOmGVUgPWI1s9Rjy8WGogQaELDJIFZCUzEjFUuw1p+olaHHHCu3Vi7Cklb/kQGTuH5PX0lZlv0A6m2yfuoUCvpYCBqE+20uWCkx00/EUmPeZxLcUfUCwlIsjTSM0v3oT8paERoR4egpzv3sK1Mhg+ZKCiqpariB1X1wXkSoDCxkY4E8se3LuRbcTl+4nFGDGeq3ucR4L9bmHy5L5z/dIy8YQKQExtQjVrANxAggNmdCEYuZF0UkRTc/hfYc+HZ/85CfxpS99CRdccAHe+973YmRk5OGX87dEVgDBQ5Drr78eF198MVatWoUHT3o6aus3ADBKLOoCUQeQXUCm2ijQWEBFMGChUGboLgDZItTgGFBLCgWngbwD5B2I2WnUb/8pRJZi4XeOhz5mbWXSE0JD3zWF0X/9NmZ+92ygOWKUsRKGrUzZmC7+y8woWqFQ3FswmzmbKKUonxGAUNp+11IY5R8BKi4AQsyUNbxxLcu8ScHb/G1+5llKg/6LnKXDLXYCJrG24EQlxi2gkxzRzH4ku3Yj2bYX8f5pRPOL0EmEbHwEiCSSnfuQrhlH+6iDkR62HmqQWImlFV5FiVQs1Moj3g3VSbZfYF6/QenM4Z5r4OH62x8J6QUGlvIh9ypfvy2ze7EEfnq9QAV/Ri1miL9/H+KZOWSnHYnoO3cj+ukOTJ/5bNR23I/Grfdi/vSTkB60tgTJSjh5VJbF0e+kjCuatQg01gKQmp2vUf5ecR16zy/pEtD8e7X/9mUkvLx7BTzz9Om/WU4swN0lMlEVl08/EOqkk+ao3boNzZ/ehWTPNABg5jlPQ/fANUCiUL9nO+Id+1Hbvg/RvinEUYQHHngA9XodV111FZ797Gf3bKcVcWUFEDxEabVa+Mu//Et84AMfwNDjnoyJJ5+OKKpZi1qmQNTRkEwpC1peTkpPFopNAioWjvWtEiBv5Ih23oehG76HuaefjPYxm4FIQ8QKtW07kdy9G3Kmjfo92zD3O6dBja2BTIW1rq3i1Vzxs+9Km/90jU8cdkKiC+V3bctdggNd/LdMgfcMfadycObBcX3y9S7cwKOFCvQ7taM0AEvVDKCiNtTEWggYd0hrDtHMLGS7g3TVKOLZGTRuvw/xg/uAOEI+OIB002q0nrAFerRZmJPobVlxeRjMgPdYcFKt+LPhvg7hPfdQwcBydhh8qLNCMBivSIdObHyo7hU/KLDfMsZeMQT+/eVmQkAcK6TzCkP/+A3kI0Oobd8NtWYIKq5h5rRTAIxDpAq1O3+O5q13Yuq1zwXY4UQmYe80SQfB0j3lvRWg0KufsZgCEWlnn4K+bi2eNn2VgFYoQQCVpY8IAEIqpAs1QABREYRsRQHR7mkUDYlsYhhaS2Oh75mG1gnyoUHEU9OQi22ININOIuSjQ1ATA8BQHTIqV3FQ/5BQEA/OINo6i3h6BnJmAcmuPVCDA2gfcQSy1aMY/sYNiOaNu1G2U+gkQbZmA7KBUZw+FOOqq67Cn/zJn+Btb3sbms1m33quiCsrgOBhyi233IKLL74Yu3btQv64Z2F087EQYK6DTENmhWWe61IZClJwDAjEBhhAAnnNuBtUTWP43z+F7oEHoHXEoUg3rYeOgNGvfhu1B3agdczxyCdWQY2vMzR/TnmhBzDQLkOgXdBghVnqgAsQuPIHSiVtAYKvuEk4AOCsgYaNedBC2M/Oc6JM315mgErHhRshRumGiFgdRFkHLVkZ0hRycRFycQH1u+9EsnMH8pFBdI45GPnYMESsoeLYPJ/EUMNN6MFGRRP1VG4B+pU1cfFsVakXjVF+XMqyDvhmewXfLavcTB7KzBBeBhhWXn4sQCjgrle8gA8S3Gu9gQCXPJfodmIIATS/fgvi3dOYecHTMfqJ6xHPzmHva86F6DQQtaXppwvbMPztGzH1qucEwUDPzXLoOvfNe5Z72Tm9QmoYkExtVs8NZS6K9DSgUwlImBgEAOQGs8Xrsai8ZDE0oUsXMLXi8mZV1LPVQbx3GvHe/Yin5xDv3Id4dt7etnDSsUge3Idk+y6oZgPRYgsAkI8MQzUb0FEMkWVIdu8BACweeySkaENngMgA0e4imptHNL8ALSSyVZPIx0ahBgeRT6yBSCYglICOgO6YQrxnF2rb9yMfm4QaW4t3n3AI/uRP/gTr1q3DlVdeieOPPz5c+RXpKyuA4BcQpRQ++tGP4rLLLoMeX4dVTz4HjeE1kLm2bgSRl4rYKKNCATqAQBSgANAFY6ASQOzbimjHHZDzM2hv2YL2scci3vkghr/1Tcw/5yUQuagodhcU6Cpb4DAHuowXABxFr61Woe/sM6f62XNA8ZyniAE47IDQumQmuE7r1RO9vAhQQbKYAvqT5X9TXl1lILy8tIRhE6a3ov7AA4imFs3kmqYABESaQrQ60I0a0gNXITtgEp0jN0IPNpa0uHx9tKzo/75UsEfh9qHbf1FAYPKrPuNuWRwGAstL3EULZhWNxzYE6H/fJeCvbw+BBdtu7S7UzbsR37cHcrGNaO8sZl7yTKixQYxf+SVACuy78FyIxQjRguk0cm4nhv/zO9h38XlFWWFofq/qWgkgF6V136sdLJ3eoy28epvvKDuTLtIQGqgVy3oLa7snazXXRu227Yj2zSMbHYdOEgz85H8Qz86hs+kAZKvGEc0uQLbaiGZn0d6yGdHUDOL9s4jmFyCyDPngEPLxCajhEauIAYGhr30OamgI6foDkW46FKgPIdq9A/noGPRA045JAIimZtD46Y1Qg8NQjZpd7aTjGlAfhq4PAc1hANKJK6I2oPFOLEi6ezcOv+8nuPHGG/Gud70Lr371qyFlDyS0IkvKCiB4BGT//v14+9vfjo997GP4X//rf+HLO4dRE03IVEMyxVxayhoqEtCRiTEgt4GqFaAgKgBCYtgC3d6DoW9ej+6mg6GGR9C85SdYPOkp0KsPNixEWhREc3bAMBRWCRNY0B5IYMYLCVf4FrgQEODgoKLtWBq+JV2AAPOZsRLclYDqPOiDDh+QEDCwZSwmDMXAgS1zkYE1RLWwhryONFQM5MMKWmjDuqRm4haZALIM0ewU4t27Udu1DdH+WUxf8rtmSWlZSb8Zyp88a75SwdCL4Lf18uUuofSXYzX7wZWh9eC9IsMru9R57EZwaS1/DgByhYm/uhYAoJo1qKGGYWMALDz/ZCCJe5abA4JeQYa2DFqj/sGvQ84a61VLgbnnPhHIFBq3bkW0bxa6FmPqgjMh5mLIjkQ+nGPkK9+EmhjC/NNOrLyvirsgF9aCLxuCAQD//XpgvOemJU7Fi4cSDVnLK/Utz0HQkLumUL95Gxq334tschJQQLJnN1StjvZxj0Oy/QHIxYVCeQ8hb0gM3HwL0jXrkK9aC9THgPqQUdRJbMZOboKnuRtSJWbukoVngbsTiZmjMZ/XYBV60GABu5aX9SI3JTTwnT+/EO985zvxwQ9+EBdeeCEuv/xyTExMLNFwK7KUrACCR1B+8pOf4NJLL8Utt9yCoU1PxbpDTkWEGETZOyIAFQkDBiL6DEaBm+95oxhA87tR23Y/5NwshAY6R54APTwJkRVMRAYbKyAzHQgeBGSu2cBjFpWvi4SwSl/Z+AAGDAqLOwgM+GdfBzJWgD67QImua4ehsGWzIIDlI9hvxGwwcEDl5y4P+zy30qi+MZA3NFSiIVOBqAOIXCAbMDdmIzlq9z+A4Rt+gpnXnmlcHbbZ3HfsrNVepuJ/SLKUHzhgUfPr7jV333h3TT6AbgbUyiUhoc1heFoA7El0IaESjfzL16GFQLx7ujpGAMy99KlI104gmmtB1xJgqIb45vvR/MHtaD/jaIjhGjCYQK8aQpZF9syBaGoOenwQmSr2CZAa0BqNL90E+cB+yP2LphxSQg3WASEgF9uYPfNUdA/YCNmW0JGGyOcx8YkvYfr3T4caH4TOZOk2ELqiiCvKn6z5XsIBAK++N45QrEagWCIRlYBEZcUuiGmOZNcexDtnkOzZj2TnHogsR3fjJqSbtkA0J83YT1WhuKUF0GZVFLGaJk+ZAlGqTaB0rt2xwsayUf5mHhM5rDGjI9hYJQsilDGG8nqp3IFynnKMFz5HEZhQGV55ahOXX345jj/+eLz//e/HiSee2Lt9V+QhyQogeIRFa40vfelLeMtb3oJut4t3vvOd+KtP3APJJ1hLZ4vSXRCJ0rItWAMIwxrkNTPAAGZZMyUq0xIQQJeAgMcL2FgGz33BafsQLe8oX5Al7oEDHxh4E0Zw0FuLskzbcSXQz4wqJXeEvyrBuU+45bLxDdK9jzMNZQHK6ypGGdAYm6DFvK4Rze3A0PduRr5uDK0zToTdLMqPF/ABgH+9lyyh5Ct+mCWo5qXiCZQSQeVOekoIDbl1L0Y++x0AQDY5goXfOxWj//A16EgiXzWC+MFpzP/uSUgPWw+dxIgenEaycwrtYzdBFNY9peeUQgtMvO/f0D7OrO3XAKKZFho/uw/ZmnHoJIKcXUQ0PU8mr9kRM4nROWITkq07IbIcstVFvmoEqllHvnYUcmYR9VsfQD46CAggWz+JzpYDIOcWkWzfi+SBvZCLHehYQg01kY8MIV2zCu3DN0M3hyBSAR1rIG9j+Ls/gExTzL/4qaZdFKAyfjJi4BURGFAowQBdC70z+yAlWrzHSEPEZtc9GSvbV8udAQG1kEB0NYa+eyNq990PJAmy8UlkExPIV62GaKyGUJLFM5m5AnAVro4ERK4NIHBckCXL6br5dOkeLF+n6VMxu14YQ3bsA86cZ8c8MQPcYGGd5bufvRSf+9zncNlll6HRaOA973kPnvOc5+C3/TCiR1pWAMEvSbIsw8c+9jH82Z/9GdavX49OdBwm1h5tfGZW8ZTsAI8lcKL3UbgU4hIsALBL+6yLICsHUyWI0DIEBhRIWuvPXn0FGFiFKyoMAA/SI4VrmQSurxzwQflocDBTER+ceHmaz8K93gcc2O9wgZgPHEIMghZANqCRNzVUs43Rr/834nt3o3vsRnSetAVqdMhaibQpSzBIrh8IWAoA0G0CVcq+R9Ci/wzfOMZa8lpDzLYRb9uL5IE9kPvnoQfrEN0M0Br56KBxL821AKUh51uIp0wQWeewDUi274VsdSvF0UlsXGKDDeTjQ8jHhpCtHUd+0CrkzSZEDNseQmgM/PsPUL99O7obV2P2nCdDixqiB2dQ274HWgiooaEiuGwAotWG7KTIhwasGwECkNNTiGZnIdstJLv3QycJWkcfhmhuDjqRaP7P3Yj3zyEfHkC6bjXSDWuQjY4CcR3IZREIXKzS6XSQbL8bcmEG9bsfgDpgHK2zH4esPmjLrLSAzoV7pkkvdkDDff8+QxRiBSJttjQu3AEy0lC5KA9G0gJiLoZQ2vjk77wbjdvvQOuoo9E64QTIXCBqCURdYyzILixDKPLCgFBlnhy7csXvxyE5Y5eW/8tyjgl3QtY/+PgD674aLjDgaSmFSy86Apdffjl27dqFyy+/HK961asQxyzwcUUeMVkBBL9kabVauPLKK/Gud70L69atw5//+Z/jfR+5HYgMMCCXgZZlPIEFBeQHLyLwdeT580n4fMMAgusigKXvaGLwKdoQW8ABAgkBBcCzxj1rvmLxcyDgm4zCvafXKodQAGPlntD9HljggMy2M3c1FHscZAMaajjH0Pd+jNq9O7D44icBk4NQSkDl3FJkFfWAgL+zmy+PSMR/5YUBYr6N+o/uBrop8rVjiHZOI965HyLLIRbNmRf5mjF0N65GPjkKudiGiszOe9HcvKHTh5pm1cxCG6LdtYAWSkMoBS0lsnWr0D1wjUm33UW+agii08XwN26EbtYR79yHaP8c1FDTbl9NVr8aqAORRDS9gLnTHo/2UYcAXRb0oWE2tSqs7SDhIrQJGhWAJv89f/dxEXjXiiC7RdvkxQZcSkO02ohm9iHatxP1u+9DtmYM+bpx5Eesgdo4UTAD7kuid5pn0hxnzAEAW4Nv30noXfk77TpjWgMCZnVBK4ZIBURHId4/hXjffsR79iHZvQei00Y+uRbZ+oORrzsIUcesjJCp2Q9F5Gxc29VFnMnyisfvY6ujbBwUShDA9ykBGMjwxGEOGaDnAMM3Er7+xTfh2muvtUDgsssuw8UXX7yyjPCXLCuA4FckBAze/e53Y82aNejoozC54XjIOLKuA6OMmAuB6OsEVomROD52X/n56J5PCAVgsKDADkjGFjB6z6fuyptKhVz6EYukZDl5+rEKQaOWJnC4utRaEt4GRpX6w5t0vO/VCalsT/J98oBEDgjSIQ2xuoWJv7oGC698GvIN4+Waes93Xmki0WfDI59NsPeUVn1lXXsPUQQAiu/mpDuN5nf+B80f3InOMZsgZ1vIVo8hPWAVdJwgT+rIR4YBmRT9xShdkQubEFHLFQtXuO/RAlS7c6X5wSwT00WQXYZkxx7IVge6XkM2NgyhNeRCC9H0HACgfcQhAIgWK4BAoWD92BOwvKsuKwMQdKRtmQBAtCVEV6N233Ykex5ENDWFeGrabC8+NoT0wNXoHLUJ+YGTNv5DyGLnQ4/pMSd6GveBZYgcMOC9JM4IEMixbQpAa4hOF3JhHnJhEfF0pwBYbUTzC4hmZiDnZqGTBPn4JPKxSeiR1VCjayB1XPj5qd20YwTQ+KJ3Vv5WKnkeZMyvO8weqOzFuPZWTtnurdh3DRtU6HRlKex9/FmlcvzBazbjPe95D3bv3o3LLrsMr33ta1eAwK9IVgDBr1harRY++tGP4v3vfz+yLMMf//Ef4//7yjziWt1zIYgynoCBA7IiegXyVYwSPoH6bIE3Idi4AsfXr8tIX29y4D7EUmmXitpRGr5eI3aA/wecycuyEI4CL+/t5cNcEhTQNS/WoKQ0S2CQNYF0WGHk+i8j3ziBzu8cDc1WFnD3APe9+/KwTx70WAatNQa/fCPS9augVw2ZTV8WOkgPX4e81kC0dxbJ1t2o3fYA4v1zUI0apl53tinbYmz33BeZAAor2QSaCecdiOI/+H+wiV0Wl6UBALztCDTIroCq62qD6EDaogAjJNQHFdtKG0V34X0u0KY6Boa+8U3U798BHdO7EtBSQGQ51GAT3cM2IFs9imz1GNTEIHQUoKDZy6SNgZJaBpVLA8J0uZuezk17Bl0FHATQKgSlIVrzqO3ah9r9O5Hs2AnZ7ULV6tCNAeh6E5ARdK0B3RiEHhxFPjIO1Acgijw4wPe3G6dxy40BP5C314ojAvH+XiEASmbRyauYS3K+ggclA8DHtn2J5WctBL7w+f8HV111FT7wgQ8gjmO88Y1vxIUXXrgCBH7FsgIIfk2S5zk+//nP473vfS9uv/12/OEf/iG+8X2J2sCYGSTFCgTyzxODwJVXRcn54llTQHWwOkF+NGFQ8KHn17MDnE+UiilpxhAQreiwGow5qDAC3tJhfq/vkij/C1fZe+lWvnv39UyPba6kJdAdA7A4hYEffBuqHqH17BPQTcahBxJEQwYt5XMJRCM3e6tz2l7oMuiQkpXVIRda8mdHZicHtIau1aAVMPH+z5s8RwbMvu61GPEDewyTX+yV0D1sA7qHbjArAyi9vKC3U1kqXw0DDNh20dYiV3Deq73fab9SUzvtxq11+6xwLznWKcuTsuzRd4ESsBl2iuehIRcXMfjd7yDZux8AMPs7T0I+MQYtcmAAJvYjCgyaQok72w+T8soYwlVAND2HZHoP5NQCdD1G94gDkdeLE/SobYn2bwHxnn1mO+3ZWURT84j3T0F0u1Cj48gn1iJbu7E49yOxZZG52wbOWC7KVVHo2lXoHCj4W4j7+5A47oHAuDcAg7c1z1fbuYNetb+ayeTBjAkAH//4y/G3f/u3+Pu//3scccQRePOb34znP//5iKIIK/KrlxVA8GsWrTW+853v4IorrsBXvvIVnHPOOXj961+PP3v39w2tJgkMlIBARZ4iDAGCXgZpCLHze3Q1iKjiL9TeM8VzTgCinwff7AjGigPKa2Fl4jEESyjwfm4Cm2/gHrsTYgG++HbJdJiTjgDR6aJ26w9R23afTW/fBedCDTSr74C+JwqiOICFzr0XKBS/z6OGfCpaY+J91wAwyr57+Aaka8cx+K2fQo0MonPERnQPXw90NfRwHbpZQ6+gBJ3TgnBAZ9Io30yW1itXDkR9Owl4Vewxc1TAV0ih6dIN4DNYofyMshF2CVs2oJEPaLdM3TZG/vO/EM3MQjfqEGmGfGgAs6edinz1mIkloHpLQNRy2/66AELWss9E2S4ECtIc9Xu2onnrnYimppFNroIaGUG0fy9kp42pFz4fOoFZpRABkBrJrv0Y+u4NEJ0u8rEJqKERqKER5KOjyMcngCi2/c6sAhAm6C9ngCDwDqzC9lyC3PIHPEDA7quABwdcMEAAlIGGAcbAAjhNjQhrUJjrulKH66+/DN/85jfxoQ99CP/+7/+Os846C29605vw1Kc+dWXVwK9ZVkI1f80ihMDTnvY0PO1pT8O9996Lv//7v8cLX/hCbNiwAR11ONZsOBGy1ignciEgI11ZEuhT8kFmgKQysZslRIK2MrVKwbvXswicNHLzo9TFsiN6JDKUr1bMCo5KyhPS1MXqRiqCZ9lXlAwXjWpb0HMhFwvYvRSnELn3qBqcQMN0sIvxr/yboZyTBPnocNFGAkILaGooC2xYWyoBSBMpLkTh89eAVi4t4px8xwraOnkLmj+8A6KbovHT+9D46X3Y/9rnINm2F42f3IWB7/3cHBEtAF2vQccR1Ngg0gNWId28Dtl6s2GL3eIWgEgMJaBryuzP35FWIQoloIUulSOrktPmvK9woKh6PFM85ysnq3j5/f7/Ii8dm229dQyITNhzLACgeeddiKdnMHXec6FGRuy5FhCAnBfQMWtvCcOWAIhmZlC7dwfaxx4MXWsUKw4ERAqg20U0O4fa9h1o3HkPdJyge9gRWHjKwUCcQLQXMPD9byNdux4il8YdQEF3Cx2MfvlrAIBsbBTR7DSSB3cCAGbPOKtYkQHDOBBDo0wdnb0ywACAo7hdFqGifANtX3kflAe/XgSwlJhVQEDbfQbovE2hyz5u4xOcOUfbPLQQyLIOXnb+Whx33HHYuXMnLrroItx2223YvHkzVuTRISsMwaNQWq0WPv3pT+Nv/uZvcNddd2Fs/BisWfcEDI0eYJQpXKu24ksP0PUVy8uZbIoP7B7J/YFMRK7tmmXAU7TSXLeAoGAMrEtAo2QKSCFH3ncHAIgKIKi6AkqWoOJGEewatRPK353dF/lGRoA9GyFvGFWf1zpY9YnPYer5pyNbzXZE40ESUtslY/b0uoB7AEAR+AfnvfXbaljOLSK5eydkqwM11ETnmIMNg5TlZsVKmiHeNwekGRBJxDv3Y+C/DVCYftmzkK8Z65k2AKg0KqL7USgOAUdRMMueV5v/3osBIJDngwHroiJ2AtX+pgWKrWpLrWPfZ1TeAwFoZBj7wr9DtNvIx8eRjwwjXbsa3QMPhG4aFkcuLmD8c18ItsH8ySeifcyRgBaIH9yNsa9cb3/LBweRrV4LNTwKubgAOTeLaG4GstVC56CDsfDEJwJRZABunkEuLiJaWED9rnsgWy2IzCznjKemkQ+PYP6055pCC1Lupm7l6odS2VfBkwsKKi5AePcH3lHFdaj837TzPisxRRyAOKCl6Pd0iqoG5ma34wmPT/HJT34Shx9+ON7whjfg/PPPX4kPeBTKCiB4FIvWGjfeeCOuvPJKfOpTn8KRRx6Jiy++GP/yqZ2Ik3oR3FU1m33/u7OSILAhfTA62CYAV2kpY9H7160ilsJV5kAJPpiVT/ERPfcUQJlGxZ3Angu7GlAGvjnAoARR1jVQbELkHJYUa3uwDPnaVU1j+D8+j2ixhfbhG9E+4RBkGybL9mft8as6bjjZ+iBG/u27zjUtADXURDTXQjYxjO7hB6B1yhFA3Nsnq3URFJfJ0v8NeJN9ACCEwAEpFD8YkKflBLh5+QFOv+L1cgIH6f2Se6eg6DUU4n37IVstRFPTSHbsQrx3L9TIMFSzCR3HSLbvqHg0Fk96PDpHbLHjI962DSPf/HZZrTiGThLoegNqcADZ2DhE1oVcbCFaWAS0gsgVRLsF2e2aJZvNAeh6HTqpFcGBDejmCPLJddCNIZu/3zaVmAAPQHFlb553wYDvJvCZPhcgaDcP8Dy0+90BG6T4XWBAYOKLn70EV199Na688krcdtttuOCCC3DxxRfjpJNOWnELPIplBRA8RmRubs4OsFtvvRXjq47G5JoTMDp5KCSkUfzFumEdCpjiEljuA8CdkHWP/3SrpRNh83SXoglPWQubjj0uuecGQyUzQHmFggVD+xCYvF0g4AACvt+Av6pAlGXj9YQwIEHFGqI1g/qdd6G+9T5AaWTrJpCtG0e+dhTZ5AjU8EBf5fuIitaIt+9D7e4dqN25HdFcCwvPPAHZ5DDyyRF7HsDSyQjYY32L9f6V7XYD/cSCBB4UyBQWxSEsJ0bApMd/K/cccINGzUX3vYKBP+2kAaEhuh3E+/ZBdNpmz4HZWcT7phDNzCAfH0fr2OMgF8wx2dHMLKLZGchOBzqKoIaGkQ8MGOtfa4g0hWy3IOfnkU9MIlu1HnpgBOZoQQnUm1C1AaBWt+DCX/7H6x+03j1AUGHyQiDLb3sfQHjP+s/7UgIJXWGDKuxCAQq0UpjeezdO3NLG5z73ORx99NH4gz/4A5x//vkYHh4OZ7QijypZAQSPQbnlllvw8Y9/HJ/85CeRJAle+cpX4mvfbmNgaC38k2hCk2ovA5aWDfUUf4cxJqTIbXBhYHWBc3TyUm4CsGsIfO8LKAIWJD8EiQAGv58vm4OXj92noPCjZgLQOcTCNKKpPYim9iPeNwU5PwsohXT9aqSb15qDeoYHkK0Zg2x1INIMaqQJPVAHlEa0bxZquIlo/zzUcNMo+F37IdopRK6QrRlDtnas3JWvn+QKkx+8Bun6CXQPXY/0oLXIxwbNs0tYZOXuhabiFhiQwgcq6+sdxsBnC7hVqkumQKB8PqTU3Gse+0CXCBBQlfz36VeuAiy1XZ0gF9sYue4/Ec3NIV23AWpoFGpoDHpgBKoxBDTqjmvOKWOmTfwIU75O+f36LFF3lwXQAeXLntWoKHz3Xt5o3rPCA2XsPqfZ7DMB14FN17gP/uGdz8UnP/lJ/PM//zPSNMXLX/5y/P7v/z6OO+64QEYr8miWFUDwGJYsy/DVr34V//RP/4QvfvGL2LJlC2a7G7Bq/fEYaEyWsQQ99EHQlQAPPChdUdIVSweAo+jh/u4G/InyWnFfcFWBk2avz2wpJlPqjmL3XAW90goFLlbcDoE60zXj79VQuoXk/nsgWtMQacdsqbu4CB1F0HFsLU8dSciuOaZS1WsQxeds9ThU3ViXyZ59EO0O1PAA1GADeqBulhoOD0DXE+habNJpdSEWO2j89F7IRbOhTS9pPe5QLD7zhDKGASi34PXZAY8VEHQPfWcrEUTxbIVx0qxJeylErrRsw3tNrX1wqMO3ehY4nXYZrI8CoBRkJm3dfGXpBMmFIvY9Rc3rFfrN/K6XlwYC30PSy3Iv2iwIPIByLPt15cZEj7Q7c/vwgmeP4tOf/jTuuOMOnH322XjVq16FM888c2Vb4cewrACC3xCZnZ3FF77wBVx99dW47rrrcOKJJ+L5z38+Pvtf+zEwsta5l68Frnxmyt5umcy2Gg19dhOvXuoZ4e8BAXvNZw6YUg8FFwYtfp9JCIEMVO/16xAEJ4F7nYBGp/IaspMBcQxAQCMD2gsQnQWokVXmuXoMkeYQ3Ry6WdD8ElCRBroLZve6Thui3YJoL0CkCxDtDCLvQmQKql6HatYhtAKyHCJLIRfbiGfmbTFUrQbVbKD1uMehc9AGs8QtE1AJrR83n+22tJnRJLJrmBXZMRH9BDCdQNFCsZQKpWwIiqK3Yhkb0jQowQVQboIlyt98EFq+gyqjVfrRGV3gWdKha+UyufJ3/77Kb+y5isIVKJYEajcduPc7z3jXg9ID3NtnbXtW06blw1oKNz7Aq2f1fWpAaXz08rNxzTXX4POf/zxuuukmnHHGGTj//PNx7rnnYmRkZImCr8hjQVYAwW+g7Nu3D9dccw2uvfZafO1rX8PBBx+M2Xg9RtYfgaHVmyGj8mCYEFXImYWQa8CxPBBQkvbefrNXeb8fOOik6d1Ln4OAgOfZ73k//R7FDCr4JarUVziz0qM8th0Crgv7O7PwHOUM2Mh7o5A0hC5iO/r47u39GjaYMljuHtZrJakeKwZscn3aoPJMyELmnwW7FujPwf7d5x1WFGSPdCoS+D1Y/5BFzq/3qkcfEaEpvN+7Emx80+ZTHugRClBZivkH78V5J4zg2muvxdatW3HGGWfgec97Hs477zxMTk4uv5Ar8piQFUDwGy7z8/P42te+hi984Qu47rrrMDU1haENh0APVgdzr7k1aPiGHvYviqVu6JX6o1AeSjEDIOoRy2c5aS11T6/3pPt8/k2RX2ZdfsG0naYPvaMeVP/Dyqjv8xonrWviW9/6FsbHx3H66afj3HPPxRlnnIGhoaF+D67IY1xWAMFvkWitceutt+K6667D1q1bf93FWZEVWZFHqRx00EE4/fTTcdRRR60sE/wtkhVAsCIrsiIrsiIrsiLOCdwrsiIrsiIrsiIr8lsqK4BgRVZkRVZkRVZkRVYAwYqsyIqsyIqsyIqsAIIVWZEVWZEVWZEVwQogWJEVWZEVWZEVWRGsAIIVWZEVWZEVWZEVwQogWJEVWZEVWZEVWRGsAIIVWZEVWZEVWZEVAfD/B0Md+wvzoEbkAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "egh.healpix_show(egr.apply_weights(ds.ts.isel(time=0), **weights))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "8510d0a7",
   "metadata": {},
   "source": [
    "Alternatively, we can use xarray's [apply_ufunc()](https://docs.xarray.dev/en/stable/generated/xarray.apply_ufunc.html) function to lift the function onto a full dataset.\n",
    "This requires a coupled of additional information from the user,\n",
    "e.g. the input dimension along which the function should be applied, and the resulting output dimensions name and size."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "f2b2ce41",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-11-18T14:53:48.824413Z",
     "iopub.status.busy": "2024-11-18T14:53:48.824327Z",
     "iopub.status.idle": "2024-11-18T14:53:49.335558Z",
     "shell.execute_reply": "2024-11-18T14:53:49.335280Z",
     "shell.execute_reply.started": "2024-11-18T14:53:48.824404Z"
    }
   },
   "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",
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       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
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       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
