CicloAnualSST_Vertical_Glorys.ipynb

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    "import matplotlib.pyplot as plt  # plotting library\n",
    "import numpy as np  # numerical library\n",
    "import xarray as xr  # netCDF library\n",
    "import cartopy  # Map projections libary\n",
    "import cartopy.crs as ccrs  # Projections list\n",
    "import cftime\n",
    "# Some defaults:\n",
    "plt.rcParams['figure.figsize'] = (12, 5)  # Default plot size"
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    "from matplotlib.colors import LinearSegmentedColormap\n",
    "\n",
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    "parula_map = LinearSegmentedColormap.from_list('parula', cm_data)\n",
    "# For use of \"viscm view\"\n",
    "#test_cm = parula_map\n",
    "#plt.imshow(np.linspace(0, 100, 256)[None, :], aspect='auto',cmap=parula_map)"
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    "data_dir='/Users/pvb/Dropbox/Oceanografia/Data/Climatologias/cmems_mod_glo_phy_my_0.083deg-climatology_P1M-m/NC/'\n",
    "files=[]\n",
    "for im in range(1,13):\n",
    "    files.append(data_dir+\"mercatorglorys12v1_gl12_mean_1993_2016_%02d.nc\"%(im))"
   ]
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    "data = xr.open_mfdataset(files)"
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       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
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       "\n",
       ".xr-var-name {\n",
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       "}\n",
       "\n",
       ".xr-var-dims {\n",
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       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
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       "  padding-right: 10px;\n",
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       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\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",
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       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 88GB\n",
       "Dimensions:    (time: 12, longitude: 4320, latitude: 2041, depth: 50)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 96B 1993-01-16T12:00:00 ... 1993-12-16T1...\n",
       "  * longitude  (longitude) float32 17kB -180.0 -179.9 -179.8 ... 179.8 179.9\n",
       "  * latitude   (latitude) float32 8kB -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
       "  * depth      (depth) float32 200B 0.494 1.541 2.646 ... 5.275e+03 5.728e+03\n",
       "Data variables:\n",
       "    mlotst     (time, latitude, longitude) float32 423MB dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;\n",
       "    zos        (time, latitude, longitude) float32 423MB dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;\n",
       "    bottomT    (time, latitude, longitude) float32 423MB dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;\n",
       "    sithick    (time, latitude, longitude) float32 423MB dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;\n",
       "    siconc     (time, latitude, longitude) float32 423MB dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;\n",
       "    usi        (time, latitude, longitude) float32 423MB dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;\n",
       "    vsi        (time, latitude, longitude) float32 423MB dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;\n",
       "    thetao     (time, depth, latitude, longitude) float32 21GB dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;\n",
       "    so         (time, depth, latitude, longitude) float32 21GB dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;\n",
       "    uo         (time, depth, latitude, longitude) float32 21GB dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;\n",
       "    vo         (time, depth, latitude, longitude) float32 21GB dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;\n",
       "Attributes: (12/16)\n",
       "    CDI:                           Climate Data Interface version 1.9.3 (http...\n",
       "    source:                        MERCATOR GLORYS12V1\n",
       "    institution:                   Mercator Ocean\n",
       "    Conventions:                   CF-1.6\n",
       "    references:                    http://marine.copernicus.eu\n",
       "    credit:                        E.U. Copernicus Marine Service Information...\n",
       "    ...                            ...\n",
       "    product:                       GLOBAL_REANALYSIS_001_030\n",
       "    product_user_manual:           http://marine.copernicus.eu/documents/PUM/...\n",
       "    quality_information_document:  http://marine.copernicus.eu/documents/QUID...\n",
       "    CDO:                           Climate Data Operators version 1.9.3 (http...\n",
       "    title:                         Monthly climatology fields for product GLO...\n",
       "    dataset:                       global-reanalysis-phy-001-030-monthly-clim...</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-611cadb7-fb5b-49c9-b55b-8f9ac9a829bd' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-611cadb7-fb5b-49c9-b55b-8f9ac9a829bd' 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>: 12</li><li><span class='xr-has-index'>longitude</span>: 4320</li><li><span class='xr-has-index'>latitude</span>: 2041</li><li><span class='xr-has-index'>depth</span>: 50</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-dc8da7d4-f970-4257-be8e-013e490f4306' class='xr-section-summary-in' type='checkbox'  checked><label for='section-dc8da7d4-f970-4257-be8e-013e490f4306' class='xr-section-summary' >Coordinates: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span 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'>1993-01-16T12:00:00 ... 1993-12-...</div><input id='attrs-1b1ff2ff-dbe2-47d7-899d-dccbddf785b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1b1ff2ff-dbe2-47d7-899d-dccbddf785b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3e5cf611-8dbb-4d20-ae5b-9b196111bad3' class='xr-var-data-in' type='checkbox'><label for='data-3e5cf611-8dbb-4d20-ae5b-9b196111bad3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>Time (hours since 1950-01-01)</dd><dt><span>axis :</span></dt><dd>T</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;1993-01-16T12:00:00.000000000&#x27;, &#x27;1993-02-15T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-03-16T12:00:00.000000000&#x27;, &#x27;1993-04-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-05-16T12:00:00.000000000&#x27;, &#x27;1993-06-16T00:00:00.000000000&#x27;,\n",
       "       &#x27;1993-07-16T12:00:00.000000000&#x27;, &#x27;1993-08-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;1993-09-16T00:00:00.000000000&#x27;, &#x27;1993-10-16T12:00:00.000000000&#x27;,\n",
       "       &#x27;1993-11-16T00:00:00.000000000&#x27;, &#x27;1993-12-16T12:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-180.0 -179.9 ... 179.8 179.9</div><input id='attrs-400e1677-0baa-4b4b-8204-75eb6b291d78' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-400e1677-0baa-4b4b-8204-75eb6b291d78' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-293c22ce-e38c-47a0-bcf7-2759d380ebce' class='xr-var-data-in' type='checkbox'><label for='data-293c22ce-e38c-47a0-bcf7-2759d380ebce' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-180.     , -179.91667, -179.83333, ...,  179.75   ,  179.83333,\n",
       "        179.91667], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-80.0 -79.92 -79.83 ... 89.92 90.0</div><input id='attrs-9bc90a86-946f-46cf-92f9-c15bf8e9e38d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9bc90a86-946f-46cf-92f9-c15bf8e9e38d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ae250d6-015d-4653-9ca5-c4e0a101c34e' class='xr-var-data-in' type='checkbox'><label for='data-5ae250d6-015d-4653-9ca5-c4e0a101c34e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([-80.      , -79.916664, -79.833336, ...,  89.833336,  89.916664,\n",
       "        90.      ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>depth</span></div><div class='xr-var-dims'>(depth)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.494 1.541 ... 5.275e+03 5.728e+03</div><input id='attrs-9ad00974-da08-491c-98ba-eab6bfc2e90f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9ad00974-da08-491c-98ba-eab6bfc2e90f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69a68fdd-ac99-49d7-9c2f-a5e16ba621e2' class='xr-var-data-in' type='checkbox'><label for='data-69a68fdd-ac99-49d7-9c2f-a5e16ba621e2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>Depth</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>unit_long :</span></dt><dd>Meters</dd></dl></div><div class='xr-var-data'><pre>array([4.940250e-01, 1.541375e+00, 2.645669e+00, 3.819495e+00, 5.078224e+00,\n",
       "       6.440614e+00, 7.929560e+00, 9.572997e+00, 1.140500e+01, 1.346714e+01,\n",
       "       1.581007e+01, 1.849556e+01, 2.159882e+01, 2.521141e+01, 2.944473e+01,\n",
       "       3.443415e+01, 4.034405e+01, 4.737369e+01, 5.576429e+01, 6.580727e+01,\n",
       "       7.785385e+01, 9.232607e+01, 1.097293e+02, 1.306660e+02, 1.558507e+02,\n",
       "       1.861256e+02, 2.224752e+02, 2.660403e+02, 3.181274e+02, 3.802130e+02,\n",
       "       4.539377e+02, 5.410889e+02, 6.435668e+02, 7.633331e+02, 9.023393e+02,\n",
       "       1.062440e+03, 1.245291e+03, 1.452251e+03, 1.684284e+03, 1.941893e+03,\n",
       "       2.225078e+03, 2.533336e+03, 2.865703e+03, 3.220820e+03, 3.597032e+03,\n",
       "       3.992484e+03, 4.405224e+03, 4.833291e+03, 5.274784e+03, 5.727917e+03],\n",
       "      dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-3e5fc253-5d2e-4291-bade-27ea43dc2c00' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3e5fc253-5d2e-4291-bade-27ea43dc2c00' class='xr-section-summary' >Data variables: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>mlotst</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-5dd7955e-94bc-4ba5-824f-965a508a648d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5dd7955e-94bc-4ba5-824f-965a508a648d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b921a05-469f-4234-af65-6ecf04881e0f' class='xr-var-data-in' type='checkbox'><label for='data-9b921a05-469f-4234-af65-6ecf04881e0f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>ocean_mixed_layer_thickness_defined_by_sigma_theta</dd><dt><span>long_name :</span></dt><dd>Density ocean mixed layer thickness</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>unit_long :</span></dt><dd>Meters</dd><dt><span>cell_methods :</span></dt><dd>area: mean</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> 403.62 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (12, 2041, 4320) </td>\n",
       "                        <td> (1, 15, 4320) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1644 chunks in 25 graph layers </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
       "                    </tr>\n",
       "                </tbody>\n",
       "            </table>\n",
       "        </td>\n",
       "        <td>\n",
       "        <svg width=\"194\" height=\"121\" style=\"stroke:rgb(0,0,0);stroke-width:1\" >\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>zos</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-3356629f-2de3-403a-93db-6c3c689479dd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3356629f-2de3-403a-93db-6c3c689479dd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e407fbc2-b2d7-4aeb-a348-f3ba6f4a616a' class='xr-var-data-in' type='checkbox'><label for='data-e407fbc2-b2d7-4aeb-a348-f3ba6f4a616a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>sea_surface_height_above_geoid</dd><dt><span>long_name :</span></dt><dd>Sea surface height</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>unit_long :</span></dt><dd>Meters</dd><dt><span>cell_methods :</span></dt><dd>area: mean</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> 403.62 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                        <th> Shape </th>\n",
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       "                        <td> (1, 15, 4320) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1644 chunks in 25 graph layers </td>\n",
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       "                        <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>bottomT</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-e5611739-b291-4938-b582-75e6de1116e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e5611739-b291-4938-b582-75e6de1116e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5d0e6761-d6ba-4473-9fa3-c470420a7afc' class='xr-var-data-in' type='checkbox'><label for='data-5d0e6761-d6ba-4473-9fa3-c470420a7afc' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>sea_water_potential_temperature_at_sea_floor</dd><dt><span>long_name :</span></dt><dd>Sea floor potential temperature</dd><dt><span>units :</span></dt><dd>degrees_C</dd><dt><span>unit_long :</span></dt><dd>Degrees Celsius</dd><dt><span>cell_methods :</span></dt><dd>area: mean</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 403.62 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (12, 2041, 4320) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 1644 chunks in 25 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>sithick</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-da02fc0d-9749-467f-91c4-a4ce4a97b33d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-da02fc0d-9749-467f-91c4-a4ce4a97b33d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-428b97f7-20d9-4665-85ed-898759098af1' class='xr-var-data-in' type='checkbox'><label for='data-428b97f7-20d9-4665-85ed-898759098af1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>sea_ice_thickness</dd><dt><span>long_name :</span></dt><dd>Sea ice thickness</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>unit_long :</span></dt><dd>Meters</dd><dt><span>cell_methods :</span></dt><dd>area: mean where sea_ice</dd></dl></div><div class='xr-var-data'><table>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 403.62 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                        <td> (1, 15, 4320) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 403.62 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                    <tr>\n",
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       "                        <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>usi</span></div><div class='xr-var-dims'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-134ccd70-c0b9-43ba-b133-7168bb77f96d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-134ccd70-c0b9-43ba-b133-7168bb77f96d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3621ab71-b64f-4da8-b569-d8dd00a07da0' class='xr-var-data-in' type='checkbox'><label for='data-3621ab71-b64f-4da8-b569-d8dd00a07da0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>eastward_sea_ice_velocity</dd><dt><span>long_name :</span></dt><dd>Sea ice eastward velocity</dd><dt><span>units :</span></dt><dd>m s-1</dd><dt><span>unit_long :</span></dt><dd>Meters per second</dd><dt><span>cell_methods :</span></dt><dd>area: mean where sea_ice</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> 403.62 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 403.62 MiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "</table></div></li><li class='xr-var-item'><div class='xr-var-name'><span>thetao</span></div><div class='xr-var-dims'>(time, depth, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-823b8629-6885-4f4a-8f91-d25d96c2e310' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-823b8629-6885-4f4a-8f91-d25d96c2e310' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-89849fcd-a790-4b94-bf12-2366deba659f' class='xr-var-data-in' type='checkbox'><label for='data-89849fcd-a790-4b94-bf12-2366deba659f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>sea_water_potential_temperature</dd><dt><span>long_name :</span></dt><dd>Temperature</dd><dt><span>units :</span></dt><dd>degrees_C</dd><dt><span>unit_long :</span></dt><dd>Degrees Celsius</dd><dt><span>cell_methods :</span></dt><dd>area: mean</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                <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> 19.71 GiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (12, 50, 2041, 4320) </td>\n",
       "                        <td> (1, 1, 15, 4320) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 82200 chunks in 25 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>so</span></div><div class='xr-var-dims'>(time, depth, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-e90c8ee8-baf3-46c3-b2e9-a3b2437f5463' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e90c8ee8-baf3-46c3-b2e9-a3b2437f5463' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb35b9e8-00ed-4349-a50b-67504202dee6' class='xr-var-data-in' type='checkbox'><label for='data-fb35b9e8-00ed-4349-a50b-67504202dee6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>sea_water_salinity</dd><dt><span>long_name :</span></dt><dd>Salinity</dd><dt><span>units :</span></dt><dd>1e-3</dd><dt><span>unit_long :</span></dt><dd>Practical Salinity Unit</dd><dt><span>cell_methods :</span></dt><dd>area: mean</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
       "        <td>\n",
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       "                <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> 19.71 GiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (12, 50, 2041, 4320) </td>\n",
       "                        <td> (1, 1, 15, 4320) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 82200 chunks in 25 graph layers </td>\n",
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       "                        <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>uo</span></div><div class='xr-var-dims'>(time, depth, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-0c21a69c-e463-4334-b6aa-ecdcabd4eb8c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0c21a69c-e463-4334-b6aa-ecdcabd4eb8c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9f87e383-3721-4123-83d4-22717395c247' class='xr-var-data-in' type='checkbox'><label for='data-9f87e383-3721-4123-83d4-22717395c247' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>eastward_sea_water_velocity</dd><dt><span>long_name :</span></dt><dd>Eastward velocity</dd><dt><span>units :</span></dt><dd>m s-1</dd><dt><span>unit_long :</span></dt><dd>Meters per second</dd><dt><span>cell_methods :</span></dt><dd>area: mean</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> 19.71 GiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                    <tr>\n",
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       "                        <td> (1, 1, 15, 4320) </td>\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>vo</span></div><div class='xr-var-dims'>(time, depth, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>dask.array&lt;chunksize=(1, 1, 15, 4320), meta=np.ndarray&gt;</div><input id='attrs-68dae49f-a16b-49c1-a616-a273835e92ff' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-68dae49f-a16b-49c1-a616-a273835e92ff' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-77f69ae2-7f8f-42f3-b882-98e5183693fb' class='xr-var-data-in' type='checkbox'><label for='data-77f69ae2-7f8f-42f3-b882-98e5183693fb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>northward_sea_water_velocity</dd><dt><span>long_name :</span></dt><dd>Northward velocity</dd><dt><span>units :</span></dt><dd>m s-1</dd><dt><span>unit_long :</span></dt><dd>Meters per second</dd><dt><span>cell_methods :</span></dt><dd>area: mean</dd></dl></div><div class='xr-var-data'><table>\n",
       "    <tr>\n",
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       "                <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> 19.71 GiB </td>\n",
       "                        <td> 253.12 kiB </td>\n",
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       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
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       "                        <td> (1, 1, 15, 4320) </td>\n",
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       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
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       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "</table></div></li></ul></div></li><li class='xr-section-item'><input id='section-206765de-8321-4626-9e4c-3fb5bf642c3e' class='xr-section-summary-in' type='checkbox'  ><label for='section-206765de-8321-4626-9e4c-3fb5bf642c3e' class='xr-section-summary' >Indexes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7753c006-8353-4fc8-89c9-4a346b7e723e' class='xr-index-data-in' type='checkbox'/><label for='index-7753c006-8353-4fc8-89c9-4a346b7e723e' 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;1993-01-16 12:00:00&#x27;, &#x27;1993-02-15 00:00:00&#x27;,\n",
       "               &#x27;1993-03-16 12:00:00&#x27;, &#x27;1993-04-16 00:00:00&#x27;,\n",
       "               &#x27;1993-05-16 12:00:00&#x27;, &#x27;1993-06-16 00:00:00&#x27;,\n",
       "               &#x27;1993-07-16 12:00:00&#x27;, &#x27;1993-08-16 12:00:00&#x27;,\n",
       "               &#x27;1993-09-16 00:00:00&#x27;, &#x27;1993-10-16 12:00:00&#x27;,\n",
       "               &#x27;1993-11-16 00:00:00&#x27;, &#x27;1993-12-16 12:00:00&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7a531f01-51d7-4565-b79e-5861d50ad573' class='xr-index-data-in' type='checkbox'/><label for='index-7a531f01-51d7-4565-b79e-5861d50ad573' 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([            -180.0, -179.9166717529297, -179.8333282470703,\n",
       "                  -179.75, -179.6666717529297, -179.5833282470703,\n",
       "                   -179.5, -179.4166717529297, -179.3333282470703,\n",
       "                  -179.25,\n",
       "       ...\n",
       "        179.1666717529297,             179.25,  179.3333282470703,\n",
       "        179.4166717529297,              179.5,  179.5833282470703,\n",
       "        179.6666717529297,             179.75,  179.8333282470703,\n",
       "        179.9166717529297],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;longitude&#x27;, length=4320))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-fbf9d905-4914-4f5f-b99d-db00b2dbe2a6' class='xr-index-data-in' type='checkbox'/><label for='index-fbf9d905-4914-4f5f-b99d-db00b2dbe2a6' 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([             -80.0, -79.91666412353516, -79.83333587646484,\n",
       "                   -79.75, -79.66666412353516, -79.58333587646484,\n",
       "                    -79.5, -79.41666412353516, -79.33333587646484,\n",
       "                   -79.25,\n",
       "       ...\n",
       "                    89.25,  89.33333587646484,  89.41666412353516,\n",
       "                     89.5,  89.58333587646484,  89.66666412353516,\n",
       "                    89.75,  89.83333587646484,  89.91666412353516,\n",
       "                     90.0],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;latitude&#x27;, length=2041))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>depth</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-16d2a389-24a7-491d-be56-59f12a9ad54e' class='xr-index-data-in' type='checkbox'/><label for='index-16d2a389-24a7-491d-be56-59f12a9ad54e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([0.49402499198913574,  1.5413750410079956,  2.6456689834594727,\n",
       "        3.8194949626922607,   5.078224182128906,   6.440614223480225,\n",
       "          7.92956018447876,   9.572997093200684,  11.404999732971191,\n",
       "        13.467140197753906,  15.810070037841797,  18.495559692382812,\n",
       "        21.598819732666016,  25.211410522460938,  29.444730758666992,\n",
       "         34.43415069580078,  40.344051361083984,   47.37369155883789,\n",
       "         55.76428985595703,   65.80726623535156,   77.85385131835938,\n",
       "          92.3260726928711,  109.72930145263672,  130.66600036621094,\n",
       "        155.85069274902344,  186.12559509277344,  222.47520446777344,\n",
       "         266.0403137207031,   318.1274108886719,   380.2130126953125,\n",
       "         453.9377136230469,   541.0889282226562,   643.5667724609375,\n",
       "         763.3331298828125,   902.3392944335938,    1062.43994140625,\n",
       "            1245.291015625,     1452.2509765625,  1684.2840576171875,\n",
       "        1941.8929443359375,   2225.077880859375,        2533.3359375,\n",
       "         2865.702880859375,   3220.820068359375,   3597.031982421875,\n",
       "          3992.48388671875,    4405.22412109375,      4833.291015625,\n",
       "           5274.7841796875,     5727.9169921875],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;depth&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5d4d1474-2629-4a39-b51f-9df283ddd9a5' class='xr-section-summary-in' type='checkbox'  ><label for='section-5d4d1474-2629-4a39-b51f-9df283ddd9a5' class='xr-section-summary' >Attributes: <span>(16)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>CDI :</span></dt><dd>Climate Data Interface version 1.9.3 (http://mpimet.mpg.de/cdi)</dd><dt><span>source :</span></dt><dd>MERCATOR GLORYS12V1</dd><dt><span>institution :</span></dt><dd>Mercator Ocean</dd><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>references :</span></dt><dd>http://marine.copernicus.eu</dd><dt><span>credit :</span></dt><dd>E.U. Copernicus Marine Service Information (CMEMS)</dd><dt><span>licence :</span></dt><dd>http://marine.copernicus.eu/services-portfolio/service-commitments-and-licence/</dd><dt><span>contact :</span></dt><dd>servicedesk.cmems@mercator-ocean.eu</dd><dt><span>producer :</span></dt><dd>CMEMS - Global Monitoring and Forecasting Centre</dd><dt><span>area :</span></dt><dd>GLOBAL</dd><dt><span>product :</span></dt><dd>GLOBAL_REANALYSIS_001_030</dd><dt><span>product_user_manual :</span></dt><dd>http://marine.copernicus.eu/documents/PUM/CMEMS-GLO-PUM-001-030.pdf</dd><dt><span>quality_information_document :</span></dt><dd>http://marine.copernicus.eu/documents/QUID/CMEMS-GLO-QUID-001-030.pdf</dd><dt><span>CDO :</span></dt><dd>Climate Data Operators version 1.9.3 (http://mpimet.mpg.de/cdo)</dd><dt><span>title :</span></dt><dd>Monthly climatology fields for product GLOBAL_REANALYSIS_PHY_001_030</dd><dt><span>dataset :</span></dt><dd>global-reanalysis-phy-001-030-monthly-climatology</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 88GB\n",
       "Dimensions:    (time: 12, longitude: 4320, latitude: 2041, depth: 50)\n",
       "Coordinates:\n",
       "  * time       (time) datetime64[ns] 96B 1993-01-16T12:00:00 ... 1993-12-16T1...\n",
       "  * longitude  (longitude) float32 17kB -180.0 -179.9 -179.8 ... 179.8 179.9\n",
       "  * latitude   (latitude) float32 8kB -80.0 -79.92 -79.83 ... 89.83 89.92 90.0\n",
       "  * depth      (depth) float32 200B 0.494 1.541 2.646 ... 5.275e+03 5.728e+03\n",
       "Data variables:\n",
       "    mlotst     (time, latitude, longitude) float32 423MB dask.array<chunksize=(1, 15, 4320), meta=np.ndarray>\n",
       "    zos        (time, latitude, longitude) float32 423MB dask.array<chunksize=(1, 15, 4320), meta=np.ndarray>\n",
       "    bottomT    (time, latitude, longitude) float32 423MB dask.array<chunksize=(1, 15, 4320), meta=np.ndarray>\n",
       "    sithick    (time, latitude, longitude) float32 423MB dask.array<chunksize=(1, 15, 4320), meta=np.ndarray>\n",
       "    siconc     (time, latitude, longitude) float32 423MB dask.array<chunksize=(1, 15, 4320), meta=np.ndarray>\n",
       "    usi        (time, latitude, longitude) float32 423MB dask.array<chunksize=(1, 15, 4320), meta=np.ndarray>\n",
       "    vsi        (time, latitude, longitude) float32 423MB dask.array<chunksize=(1, 15, 4320), meta=np.ndarray>\n",
       "    thetao     (time, depth, latitude, longitude) float32 21GB dask.array<chunksize=(1, 1, 15, 4320), meta=np.ndarray>\n",
       "    so         (time, depth, latitude, longitude) float32 21GB dask.array<chunksize=(1, 1, 15, 4320), meta=np.ndarray>\n",
       "    uo         (time, depth, latitude, longitude) float32 21GB dask.array<chunksize=(1, 1, 15, 4320), meta=np.ndarray>\n",
       "    vo         (time, depth, latitude, longitude) float32 21GB dask.array<chunksize=(1, 1, 15, 4320), meta=np.ndarray>\n",
       "Attributes: (12/16)\n",
       "    CDI:                           Climate Data Interface version 1.9.3 (http...\n",
       "    source:                        MERCATOR GLORYS12V1\n",
       "    institution:                   Mercator Ocean\n",
       "    Conventions:                   CF-1.6\n",
       "    references:                    http://marine.copernicus.eu\n",
       "    credit:                        E.U. Copernicus Marine Service Information...\n",
       "    ...                            ...\n",
       "    product:                       GLOBAL_REANALYSIS_001_030\n",
       "    product_user_manual:           http://marine.copernicus.eu/documents/PUM/...\n",
       "    quality_information_document:  http://marine.copernicus.eu/documents/QUID...\n",
       "    CDO:                           Climate Data Operators version 1.9.3 (http...\n",
       "    title:                         Monthly climatology fields for product GLO...\n",
       "    dataset:                       global-reanalysis-phy-001-030-monthly-clim..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9a4bcf17-18b8-4841-bfb9-a809ee49d431",
   "metadata": {},
   "source": [
    "## Selecciono datos"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "222ea625-2b63-4cdf-ac5e-2521283c2fb5",
   "metadata": {},
   "outputs": [],
   "source": [
    "lons=(-25,-10)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "5ff420c2-07aa-48b4-bbc0-bdd7f957cf8f",
   "metadata": {},
   "outputs": [],
   "source": [
    "zvar=data.thetao.mean('time').sel(longitude=slice(-25,-10)).sel(latitude=slice(24,32)).sel(depth=10,method='nearest')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "42dea52d-4bf0-424e-9c18-39b46de72fe8",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;thetao&#x27; (latitude: 97, longitude: 181)&gt; Size: 70kB\n",
       "dask.array&lt;getitem, shape=(97, 181), dtype=float32, chunksize=(15, 181), chunktype=numpy.ndarray&gt;\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 724B -25.0 -24.92 -24.83 ... -10.08 -10.0\n",
       "  * latitude   (latitude) float32 388B 24.0 24.08 24.17 ... 31.83 31.92 32.0\n",
       "    depth      float32 4B 9.573</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'thetao'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 97</li><li><span class='xr-has-index'>longitude</span>: 181</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-9fbcbfd9-821b-4bf4-81bf-44b773a8a06a' class='xr-array-in' type='checkbox' checked><label for='section-9fbcbfd9-821b-4bf4-81bf-44b773a8a06a' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>dask.array&lt;chunksize=(12, 181), meta=np.ndarray&gt;</span></div><div class='xr-array-data'><table>\n",
       "    <tr>\n",
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       "                        <td> </td>\n",
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       "                        <th> Chunk </th>\n",
       "                    </tr>\n",
       "                </thead>\n",
       "                <tbody>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Bytes </th>\n",
       "                        <td> 68.58 kiB </td>\n",
       "                        <td> 10.61 kiB </td>\n",
       "                    </tr>\n",
       "                    \n",
       "                    <tr>\n",
       "                        <th> Shape </th>\n",
       "                        <td> (97, 181) </td>\n",
       "                        <td> (15, 181) </td>\n",
       "                    </tr>\n",
       "                    <tr>\n",
       "                        <th> Dask graph </th>\n",
       "                        <td colspan=\"2\"> 7 chunks in 31 graph layers </td>\n",
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       "                        <th> Data type </th>\n",
       "                        <td colspan=\"2\"> float32 numpy.ndarray </td>\n",
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       "  <line x1=\"0\" y1=\"17\" x2=\"120\" y2=\"17\" />\n",
       "  <line x1=\"0\" y1=\"27\" x2=\"120\" y2=\"27\" />\n",
       "  <line x1=\"0\" y1=\"37\" x2=\"120\" y2=\"37\" />\n",
       "  <line x1=\"0\" y1=\"47\" x2=\"120\" y2=\"47\" />\n",
       "  <line x1=\"0\" y1=\"57\" x2=\"120\" y2=\"57\" />\n",
       "  <line x1=\"0\" y1=\"64\" x2=\"120\" y2=\"64\" style=\"stroke-width:2\" />\n",
       "\n",
       "  <!-- Vertical lines -->\n",
       "  <line x1=\"0\" y1=\"0\" x2=\"0\" y2=\"64\" style=\"stroke-width:2\" />\n",
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       "\n",
       "  <!-- Colored Rectangle -->\n",
       "  <polygon points=\"0.0,0.0 120.0,0.0 120.0,64.30939226519337 0.0,64.30939226519337\" style=\"fill:#ECB172A0;stroke-width:0\"/>\n",
       "\n",
       "  <!-- Text -->\n",
       "  <text x=\"60.000000\" y=\"84.309392\" font-size=\"1.0rem\" font-weight=\"100\" text-anchor=\"middle\" >181</text>\n",
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       "</svg>\n",
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       "</table></div></div></li><li class='xr-section-item'><input id='section-549df09d-e542-49be-9c47-c106b163adea' class='xr-section-summary-in' type='checkbox'  checked><label for='section-549df09d-e542-49be-9c47-c106b163adea' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-25.0 -24.92 ... -10.08 -10.0</div><input id='attrs-9a17aa00-a1e4-403c-8bfc-80f61bc798c3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9a17aa00-a1e4-403c-8bfc-80f61bc798c3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d4413322-f63e-49d9-9014-c4721c5e6ef1' class='xr-var-data-in' type='checkbox'><label for='data-d4413322-f63e-49d9-9014-c4721c5e6ef1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>axis :</span></dt><dd>X</dd></dl></div><div class='xr-var-data'><pre>array([-25.      , -24.916666, -24.833334, -24.75    , -24.666666, -24.583334,\n",
       "       -24.5     , -24.416666, -24.333334, -24.25    , -24.166666, -24.083334,\n",
       "       -24.      , -23.916666, -23.833334, -23.75    , -23.666666, -23.583334,\n",
       "       -23.5     , -23.416666, -23.333334, -23.25    , -23.166666, -23.083334,\n",
       "       -23.      , -22.916666, -22.833334, -22.75    , -22.666666, -22.583334,\n",
       "       -22.5     , -22.416666, -22.333334, -22.25    , -22.166666, -22.083334,\n",
       "       -22.      , -21.916666, -21.833334, -21.75    , -21.666666, -21.583334,\n",
       "       -21.5     , -21.416666, -21.333334, -21.25    , -21.166666, -21.083334,\n",
       "       -21.      , -20.916666, -20.833334, -20.75    , -20.666666, -20.583334,\n",
       "       -20.5     , -20.416666, -20.333334, -20.25    , -20.166666, -20.083334,\n",
       "       -20.      , -19.916666, -19.833334, -19.75    , -19.666666, -19.583334,\n",
       "       -19.5     , -19.416666, -19.333334, -19.25    , -19.166666, -19.083334,\n",
       "       -19.      , -18.916666, -18.833334, -18.75    , -18.666666, -18.583334,\n",
       "       -18.5     , -18.416666, -18.333334, -18.25    , -18.166666, -18.083334,\n",
       "       -18.      , -17.916666, -17.833334, -17.75    , -17.666666, -17.583334,\n",
       "       -17.5     , -17.416666, -17.333334, -17.25    , -17.166666, -17.083334,\n",
       "       -17.      , -16.916666, -16.833334, -16.75    , -16.666666, -16.583334,\n",
       "       -16.5     , -16.416666, -16.333334, -16.25    , -16.166666, -16.083334,\n",
       "       -16.      , -15.916667, -15.833333, -15.75    , -15.666667, -15.583333,\n",
       "       -15.5     , -15.416667, -15.333333, -15.25    , -15.166667, -15.083333,\n",
       "       -15.      , -14.916667, -14.833333, -14.75    , -14.666667, -14.583333,\n",
       "       -14.5     , -14.416667, -14.333333, -14.25    , -14.166667, -14.083333,\n",
       "       -14.      , -13.916667, -13.833333, -13.75    , -13.666667, -13.583333,\n",
       "       -13.5     , -13.416667, -13.333333, -13.25    , -13.166667, -13.083333,\n",
       "       -13.      , -12.916667, -12.833333, -12.75    , -12.666667, -12.583333,\n",
       "       -12.5     , -12.416667, -12.333333, -12.25    , -12.166667, -12.083333,\n",
       "       -12.      , -11.916667, -11.833333, -11.75    , -11.666667, -11.583333,\n",
       "       -11.5     , -11.416667, -11.333333, -11.25    , -11.166667, -11.083333,\n",
       "       -11.      , -10.916667, -10.833333, -10.75    , -10.666667, -10.583333,\n",
       "       -10.5     , -10.416667, -10.333333, -10.25    , -10.166667, -10.083333,\n",