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       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
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       "\n",
       "dl.xr-attrs {\n",
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       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs 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",
       ".xr-no-icon {\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><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 2TB\n",
       "Dimensions:   (time: 33604, height_2: 1, cell: 3145728, height: 1)\n",
       "Coordinates:\n",
       "  * height    (height) float64 8B 10.0\n",
       "  * height_2  (height_2) float64 8B 2.0\n",
       "  * time      (time) datetime64[ns] 269kB 1990-12-31T23:59:00 ... 2013-12-31T...\n",
       "Dimensions without coordinates: cell\n",
       "Data variables:\n",
       "    hus2m     (time, height_2, cell) float32 423GB dask.array&lt;chunksize=(1, 1, 3145728), meta=np.ndarray&gt;\n",
       "    psl       (time, cell) float32 423GB dask.array&lt;chunksize=(1, 3145728), meta=np.ndarray&gt;\n",
       "    ts        (time, cell) float32 423GB dask.array&lt;chunksize=(1, 3145728), meta=np.ndarray&gt;\n",
       "    uas       (time, height, cell) float32 423GB dask.array&lt;chunksize=(1, 1, 3145728), meta=np.ndarray&gt;\n",
       "    vas       (time, height, cell) float32 423GB dask.array&lt;chunksize=(1, 1, 3145728), meta=np.ndarray&gt;</pre><div class='xr-wrap' style='display:none'><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-cf1f1844-eca1-4b68-b9b9-9461da0e8147' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-cf1f1844-eca1-4b68-b9b9-9461da0e8147' 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'>time</span>: 33604</li><li><span class='xr-has-index'>height_2</span>: 1</li><li><span>cell</span>: 3145728</li><li><span class='xr-has-index'>height</span>: 1</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2584cdf8-7dfe-45c8-b633-6dd9ed7d77e5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2584cdf8-7dfe-45c8-b633-6dd9ed7d77e5' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>height</span></div><div class='xr-var-dims'>(height)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-c17967a5-7b33-4d21-8d67-31ca32c740ac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c17967a5-7b33-4d21-8d67-31ca32c740ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-98af8e6c-2f08-4fb4-b4fd-3a3babb386dc' class='xr-var-data-in' type='checkbox'><label for='data-98af8e6c-2f08-4fb4-b4fd-3a3babb386dc' 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>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([10.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>height_2</span></div><div class='xr-var-dims'>(height_2)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>2.0</div><input id='attrs-eab26842-45ac-4001-8caf-42eb91936524' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eab26842-45ac-4001-8caf-42eb91936524' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-441da4c2-5c3c-4453-8c41-606fa058bdad' class='xr-var-data-in' type='checkbox'><label for='data-441da4c2-5c3c-4453-8c41-606fa058bdad' 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>axis :</span></dt><dd>Z</dd><dt><span>long_name :</span></dt><dd>height</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>array([2.])</pre></div></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'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>1990-12-31T23:59:00 ... 