       "       -10.      ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>24.0 24.08 24.17 ... 31.92 32.0</div><input id='attrs-539ee934-6421-484b-84ef-774b27c41336' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-539ee934-6421-484b-84ef-774b27c41336' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-48cd7f7a-44f3-48d2-9419-65c27d64a6ef' class='xr-var-data-in' type='checkbox'><label for='data-48cd7f7a-44f3-48d2-9419-65c27d64a6ef' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>axis :</span></dt><dd>Y</dd></dl></div><div class='xr-var-data'><pre>array([24.      , 24.083334, 24.166666, 24.25    , 24.333334, 24.416666,\n",
       "       24.5     , 24.583334, 24.666666, 24.75    , 24.833334, 24.916666,\n",
       "       25.      , 25.083334, 25.166666, 25.25    , 25.333334, 25.416666,\n",
       "       25.5     , 25.583334, 25.666666, 25.75    , 25.833334, 25.916666,\n",
       "       26.      , 26.083334, 26.166666, 26.25    , 26.333334, 26.416666,\n",
       "       26.5     , 26.583334, 26.666666, 26.75    , 26.833334, 26.916666,\n",
       "       27.      , 27.083334, 27.166666, 27.25    , 27.333334, 27.416666,\n",
       "       27.5     , 27.583334, 27.666666, 27.75    , 27.833334, 27.916666,\n",
       "       28.      , 28.083334, 28.166666, 28.25    , 28.333334, 28.416666,\n",
       "       28.5     , 28.583334, 28.666666, 28.75    , 28.833334, 28.916666,\n",
       "       29.      , 29.083334, 29.166666, 29.25    , 29.333334, 29.416666,\n",
       "       29.5     , 29.583334, 29.666666, 29.75    , 29.833334, 29.916666,\n",
       "       30.      , 30.083334, 30.166666, 30.25    , 30.333334, 30.416666,\n",
       "       30.5     , 30.583334, 30.666666, 30.75    , 30.833334, 30.916666,\n",
       "       31.      , 31.083334, 31.166666, 31.25    , 31.333334, 31.416666,\n",
       "       31.5     , 31.583334, 31.666666, 31.75    , 31.833334, 31.916666,\n",
       "       32.      ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>depth</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>9.573</div><input id='attrs-b747e4c5-b8e6-4d7e-a1c0-224225249ffa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b747e4c5-b8e6-4d7e-a1c0-224225249ffa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6202f19f-ea06-452d-af95-f19c53efceb4' class='xr-var-data-in' type='checkbox'><label for='data-6202f19f-ea06-452d-af95-f19c53efceb4' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>depth</dd><dt><span>long_name :</span></dt><dd>Depth</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>axis :</span></dt><dd>Z</dd><dt><span>unit_long :</span></dt><dd>Meters</dd></dl></div><div class='xr-var-data'><pre>array(9.572997, dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5e7db146-6a18-4460-946a-9a5044479b3c' class='xr-section-summary-in' type='checkbox'  ><label for='section-5e7db146-6a18-4460-946a-9a5044479b3c' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-77af63bc-6b5e-493c-b045-3efb051b4e66' class='xr-index-data-in' type='checkbox'/><label for='index-77af63bc-6b5e-493c-b045-3efb051b4e66' 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([              -25.0,  -24.91666603088379,  -24.83333396911621,\n",
       "                    -24.75,  -24.66666603088379,  -24.58333396911621,\n",
       "                     -24.5,  -24.41666603088379,  -24.33333396911621,\n",
       "                    -24.25,\n",
       "       ...\n",
       "                    -10.75, -10.666666984558105, -10.583333015441895,\n",
       "                     -10.5, -10.416666984558105, -10.333333015441895,\n",
       "                    -10.25, -10.166666984558105, -10.083333015441895,\n",
       "                     -10.0],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;longitude&#x27;, length=181))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-4b0c770a-01e7-40b1-9cf3-a0e813d50f22' class='xr-index-data-in' type='checkbox'/><label for='index-4b0c770a-01e7-40b1-9cf3-a0e813d50f22' 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([             24.0, 24.08333396911621, 24.16666603088379,\n",
       "                   24.25, 24.33333396911621, 24.41666603088379,\n",
       "                    24.5, 24.58333396911621, 24.66666603088379,\n",
       "                   24.75, 24.83333396911621, 24.91666603088379,\n",
       "                    25.0, 25.08333396911621, 25.16666603088379,\n",
       "                   25.25, 25.33333396911621, 25.41666603088379,\n",
       "                    25.5, 25.58333396911621, 25.66666603088379,\n",
       "                   25.75, 25.83333396911621, 25.91666603088379,\n",
       "                    26.0, 26.08333396911621, 26.16666603088379,\n",
       "                   26.25, 26.33333396911621, 26.41666603088379,\n",
       "                    26.5, 26.58333396911621, 26.66666603088379,\n",
       "                   26.75, 26.83333396911621, 26.91666603088379,\n",
       "                    27.0, 27.08333396911621, 27.16666603088379,\n",
       "                   27.25, 27.33333396911621, 27.41666603088379,\n",
       "                    27.5, 27.58333396911621, 27.66666603088379,\n",
       "                   27.75, 27.83333396911621, 27.91666603088379,\n",
       "                    28.0, 28.08333396911621, 28.16666603088379,\n",
       "                   28.25, 28.33333396911621, 28.41666603088379,\n",
       "                    28.5, 28.58333396911621, 28.66666603088379,\n",
       "                   28.75, 28.83333396911621, 28.91666603088379,\n",
       "                    29.0, 29.08333396911621, 29.16666603088379,\n",
       "                   29.25, 29.33333396911621, 29.41666603088379,\n",
       "                    29.5, 29.58333396911621, 29.66666603088379,\n",
       "                   29.75, 29.83333396911621, 29.91666603088379,\n",
       "                    30.0, 30.08333396911621, 30.16666603088379,\n",
       "                   30.25, 30.33333396911621, 30.41666603088379,\n",
       "                    30.5, 30.58333396911621, 30.66666603088379,\n",
       "                   30.75, 30.83333396911621, 30.91666603088379,\n",
       "                    31.0, 31.08333396911621, 31.16666603088379,\n",
       "                   31.25, 31.33333396911621, 31.41666603088379,\n",
       "                    31.5, 31.58333396911621, 31.66666603088379,\n",
       "                   31.75, 31.83333396911621, 31.91666603088379,\n",
       "                    32.0],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;latitude&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-59bc3430-5c39-4ad1-8741-cbdeaf920ea0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-59bc3430-5c39-4ad1-8741-cbdeaf920ea0' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'thetao' (latitude: 97, longitude: 181)> Size: 70kB\n",
       "dask.array<getitem, shape=(97, 181), dtype=float32, chunksize=(15, 181), chunktype=numpy.ndarray>\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 724B -25.0 -24.92 -24.83 ... -10.08 -10.0\n",
       "  * latitude   (latitude) float32 388B 24.0 24.08 24.17 ... 31.83 31.92 32.0\n",
       "    depth      float32 4B 9.573"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "zvar"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9d46be71-0dc1-46fe-a967-b2c1c577d9f4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "[<matplotlib.lines.Line2D at 0x3058fa590>]"
      ]
     },
     "execution_count": 9,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x600 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig, ax = plt.subplots(1,1, figsize = (10,6))\n",
    "ax.contourf(zvar.longitude,zvar.latitude,zvar,30)\n",
    "#Estacion 5\n",
    "estacion=[5,-12.87,28.62]\n",
    "ax.plot(estacion[1],estacion[2],'o')\n",
    "estacion=[15,-15.50,29.16]\n",
    "ax.plot(estacion[1],estacion[2],'o')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "1e4fb53d-fb73-406d-801c-5dd34d5b0bb2",
   "metadata": {},
   "outputs": [],
   "source": [
    "Posiciones=[[0.10, 0.10 ,0.37, 0.80],\n",
    "            [0.53, 0.10 ,0.37, 0.80]]\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "947f20a9-0503-4acf-894a-399a4b235df5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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2HHrooXz88ce8++67ccsfeOABhBAcfPDBabeNGiaJotef//znnNoQS9QI+uCDD+KWP/nkk0n7llIm7fuuu+7CMIy895+OL33pS0gp2bBhA7Nnz07622233Qq+z4ceeiju9yOPPIKu6z0zBR555JFomsbKlStTtmn27Nl97iOXYxgtk+rr9oQJE5KO2UsvvURHR0efbYhtS2I7nn76aTZs2JB1HTY2NjY2NoXGttEsymmjpRJAwRJB29raerwgi9HvfNl3331xu91J9tyiRYuSQoSFEDidzjjRb/PmzUmz+kaPeWKdf/vb3wrZdBsbm0GM7fFnY1NG5s6dyx133MGll17KXnvtxSWXXMKMGTOIRCIsXbqUv/zlL+y6665J+VeinHHGGdx7771cfPHFrFixgoMPPhjTNHnzzTeZPn06p59+esrtLr/8ch544AGOPfZYbrrpJsaPH8/TTz/N7bffziWXXMJOO+2Uts3z5s2jrq6Oiy++mOuvvx6Hw8FDDz3E+++/n/c4jBgxgsMOO4yf//zn1NXVMX78eF588UUee+yxuHJ+v58DDzyQW2+9lSFDhjBhwgReeeUV7r777qJ4h+233358/etf5/zzz2fJkiUceOCBVFVVsWnTJl577TV22203LrnkkoLu87HHHkPTNA4//PCeWX1nzZrFqaeeClgG+E033cQ111zDqlWrOOqoo6irq2PLli289dZbVFVVceONN2bcx84778zkyZO5+uqrkVJSX1/Pf/7zH55//vmkslFx87e//S3nnnsuDoeDadOmUV1dzdlnn821117Lddddx/z58/n444/5wx/+QE1NTdb9/dKXvsR9993HzjvvzMyZM3nnnXe49dZb8/KusLGxsbGxKRS2jWZRThvt61//Oi0tLZx88snsuuuuqKrKJ598wm9+8xsUReEHP/gBkJtdU2zq6uq48sor+elPf8qFF17IV77yFdavX88NN9yQFJr7pS99iccee4xLL720Z/bfn/zkJ4wcOZLPPvusp9wRRxzBgQceyFVXXUVnZyezZ8/m9ddf58EHHyx192xsbAYqZZpUxMbGJob33ntPnnvuuXLcuHHS6XTKqqoquccee8jrrrsubtayxBnjpJQyEAjI6667Tk6dOlU6nU7Z0NAgDznkELlo0aKeMokzxkkp5dq1a+WZZ54pGxoapMPhkNOmTZO33nqrNAyjz/YuWrRIzp07V3q9Xjl06FB54YUXynfffTdpdrdzzz1XVlVVJW0fncE2lk2bNslTTjlF1tfXy5qaGnnWWWfJJUuWJNX5xRdfyJNPPlnW1dXJ6upqedRRR8kPP/wwqY+FmNU3yj333CP32WcfWVVVJT0ej5w8ebI855xz4mbwnT9/vpwxY0ZSnePHj5fHHnts0nJAfvOb30za9zvvvCOPO+446fP5ZHV1tTzjjDPkli1bkrZ/4okn5MEHHyz9fr90uVxy/Pjx8pRTTpEvvPBCT5l04y+llB9//LE8/PDDZXV1tayrq5Nf+cpX5Lp161LODvfDH/5Qjho1SiqKEjemoVBIXnXVVXLs2LHS4/HI+fPny/feey/trL5vv/12Ujuam5vlBRdcIIcNGya9Xq/cf//95cKFC1Oe6zY2NjY2NqXGttHKZ6M999xz8mtf+5rcZZddZE1NjdQ0TY4cOVKedNJJcvHixXFls7VrcpnVN9ZOi5LOxomtzzRN+fOf/1yOHTtWOp1OOXPmTPmf//wn5Tnyi1/8Qk6YMEG6XC45ffp0eeedd6Y8Bi0tLfJrX/uarK2tlV6vVx5++OHyk08+sWf1tbGxyQohpZSllRptbGxsbBK54YYbuPHGG2lsbMyYv8fGxsbGxsbGxsbGxsbGJlvsHH82NjY2NjY2NjY2NjY2NjY2NjaDEFv4s7GxsbGxsbGxsbGxsbGxsbGxGYTYob42NjY2NjY2NjY2NjY2NjY2NjaDkEHj8Xf77bczceJE3G43e+21FwsXLix3k2xsbGxsbGxsbGxsbGxsbGxsbMrGoBD+Hn74YS677DKuueYali5dygEHHMDRRx/NunXryt00GxsbGxsbGxsbGxsbGxsbGxubsjAoQn332Wcf9txzT+64446eZdOnT+eEE07g5z//eRlbZmNjY2NjY2NjY2NjY2NjY2NjUx60cjegv4TDYd555x2uvvrquOVHHHEEixYtSrlNKBQiFAr1/DZNk6amJhoaGhBCFLW9NjY2NjY2NpWNlJL29nZGjRqFogyK4IiSYttZNjY2NjY2Numw7azSM+CFv23btmEYBsOHD49bPnz4cDZv3pxym5///OfceOONpWiejY2NjY2NTYWwfv16rr/+eu65556U60888USuueYaTjvtNFauXMn69esZM2ZMiVs58LHtLBsbGxsbG5u+sO2s0jHghb8oiV+QpZRpvyr/8Ic/5Hvf+17P79bWVsaNG8epT16O7ldQpMBtamxXBAjwGg7CwkBXTJymiiIF7YpAkQKvqdGhRgCoMjTahYIuJC7TUq5DiokmBarppEM1Aag2VLoUE0NIPKYggkpQSBxS4AgYLDztOlAEs397Jeb4IUgBXsOqN6xIFMOBU0KnKlFNGBd2sM4ZwVCgyhCEBUQUidMUaBK6VIkiwWcqtCkmCPAZCkFhoivgMgUKEFAkqoQqU6Gtp61Kd1vBbVrjGewu5zUVmoV1CtUY0KmALsBrggkEFXBKcJnQroKQ4DehQwFDQJUJOmBoYRym6OmTkFBtKrQrJlLE98kjDTQp6FJNq5zR3daePkl0ReIyBSv/769see5t69hMGMGIcw6jbv5M/KZGQDHRkXikdZwiSgRNCtymSHucpICgkHiljstUcUmFZjWM19ToUnRMAX5pYiCJKCaaqeBAIaDoIKFOQqcSQQrwGBq6MIkoJtWmgSoVQmqk59zrUiI4lTAe3UlY0TEUE4ehoSAIqRHc0sBlOAloQQDcuouwEsGhhNAM65joqo5iKjhMByEthJMILt1DWA0hhYnDcOIghKFEUEwVTTrR1BaQ4DC9KKIdhIlqupEYOEQnQjoQ0oGpdOGSBopRhal2AhK3oSGFDkoYTBcOU4LaCVJBmFU4RTMIwKjGTTtCRJCmC1BwiXak1JBmFa1t2/jupStpbja57sfj2H8/D6rh7r7OQ0T0kTjpwKE2W8fOrEUVHbjR0c0qhDBRRQBTOlFMD5rSBlIQkTVooh0hDFTDjxAGmghiSBeGdFAlAkipEJLVuEQ7QpgYRg2qCKOJCLp0YqLhFWFMqRCW1bhEK0JAyKzGJXQ0ESEi3UgUnKILIZ2EpBev0g5AwPTh1QJoQidkegBwOTrRpUZYenrKdUkfLqUTVRiETC8CE6ejC106iJhuPGo7UjEJGH7cageKMAkaXhQ1jEMJEzEdGDhxK52YCgSNatxqO4qQdAkPave5EjHcGFLF6erAlCpB3YdHa+PcH6zlmQUd3Pqj0Zx7cjVhw4MhVCJGFW5HM7rpxuNotdpq+nCqAVQlQlj3AuDUutCFRkT34nZa5YKhWhyODlRXmHDEOk4OLYBuONF1D25vC1IKQqEanM42FMUkFPahOEI41JBVznDhdrZb469X43K2oigmwXA1mhJC08LopgPT1HC5OjBNlVDYj9vVghCSYKgGTQ2gaWHCEQ9SKricnRiGRjhSjcdtnVOBUC1OrRMFk3Cku0+OLgzDQVivwuNqscoF63A62lFVnVCkCiXaJ92BbnhwaR1Wn8I1OJ3tKMIgFPGhKJHUfQr7rb6L7j4RQVF02trH4nY143a3YUY0wmE/rmifOuusPqlhIroHqau4HJ0YpkZY9+FV26y2Rvw41QCa1Lnxt0388YGtfPucBq65dAxhw4PH0YZiCLoiNbjUTlRFJxL0WeeeGkI3HUQMNx6lAykhGKmNO/dUU1rnlOnEkE7cdGFKQdCsxk0nipAEzSpU08AhwkSki5Ch4RJdmFKhS7q7rzvoND2oIogmIgSk2n09BQgDYVmFW2klIgzCph9NBAgrQQzTiy4kqtKFKR0E8aIp3eeerENROhBCp