2013-12-...</div><input id='attrs-39a15348-7135-4b64-aa93-a28971675282' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-39a15348-7135-4b64-aa93-a28971675282' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a622a448-ed5a-4336-acc4-733598a8ae00' class='xr-var-data-in' type='checkbox'><label for='data-a622a448-ed5a-4336-acc4-733598a8ae00' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>minutes since 1950-01-01 00:00:00</dd><dt><span>calendar :</span></dt><dd>gregorian</dd><dt><span>standard_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1990-12-31T23:59:00.000000000&#x27;, &#x27;1991-01-01T05:59:00.000000000&#x27;,\n",
       "       &#x27;1991-01-01T11:59:00.000000000&#x27;, ..., &#x27;2013-12-31T05:59:00.000000000&#x27;,\n",
       "       &#x27;2013-12-31T11:59:00.000000000&#x27;, &#x27;2013-12-31T17:59:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d33623ce-2543-49ea-88ad-c64f3924e758' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d33623ce-2543-49ea-88ad-c64f3924e758' class='xr-section-summary' >Data variables: <span>(5)</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>hus2m</span></div><div class='xr-var-dims'>(time, height_2, cell)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 3145728), meta=np.ndarray&gt;</div><input id='attrs-c7e5f9d3-5bf9-4057-be8a-4ab00d1c233f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c7e5f9d3-5bf9-4057-be8a-4ab00d1c233f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ca80a14-00bf-4422-be9c-afefd62cc882' class='xr-var-data-in' type='checkbox'><label for='data-6ca80a14-00bf-4422-be9c-afefd62cc882' 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>CDI_grid_type :</span></dt><dd>unstructured</dd><dt><span>long_name :</span></dt><dd>specific humidity in 2m</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd><dt><span>param :</span></dt><dd>6.0.0</dd><dt><span>standard_name :</span></dt><dd>qv2m</dd><dt><span>units :</span></dt><dd>kg kg-1</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ts</span></div><div class='xr-var-dims'>(time, cell)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 3145728), meta=np.ndarray&gt;</div><input id='attrs-c11f0586-838d-4ffe-963e-b9189fdf4f8b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c11f0586-838d-4ffe-963e-b9189fdf4f8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a09ae492-ea94-4871-9408-076b7eec994e' class='xr-var-data-in' type='checkbox'><label for='data-a09ae492-ea94-4871-9408-076b7eec994e' 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>CDI_grid_type :</span></dt><dd>unstructured</dd><dt><span>long_name :</span></dt><dd>surface temperature</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd><dt><span>param :</span></dt><dd>0.0.0</dd><dt><span>standard_name :</span></dt><dd>surface_temperature</dd><dt><span>units :</span></dt><dd>K</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                        <th> Array </th>\n",
       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 393.80 GiB </td>\n",
       "                        <td> 12.00 MiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (33604, 1, 3145728) </td>\n",
       "                        <td> (1, 1, 3145728) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 33604 chunks in 5 graph layers </td>\n",