67O4EdX78MF529BV6pBelG1MIbiBllFVVU9e0yfxa13HsxJh6ykuro6pR1hk5l0dtbyZ2YzrDYQd79RTEFAr7aeX0qYsGHdQ11qF4apETKqqOo+j7v0apxKAE3RCXU/F1xqEN3UCOtevGr3PdTwx9xDPdZ5rIQwdCcR6cajWudx9B76xZYAM7/6MS6HYMsze1j3UOnErXaimwpN4fHUO9eiKSZBowpVhHEoke7zXcNNEFMqBM1qPIr1XAgY1TgU6zwOm919UrowpErI9OFVW3va6lS64p8LSsB6Lphe6xo2lIQ+dT8XlKD1XJCunmszYPpxK93XplmFim5dm7L72lQ6eq9Npb372vRZfRJhIqYLA816fkiFoOnD42gpfJ+ALqMGl9LR2yc1glMJoZsaIdOLLl341G2EZExbDS+q0Hufdd3HKalPqY6T2ntf8iht3X3y4RBBNEUnbLq6+xTAkEp3n6Jtre7uk0HI7D73lCC6VLv7FHvudaAKM+7c002NiHRz12MrufbPGzj50GHc+cOxvffQNH0KUBVznKpQiekTGm7FuocGqcKjdvdJ93VfTxHCRnef1IB1nIwqPN3P5YDux6l0P78N6zhpSpjW8HCcShdVjharTxHrGaYqOiHdixAmTjWIbjqJmC48WjtSCgK6H7fWgSIMgnoVqjBwqEHrnDIduLUOdEUQ1Ktxa+1W33UfqrCeiRHDjSlVXFpn3D1CCEkgUo1Djd4jPEgBLq37HqFX4Y32qftZl2iTGKaj51kH0BWuwaV1xvRJ4lQDVp8MFx5Hd58iftwOq08B04ui6DiUILrpQu/uk4lCKFKNy9GOgtUnTYmgKSEiptuySTTLzgrpPtyONgSSoN5tu3T3yTS1JDtLqjK+T0Z3n9TkPgUiNTi7n98howqhGL12luHG7WyzbJJIDU6tHUXptkmEjkMLohsudNOJ29GOKUSyTaKG0dQQEd2NKTVcDsvOCkcse0wISTBcE2+TSAVnt00Sifhwd9tPwXANDmcnqhpJsrMielVvuajtqOjJtqPhwe1s7bWzHN19Cvus4xTtk+HC7WxLYWf50dQQitBp6xyD29mC29Waf59CtTi0IvdJhLr75ExvOxbqOJmCYNiPQ0t9PUV0D25nW/fxrMWhpetT6nOvsdHHzIOX2nZWCRnwOf7C4TBer5dHH32UE088sWf5d7/7Xd577z1eeeWVPutoa2ujpqaGkxZcgcPn6lkewJWyfFg60rcnzboIqZfrMl573f7iUj790d04RzQw67GfIlK4vhqy+HqtbjqLvo9ENCWcdVlV6H2WCTe2sPkfL9L4+KsYXZZA5t9zKhOv/AreyaNStyGLeqM4iKRc7hSpl2da5yGUcjmAS6QeF2ea/QO4SL2NK8U2Ltlbtopgwrr48m4ZzrjelbDeGbPeJePH1msmlrXWSyn53W828u/Hm6iqUrj37kmMHuXEKc248g4z+dblTHE3c8jkDwBuqSYXBBwplmsprjdHiutZS/EdRSO5PoeaopFqfN9QzL7LAKhG3E+Zskzy/kxH/HZmQpnb7mvkB7dsZtI4Jx88MwVNs8ZQaqkfFyn3C8hUfQVwpC6fso+ZlgMizTqRMDbZII3U50VudfQzXKGv7RPXR3p/CyP+XBcJZYUuME3J5AM/ZVOjziO/G8eXD6vpWa8kbK9EYsajj7pJHLvY9aaScnkkpk4dI+b/e+8VkZh7lh5zf44Iq3xQGDHLes+3cExzI0rvj512/xvV1bOQUsf6EgESE6SJRGKaIRTFxXNvnc+X5j1Ca2srfr8fm/4RtbO2L56B3xd/riSdSykQZhbhwUbfZdLta+2mEBNPXIbbKeh6ZXbf+0rad//vHanrraDwpwz34cLtI/f79kDjtw9v5vLb1nPywXU8+vPJfZZP93xNIt3zNlWdSu6vflm3ow8S7Y28yaMP/cUsxTWQQFo7qsjblmR8C3Uu7Ehk8ZwrGNk8d/tBe4vJiFmf2nZWCakgiyI/nE4ne+21F88//3zc8ueff5558+blVJfLSC/oZUMmQTBbml//EID6g/fISvSrMgRnN/mpyvFGoJvOjH/lIJd9G1LrUwB1Dq1l3LdPZta/f86oC76EcDloe/cz3j/7F2z5d+r8j7rUksTYVHgNlRO3jcWbwtgPS0facyHd8gCutEJzSKYekzAOwmkE5RCptwnhIJRmG4BO3PHlRXzZoHBmXB8S6Y9fSMSPa5cSXzbcvV4Iwbe+M4pdd/PS2Wly0082EP0+YZg+Gtu/jmH64l7me+tI3m+sGNDbjwp/uTDzuzVn8wKdikTB56JTGxhSp7JqXZh/PmN9RQ/pPt5adSGhiC/r/SYKUT1E0rQzXfsz9Cud0JatiCcNtecvX6Sh9PzlhaH0/iUQClezZNklhMLVGUW/bFn6UZBNjTo+r8JRB/Z+Zc0o+g0iVNXLxg33sXTJMbzxzpd4Y8kxvLHkGF595zheXfIlXnv3JJ5792Ra27aWu6mDkqBeVe4m5EzQqOL1prMIGmnaviOIflDy9vQ57gOUKWMsO2vFumAfJXOkQIJAUPexaNN5BPXkZ71NcQlFfLy1OrWdZVM8QmEfS5Z/g1DYHvdSErLvMSWnwqyK/Pje977HXXfdxT333MPy5cu5/PLLWbduHRdffHFO9RiiOF9y0nn7paJj+ToA/HN2zqq8LmCtM4Ke4XlfKcJethRaANSqvYy56Dhm/v0G6ubvDobJqp//ncb/vpW+DX0IgIaQrHcGCYr0ZXIV/yC9l2k68Q/IWfxLKpcg1uUq/mUinCQMZif+qZrgmuvH4vEofPhRgNde7yAsFAQ6Lm0VotsjqNDiXyTFMj2FF2gkhedkrJdS77IU+8jXOM9bVEreX1+iTpVX4dKvNgBw76Mt1jZCp96zGkXJ3isWKlP8qwixD9KKfbEoSoS6mpUoSnoP31Sk8vYDeGdZAID99vLicg5MEyDVdZotUppEIs2EQpusv/AWwuFGwpEmInoLEb2VsN6MTONpbdM/1Er/6JICVeg0ONdmFWlgUzgG67iPGmLZRdtby9evTB60qtBpcK9JGndhKHl/XIwl8SOTTS+KolNflbudZdM/FEWnrnqVPe4lRhlk9/aBwMC0+hM47bTTuO2227jpppvYfffdefXVV/nvf//L+PHjc6pHV0prkKYSlqZcdxaTrz2Lql0mZlVHSJG86gsQSuGSPRBEvkKRTfiza9QQpvziYoadchBIyec//SsdH6/NuE068S+kmCz2txBSzJyE3SjlFv8Svf76Ev8y0ZfXX6L4ly3Dhzs58WRLfHrgr9sA0NUwfs8LKErvl/Jsxb+KJm9Rr3CeJonG+FlfrgPg1bc62bglgkMNMnXoSzhl6rD0vF4ICij+pSNW3Ouv2NdbTwEenVnW4dCCTB73PxxagndIwtilFVgT+HytJWjtPCn7azxniuAZlEqAz4fNGx+ivfXdvgsq6dMv2OSPQy2wl1OBGFbn4OlfT+XxX05NWudQQuzsW4jDPidKymAdd0217tWtHQabtlXeBwaHGmRa3YKiXqsFEf9MUfRQxEQUQ+n5KwYONciUYS/GjX22z/ZU9GfbkoyvIXr/yohDCzJ5zPPJdpZNUalUe2AwMyiEP4BLL72UNWvWEAqFeOeddzjwwANzrkPLM7yukPimj2fYl/bFUZud+6vTFOzd6cYZc3MeLIJfrn3IRvwTQjD+e6dRf+heYJh8fuODmKHMnjSpxD+nKdizw98z7unEv3zyQWYik/iXdpssPf8y1tEPr7/kurLz+gM46SsNqCp8/HGAlSuDmNJFR3A/TJlaHM1EKbz+Ckohw33zMKrGj3YyezcPUsL/FnagGy7WNM1DN3If+34Zn4mk9e7L5BFYOMGvlKIfgK67WLvxAPSQp//7BTZusc7bsaP6n5qih2KFOhaBrVsep739vb4LDoJnaCUSMXO/f5QCj1vh6Hk1HLlvTdK6iOlkZeccIvY5UVIG67jvMtHDzCkeuoImZ1y7CsPInOesEF52uRAxXaxq3bfo12rBPP9KLP5FKYYAqBsu1mxPtrPKJv5B6ca3jAKgbrhYu3n/vOxbm/yxx7v0lF/pqiC0NAn/S42RgyDklDAr6OqZ1GAwCH6xFKM/QlEYf9WZOBr8BNZsZvOjfU8Akyj+OaTCjC4fDtn3JZSPwJfO6y/jfjJ4HqYS//ry+suFXHL95UJ9vYN5+1sJX595rhUpnXSE90ImCKCV4vWXbbhv3pT4BeDI/a0ccC8u6kA3nWxo2RPddPaEjSZS0BeUCstvVRDBD3Lul2642Lh1DnqBXsK2bLfO0eEN+U8SVeoX0cIiENl4IefxkcWmbwyzgIJziTCkk/XBWRj2OVFSBuu4q6rgkZ9NwedVeHVpBwvebS9c5TkIJ+nCfQ3TyRcdu2MMsveJgYBuOtnYbWfZlA7dcLFx22xbiCox+iC7tw8EBrL1XnCCapE9eIpAhyq5s6GVDlXaDwqyn/HYUeNjzCUnALDhry9gdOUWStKpGjw4bCOd/ZyBrlRef/nQV66/XOgr118mDj2sFoAFC9pQRBv1NX9AVfIzlCtloo+88/ylIk9vq2wmbzhgjpVUfdE7Xbgd7ew36Q+4HQV8SYG8JqhIR8HEuQrC7Wpj7u6/xu1sK0h9La3W+V5XUxkfukrNmHEXM3P3h6mqmp65oNpRmgbtYLi1gTeubrWDgxruwm2fE8X/IBPzPBvM477TODdH7G15ly5bGeizfCk/tri1dg4c/SfcWupn/cD+8FPZuB3tzJtcBDvLJiNuZxtzd72tYHZW0Rhk+THT3WNsiod9944hhSZQUaQStYSEGkPBNAav6FcsQXPIUfviGjMMvbmDrf9Z3Hc7YsZfSPDrWtw5k0+uv0yUwuuvP/Qn3DeRTOG+e+9bjdst2LQ5wopPwxhGLSHy91bKhmzDfQtKBRjTiaE3e8/0oqqwYbPOuo06XeFazCy8XFNRinDfYlEubz8AUyoEgnV5j3siLe3WJFY1vhyEvzIZm8UIpw+HNtHZ+Qmm2UduGTm4DOxKoVDncSkxpaDLqMG0z4nSYKhgqIN+3KeMtWy8VRsKnMOwn15/plToimR+1tviX3EwpUKgH3bWoKAMIb+mVAiECmdn2WSHPd6lxx7xGDwxISj5iC7lwG8qfGdbHf4y5bioRLL1+hOaysgzDwNg0z9eRhrZz+pcbWhctHUM1UZ2+8rHsy8ThfL6Swz37VddRQr3dbsVZu9thZy+9nqYptarME1/UrlyhPsWPc9fnhTKKK/yKuw61fL8XLQUXl35fYKR5LEvxr6BihBDy+1FGArV8No7PyYUSs49lg8dndZ9rtpX/rEtB1u3PMHnn/6IQGB15oIp7jE2/SeoV5e7CTkTNP28sO1bBO1zwqJE98RgpG5Qj7vLYY2jKSvL6yCo+3lpw2UE9eI/6+0ZfuMJRfy8+tlVhPqws3YISnhuhMI1vPb+DwmFC2NnFYVBeK2EBqA9MNDZMS3/NASUynyJB1ARKCRf9G2KyW/qO2hLMavvYKJYXn8Nx8xF83sJbdxOy+KP+25Ht6jYrurcOewL2tX+e4EVWhTsj9dff2b37Yv+hPvO288yghYv3kZ9zS0oSv7u+MUO902V5y9vCjnhUJ5Gw+zdvAB88PF2Dpx8K26HNfbp8vzlRQHDfSuWPF+SXK5W9t/rp7hcrQVpRkeXJfz5vOnbk00Y+MBHQVU8OLRanM6huJ3DcTqG9Ob/68c9xiY9AzG0x620cdiQP+C2z4mSYo97eXBrbRwy+jbcmj3upcblaOPAqbfgcthjX0pczlb2n/VzXM7C2Fk22eEagPbAQKe48XIDjHJGE+ztH8tHnVvoNMIp1x89ZCqg8u/Gz+KWSwEt6uAW/YqJ6nbScPS+bHn4JRqfeYu6/XfNajspoE1LNdOrA0cBvcACuPCQOgwkJJ24ROrzpViEhAOX7O1fUDhxy8K0oUtx4jV76woLDae0xnjO3tYs1ys+DdDevo3aWo0wCk4Z76UZUQQOszDXQ0QYOAo04Y+OgUaBxBRDATV779RMKBEV05FZ9NxjF0v8fX95AK+zpV/7E4ZAFvl+JQ0FUaDxKbe3H4AiTDzu5oJ42ei6JBKxxt/r6a1vR/O6cDqHMXzkadQPORyXaySq4kI3ugiFt7KteRGfbf0PXZ2ryt3MQYkiTCjUvbCQTLwGIk2w/k9JqxQh8TbsBq6RsOXRMjRux0QREq9qv4iXGkWYeB0t5W7GDokiTDz9tLNsckcRJh5Xc7mbscNh2QM2paT8bzUVhNso32xzv552HBPcdWnXq0LhpOE7o4n4Q+YzBBc3eanewV7c+iLbcF+AIUfvC0DTqx+gd/SdZFmXGlWGytlbR1GVw8QKhfbsy7ivEub6i6u7HxOAZKJhiINJk91ICS+/uh+Gmb17eCHDfYue568CSBSBdp/uAeC9j0O8tvKbBCN9j31J8v9UgCiXNf1oazDkZ/F73yMY7n/oTzDUa2S5nQNo/AqI0zmcqTvfwrDhJ7B561N8/MlVvPfh1/lgxQ/5YssTDG84lN0n/QCfc6dyN3VQEtR95W5CavxzoGVR72+hgncqAEHDx/uthyKHnVymxu2YBA0fC7ZfSNCo0HOmQARDlfXxPqhX8+qGiwdkWP5AJxipZtHKb2VlZ9kUjmDYz+IPLyuInWWTPfY9pvTsmJZ/GvQswv2KJd6ETZ0ah5tazc1wZxVj3TVM8dQzo2ooe1SPpFpzMb1qCC4lXmgKC3jPHSFc6TOTpMDI0ZuqWOG+3mnjcE8YiQzrNL30XlbbRITJR94OIgX6WpHpvCp2vsnEPH+Fys2Xqq7EcN9cmD3HMv6XLXsd0U9Px1ThvqWmEmb2zYZdd3KjKLC9Wcdlvo6m9I59QcN901Emga8SvP0ANDXEqGFvoyn9TwAf+4Lpdu2YH4uGDjsOgcKH75/Fui/uZnvzq7S0vs22lkWs3fgQb3xwNkKojB95QLmbOihRKzWlirMBIo0xv4fDjLsAUEWYWv1NhGtYmRq3Y6KKMGPd76OWOLKhVOw5zUqj8c+Xmmluq5yPiqoSZozvPVRlcI57JaMpYUbVvhtnZ9kUH00NMWrIEjS1wBPt2GREG6T39krGDvWNQVfMAs/Lmj2dRoRbph7b89tEIqXEQGJKScCIsDnckbRdWJG84a1QQzoDuYp+xUQIwZCj9uaLP/2bxufeZtjxc/vcpkuovOsrfw6OTOG+YRw4CxB23ImbKvqYATNPQkLDJXsN3sRw31j2muPjkX9sY+m7qxBMBQRhkRzumy9BYeDO47yMdAd4F4QChvEKQ0EWoC6PW2HyOCefrQnT1vga2tQieV9EFHDYbv+JaFqI8aMW9ksAjQq0oe4wX00DVd0xhT+Hs4FIZDuh0CbLqyuBcKSZUKQZl9P+8l8MHEqIigz11TtB8fb+Vn0gHICKQwkz3vUhUP4PRhVDAZ9V6XAoYSZXvV3UfZST4/avZbfJHpatDHDbw1u48aLR5W4SYF2jk2reKHczdkg0NcSEhkV9F7QpKJoaYvyI18rdjB0OW2gtPZXh0lAhaGb5jFFVCO7e8BYXL3+MCz96ggs+fILzP3qc8z58nPM+fIxvfPwk317+P7qMeCHHZQoO6nTiHkDvy7GiXzEFwFzCfRuO2BuAtnc+I7yt75wyLlMwt60WV4rJFyIZRKBShvsWi8Rw3mABPQQTCcdMADJzVhVOh2Bro86qDBNypprd16abPL0MZ3TP7Lvg3bFEjP5N+CJKkJagv956BfX262ddEd3NynVHENH7P9FO1OMvOpvkjkgwsBanayTV/j0AEEIDBEJoCFSG1R+M1zWClvY1ZW3nYKW/94+i0fUpDDmq93fDoWB0wpAjiZgettdeiuzqYyboQlIhHsflJGK6+KTjACJmcaMeyoWiCH58/igA7ntqe5/lc0qh0Y/nbMRws6L5oMq9VgcxEcPN51sPtce+xER0Nyu/OLwgdpZN9tjneemxLYsYVFm+4TCRrAk082HHZj7qbOSTrm181tXE6kAza4OtrA+1sTbYmvS9WZMwIaKipZjxtxKpJE+/WFyjhlA1YyJISdOC9/ssr0nB2LAbtYAzwuQb7huSuQtviXn+EsN9+0OiMFio0GGXS2HWHjUAvPpqbt6W+eb5i+Q522/FzuybJzOmWA/nZZ+EMHMQ1IvODvBybJoOmlsnY5rZX6PpXhDDYesLUSWH+Rb02klBY+N/CQbWMn3Gn5g25XrGjDqLsaPOYuLoc9l16o3MmPJjWrs+Y+2mV4rajh2VSrUB2HgfjDgTpt8OO/8ehn0ZPv8xTLwKx95PUT/uICLr/1qatgyU+1qR22mgsT08PqePuAONg/a0clyt3xKOy8FaSoQZ/zwwpMb24IRBPe6VimlqNHVOxDQLO/al+OA6kDFNjeb2SQUfd5vMVNT7xA7CALEuSkNILV/I7FONy9kczn1a605Vcl9tgA6l8kNQCmHwFyvPH0D9IXsBsD2LPH+dqskjQzbTpeYnDJWKTJN8ZKKQef4S6U+ev4MPtcJMn3+hESlld3353cbyzfNXERN8FPCFS4n0fV3OnmlN8LF65fu4tOSUA6koyQQfRaBScvtFcTnbmb3bHbic6Z8P2Rr1oXC3x59zx30JMPQ2Vn52Has+vwm3ezSjR57GuDEXMHr4l3Fo1Sxf9UuWrrwZQzSVu6mDErfWWe4mpKb9XfjkWxD8AoLr4aOvQ+ub8MGZsOZWxLLTcbYvKHcrdyjcSif71f8Vt1qh50wBGFKrUdU9w/razZWR78qtdTBv5H24s3jWD9TnfKXicnSw98S7cDmys7NKhlkmm6FEgqXL2cHs6X/G5aywcR/kZPs+YVM4bKk1BqUf3lv9DeH80xdvJPnsDXNWsXv1CKpVF6sCzSxt34Yh48UKRcIIXaFRNUt1f8yLcn3lN6SGmqVQU3/wHqz//T9pW/oZkeZ2HHXpZxtSJAzVnWzXwmV7HpaSxDx/IeHAJQsjlOeS52//A+u47VcbWbsuzEcfB9h1hjdluYgicJi5C3v55vnLBh0DrRJzW6VAMQSm2jt+e8+0xnnFqjDbmiVD6npPeqELpFbkDw8lyCcFRRD9ClCfaap0dg2nytWIovTvQ0M01Ne5Awt/AKYZYlvj02zY9mzPsti0AihOKGMEwGDGrFSPP7DEv7alIDRw1INjCIS3YDb+j3Z9KNWaglKgCb1s+saUCu2RIVRrjYN23IUQDKtzsDoQYmtzhGnjM4e+5ZS71xCgZvdsFqZAdjsQmFKlPTyUamcjSp5RD7mQaG/syJimSkdoGD7X1n4/7wuOKayXn1ITfbkt4jlimiqdgWFUeSpw3AcxZhlTrO2o2JZtDO4yuvge3jCVk4fvhk+1PK0muGu5dacj+cGEAzhr1Cxu3ekIjh+6E2qCPFhtKlzSXEV1BatPfYl+lRL64xo1BO+0cWBKmhYuy1jWZ6ic0zgKn5H6nMk3z18xwn3z9frLhcQ8f4nhvv0h9oXc66llv/3mA/DvJ5tzrKdgTUoikuckKgNlZt8hdRpTJ1hefwuXFNHwi9iPpERCYT9vvH8FoXDMZBN5jlPU48/jssc5HtHz16V038vM9B9+bPInqBdpcqBCUHcg7PIXmPMq7PEk7PkUzH4RudP/8U74MoL2OVFSgmY1rzRdOKjHXUrJ1mbLfhhR37fdlNOEXTkIJTJG0Anq1SzcdDFBvTTjPpBFP7PAHyRDejWLV32bUMLYywE8RgOBUMTPGx9dTihiT+pVSkJGBdsDgxTb+o+hSylfqO+xQ3amSnESMC3Pp4vHzqFND3Lmskc58b2/c+cX73DK8J2Z4q2L265VMfl5QzutFRrqWwxRr6jhvgdZCd+bXs6c569NNbht+Aba1AoI+8yTYub5S9pXgjCYb7ivUFo58ZTNALz4Uhtt7UZ3fcW7leWb568SKGQYzn57WZ4IS95v7HddlTjBRyV6+wG4XS0cNPta3K6WftcVDFZ+jr/yIGP+ulH6nuTJJnc8Wm75WUvGkKNhys0Q2ghf/AkanwKjCzY+gKpv45D5e+PxDSt3K3coPEorRw/9PzyD+FoUQrDlmVl88siuTBhVPNs2FzxaK0eO/QUere9xz0mIHGQUWvQDcDtaOWTnm3A7KvCcr9D3zELgdrZw0J7X4Xa2lLspOxTuSrUHBjG28BdLGd+FPIqDkNQxpPUgmeip48mtK9gS7kQTCg9v+RBTSka5Er7ACQgqUMA5JgYduSQorusW/jo+XI0ZziAECwgpsqznTCKF9vpLFOs6Kd7sSyERf4x6vG4SEEIyYzeVSZPchEKS//63JW2d2czum2+ev2zIe5KCYufMyVN022/PKgBeX5J9vqWS5P8Z5DmGhJA4tCCiAOdqsCfH3+Aes4JQQff2wUQhzuOiMOp8WPsrWHkDbHwAVv0U1v8R/HvC6pth098R47+JfWKUDiHAoYQQg3zIvW6Vnca5cWjluS/LBEFHCIlDLcwzZ7BSDNEPUo99Ibz9bI/BzBTSzrLJHnu8S49t/cfgNoofEpmODaE2JrjrqFatcM6mSBe1Dkto0aWJV3HgVFTUBM+makPhsu1V+CswwV+lhPDmgmfiSKb+8hL2fPInKM7050O1oXLx1hH48gyvLEa4b6lJDOdNDPctJNFwX9Pw09FyBV8+aTQAjzy6HV3PfpKPbMJ9g1l4+JV8go8KmNl3zu7DAViyLEh7R/wYCb0E958iCnyV6u0HEAzVsPDdHxIM1fS7rmior+3xlwXG4A0vLCeBEoUP5oxzOLS/F7+sdQl4pxAw63j9s6HgmwlF9C63iSdgVPN84zcJ2NdiSQnofl5cfxkB3Q57LDXBiJ9XPv0+QTvktKQEwzUsfO9qguH+21k22ROM2Pf2UmNbMDHoZQzpe6pxObOqR3HmyN0RwButX7Bf7Tjm101gpNPHd8bty+ZwJ591bY/bLihMFlSFCFaYC3auol8liYR183dH9WQW2ILC5DVfG50ZLqFMef7KQSqvv8Rw30KSKAwWItxXKEFcnpc54kg/9fUqW7bqvPhSBYZElIISz+w7dTyMG+1D1yWvLekq2L6TKHGev0qbxTcRTQsweczzaFqg33WFI9ZzwuGwhb8+EcG+y9jkjEMJlbsJqQmshpq5xHn01R0AoY04CDDB9Rq9uSBtSoFDCTLNtxCHfS2WFIcSZKfaBTiUATTuJc5zrhTJbtCUIFOGvog2kMZ+EKCpASaPfh5N7b+dZZM9WqXaA4OYyn7jKTG6UnjX7WzFn3fbN3DXhrc4Zsh0nt3zHPasHslUbwO/mHo49+96Erv7R/C3TR+yNhgfDx9R4D23XtSJC3KlFCJernn+cgn3zYaIIvnQ20WkDIJrvpN8ZENinr9Esa6Y9BXuGxYaQoRxupficuucdMoQAB7623akTH0cChXum02ev2wm+NAp8seFAk7woSR4EWtKmMPmWefHy4uzD/dNRyXk+SuK6FfgOjU1zKhhS9DU1DNd50IobD3jXDu48PfLWzdy7fVfsHlzhjEtY87fwYym9P88Lgpf3AFjL4Vp/wfjvg073QLjvgUbH0RTgoyuC0LXZ5DmWWNTeDQRYZznAzT7WiwpmhJmbPV7JbtWE22NHRlNDTO67t2CPO9tskdTw4wa+o497iXGHu/SYwt/MTjKPK30i02fc9ayv3PbusWsD7bxavMa7tu4lFvXvM65yx7jzdaNSdu4TcFRHS48O25+3aJgZAi3BWvcD22twd2Pr4z5hvv2h/7O8JuY56+vcN9Czu4LIE0Pwc6jkaaH405owOMRrFwV4rXXOoDShvsWioLO7FtEwoaHabscAMCzr7SnFVsTqdQ8f5Xu6RclEvGwYs3xRHRPv+sKd4f6Ondw4W/ha+289HIbnR0ZrnOzeDlNd2TCRoWOa+ub8PFFEGkB365ghuDjS6DpZcKmm+VbRhJecSMU++ONTQ9h082H7YcTtq/FkhI2PHy0/SjCRv+fOSVlEHj9hXUPyzcdS7gAz3ub7InoHlasPa4gdpZN9kQG2j1mEFBYN6gBjpCCcn/LbTdCPLPtM57Z9lmKtcmHSwFqDYGCgLK3vrJCdouJIgV+Q0PpY1aVCA4cWXiC5UoAFx5Su0iHpBOXqMyvKCHhxCV72xYWDpwyErNewyV78+d1KU68Znx506hDolBdrXLiyUP4218b+fNdW5k3z4eqJh+PiCJwmJmvjYiQOHKcIUcXOlofnqQ6Olo+t1lDgQIljxaGkjzzniEgx2TPUirsucceuJz/4dPVYd5fHmT3XXof2kIXSK3I96ACjUvRRL8i1CulSiBUh5T9rzsQtI6Pxz0wRM9iEdWslYwewTv2GBWLQpzHRaNzOaz6SdJiiUJ7yIl0NdunRQmRKHQZNUh70EuKRKFLr7XHvQxIFIKROnvsS4yUSsHsLJvsMe3zvOTYIx5DWC1xwv4EXIqGGpM/JptsMl2K5B81QTorIMdff0W/XLcvZ7hvl2ryeP12ulQTvcBhxFFK5fWXmOevr3DfYs7u2xdC6cLr/xuKYoWannbmUKp9CqtXh3jhRSvXX6G8/hLJJty3qBR5go++8vy5tE4O3Okxjj3ISsb78H/6n1sxbbhvAfP8JYp8A8XTL4rT2cHu0+7H6eh/ePXXz6jjkxencvMVIwrQsgFM9HGZUfcrYh7LHRiXNvDG1aV0sXftP3HZ50RJsccdSpFTUiR4yrnUTuYM/wcute9nTqE8+u1wXwuX1ske4/6KS+v/894me5yOTnbf6YGC2Fk22ZPNPcamsAysN6Ai05f3ViFJFIuOaNiJB3c9nf3qJgD0+O/1JeepEiaEVYrtaLMjkincV5UwNuTK1Wkqif6Ie8XM9ZcLuYb79jXJR6Zcf1KqBCKTkd3XT3W1ymlnDgXgrrsbiUTyz/WXSD7hviXP81dkESvWGDdMje1dE/jKMQ0APPJ0K2YfnpRRKiXct6iiX5HqNkyNptZJGGb/PzD4qlQmjHEyYmhlTTxU9NyXCURP24y3hR3Ee73UFOI8LgrTfgdTbgaSj7shVbaFx+0wEQ2Vwg4z7qnePbTo7KKlN+4NU2NbYELlXquDGMPUaOqcaI99iTFMjaa2wthZNtljj3fpsYW/GNxlPAG3hTv5qGMLbXpuM9z4TIXzW734SpzbIpFBb5glUGWonNk0lCpDxa1oTPI0MNHTwGhX71TwSveX2v7M7lssr7+BijR9RNrOQ5q+nmUnnjKE+nqVjZsiPPHvJiA7r79EspnkIxFdFMZLuKB5/lJM8FEI4S1k+Hjriws4aN4oaqoVNmzRefmN+K91Qi/BfSjPfH4DUfQDCAdqeGf5JYTD1UXbx45GND+lyHS6xtxjbApHyKgqdxNSE9oIoU2kElpCpo9FzWcTss+JkrJDjnv9YTD5Jtjp/2DU1yDuw6hA5DKBV552Rcjw8caW8wgZ2Y17ST7sZUuZ34X6S1j38faaiwjrO9A5XwGEI9W888nFhCO2nVVKwpVqDwxihMw2Q/sgpq2tjZqaGk5acAUOn+VFlc6bKp0Qk255OtEnU3hoOk+zdKGquYa8FppCi35qjp5Wuc48puYo1qgivRfXGFcN3x63H7P9Y2gMdyCRLOvYyO/XvUrA7N0uU54/Z4b6+1qfLs9flEy5/pwJbXIRTvidsF7Gr68imLA+vrw7oXzi+sT6nEnr449TbK4/q3zv+ief2M5tv9qI16vwtwcnM3SoA6dMzgWXmOvPmXD3S8zz505xbjsSliXm+XMkXPOpcvxpKbxKHKncRxPz2aWaeTxVzjs1+RpKyvMHSXn+TEfydmaKdn3nJxv489+b2H+Ol+cfnICIUVDS5flLuf+edWkeQ44026Srq0B5EXOi2C89qepPCIVODJlOfBFLFGQT1yeGWSWFffdRf5LYnLg+Nkw9Zl1U8I71+NPpva5jPWhjRfbYsPtYz9xY8T42nD/W4zcsFI485hM6Okzuf2gnxo5zdS+3rtOoh3FXp85Zh79Da2srfr8fm/4RtbO2L56B3xd/vmQjHCSGI6YkC6Gjz33lE/lRwNnUrfoqSEjpi2Lfc1M8ywYlQoJ3J9jpVuj4CMLboGYOrLgM9DZQPKBbHzYzPUuTyCEsRfYjZVBObUpDKlsjL0qY+sgsgc2R1j4qcR2lHNeUFOr8GKiUIxy+yEJ6e4vJiFmf2nZWCRlA1sWOgYLAr7oY6apmoqeOnbwNTPXWU6vZs5pVIjdOPpwuI8J3Pvk3v1n3Mk82LmOGbyT/nHUBxw6ZkVUdxQr3hdKG/JaTY4+rZ/ouHrq6TG773WagMF5/hQj3jRUy+k2qPH8FfElMlecvVe6dqy4ahsspeO3tLl54PTuvv4J6BaSrq9QvzOUQ/Wz6TfRzZ0aPPxsbG5u+MNT0f7ky/nJoXgif/wjW/RoCq2HUuTD9dpj1T5h6C2i1Be+CTX4MFNGvYJTbm3JHzgM5CEU/m/Jgv1XE4DHKG1ZZrbr4yvA9+MP0Y3lg15N4cNeTuGP6cfxi6hH8cOIBzK8bl7SN31C4epuPmjLdEAdiiG+uk3yk8sCsNlRuCOxCneblzg1v8lHnFt5pW88TW5dx3ef/5eltH3LOqDmcPmJPoLjhvn2Jf4Wir0k+SpHrTxp+gtt/gDT8PR46AKoq+N73R6OqsOCVdl57vT1lHxJz/RViko98wn1T5TSr9HDfQKSG5z//EYFIDWNGOPj66fUA3PCbLfTXcbwUk3wUnBKJcoFQLS+/fROBUG1J9rcjkJXwZ9hfn4tBIFLB4zrqPNj1XphxN9TOs5bVH4I+/scsc/+RLqO2nK3b4egy/Px36xV0letazCTq5SvupcM5zBL1Gp/sXeYeC+7xsP1/sPI66//HXFy4faYhoNfw7NqrCeg1fRe2KSiBcA0vLr+WQNge+1ISCNXy8js3Vp6dZYhBLXhWtD0wSKngt6rSEy7jrJ1excGlY+fy9TGzWdi8lus+f4lvfPwkl614htvXv4VDqFwxYR/2qx0Tt12XYvJEdZCuMrhgF0v0K/bsvoUgoJg872nEoahM8ViTHehSIyIN1gab+Memd3m56TOOGbILw5x95+roS9zrj1dgOq+/XGf3LQeJ4l9A03H4nuiZcTNW/Js8xcNXThsCwK9/s4muLrNsXn+J5O31l0pcKuTsvikMinSz+zrVLmaOeBynao39VRcNo8qr8M6HQf7zYrzQOqi9/gylNKJf9z6cWiczJj+MM89Z/oR7NmrdBSC8hWzdgKZHqLZn9S05TjVQ7iakZsRZMPIcaFsKrW/ApGthxOkw4fuonuHsuttM3GNPoeizrBb63lLs+1UR63YqXezh/w/OYlyLpRD1csrHFwCpw/BTQK2CuoPBMxFW3wyb/w4tr0HTS+CdXHSvP6fSxe5DnijOuNtkxKl1sevof+LUuirL2y9Kub3AiiSCObVOZkx6JG87qygMYsEvSsXaA4MYW/iLwUiVP6tE7FQ1hL38Y/jm8qe4c8M7LG5dz0edjSzr2MKLTav43qfPsqBpLWeOiA8f1QV84tKJDP77Q0Hpr9efLiSL2cZ77Rs5ftguTPUOiVvfpHfxj83v4lI0dvIOA/rn9dcXpfL6S6TYXn9JCB3VtQKRxsvunPOHM3Kkgy1bde7485buOuNvc4Xw+ksk0euvImb3LaA3gmIIVCXCcN9yVMXq27AGjW+dZYne1/9mK4Fg/+6fA8Lrrwyht6oaYVj9R6hq3+dUKhTnNBTvHLSh3ytwywYuvR5/GS7+Ak3cYxNP9P5RcQw9Dtb+Btb9Dr64E9bcCuO+A5/9CPHJtxGf/QBl2DGgDND0GQMwbYAmdEa6P0XL9VospadeodA7LG8/706w+1Mw9Hhof8+adCZK50eg+sAorjihKhFGVH1SuddqBVCsMF9ViTDcv9we+0wUQRBT1QjD6vK3swpKJXj5lUDgFd3vFTalZeBZAkXEYZRvVl+HUNGEwvLObSnXG1JjU6iDGke8wOMxBSe0ufGW+CtMpYX4ltrrz2MqHNVSy3NblzPaVcOlY+cyxz+GKrW3HR1GiIARoUbzZFVnObz+ksr14fWXKNQVgpxCfk0PgY4TkaYnpnzverdb4bIrRwPw2OPN/O/51rza1JfXX2K4b6FIGe5bwBe2lB53WRoYYcPLB5tPJGz0eo5dfv5QGmpVln8e4hvXbIwL+R1UXn+l8vJLQTji5cPPTyMcyc9jz2j7G/r2P6H4j0M4JxW4dQOTRIe/sEjx7Dezu2/b5EbYqNBxdQ2DzuW9vzuXAxI6PyFkevhg42hwNECKiZkqlgEo9sUSMj0sbf0SodhrcSCKetnS+DRsuAc+vxo2/AU8U8A/x1qnuKx8f61vIvTiRieFDS/vNZ4Q96y3KQ1h3cuyDScT1u2xLyXhiJcPV52at51VECpB8Csxg/Uec8cddzBz5kz8fj9+v5+5c+fyzDPP9KwXQqT8u/XWWzPW+69//YtddtkFl8vFLrvswuOPP55z2wa2VTCI2B7pImTqfGnoTqgInEJFReAQCl7Fwd7+URzWMJFFLRvK3dSSiH6l2Uf/c/290/oFP/zsGapVFzdPPZoLRu/HkQ07s2/NBC4aPY96h5ent33UU76cXn+pxL/EcN986K/XXzYkhfwqiWJh7/o5e1dz5llDAfjFLRv57PNgRXj9pQr3zdvrL9tJPvJ8Ccp2ko+6GpW//WYcmgaPPNXKL/+U+sNFIunEv4J6/fX3pTcq9pVjwpC89hl7zETMvxIZfA+z42XU2tP7375BQI/wZ1tANlHC262calHc46wTxDPe+lk11JpdlYTwu4EsNBWKYt4jpTI4RL1sMLug5VVofdMSnlsWwsizYPJNMO13Vgjw+j/kVmeJhIRCfNBLZWPYFIa0tlU+lDvcF3Y4gcxmYDFmzBh+8YtfsGTJEpYsWcIhhxzCl7/8ZT76yNIDNm3aFPd3zz33IITg5JNPTlvn4sWLOe200zj77LN5//33Ofvsszn11FN58803c2qbkP3Nyj4IaGtro6amhpMWXIHDZ4kn6USUdF5X6ZanE3r0BNFJRXDy8N341tj9WNy6ns+7mjCkiVNRGeasYnrVMDaE2rn281do1UO99ZQhv12pvP3UPLyqNCWc4z5yD+dSRa+gY71WWxw3dDonDtsVgWSyZwiLW9fwxNYPeLttXdz2jj7CQJ2if+s9hDKud4n4MXKmaI+LcMLv+DIuGb++imDC+uQ63QnbJJZJrNOZog6XjD9eXjNxG2u9YUh+dNUa3n6rg1EjHdx95yT8fhWnjA/PcJgyYfv4/TlkvHHhTjj3HQm/tYTr2pFw/Wski81aCg8SR6rcLqlCSxLTE6QqoyZfRzJlueR9mo7kbc0U5e56pIlv3mB9lPj778Zy4pG9CXullvoRk7INPevSPJYcabZJV1cu4Tjl9o7JZf9xQqjAWfd/KNo4jMDLmME3kYHlIHvvA0IXaKP+iAx+iNF0R9JLWuILV5Lwm7A+6SUv8YU8cX2sUB2zLurhGiuAxwrkseJ5rLAe63Eb640b66kbK+bHCv1hoXDQocuJRCR//+c0hg93xn046Or+qNDVqXPW4e/Q2tqK328noO4vUTtr++IZ+H3x50s2ooHI5mUzi5fBtPsa+02oP9zyuDK6YNy3rbxq/tmWEFN/CDS/Cmt+DbEfbAotRhXbI7pYM5GWYIbTAUmK529aEiINcI+38k466qDrMyvHX9cKIPPzM7kN2b/myX7kC8+pTWlIZV/kTIlyng/EWX0LWl8ZcsunpBJzIeZKpQmZJQr1bWs3GDHr0x3Czqqvr+fWW2/lggsuSFp3wgkn0N7ezosvvph2+9NOO422trY4z8GjjjqKuro6/v73v2fdjvLFtlYgaiGT5ueIgeSRLR+wrGM7pwyfwf614/CqDkKmzhehNv666UOebPwUI0GndUiYHNZY6SxNnr9ShvgaUs1L/MttH1pe4p8mBRNDLla7QpgCTCT/aVzOM9tWMNrlx5AhWvQAQTO57giOjOJfWDr6FPcKSRhHSvEvEyHhjBPqOnHHiX8h4Ugp/sXXEV8msc6wcCSLf1KD8ERwrs6Yg0tVBddcP5ZLLvycjZsi3HDTF9z6y3GEVSVO/IsoIk78C4t48S8iZJz4FxRGnPgXEUac+KcLPU78i3Qf7Z716Enin46RJP5FDJFa/OsLQ0l+ATPUpJcPYSg5G+mG6aAxMJmhnpUIR7zgeuGp9SxfGeQPD27na1d9wYQxE9ljhhWeJXSRUvzL1AZhiNQGakRJLf6l6nem5bHrK4EM7TAMB9tbd6Kh5lMr/0yC96MwAKkjnDMQkZU4h56FNFowg28hQx9jhj9HrZ6DUnUAevt/i9yR7CnoLNY5Ev3eqWTK8ZejR3gswWCQcDi3j1D9wel04na7+y5YARimA6hAkeiLO61JE8ZfDooDNv0N1t8Bw05CNhxGV+N7uDbcjlbI3Kw2GdGlRmN4IkOdq3PP8zcYCK6F1T/pzuvXUbLdxj7rc8nBlY9dYROPYTrY1jGFIb7PKz//mSkqQ/wzRL/FP8NwsL1tJxr8n5Y+z1+liX4lxLIH8qPUdpaUMikvtMvlwuXKHG1nGAaPPvoonZ2dzJ07N2n9li1bePrpp7n//vsz1rN48WIuv/zyuGVHHnkkt912W3Yd6MYW/mJwSjXfuTcLxocdW/mwY2vS8nRhqV5TcEK7mzvqOmkt8lePSsvrlwrddObs9ZcrhnRQbZoc01LPPUO30K4aPZ5/ujRZG2wpqpHalzAYwJXR6y8knUlef0llcMZ5/YVwJHn9JdKX+BcUziSvv6T99iH+hWU1rrYvIevvBrWNLsUZ5/UXFlqP15/fr3HTzeP51sUrefOtTu66p5FvXDQs4/5LQSrxLytSiVimkuz1l6X4l1x/svGkRNQer7+w4eX9rSdy4Jjb8SiRpC/zv/z+SD5dHeJ/r3VwyiXreO2fkxg5zHqo5yP+paU/4l+lCH1RsmhPWK/io5Wnse/MX+NRW1KWiTTfglr1JfS2e9C3Xo/iOxrFvSeq/ww0dRjIEEbjLzHbny5sjsUBSs/3s0z2tplf7plgMMjEiVVs3ly6F+ARI0awevXqASH+WTn+KmjmxCgyDKt/Bqtujl++9TECm17gle0XcVCDilb5ZlB56OsjSx6ETS9LO47loNp70NS2gtZdkUiR7PUn1JSiX07PzhyEEWEKwqaX97adwPzRd+BR8suTbJMfYd3LhxtOYd7k3+Fxtqb/CJonha5vsIh/Yb2Kj1adyr67/iatnWVTePLN+VsOO8vn89HREX8vvv7667nhhhtSll+2bBlz584lGAzi8/l4/PHH2WWXXZLK3X///VRXV3PSSSdl3P/mzZsZPnx43LLhw4ezefPmnPphh/pSGaG+UaJ55BLfR9KVL2Wob7mEv1y9/vIR/rLx+tOEgi5NnEIlLA1UEYkL9QWY7R/D8s6tdBrhPsW/cob8phL+Er3++gr3hb5Dfq0y8dv1FfKbqt5Ez79sQ34BXnyhhZ/duB6A6348iiOPqLVDfrspdMhva7vBgWes5JNVIXbfxc3DfxjL+NG996hcw35zDvmFgRNylq8Al+TxZ52bjvqfIBwTiGw8N349o0HfRPROZQl/ClGvq1R5lUoR6hvr8VfqUN8DD/4Yw4BHHt+ZIUMcBQ31jdoTK1c24PcX/0t+W5tk8uTtFR8qU/GhvlFkjsfMDvUtTd0DlXQf3DzdEy0F10GsPSMkVr5WA7w7w/CTYPv/oG1JUhXFCveF8ob89jvct4RC1EAM9y1KnZUg/sHAC/utVG+/Cg/17bGzVteXzs6a2MT69evj2pnJ4y8cDrNu3TpaWlr417/+xV133cUrr7ySJP7tvPPOHH744fz+97/P2Aan08n999/PGWec0bPsoYce4oILLiAYTH73Toft8VehVNqtayB4+0XJx+uvr5DfU4bvwn614xji8PJRRyMfdGzmleZP40J59/KP4aoJB/Fi02f8+Yvckm0Wg0yef6Xy+ktFoudfNmHBiZ5/IaHFiX+ZPP8OPayWTz8J8OjD2/jJzzYSDEq+fHydHfJL/0JzFEMkGeg11SqP3T6eA05fyXsfB9nnhJXc8dPRPTn/cvX8yznkdyBQJI+7SPNPcY99F8VzAGZgIT0ZSPWN8QWd41FrvoTZ+Ray6+2kelJN7DLYSJzVtxj4/QK/vxTelQP0OrCx2ZGZ+jPY/qIVUt5jyyhY+SO7n9PeSVA7z8o12V8KEA6ZLXbIb2EpuJdeMeocJJ5/NgOLUttZ0Vl6s8HpdDJlyhQAZs+ezdtvv81vf/tb/vznP/eUWbhwIStWrODhhx/us74RI0Ykefdt3bo1yQuwL+yYnxi8RvFmXC0WtYbgxsZqaiv1q0EBKLfoeOHovTht+K68176ZF5tWM692LD+ceAAPjT6eg33je8ot79jCy02f82rzaiC9l2aUvmb4TedFmu36XMlmht9QQpmQSPY47WuWX+h7pt+QcCbVHRYOhOHHs+X7CMOfNNNvV4aZfr9x6QiO+3I9UsIt/7eJv/9je84z/UYSQnCCCZ6okRw9U7Od5TcpF1oq4agfs/wme2+l9gDritTy9Mqb6IrU9i5PUXbyOBevPTyFObt5aGkzOeM76/nmdRvpClgPTqGnvlcVbKbfcszEm7jvTH85EgjW8fwbtxII1mUuKEPorX9E8cyJLkhdzuxESh11+A+za0Bf3n4DELP7nVRRMzw3jZrSNGYHoytSvnHN99ztMmp4css1dBX7nBjo11aB299l1PDktquLP+7FJJVH6PCTQXHCxvutmXz9e8LEq2H8ZTDiLCunH8C2/8LHF1uTyqQg5/M5y/eELr2Gp9bcQCBcm1v9MfTnOdHv2X1LOOusUuBzPhCu5bmPbk4a+4LOylusOk3R+1dODNH7lyWBUB3Pv3ULgVAfdlYh2pRH+wYrgTLaA6VGSkkoFO+Mc/fdd7PXXnsxa9asPrefO3cuzz//fNyy//3vf8ybNy+ndgxwK6OwBJVyZ/jLnQ5Fcm9NFx1F/NJSbuEtH/IJgU6VR9Gvujhh2M78bPWr3L/xPe7buJQbVy2gMdzFVrfJSaN3ZyfvEAC6zAh3fPEGyzuTczSmo9jiX7qQdbC8/pLqSxT2SC5TKvEvVd0hNUyo7h9IpbN7fXbin6IILrtiFKefaR2rP9y+hbvu2UooweenkOKfnuBBGun+L5Z+iX+ZwiljyyUty0/888gu5g67D5can+NCMUSSoT5prJOX/zqZKy8cCsDdDzez3ymr+HCF5Q2aj/iX0kiNKJkFwEKRjaBXpJd2p7OdvabfgdPZnr6v3eitt2O0PZJ6pei+F+jbMJv+ChgoDV/rfwMLHepYZGKzmyiZ7G6ldMn0dyRcagXm9+sDl9LBvLoHcQ2kc2Kgi4h0j7v/bwNr3LOh/hBofBpkBMZcBOO+Bb5dwTnUWjfxR6B1CxChLzJWVQzxz6V29DzrswqxT4Mt/uWOU+tgzoQ7cWqp8joOAPEvygATAZ2Odvba+U84He2F2Zct8GWFs5/2gDTUkv3lwo9+9CMWLlzImjVrWLZsGddccw0LFizgq1/9ak+ZtrY2Hn30US688MKUdZxzzjn88Ie9H+i/+93v8r///Y9f/vKXfPLJJ/zyl7/khRde4LLLLsupbQPfMiggZmJS3QGALmCN0yDNe3S/qRTRL592FEL8m+StoykSoCkSQO0WiT7u2Mq2SBdPNH1KtebmW2P3Q0X0rI9rQz9mhoxSavEvqUwK8S+pTAHFv1Tefz0Ig6Brc/dUptH12Yl/Qgi+fslILvy65RZ9733b+N0ftpRU/AMKJ/5B8cW/mH2qwmCIey0OI/V9MtFQdzgEP/veCJ6+awIjhmos/zzE/l9ZxV/+1mTNjqWLlAKgMJTCev9looyCXraoik59zSrUFB+mEsdDGApSt14UhWNy3DrFdziK/0Trh9mJ2fQgiv8YihvwWnmYMRFoItOh7eeM8tLUSvY3kEh1Hlc6qjAY4lyXnG94gIneQNnvZ7mQdtwHOoG1veG9Q4+HDffDsrNg5Y2w8UHwzYShX8q6ukKLf9FnfXTchSnyFgDLLv6VSHgqlPinKjr1VatLep9M+2G1UAwAEVBVdOr9qe2sjPXY4l6/GIj2QDZs2bKFs88+m2nTpnHooYfy5ptv8uyzz3L44Yf3lPnHP/6BlDIuZ18s69atY9OmTT2/582bxz/+8Q/uvfdeZs6cyX333cfDDz/MPvvsk1PbBo4FUAKcxsAyoAGqTMHprW6qyn1DHUTEin8bQ+3UOdzs5G3A6A6dO3XErgx1ePF8tpUbPnmBSd56xrhretYn0t+Q32zoj/iXVFeK9iSKf4lef1A48S9VuWjdwvDgbT6OiOlPWJ992O+ZZw/j25eNBOCRR5v4xS2bCCRcP/0V/2LJVvxLFAD7Jf4lCoD5in/QY9CEDC9vNZ5GyPCmzQOXyvvvsHnVvP3YVI48wEcwJPnOjZs47VvraWqx+lvQ0N9UAmCFCnrZEo5U8d6KcwlHqrLeRq0+Da3+uwjZELPUQBt+A4jua1K4QG8EJb/Za/OiAsY8djozRWR4buY5q69NZkJ6kca1iC9eIdPLWy2nECrmOVHsST0GICHTy1ttJxV33EtB4rM2sg3qD7X+Aiuh4yNruRmE5gWWN6BnkjWjb5YUUvyLfdbH7aMf4l++AmC/xT8YUOJfSK9i6bqzCOmpn/fFFOiKKv5FqVARMByp4r1Pz+m1s2zvvZIQMrK3awcSd999N2vWrCEUCrF161ZeeOGFONEP4Otf/zpdXV3U1KQOd16wYAH33Xdf3LJTTjmFTz75hHA4zPLly/ucCTgVg8M6KBCyjB5/elsXwQ3biLTmFtJgImlRJWYRpgOpFG+/KKXy+osigK3hTl7avpqfTDmUX0w9nF9MPZwLRu/JLSsX0qoaSAFNkSDDndV57wf6H/KbTZl04l82Ib8pt+uH+Jco7GUr/oUUDVNtA2ESFg7CMWVyEf9OPHkIP/jRGBQFnnq6hRtu2kCnXjjxLzHfXzbiHyR7/+Ut/kHBxT+BiVdrQURng42oGQXAWIY1aDxxxwRu+cFIHA7Bky+0M+fLK1n4tuXmn0n8S9WejF+o+wiHHWgIYeJxNSNE9snSpb4B4ZxqhZIBoGJ2vgb6VrQxv0Ed8WPU4VdCpMnKMVVIKlx0MGMm8cno8WdPmlEUcjmPS0VEN3nujVbWbwnHhYJHEZh41daeex8wML39olT4NRpFYOJVEsZ9MLD5Eeu+O/xkqNoZahI8NmQYXKNB5ubpWCjxL/FZH7euDN5/BRP/SiA29Vf8E5i4Hc0Zz/lii38lEQChokRAYUo8zhaEKW1xr4Qog+3ePgAYGE//EhFRyhdOsPU/i1l60g2s+02a/ExpCCjwrC9EwD6Sack35Ddq/v9m3WKu+fwFvKqDreFOblj5Mos7NvCCvwNdFdQ73DRFMr88ZxPyW07xLxuyyfcH2Yl/VrncxT+phGitWYxUehOkJop/sQJgJvHvyKPruO7GcWgavPRyG1f+YB1rNyfk5asQ8S9RACyH+OckxK51z+FU42dtzlb8UxTBd88dwsK/T2bKeCcbNuscec4aLr12I2++1wWREkz8MQBxaAGmTXgSh4xPCpzJODcDr4EModae1b3EAKkj9e2YrU8iHGMwmx7A3PgzKm8O+eIS7/GXoaCSeXZym/xIvH9UAiu/CHH0ZZ+xy+kfkkL3w6kE2bX6eZzFOicGiBCXFYXMd6YE2dX3YvHGvVwYHbDql9b/a7VWnr8Rp0HNvtBwBAz/iiUOlqQtyV5MTjWY8lkfSznEv4Hi/dcf8c+pBZg+8mmcWiBjuWKLcyUT/6KUWQR0aAGmjf0Pjj7G3aawONT+jXel5virZAaRtdF/tFT5sUqEGekOe3PkFm7slLB7UMNZ4He3SvP2i1KKdlWpDqZ46yBG1HqpaTXf+eS//HrtIl5qWo3DFMw3Grhq/H68376FFV1tfdZbinx/2ZBK/MvW668U4l+mvH/C1HB3TSMs40NQwknegfHiX6wAGCv+HXhQDT/7xQRcLsGSJZ2cefZK7rh3G8FQ71eoQot/qSb9SCSbvH/9Ev+S8vn1Lf7ppoP1bbujm8nHO5fQ3z128fDmP6dw9gm1mCbc80gz809bzayjP+eWPzey4YvUOT8KOvHHAEI3nGzcOhvdyPwBI+l4bbsZ1X8cat35CPceaMN+hNDqMTvfRF9/MUbjH0HGG13pjuNgIjbHHxlDfQs7a7qNRX+88IvFxm3WPXjccCdKCjVYNx2sC8xMee+rOLIVHQaA2KhLB+uCu6EXwO4pO57dYMKVsOu9MPprEFwDyy+FT6+G8FYY83WY9CPr362PQdOLIHMXQfLOqRfzDNVNB+s7ZvV5vufr/VcRob9FFpjyFf90w8mG5j37fN6XgpJ6/8VSBhFQN5xs3LZXRYz7joQ93qWn8p/8JUQro9glu4U/JUfhz20KDup04S63q3QJKXbI7y+nHsJt0w7nmCFTqNF8Kcs0KE5O8k3ClJKbVi7oblffxmkh8v1lM9lHPp5/lSL+QXrvPyFdVHXMQUhXUv2ZxD8gSfyLCoBz9qnm9junsPueVYTDknvu28ZXzlnNc6909IR9RRQRJwDmKv715f2Xbsbfvrz/IobIfsbfvrz/DDVJAIw10CPSzYr2+UR0T0ovgWjobyrxKFEA9FWp3HXzWJ67dyJnHleLxy34dHWY6369lakHfcqxZ6/l7/