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       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vas</span></div><div class='xr-var-dims'>(time, height, cell)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 3145728), meta=np.ndarray&gt;</div><input id='attrs-74186e40-bd15-4572-8bf2-681d28155069' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-74186e40-bd15-4572-8bf2-681d28155069' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-48193cd4-dc2a-4755-a75f-49745483bf0d' class='xr-var-data-in' type='checkbox'><label for='data-48193cd4-dc2a-4755-a75f-49745483bf0d' 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>CDI_grid_type :</span></dt><dd>unstructured</dd><dt><span>long_name :</span></dt><dd>meridional wind in 10m</dd><dt><span>number_of_grid_in_reference :</span></dt><dd>1</dd><dt><span>param :</span></dt><dd>3.2.0</dd><dt><span>standard_name :</span></dt><dd>vas</dd><dt><span>units :</span></dt><dd>m s-1</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 393.80 GiB </td>\n",
       "                        <td> 12.00 MiB </td>\n",
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       "                        <td colspan=\"2\"> 33604 chunks in 5 graph layers </td>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-60a7eeec-3c8f-494a-82c8-e9bb0c9894f4' class='xr-section-summary-in' type='checkbox'  ><label for='section-60a7eeec-3c8f-494a-82c8-e9bb0c9894f4' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>height</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c15c7d0e-6a2a-486e-9b7d-9a6a14822d7d' class='xr-index-data-in' type='checkbox'/><label for='index-c15c7d0e-6a2a-486e-9b7d-9a6a14822d7d' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([10.0], dtype=&#x27;float64&#x27;, name=&#x27;height&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>height_2</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a14e417d-9e0f-483f-b346-64b9ecd0e2c5' class='xr-index-data-in' type='checkbox'/><label for='index-a14e417d-9e0f-483f-b346-64b9ecd0e2c5' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([2.0], dtype=&#x27;float64&#x27;, name=&#x27;height_2&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-26ce3fd2-7547-4558-8a8f-880f9b34a7d0' class='xr-index-data-in' type='checkbox'/><label for='index-26ce3fd2-7547-4558-8a8f-880f9b34a7d0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(DatetimeIndex([&#x27;1990-12-31 23:59:00&#x27;, &#x27;1991-01-01 05:59:00&#x27;,\n",
       "               &#x27;1991-01-01 11:59:00&#x27;, &#x27;1991-01-01 17:59:00&#x27;,\n",
       "               &#x27;1991-01-01 23:59:00&#x27;, &#x27;1991-01-02 05:59:00&#x27;,\n",
       "               &#x27;1991-01-02 11:59:00&#x27;, &#x27;1991-01-02 17:59:00&#x27;,\n",
       "               &#x27;1991-01-02 23:59:00&#x27;, &#x27;1991-01-03 05:59:00&#x27;,\n",
       "               ...\n",
       "               &#x27;2013-12-29 11:59:00&#x27;, &#x27;2013-12-29 17:59:00&#x27;,\n",
       "               &#x27;2013-12-29 23:59:00&#x27;, &#x27;2013-12-30 05:59:00&#x27;,\n",
       "               &#x27;2013-12-30 11:59:00&#x27;, &#x27;2013-12-30 17:59:00&#x27;,\n",
       "               &#x27;2013-12-30 23:59:00&#x27;, &#x27;2013-12-31 05:59:00&#x27;,\n",
       "               &#x27;2013-12-31 11:59:00&#x27;, &#x27;2013-12-31 17:59:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, length=33604, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6369e7a6-7612-4d93-b857-c178678989e1' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6369e7a6-7612-4d93-b857-c178678989e1' 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.Dataset> Size: 2TB\n",
       "Dimensions:   (time: 33604, height_2: 1, cell: 3145728, height: 1)\n",
       "Coordinates:\n",
       "  * height    (height) float64 8B 10.0\n",
       "  * height_2  (height_2) float64 8B 2.0\n",
       "  * time      (time) datetime64[ns] 269kB 1990-12-31T23:59:00 ... 2013-12-31T...\n",
       "Dimensions without coordinates: cell\n",
       "Data variables:\n",
       "    hus2m     (time, height_2, cell) float32 423GB dask.array<chunksize=(1, 1, 3145728), meta=np.ndarray>\n",
       "    psl       (time, cell) float32 423GB dask.array<chunksize=(1, 3145728), meta=np.ndarray>\n",
       "    ts        (time, cell) float32 423GB dask.array<chunksize=(1, 3145728), meta=np.ndarray>\n",
       "    uas       (time, height, cell) float32 423GB dask.array<chunksize=(1, 1, 3145728), meta=np.ndarray>\n",
       "    vas       (time, height, cell) float32 423GB dask.array<chunksize=(1, 1, 3145728), meta=np.ndarray>"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_remap = xr.apply_ufunc(\n",
    "    egr.apply_weights,\n",
    "    ds,\n",
    "    kwargs=weights,\n",
    "    keep_attrs=True,\n",
    "    input_core_dims=[[\"ncells\"]],\n",
    "    output_core_dims=[[\"cell\"]],\n",
    "    output_dtypes=[\"f4\"],\n",
    "    vectorize=True,\n",
    "    dask=\"parallelized\",\n",
    "    dask_gufunc_kwargs={\n",
    "        \"output_sizes\": {\"cell\": npix},\n",
    "    },\n",
    ")\n",
    "ds_remap"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "40f9ed0a",
   "metadata": {},
   "source": [
    "The resulting dataset can then be used as usual and the remapping is performed on demand."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "9609e789",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-11-18T14:53:49.336074Z",
     "iopub.status.busy": "2024-11-18T14:53:49.335992Z",
     "iopub.status.idle": "2024-11-18T14:53:49.937334Z",
     "shell.execute_reply": "2024-11-18T14:53:49.937049Z",
     "shell.execute_reply.started": "2024-11-18T14:53:49.336066Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.image.AxesImage at 0x3d3e13110>"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "text/plain": [
       "<Figure size 640x480 with 0 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "egh.healpix_show(ds_remap.ts.sel(time=\"1990-12-31\").mean(\"time\"))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a67937db-e3ce-4a9e-84ed-baa858d941eb",
   "metadata": {},
   "source": [
    "## Storing the coordinate reference system\n",
    "\n",
    "It is good practice to store map projection information in the Coordinate Reference Systems (CRS)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "1934ad24-611a-498b-b32f-31637b6c3fe9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2024-11-18T14:53:49.937827Z",
     "iopub.status.busy": "2024-11-18T14:53:49.937742Z",
     "iopub.status.idle": "2024-11-18T14:53:49.953447Z",
     "shell.execute_reply": "2024-11-18T14:53:49.953167Z",
     "shell.execute_reply.started": "2024-11-18T14:53:49.937818Z"
    }
   },
   "outputs": [],
   "source": [
    "ds_remap[\"crs\"] = xr.DataArray(\n",
    "    name=\"crs\",\n",
    "    data=[],\n",
    "    dims=\"crs\",\n",
    "    attrs={\n",
    "        \"grid_mapping_name\": \"healpix\",\n",
    "        \"healpix_nside\": 2**zoom,\n",
    "        \"healpix_order\": \"nest\",\n",
    "    },\n",
    ")"
   ]
  }
 ],
 "metadata": {
  "jupytext": {
   "notebook_metadata_filter": "-jupytext.text_representation.jupytext_version"
  },
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
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