9qJdAeP67R9uQU/hsVAAfonx6sYuUXh6Mbnri+Jo5LIrLjbfTme1F8h+IYczfCORlj62/BaEoeo3QU5CWrssyM2FBfNVPTZPK9KhekoZTsbyARMfP3Oi82ahoX0Ih0s6LjACL9PCdsciNiulnRtT8Rc4CPu3DCTjeAVg9dKy1xr+Ewa3nrG/DxN6zJPVZ8z/r/L+7u3VaKnAXAvIW17ud6xHSzovWgrMe91AJgQb3/iigwKYaSswCom24+bzwUPYuxj9o8xRboSrWflMQeoyIeL93wsHLTYXF2lk3x0SvYHhisCJkqockORltbGzU1NZy04AocPuskTBcSmU5QSbc8nZCTKACt/eO/2fjA8ww//VDGX3ZqUvnE2WZ76inC1/NSefsZUkNNEf6YDfnO8qYp4Yzr59aM5seT9mdF53b2rxvLG60buG/DB3zStYmQGb9PFUGN5qZJj/eaUUWyB1dSO/rotyOFF1giziz201cZD6GkZS6RPEbONO1xkVzWlaKsSyaXqyI5jMQlk7d1p9g2sVxi/c6k9fHj7TUTy+tIKXl1QRt3/HETW7dY28/eq4orvz2MyRN77wcOUyZsG982R4KR7k64nhwpri8t4fp2pLhvaCTfAzQS6lZT3M7VFDk0FLPvMmryNSZTlQNItV/AdKS/Ts2Ybdo6DB57rpW//ruFhUs6e5ZXVymcdJSfs06sZb99PYgUHlpp2wTINO0ayGQj+sWFTKt1CGoRwokMfU40tDcpFDuVt18W+0ryFs0003TMuljBOlbMjhW7Y8XwWLE8VkiPF9l7j3esOB8r2m/vkBx17AoA/vfyrmiaiPMCjn4g6OrUOevwd2htbcXvj59MKBNRe2LLxlH4/cUX5draTIaP2phzO0tNdFy2L56B35f8gaEv+hQWsnghTbefl5a0cdi3PmXXSR4+eGjXPuux9ldAO6mcE3tkuH/2i2LVOxCZeBl4J8PyK8EMwZgzwD3amr1X6lau1fV/hK7P+64rz1zkmZ6Tacnz+SmVEraReFuiIOTZ/mwwS3xdlMIGqkg7q4jHcIegBM5EwhC0tRuMmPWpbWeVkIH1qbjYlPE+IXXr5UXRcjMmhQS3mbctUDaiQmY6QbPv7fMzuvsSSneuauCdtk1879MXOPX9x6jV3Pxu+hF8bdQcxrr8RG+Fpw/flQNrxtEUyS8/QTaef9nk/MvG+y8TuXj+9df7L9FDrxN31hN/9HgAShCmkxDx5RLrz8X7zyqvIYRg/sE13PfXnTjnvGE4nYIl73Ty1QtWc8vvt9Lebl2jqbz/4kQGIeMEiKAwsvIAjBM2SuEB2FeZBA9AKUGPeEBPPflHf7wA/T6V806u54UHJrH8uWlc+81hTBjjoL3T5P5/tXD4WWvY5aDP+elvGlm9On5csvECLNvX6gIgpSCiu5Eyuf19in6ACLdCeC0y9BnpRL+UZFVm4IUGx03ukamLA+yZOlCQeYQvlhspLU/Fns/kg0X0q3CSxn0gonigYT5s/Jsl+gG4J0HNXGj8N2x5FDQ/jL00u1l88/AAhNy863rGXc9vJtOoB2CuXoCZnuWZiNoSBfEChKJ6lkW9ANN5AkopiBjugt0nS2H/pLKzym5zpfMUTHNsY+0sm9Jhj3fpGVxWQj/xljF/ixnOL8dfjSn44fZqanagUN8oxRD/FjSv48WmNQCsCbZyzodP8us1b/KVEdP5v2lHcVj9ZA6sG893x8/lqM0ualI8vLMJ+c2WUoT+Ziv+QW6hv8UQAHWzjjGbz0U1fD3lEuvvaWuKWX/7yv0XFhput8J5Fwzn3gd3Yv8D/RgGPPrPJk46axX/erq1RzioNAEwlqwEwHThv2kEwIBRwzNbv0/AqMlsoKd5UUgnAiYa7ZPGOvnxN4ez/NlpvPDAJM47qY7qKoU1X0T42R8a2eWwzzj89DXc/48W2lviv55n8+LQl5FaqL9CEQzXsuD9GwkF6pL6mtS3NJOjAOAYC2pN9zhHy1nHIpvcfnnnjqowYh12lUxdMmuK3pYdkYA+8L6WB8wanmm8koB9TpSUgFnDM02XD+xxr5oCzW9CYL31W/PDsGNg1a9gw7+g8SnY8i9wDgU1h2ujnwJgpvt5wKjh2U0/IGDEjHseAiD0Pwx4RxMBg5EaXvrkOoKR4pzz5RDmSmkv5UTMsQ0G61jw/o0Eg3V9b2dTMIID0B4Y6AwOS75ABJX8wk4Lgcxzco92RXJHXSftBXJrLkWYb6KXX75ef/0hnfi3OtDCq83rANCEdXk8tnUFhy15iI86tnH95IP45dQjeGbbp/xKW0V7Grf9QuT7i1II8a+vMoUQ/3IVABPJRgDU1QBrhz5Jp6anLZPK+y8fAXDkKCc3/Ww8t/x6AuPGu2hpMfjFLZs495K1LF3eG6acT/6/YgiA6Wb/LZQA6KaL+XV341bb45anNdDTeAECfXoBKoZAUQQHzK7izz8dw7pXp3PfL8dw6DwfQsBrb3dx8TUbGb/fCs6/bAMvvtKJYWSfD7AUFEpAdCvt7LvTb3E52uL6lrS/FKJftJyo2g/H+LtQao7vXhPd3rCOQ80hUH881B0DjpGFye1XoUQzNghBytDxHpT29OuywJ5tLjVuraPcTcgZt9LO/Pq7cPfznKhIinV/LEC9bqWd+bX3DOxxb18G6++F8Dbrt+KCz38OzYsAxfqwFlwPQgMlj9Q9CeLfog86uOc/29D1vt8J0j0f3Wo7Bw79c9KzHsj4XM+4rzy9ADO1sy/i7IlCPNOKmGcuKgB6lE72m/AHXFrpzvlKEOLKLQy6HG3sO63bzipRXkEbcKkDzx4Y6JRecalgTCEplwmd7+QehoDN2sDJpZJO5Ms3358h1bzz/emmM2XOv6i5pEtrXFUhiEiT61e+Spse4vCGifxs9asYjsyGlSEdfeb706XWZ74/sMS/vvL+haWjz5x+mcoEcCXl/IuKf4l5/6LiX2LuvxDOlHn/QjiScv9FxbnE/HxR8S82B2BU2HMRIexsBiCIMy7/X0g44nL/hYQzru6wcMTl/gsJLS73X5fijMv9FxYaTqkze041d93n4/F/buP+e7fyySdBvn7xGo45uoZvXzSUIQ3WOR1RRE/+v6j4F83/FxX/YvP/RcW/aA7AqPgXmwMwKv5FcwBGxb/YHIBR8S+aAzAq/sXm/4uKf3E5AKOGdFS8jop/sfn/YsoowqRG29ptAHXXnZAHMGqcJ+XqiTXcYtoQK/4l5gOMGuqmKvF6FM44ro4zjqvji80R/v6fZh54ooVPV4f4x39a+cd/Whk9QuPML9dy9gm1TN0p/gUql5eGfPMMFQtFMfB7N/X8zlX0A5Bd72J2vI4IrOq+v1ljLWq/jBj6DUCC0Qau8RBcjdx4N7S+mrlhqQSnAeAVaHbHDWb09gMQlXUeDBYUYUDZLK38UIRJjWNLuZuRmQFw7eVKzzNnoBOOOXfCjbD1qe4f3feYhmMgtDm+XC502xUSk6v/+AWvvd/BL+7fxHUXjOKMI+pR1cyiRdyzIvqsd2bRljTP9b6IFf9yyQeY2M5ciRX/CpIXMFYMKpDzhSIM/O7N1otITH9LnRswUWwrdx6/bMS//rRRUQyqY+yslKQT/+x8gnmjKPm9v0exPn4W/9knB9HH8MFnKfQDl1HGUN9I94uYMzfhz2cKzmvx4CvA14hie/sVy7OvP+3OZnIUQ0oEMMrl47QRu3DnhvdwRDS+ur2Oqj5uOOXw/OtP6G+6SW2K7f2XrQegYVYzqvEoVMNaHpf/j+J5/2ma4CunD+WBv+3EkUdboQD/faaVk89axX3/aKKjM7/8f1YfBoYHYDBSzestZxI0q2KWJ88EDH142/UzFHjMCAffv2gYHzw1lYV/n8zXT6+nrkZlw2adW/+8jZlHf878k1bz5/ub+HRFmFznr4ptey5/xSIU8fH2Z18nFPHlJfoBIAPIDTcjOxZZv907oUy4C2XkVdC+GLn+p8hVlyM/OgbZ8hpi3FWZ6xughIXS4/GnpJnBtQejKvN6m7wI6gNvXINGFa83nUVwsJ4TFer1FzSrkp85gwmhgX8WDDkc1v6l39WZhuDLB9YxpFbj8y9CnHPjanY78yMe+O82trX0PRkcWPf6ULiaRY3n5Ha+lykUOF+K6g3YD0K6jzfXXkBI98Utjw0Lzme24P5SCV6BfdGfkOJQxMeSbjsrZ2zvwLxJPM9tio/t8ReDIUxEmbTQnlBfNTcRS0eyxmGgV3gm8mxEv/7M8lsMz79YJOAQCg9uWsa/tnyCSwjWOHX0LGZVSfT8M3UjaRKXQnr+QXbef+lI5fkHlviXasbfMI6Us/7m4v0H2XkAmsKg07WVoKLESYhB0bf3X2zdUfEv6gEYFf+iHoBR8S/qARid9bO+AX7wozEc/+V6fvfbjaxYHuCPd2zl7nsbOWi+nxOOqWHPWZ4e8W8weQCq6DSo61ENE6QSP2tjrPiXxgsQEr7SZ/AWiIp/6bwAAUwV9p7lZe9ZXv7v6pE8/XI7D/67mecWtvPW+wHeet+aeKe+VmXvWR7GjHBQ61ep8SvU+lXrr1rFXye6l6vUViu4XPk9A/J9CenLc0EROnW+VagyuVxWoh/RcYvGuLpQhpyHkCZyzQ+h4z0we2dSZtuTlgdK1Qzo/CiXrgwIojk6+/b4K1/qj8FMvs/pcqIKnQbn2rztE5v8UNFpcKxDZZCOu3sMjDkXGv8LnZ+SzpM+W1RVcMWZI/jGCUP5/aNb+L+/beaTtUHOu2kNALOmejhktp9D51Rz4O7V+Lyp3zdUYY27ZlrvRDl51w0wL8AoBfUGTBR+cuiPInTqvatRsrjXJIp/5fYKhPJ7BvZFOvFPlQZ13lVZjXtW2N6BWVGw8bbJGlv4i0FXDBxlGhIzGuqbo8dfUIEFVZlFq2woRW6/YlNs8W9tsI0/rFsCQEiRvOoLAGpWRmlU/Ov8bAOfXPEnxl1yHEOOmhOXYyrq+deXABj1/Otv6G/U6y9VmUziH+QW+gskCYBRz7+cBUAFzJpl8XV0i3dRz7+oANgTHtxH+C/kLgBOn+Hlj3+azHPPNPPw37exbm2IZ59r5dnnWhk1ysHxR9dw7FE1jBjWfaz6EAChVwRMJwBaZaxl6QRA6BUB0wmA1rLuunMQAB1E2Nn7enK52LJQUBEw0fsvVgiMNdRdToWTjqzhpCNr2LItwt+fauGpl9p5e1kXTS0Gz76SfR4Rj1tQW90tBPoVaqp7RcHaGrV7nWL9W6fEraupVnE4csx91Idg6BRhpg57KX6bNJN4pBf9YspUH4CoORq58tvQvrh3RbRc/XxrJspwY/r2DdAwX4BAwDrvPJ4+2qsk3/9s+o9DDTLQQn0dSoidfQsLX/EAuWbKhUMJsXPVa+VuRvEIrIHlPwCRYkItyFsA9HlVfnjuKL55ynB+98gWHnmhiQ9XBXj/M+vvN3/fgqYK9plRxSFzqjl0tp99d63C6eh+1ishdq7uTfWQt7g2CETAKP0SA3MQAh1qkKlDX0q7PhOZvABLJQrm4wlYCWKhQw0yZcSL1o9ihjn3QxQuGSX0WLTsAZtSYgt/MWiJ4W0lREZDfXPM8ecyYY+gg6XuCKEKtSFzCfHtj9eftX3xPf8AnKZg94CL9zwhwkp2bTakgw0PvUx4SzOf3/AAm/+1kIlXfAXf9HHx7SigABgb0ptOBEwnAEbDfgspAEK8CBgb+ptNDkDV1KjunEFj1VrcSkd3udQCIFgiYGzor0tG4kJ/++UBqMLRx9Zz1DF1LP84wDNPN/Hyi61s3BjhT3dv48/3bGOf2VUcd0wN8/fz9XiSOUwZF/6bTgSMDf9NJwLGhv+mEwFjw3/TiYCx4b89ImCCsBeRTtZ17cY41zIc0eMezQeYaHBGjcxUAlH3y0yioNRjqKcyHLvblE4IjDXUR9Y5uey8oVx23lDCYZMPVgRZ8mGAbU06Le0GrW2m9W+7QXOr9a/129p/ICgJBHU2NeZ3H6ryKtRWW4JgTbUlHkY9DGuqle5/uz0O/Qo1dUqPx2FNtZKUj0k3XHzRvBdj6t7BIZPvT9mIfRAzdtokaHnREv1iyyluqJ6DaDgatv0XEdxGUjaQdBNJpHvhKOEzNfb6iQuvTwjp7ey0jrO3qg/xKYs0EJmQhlKi3DNF30VBiZguGGAeXBHTybrALMZ53sfRh41QFgpxnhkJXtyFoh/1Rkwn60IzGef6oDLHvRDICGkDdhLvtzkKgf4qlR+fP4ofnz+KLU0RXlrSxotL2nhpSRtrNoV5/YMOXv+gg5/cvQmvW2H/WT4OmV3N/L0aqBszj4m+5HFP+9zui8RnUpZiSmIYcLZCYKYPav3NDxhLXoJgBm+wiOHii9Y9GVPzLg61cB+fcgkNrgTPwf6Qj1CnGy42NM1mdP0StIRxj21fwUXKIuSJ7Hc7SohupE4vlS22nZU7tvAXgyZVynVspZ7frL5OKdg96OAjl06owsN9s6Xc4h/QpwDolDAr6OJjd4gwveJmX+2e+MOz8EwcycZ7n6Zj2WqWnX8rw46fy7hLjsNRVx3fliJ4AEJpBUDI3QvQWpccpgvgkwpDusaz3bshaRKQVB5+fXkBpgsBBksEjM3/55J6XP4/rxm2BEABU3Z1cMUML5d+exQLX2nl2f82897STt542/qrrlY46jA/xx1dy847uXo8PYslAoIlBGYSAcESAjOJgNAtBBoKhulifXhXRquf4nB0H7tEYSedEAjpxcA0QiBkEAOzFALdqsreu1Sx9y5WrqJMRrphSNo7LVGwpdXoEQdb2gxa2k1a26xlLd3/tiYsb+8WlDq7TDq7TDZsye8eVl1liYZ1futfRdG49FunMnKPD3vGPWexL5bwZhjyFRD1QDMoVeAag6g7GBq+BMF10PhkwuBkEMkKKPrFnp+x525cfsuY8z6Yx32+s6tb+PP20b40eU1t+odhOhhowp8hnawPzmK0ezmOFOkrbPogT/HPGvfdGO38ZGCNe7oPYf2uN703fV8Mr3dwxhENnHFEAwCrN4Z6RMCXlrSxtVnnf2+28b8324ANVPs+Z7+Zbvaf6WG/mT7m7OLF606dzzeRrIS1DB/4MpEqH2AuXoGQXhQspCAIeYiCpsAwXGxo3ZORvo96P7Cm3HHx3vcqWSTMhnyERCPiYmPzngyv/SBJ+MtUd1G8AUslAFZALkLdtrNKji38xRBUIzjSTG5QbMxwfrP6tquSP9V3FaNJBaFYE3r0vd/8xT/o2/uvQ5Xc2dCaYr+ZRUvF6WDUOUcx5Kh9WP/Hx9j+3Fts/fcitr+0lLFfP5YRJx2ASJH/DypHAIRkETB28o/+egFa61KHAndoJu+MeC3OCzCdAAjZhwEXygtQ9cJBRw/liKPq2LgxzHP/bea5Z5rZujXCo4+38OjjLYwZ7eTQg3wcOt/fbxHQ6pOaMRwYUouAQJI3YKZwYJUuDqp60FqZ7sUmldhTCq/ANEIgpA8PTmomgvoqhfoqDUYk1JGFcafrktYOSxhsbTe7/zVobjN6/j/W47AlYXlXwNpHe6dJe6fJFzETzB09/zY8ew1LGsN0/Ukp+EXLbvsvDD0dMfkXYEYg0gpV08AxFDbdDxvvi9kmD8EPUp8HMeVjxeXECWiKTWf3RDxVfXn8qdmHh9tkj1vrYKCF+rrVDg5quKvczSg+xfL6yxO32sFBdfeWuxmZyUYkKYYQ2E9vwImjXFx4/FAuPH4oUko+XBngxSVtvPxOOwvebaO9o4tnF3XxbPd8UJoq2GOah7m7+dhvpvU3amjql/ZyewVC7mIgVIaXoFtrZ//xt/ddeS6iTYWIhH1RThHR7Whn3uQ/WD+6j1s2ol5RvAGL7QVYAYJfFLfWXu4m7HDYwl8MWczTUDTyDfVVJPhNQZsi876Wi5Xfrz+iX3+9/qw6+i/+QWrvPyHBbyq0KSYyYdyzabtzWB2Tb7yAYSfOZ+2v/0HXp+tZ86t/suXx15l4xSnUzJ6W3J4KEQChjF6AUuAy3IRUAUJmFAAhfRhwogAYW6a/XoDWNhpDRmucf6GTc84fxtJ3O3jm6WZeX9jGFxvC3P9QE/c/1MTIEQ4OmV/NofOrmTHd3TPTaLYioNWneG/AYomAphS0Rvy4RTtKdHKSVGHBUdKJgQX0CswnPDgdiROJxJLNrH9OIRharTC0uvd8yeWLfzhs0tph9giCUa/C1g7JrBnDMKWBIsy07cko9iUgP/8+wj8fqmdZoWaNT8Hmv1v/D2BopI8/I3fRr4KIhvpW+fry+Ksc43gwYcrKPj9SYUpB0PTjVtp67n02OZKHqFiR416osOpYyiwECiHYbYqX3aZ4uez0EYQj8OYKeOfDLSxe1s7rH3SwcVuEtz/u4u2Pu/jdw1sBGD/CyX4zfcztFgJ3m+xJSlUBpfcKhNRiIOQnCELpvAR1RRDU/bi1tp7nfb/J9uWwzPnmij1TcSZh0ZQKoYgfl6N33HP17iuKN2ChvAArSOyD3rEaiPbAQMcW/mLwmNnMl1oczJ5Q39xEOL8puLzJx2/qO2ipgASphaQSxD9I7f3nNxW+s62O3w1ppjXFwyTb0N/q3acw494f0fjka3zxpycIrNrEx9/8PfWH7MGE75yIa2R9cntyFAAhuzyAmQTAdOvyEQAhvQjYlxeg23Czz6b5vDnyRUJaIGUewFwEQCiMF6BVJk0osAYz965j9pxquroM3lzczisLWnnrjXY2bY7w0MNNPPRwE8OGahx8oCUCzty114CuFBEwIP28FryQ/d1/plpYs8AmhgVDBjGwkF6B+YQH92yb+j6ZrUAYJZNQ2FNnDiEnblXFXaMyvMYRJxh2RWp5ZfUVhEO/xutoia8/B7EPYsbLaITgP2HrP7G8r7r7YjgAk7SiX1+GeYWLfhCT4y/NjJY9mP4StGbHI6hXAwPLmzJo+nlh27c4bMgf8KrJnv6Digry+guafl5ovoTD6u4o37iXYgKWdBNl9avO/IVAXamheei3+PpX/sBlp7cipWTd5jCLllk5ARd90MEHK7tYuznM2s1N/O1/TQD4vAr7zqjqEQL33dWHP41ndam9Anv2m0EAqQQvwXCohlfWfY+DxyU/72Pp98zDKSutDC/CYpFJWAyGa3l11ZXMn/R/uD1NKcv0RwjstwiYjxdghYl9qQjp1X0XyoSplOYeXRmPxIJgC38xBJQIWplCfaMef7mG+rYpkt/Ud9BWYTfhcoX4pqJQ4h/0ev+1KSa/G9JMm5L5bpCNeClUhWEnHkj9IXvxxZ1PsvWxV2h6aSktr3/IqHOOYNRZh6K6k0MqshUAIfuJQPLx/oPsBEDILAJm4wUYUkMsHPkKIdUgdkTyFQChMF6AVpm+Q4G1Ko39DnNx8KG1BIMmb73ZzqsLWln8ejtbG3Ue/lczD/+rmYZ6jYMP9HHo/Gp2n+lF01KLgNb+iyMCQnxeQFU0s6/7dlyiCz2FMJQYGtxTRyG9AvsTHhwll/wvGYy1YgiFPXXHtNEr2jl43K9xa22Z95uN4Jd6w5jxzHA/GwSiH0BnVzTUt69Zfdv6tyPbIE2JFdpT+S8ksbiVNg4b8gfc/T0nisFAmhk4R1HRrbRxWN0dpRv3ShjLUuQHhIxCYOL5LoRg/EgX40e6enIEtncavPlRB4uWWX9vfNhJW6fBC2+388Lb7d3bwW6TPcyb6WPebj72m+VjwkhnT3qTWMrhFZjUhgrwEnRrbXHP+3Rk+1GxKAIhFFdUKsP7rNvRZol+jrYkgTCdp2AuQmBBvQEzeQEOALEvFpcd6ltyKkedqQDKGdmTb6ivKeiXp1+xwnwLRSG8/qx6+i/+Qa/3nxSk9PRLve/s+qDVVDHhyjMY9uUDWPvrh2lf+ilf3Pk0jU8tZvx3T6L+oFkpDaZCCoD9Cf+FzAIgFMALUIQJat25/FLkASykAJiqXCYvQMgtFFjxwL4HNXDg/BrCIZMlSzp4dUEri15rY3uTzj+faOGfT7RQW6Ny0AE+Dj3Iz+w94kVAqy5i9p+7CGiVy2KGYOHAI1oxidcaUs0UbC1PLQRCHl6BBZ40JBUpjfECiYSQu1AIllioCBOvo6V7+4Q68hb7ottn0aZs6ulL9Msiv1/ixDPFImuPv0oJLRxkWGFUlW13JKIIOfg9/UpFDuJf0ce9EoS+vijDRCHZjHt1lcphe9dw2N41VnWG5KPVARZ90CsGrtoQ4oPPA3zweYA/PdYIwIgGhxUevFsV+830scc0L05H6uNQMK/AKAUWBKHwXoKKamb09MuVXKIOiiYS5koZxCsFidfZknpdzPHKFC6ci4dfQbwBB5jIFyW27wULZ7fJGlv4i8FtOMo2q68ZsV6wcxX+qg3BV1s9PFQToL1CbtqF9varRPGvVkY4o8XP32vb6Mhi3LMN/QXwTh3Dzrd/j6YX32H97/9JaFMTn159FzVzpjHmomOo3m0iQkk2HAaLAAjpvQAxfOzdOJP3h75DqHvmrVwFQMhtIpDYcrFCYap95BoKbG2jgRtm71/PvP38RCIm777TycIFrby2sI2WVoMnnmrliadaqa5WmL9fNQcd6GP2Hl6qusWL/oiAkHmG4KgI2GG6+Dh0Jru4/oZL6UgZFgzphUBrXY5egYWeNKSnTHLb+iUQQkFFwihKRCWo+3iz8avsM/Qha2KEPvaTbT8KJvoVgXQz+haCrmiOv748/gxfQfdrYxHUffgJlLsZORE0fLzRcjr71v4D944w6UuFhPsGDR9vtH2Fff2PFmbcB4LQ1xclCAsO4sn5fFdVwcwpXmZO8XLxScMA2LQt3CMCLvqgg3dXdLF5e4R/vdzMv15uBsDtEsyZXsW8mT7mTK9i18keJo92FTZXYE8/Mzw7K0QUDIVqeGvLV9l7+EMZJz7IJ4y4L8ruRVhGgno1SzaczezRD1rjnubYVbw34AAj2O9QX1EaAXSAiqypqGjh74YbbuDGG2+MWzZ8+HA2b94MgJSSG2+8kb/85S80Nzezzz778Mc//pEZM2bktT9dGAjKYxj0hvrm9iU8LCTvuSOEB7l3QiHFP6DfAmBAOljq0pPCLvvef3b9EELQcNhsavfbjU0PPsemvz5H69sraH17BY4hfurnz6Lh4N2p3mMKSp6zAEPlCICQnRegIQy+qNpMl1DQccaHAWcQAKGweQBjy2XjBWiVSx0KDAkioBP2mOtkn32ruexKyfvvdfLqglZee7WN5madp55t5alnW1FVmLmrh7lzqthnThU772RNDlIsEVAqAYY4lqJ2H6dUYcGQ2nMrV6/Aok0aEiUb0Qv6JRBCYURCVUYY630fVUb67+EH2fc92/pKGOIbe24mzm6dLdu2W+dnla8vj7/0s7rb5I+qlCuTcnpkH+aTKsKMdb/fc+8rCINBhMqXLIVFa9yX5T/upR7jvvZXaLGmSN6Aqmkw1rUM1TTo8c7NcdZggJFDnJx8cD0nH2zlqg4ETZZ80tkjBC5a1sH2Vp2F73Ww8L1egdHlFOw83s2MiR52meRh10keZkxyM3GUq2cCtCh5ewUmUkJRMJMgqCphxvjeQ00xqWBc3f39UNkPcvEi7C+lEhlVEWa0v9e+TRJ6yiQEDnYRULPtrJJT0cIfwIwZM3jhhRd6fqtqr7F+yy238Otf/5r77ruPnXbaiZ/+9KccfvjhrFixgurq3FVkXTFjZIbSYkaik3vk1oKQAm948zOkixHmW8zcfoUS/6y6+uf91zvuDjRyu3Hl4v2nelyM+frxDP3SPL646z+0vPIekW1tbPnXQrb8ayGq30v9AbtRf9AsavbeOS4XoB5zLPo7E3C2AmC6MoGY3Jn98QIMK7C6+ovebVJMBpI0E3C0bJHDgNPtI1MosFU2gyegA3abU8tes3185/JRfPhBJ68saOOtN9vZuCHM0vcDLH0/wO13baOmRmWfvbzsM6eKfWZXMXyYIysRECwhsE8RkBAjHYsBkqS9VPkBrW3y8wrMKTwYrBeeXLwC05GvQNizfXx/chEJIbWR7lDCTPK9mV+9ubS/WEJfFmG+/SX2fI491yMJL4kdHQbvLrUmptltZlXmSvt48bLJD4cSotJCfXXDOn+0FF5GYF2Dk6veLmWTsqOYwlaxvf6yqN+hhJnsWZJbnaUk1/0VK2y3wPWnHPcMeXWzxeNWOGD3ag7Y3Xo/k1Ly6bpgz6Qh73/WxcergwRCJu9/FuD9z+I9gz0uhekT3MzoFgJnTPIwY6KHcSOcPYJgoSfbAAouCmbyEnQoISbVvJFznWn3VYgPlWWkVCKjizCT/W+kFxrLJAQONG/AxPb2haamfh+0KR4VL/xpmsaIESOSlkspue2227jmmms46aSTALj//vsZPnw4f/vb3/jGN76R+77M8hmjvTn+cmuD24R9A07e8IQJ7gAfkAst/kF+3n9x4x4jPiXO/pt5/72XX199co0awuTrzscMR2hbsoLmBUtpXvg+enM7jU+/SePTb6J4nNTOnUHDQbOo3W8Gms/Ts322ImBfMwH3JfBlU6YvETCTF6DDVJncPo7PqzcQUYw+ZwROJQKm8tDLNQwYsvcCjN1PJk9Aq1y8CAjxswNP37OW6XvW8h2ps2FDiCVvdbDk7Q6WvtNBa6vB/15q538vWeEhEyc4e7wB95zlxe1Wsp4cJNGbyi1VAjjYGp7HMOciNBGMKa+mDMfMJAamy+cWnUE4eXkBxcBEYifoyefFMdawy1UohLiXp1RGesR0sbJzHyZXvdktmsRQaO89yE3Yy6HeTKJf7PmQLsy3v95+YaGw8LUWwmHJ+PEuJk7qYyIvs58TfRmiRDOCVvaLQCIRww0ZJplKRaYX5ULQI/ylsYgjpouVXXsz2ftW8jU4mCmF+Adp9xExXawMzGGy5+3M415Kwa+Q+8rGO72Q9WdZd/bj3j8xUAjBtPEepo33cP6XhgJgmpI1m0J8tCrIh6u6+Hh1gI9WBVm+NkAgZPLuii7eXdEVV0+VR2GXib1C4C4TPYwf6WTsMCfVMbMK9yWC5SV8FVgU1HU3q9r2ZZL/jazuNflOPJKKgS4S9oeI4WZ161wm1izGofbat4NRCMxVnCsmlj1gU0oqXvj77LPPGDVqFC6Xi3322Yebb76ZSZMmsXr1ajZv3swRRxzRU9blcjF//nwWLVqUUfgLhUKEQr031LY2a/Ykr+EggESRAp/hoEONgACv7iCsGOiKictUEFIQVA1UKfAaGu2aZcT6dI2gYqArEnf3xR5RQTMFHlOhXbMeiH5do1WxnhdeQ8HARHZ7/PlVpyWFSKgxFNpVE1NAlSHQBYQUidMUOCV0qBKHFEwJq7zjFgSRVBuCsJCEFEuc0hB0KBJVQrUpaFUkUoDfEHQKyzvCY4ICdCqgSfCZomfCkBpD0KVIIgK83ferLgUcErymoLW7XK0haBUqCKgyreT/AcUSFdwmtKlWrvQaE9q7++4zLc+hoAIuE5xY6xQJfhPaFOveWm1CGGL6pBFQ9ZR9Cioyjz6pdCngxkjqU4ci0QVUmQIT2dOnWkNhQkRliVtQa0C7IjEEuHUXOpKgAl4iPcdJSPCbCm2KiRTgMwRhAWFF4jIFmnTQqUoUCbWmaU0cIqDaUAgKSUSRuE2BojpR5u1Kw9xdqbribL74+FOaFyylZcF7hLY00fTSUppeWorQVGrmTGPoQbszar9ZhIdWdZ97Kp1q77mnKDpBxcRhClxSoUM1QILf0OhQrfH3GipChAkrJk5TwSEFnapBxHTgMzQ6VB2HEsFraESESaS7nCoFAdU6nlWGg5DWlXQ9GaYXRQqCqk6VDOMxHHRqlkjm1Z2EFAVDMXEaGi4RRiAYEqxho3s7ra5Owjjw6i6CahhNhHEaDiSSkAqqqVJlmoS0EEgQRjUhNYQUEp+hYAqDkAKqqaFKFaG0gxREjHrCagCEpMYQmCJCSAHFdKBIFVVpB6mgG3Xoaqd1zusOTBHqLucCKTDVIC7TRDG8hLpztSiGD4doA6ETkd1fvZUgSA2XoRFSu2fDM/xIpRMXIbqoBUxQgmA68BgKYbWdIaM1jvzyKI4/oQXD0PnoQ8k7bzfzzpJmVnwSYPWaMKvXhPnbo804HYLdZ3rZd46XOXsNY+oUFVUJoxguuqSGpnQgpYpi+pGiBSEkEbMGVQRwEaEDJxFZRas5kSr5FgI/fmHdNzulD010oYgIuvQClqAbQqBLLy7FShIeNGvxEiAiIoSlF4GJQwQxpANduvEpQSJSJyhrcIl2FGESklWWnCtC6NKJLh24lU5MKdBlLW7ZjiIkQbMKVURwiDAR6UJRFNx0YUqFoPThEW0IAQHTh0OE0ESEsHAiUXDRhSFVQmYVXtXqU5dZjVME0IROyLQEdJcSQJcaYenBq1l96jL8uGQnqjAImVafnEoQXTqISDcepR0pIWD6cSsdKMK02qqGcSghIqYTw3DiVjswpSBo+nErbVafDB+qCGPgoDE0gZHOT6nRGq0+mdV4lFarT0Y1Dhm2+mS6rT4pKfpkVOMklL5PSntvn5ROVFMSMj0IIXGKaJ9ceJQOq0/Sj1tE++RFFQYOESIinRgxxykoq1HNjp7jhAiiCYOItOR5l+jElAohWY0qtiEEhMxqUDpRAV16CCNxiE5MqdGBF6ew8kOFzRqk0olCBMP0Ehagii5M6SAkqtCwjpNu1CHVTl58yRqLgw4ZghACKZ2EZRVCtY6TNGtAhECYYPQz98wOTjo7K6D7ge2YUiWoV+PRWhHdyx1KEE0JEzY81nmsdmKYGmHd13vN6X6cSheaohMyus9jNYBuaoRNL97u2TC79Bpcaod1bRpehDBxEUY3u6/N7mMeMGqI6FbdqqoRMV2916a0rs2I6WBraBLj3EtxKKGea9OhhImYLgy07vM9xbWpBFNfm0Z19vebxGszer+R9PvadIvU91BDqriVLkxdIyi8eJQU99BM95tc+hS9hwp33D2006xhe2Qc491LiRhu3Ep77z0UHYeMdPfJiVuJ3kOru8tJgmb3cRKpjpMvtz4ZSvZ9Mv24RMxxEmb2x8lIOE6KLFyfUj3r8FnXU0yfJArbwuMZ7vyMOmVL93GqwaV0pH7WmTHXU7g++TgpISJC7bme0j3rHEoYAzejRviYNLqTY/ev77meTFPy0TqNT9c088maDpatDPHx6gCfruuiM2Dy9sddvP1xvCAIUONTGTPMxbjhGqOHuRk5rIpJIyRjhjkZ0tDA5JE6Po+07hFmd59S3CNczlarT0YVqtCT7hGmFAQNP241pk9mzD1CarjV7uNkVONRWxGaJKB33yOUCGHDTdCoZntoAmPMpURMd5/3PUN3ZL7vYeJUrT6FcePR2pBSENBrcGvtKMIgqPusPqlBq62mE7fWbrVV9+PW2qy+69WoimW76GGv1SetI/5eLmTGe3nI8PVMXhLQa3AqXahKhLBh2Y5OtQvDtPrkifY9Umv1SdEJGVXdfQqgm07r3CtAn0zTQWPnZEa4l+Pwbu7tk4zvk+IIWX2SCi4tRZ8iNTjVLlQtTFjv7pPW3SfDi6fbJukK1+LSOhCOMCG9u09aAN1woptu3Fh9CkZqcLraUBSDUMSHolh90g0XuunEjdWnUMSPy9Hdp0g1mhJGU0NEDDemqeFydGCaKiG9GrfD6lMw7EdTg2hqmIjuwaS3T2Hdh6d7spNAuAan1n2cEvuke/E4W7vL1eLUuo+TXoWCiSPaJ8ON29nbJ5fW3t0nfwrrIQfsD6w5U9E+Yvvssw8PPPAAzz33HHfeeSebN29m3rx5bN++vSfP3/Dhw+O2ic0BmI6f//zn1NTU9PyNHTsWgN1bxwHgj3g4dfMuOKU1PMc2TmFCwJq5aq+2ocxvGWntK+zhq1um9tT71cZxjAtZF8X+bUPZv836gjUh5OGcxtE95S7aOoZRYcub4MjWOuY294Ycnd69jUsKvrltKEN0S5s9qbWafbosZXz3gIszWvzophMVGKtrPYEzX231sEfQ8iraN+DklDZrm6GGwuVNPlzd5+7XWrzMCFlbHdzl4MsdlpfR2IjClc29nmLfanEzJWyVO6rTyVGdVrkpYZVvtfQq9Vc2exirW18RTuzQODRgbbNrSOHitmhIJPygxcmw7q8NZ7Rr7Be0ys0OKZzXZvXVb1rl/N1C43ltGrND1rHYL6hyRruGITUa9P9n773jJKnr/P/np6o693TPzM5s3oVlA2FZ8pLDkoMkkVPEQwQDgnpgArPc/Qyn51f09MRw6nmnHnfnGc6ESlhyZmGBBTezOczOTOdUVZ/fH9Xd09PToTpOz9CvfcxjZ7o/XfX5fKrqU5969uv9eTv42Ign36b3hlwNtWlRysnNBcfiw8N+5mczcV4WcXFW3DpmR6Q0rgl7+LfeBLqQfHjYz2B24Lk67ObkhLW9o+JerhkJZtuk8HdDfQSybpq3jwY4JmFt76S4m6tC1kPmoK7ygaFBNNOBITWuO9DPYUmr3OlRHxeHrUFyXtrBB0dmETh2GQd9+G382/d+wMXfu5M511/MwIK5SN1g9Il1bPjyz3n48k/y8vu/we57HuTqddq4c++kcB+61FiW9HHN0JzscVJ47775zNCtdlw6MshR0RlkcHBovI/LD1jnst/QuGHfIvyGRlo6uHjoIJbGZlhtj87g/OH5APRlXNZ1YrpIS8e46+nY8CxOG7HK9aT6uHzPMXlH4MV7j2R2ymrvsaEFHDG6mLAieLVnL2fsX5E/ThftXkl/KkAaB0eOHM7S8MEAzEkMcsK+k0jhxJBezth9Fr6MtWD/oQeOZ3ZkCSkczI4t4Mj9J1ouPTPAsXsuwpmdWC0YOhtf7FBiuBmIHMaCA6eREg6EPoNFe69GybobB4cuR0suJSmcBCLH0hc6w6pcZh4D+6/LuwL7978NmV5MSjhxRFbhDp8JgJY6CNeBG0gLB2nhwD10E0pmLimhISOXYMbPsJyBqcNIhm4krjhJiB7SI7eRMmdjOhwcsui9vO0db+VfvreEe/77ndx+x3u45NI+Bme6SGckTz8X45+/u5/r3vsKF1+1gc9/cRf/88eZ/HXX5WQUQdqcyZboJ0gKF2kB22LvJ5JZQUZI9qbPZW/6Qub7vocuZ7AhdgdJYZAUBq/EP8SQcQhJYbAjdTE7UheTEQbD5iLWJm4hIwwywuCFxEcYkXPQhc6G9Jt4PXMGutDZaxzK2tQNZMiQROHJ5C2EZC8ZMqxLXcHWzLHo6GzXl7Mm9RZ0dFKyh4eS7yEmvegYPJN6M9v0I9Ax2Jo5jmcTl5IxBCP6APfF3kvCcJMxBI/Gr2GXvgyA9YlTeTF+IRgKI+l53Be5yZpAGAqrw+9if+oQMBTWxVexLr4KDIX9mYNZHX6X5YozFe4L3cxIej6YCi9GL2J9/DQwFXYlD+PR0DvAVNAND/eFbiZiDADwXPRyNsVOBENhW+IYngy9FQyFZCbIfcO3kMwEwVB4MvRWtiWOwS0TDGrbeDlyARgKkfRM7hu+BV33gKHw6Oh17EofarUpfhovRi8CU2EkPZ/7Qjfn67o6dCP7M9a1sS5R0KbUIVabsm2/L3ITI2nrGn8xdQHrUycDsEtfxqPxawDQcXFf7L1ETOt6fy55KZvSxwGwLXMkTyYsF35ED3Bf7L0ks5D7mdSb2alb1+7WzLGsS10BQEj28mTyFozstf9i6l0c0I/Ibu9MXk9dCUDMWMCG2B35a39T7DbiunUP3p96E8PJNwGQ0JeyL3xbvtze8B0cGJ7F089Y60ideupF1uWZWk4qdKNVSLpIj9wGunWcROwcuqpf5eZZrx2wvqyNpAd5cNtH0LPOysd338jumHXMN4yexdqhywAYSc3n/l235bf70O6b2Z9cDMC60QtYN2ptb39qMQ/te3++3P17b7WuTeDF0UtZnx1rdyUP59ED1wOgSxf3DX2IcMo6P5NykE3xEwHYljiaJ0et8x2hMqrPB2HNB54M/w3bUkcBsCmxkufC1nkcMQa4b+RmdGm16dHQ37IrdRhQcG0CI5l53Bceq+vq8A3jr83EKqtNmYNZHb4hX+6+8PsZ0edabYpfyPrUKVabMst4NPZ2q024uC/6vrFrM3EZm1LHW21KH8mT8bdk29rDfdH35a/NJ+NvYVv6SKtNqeN5LmH1f8ScwX3h96Nn74mPRt4xNt4ks2MoMKLPbbxNkYutMRTYlTqMZ8Jv4bTen6MJnftGCsbQ8BVjxym1giej2TaZPdwXfj9JM9um6FvYllqRbdMJPBe7bOw4hd8/dpzKtSk932pTdn63Ono9+/Vsm1JnsS51ltUm/WBWR68fa1P0fYwY2TYlz2/sOOlBq0169r4QubqxNhUfp9Eb2Z/M3uui57Audg5uJcZi79M8EX77WJtGbmYkk70v5O512eP0aOhvrTZJ18TjlFhptSl+LE+OXAOGSjLTx31DHySZ6bOO0+g1bEscbbUpfiLPhd5stUkf5L6hD6JLK9nHXv/7OfHk0/nMDXP57B3v44f/8jmiDx7Hoz85n49//ON87t1zufrsPg46aAEBnzXnCkUNXtkc549PhPnX3+zj//vBFm74/7Zy/ofWc+y1TxA4+xkGL3yBo6/byIUf2cMH/ul1PvOjNH//i6U89HyE9Tskf9z9fqKpWQhD4fkDV7M5fArCUNgePY6nhq5FGApJI8D9e28laVhz1qcOXMv2+LEAbI6ezPPD1vGMZAa5f++t1nEyBI/tvZHd0eVgCNaPnsVro+dw6sC/k0j32xv3kot5aPfN+XL377qNkVR23Bu+jPVh6xzdHT+Cx3ffiDAFhuHigZ23EU0NIkzBmv1XsyV0MsIU7Agfy9N735E99wI8sPM2krrVpqf3voPtkWybwifz/P6rrTalB3lg5222xvIHdha0aefN7E9k2zR8AeuGs21KLOahnWNtemDnWJvWDl3GhtFsm2JWmwB002pTJG09Qz+//2o2h625y/ZI9Ta5tSiDns28MnwJwlCIJmbx4LaPYGSsce+Jne9md/QIFEOwaehsXtlzBYohGE3O56EtH83X9dHXP8BQfAmYgtf2XcRr+6wxfyi2hEe3fHCs7Zs/xmhiAYqhsG7nm9m871wA9oaP5KktN+Xb9PCG24nFZyEMwdrX3862facDsHP4BNZseRcAqUyAR167Iw/R1mx5FzuHTwDg9f2nsXabdR1HUzN55LU78sfp6U3vZ28oO+bvO5d1O6zrLhRfwCOvjc2znlh/Kwci1jxr/e5LWL/7EgAORJbyxPpb8+Ueee0OQnHrPr9ux5vZlGtT6Eie3vT+fJseee0OoqmZ+e111V4JKasta9w5isViLF68mNtvv52TTz6Z0047jV27djFnzpx8mfe+971s376de++9t+x2Sn0TvWDBAt5x/yfQgwqKFAjDV9LxJwxXScdfWjpKOv4iqlrV8ZeOJ3jkPGvgWPXAvxD3auMcfxm0ko6/UeFAM2FRRmWLw0BXqNHxpzTN8deja0QVsu64Vjv+IKqQbRNEVb1Bx1/pNs0wzbKOP68hcCPYr5j0SJF3/PlNkXf8uUxwSkEk6+QLmIKYlirj+CPv+OsxFUJKoePPJKOA2xQ40Imr1vH0GwohzWpAwFCIKya6AI8piG3dzZ6Hn2dk9Rpir20bd/77D1tA/9nHMP+8E3HN7SepSBymwC0VIqqBhp51/Ol5x58hJCnFxGkKHFIhpho4ZSbv+JMCfIZKRsi8M1CTgrhq4CaDz3AQyV5PPkMjJazrxGUquDBIqjqqFHgMjWjWQevTHSQVHaeSxGlk14RTDHrTXtKKTtRhXcN9hiCppjGFxGU4MJFkVB3VVPCZkMw6/jyGm2TW8ddjgClMdEVHNVU0qZFSU7ikjstwk1KTICROw4VGAkPRUU0HilTIqCn8Mo1meMhkHX+a7kETcaSio5hOhFQw1CRCKnh1DUOzgIOq+zCVJE6RRJgWOM85/hTTjUMZBkDoAaQaA2EgDA8O0nnHH9IFahSXqYMZBCWSdSj58Mg4QkkhTSdIJ0KNohkG27Y6eO653Tz3TIQX1sRIJseHGyxb4uKklX5WHj+LY1cYuN0CoQdQRAJFpDFMD1I6UKQPhxjGxItDsVxXGbMXVcRwoaOb1hcfmmK5rnTpxamEcEuVlNmLQ0RRhE7G9CGEiYc0hnSiSzcuxfo2MCWDOEUEJ4K09KGgo2Udf4Z04ldSmFKQkgFcwvp2PZV1QbiFSUa6MNEKnGR+/CI20QUh3UgELpGwXBDSh1fJupKyzg5V6JjCOk7VnR0l3HGOcGnHX84FUezAGefs8KGqKVR0RvS5eAjjVaP2nB0yOaFN9blVxtqU0J1l3Sop6UWhsqvIFDpJ04cmMiDi+eOkiFFMqZCWPbhECEPRSZkBNJHEVBLo0vp23aHEiCPQZQ9OZYSMkPlzTxEZElm3qarESQknpvSiZd2mCbOfP/xxG//41R0sXuLl+z88EqEkJjj+Egzmr6d42MPfXrSaUChEIGD/W+lwOEwwGGT3hkMI9LR++ZBwxGDO0s0117PVKjfP2vHwyczqi49ziSimaNzxl6nifBEmLlna8febB7byjs9tYtXxvfzpn4+c4ObRTZUD6YOZ4dyKphgk08HGHX+ZJjj+zDY4/opd08LbfMefUsI1raikDA86bvzKECm90hjaZMefoY21qeExtEbHXz3HyWHzvmDzODlEilF9Fi4ljk8tcLc7ItUdf2awtOOv2B1XxvGXP06OcOnrSWTdcRPa5MdbUFenEiceT7F5j2DHvhR79kd5fa/Otj0Gu/fH2L43zfZ9aeJFc6FymtXvYMEsB3MHvSyY5eCg2SpzBrzMnelj8Ryd2TNc6CI43vGXbVNaOEo7/kq0yTA10qYPrzZMxvTW5nRWZUXHn+WOGxv33GqktIvRdGadfEUuRt2fdfxNdDEmzPKOP0wFl5pzOjfBvd2CNqlCZyQ1D482ileLYAilpItRdSTLOv5MVY45/kq5GA0vHkcIFJl3/OXccUIUuBgNNx5HGEORRe64Eo4/RwRDEVPW8bf3gI9FK5+tf57118Xtm2cduqnj5ln1aEqBP4Dzzz+fJUuW8PGPf5zFixfz/PPPc+yxx+bfv+KKK+jt7eUnP/mJ7W3mTqC/vf8TZIIWsCtch6xQheuX2Xk9UyJdiF6UACMzGuXZCz8BwMrH7kao442Y5RJm6KaTXkPw4WE/d/VH82DLjpqd2KOVST3sqllr/03c7sQ1S+rt90LVsh5g6XrZa29q9wFGHlrDyEMvEHlh47gUhoHjljJ4yYn0n33MuDUB83W0uY9ySUGKVW5dQLvvD+iSy/ccw//NfiEfElyocolBgHHrAY77TJnkLK4S5QuTduRUmBhkfNmJn3eX+Hy5sqX2BWNrA04sP/FY5RKFjH1WJ502eeXleHZ9wAgb1o+vv8slOP4YK0nIySt9LDrIaa0DaPaxM/IJ5vX8Yx76WdssWR1gLHtwKbkrjEGOMu9pFcYZR5nUTFodK1poDSYfcNQ5JgAT1mGKGwHui9zEeT3fy4ecNapS6yW2UoVr+pVbzw+YsFZkpXX9yiX0gPFJPdLC6q9bP/I6zz4b4z3vm8W1180seH/s/ChcXzMe9vG3Fz1Q/4R03ZL2TUiP2NjxE9Jcv2x/+FRm941l8LSzrpStNf5snNPl9vUffzzA9X+/hQtOCnDvNw6d8H7cCHLf0Ac5b+DbFlyoZy3PYjUjPGmyMgO3aX2vuBHgvvD7OS/w3Tyoapma2ZcV7nuINj1yNXCMau73dq73Vkd24XKSUjIaMdi+L22BwCwM3JH7f5/1fypd/ZgpCsyZ4WDBLCcLZjmZP9PJ/JnZv2dar82e4ZiQlRjGr5cX14Pcv/dWzp31zTwga5k6PFFE22SIsX6f+40J/V5pHcVKax3azkhsc53GcusDllKnJwHJae+wn0UnPNMFf23U5NOaGpRKpXj11Vc544wzWLRoEbNnz+Yvf/lLHvyl02keeughvvKVr9S1/biSwVEG+NWjUtCvlHLr+6EqE6BfNYUUyZdnREh1zlqdk6ZmJv4Yv92JSUCa0e+6aT1k1gsA7SYHcc2ZwexrzmP2NeeRORBm5JEXGb7vGcLPrSf8/AbCz29gyz/9N/2rjmbwkpMIrjw0fx42KylITtUSf1R7f0gV/HTuS6SFYCKmrJwZOF1Qx2pJQazX608MYpW1lxykXFk7CUKgfJIQYEK24LTQwAXLj3ey/Phe3vt+nZERneefjfLs0xGefSbKgQM6jz8V4/GnrOynMwc1Tl7p48TjIxxx2CcxgzIPVkolCxmr18TswTmVSiBi9cnEbMJjnymfRAQmQiSonEiklCplG67+2bHJR61gbRwoLHoA9cgoF/u/jSZTJR9O2w3xKqlav7UC+hWrOJMvYJ3jz1vn86pze/Ovp0WFKZDS4oeuN6g8WpjJWGWmEmDMJfdwlMnq61FCXDz4NTTRQYk9Jgv65fbdBtjjUcJcHPxm6/q9XbCvUrlWgcAGMvzW3O+V+rHpmYvLPOTXAQSFEPQFNPoCGkct8ZYsI6VkaFQvCQd37Lf+3rEvg25Idu7PsHN/hidfjpXclqYK5g2WgYNZQDjQG+bimf+ERmrCmNX0hBq1zB0mCyS1aX7jUUNcNOcraKSsfRa0t/iLp0IQWOkYFWckbleiEKtepQBz58FAt9bgFzqGaM850kHz7EbV0eDvYx/7GJdddhkLFy5k3759fOELXyAcDnP99dcjhOC2227jS1/6EkuXLmXp0qV86Utfwuv1cu2119a3wzqPazm3n12ZWfCnOGo/HFJAcpLPx05w++WUq0urAWAz+z0HAKH1ENAxI8DMK89g5pVnkNozzIE/PcXQH54g+fpehv70LEN/ehbHQIDBi05k8JIT8S6eO1bP7D6quQBbCgEFpIV1s6uUHbhSZmAYg4DFLsBmQkCwnyEYSmcJLixfb6Zgq2z5bMG+fo0zLnBzxgUDOMwMWzanePaZCM8+HWXtizH27df5vz+E+L8/hIBd+HwKSw9xsXSJi6WL3Sxb4mLxIhdutzUpcZgyWy8mKOcOLAVuysFAq2/UmmAglM8qPGEbBce2FkgI492EjcDC6vAujV7vDapA9dSxWaoX+hWr+NwpB54LtfqhMKYJhx7mYe5cZ/UPQN3zga4qS7TL8VSDMnouq2/pgy6EFf7YVYGqZORthlrW780CfnZhX63baMU1UkMG4ab2e7ugoB0Xbp1wcLDPwWCfg+MO9ZUsY5qSvcOZPBQcBwezrsFdQxYcfH1Pmtf3lJ/nu5yCmX0OZvVrzOxzMDP3f5/GrH7r/5n9Dmb1OxgIamXHLGgyKJzi4ENKSTxpciBkcCCkc+CAwYFw9veQzmjEYMlBTs45oYdlB7kmgrMpDgKtunUeDOzE+cB0V+cQmxLasWMHb3/72xkaGmJwcJCTTz6ZJ598koMOOgiA22+/nUQiwS233MLIyAgnnXQSf/7zn+npqS8bn9twVHwsahTwlZNMWw89wln74QgYghtHvfyoN064A2n+ZKlV7j9r2yoBQ/DekKvp/d6oCxBqcALO7mfu9Rcz550XEVu3laE/Psnwn58mMxRm10/vY9dP78N36HwGLz6JGRccj3OGZW+26wKE5kNAn6Fx5f6D+f3gRuLaWLkcBCwGgFAZApZzAUL9EBAquwFLQUCozQ1YvM9a3IBWeX2CGxAgoziYv8TB/CV+3nqNTiplsvbFGM8+E+WF5xNs2ZwiFtN54aUEL7yUyH9eUWDhfOc4GLh0sYvBAQ0hREUYaNWzPAy0+qa0O7AcIKoEBHOq5BSsphwsrBUUQu2wMGn6eSZ1LStdP8etRKuW70Q1Av3KwWCoHOJrvW9NjO+73/pW+exzg/YqDN2svi1SQu8hwMTsm5MpPQf+yjj+EkYPjw6/k9P7/x1PNvN6V1m10P2XMP08GnkHp/f8DE+jY18nwb569tEOGJg9jk3t91r2X6Iuzd1fDSGBNUBCRRHMGXAyZ8DJictLl9F1ye4D6QlwcOe+MWC450CGVFrmnYXVJATMCGoWDMzCwsEiaGjBQgsY+r3l2990N2ELJTOC0UgW2oUtcDc0quch3oGwwXCo4PVsGTsh2wDzBh2cc0KAVSv9nLuyhwWznRPB52SBwAphwcUg0Npm7TAQ2gcEk5nuPKvd6mjwd88991R8XwjBnXfeyZ133tmU/enCQExCCIqZsW4wilb74UgqktW+FEmbawQ0W53k9itWK+FfUpE84M0QEwqGLL0OYCNqhgsQ7EFAIQT+5YvwL1/Ewlv/htDjLzP0hycYfewlYn/dQeyvO9j6rV/Re/LhDF5yEv1nrEBxZcFHmyFgShg827OfqBDo0jHh/UouQKgvFBhqg4BWPe2FBJdz97XCDQjlw4LLuQGFG44+ycnRJ/XhMBUSscPZs/d5Nm0Ms2ljkk2bkmzemGRkRGfrtjRbt6X5ywNjD8bBoMrSxS6WLXaxbImbpUtcLDrIhcMxFips1ZMJanaosPW5sYlvNTBYrML1BWuFhY24ChExDnY8AiJWF2jsJDUK/SqF+JbT/qEML661QNOqs2sAf6L02p1dNSaH0nnOuUwu1LeMe8YhkhzqfwRH95worRbBP4dIcaj7scbcZ80Afu2AfbXWoYUg0CEzHOp8HIeZAdmesO5ydSmpdtSnyZBQ0wQLZrlYMKv8clLpjMm2fZJX9s5DRjdwYDTJ3uEM+0Z09o9k8r/vHckwNKojJQyNWnBr3ZbqY5PXrYxzDuYhYX+ho9B6rT+goZb5IqQRSFgMwtIZMwvsxtx3OaA3NKrnAV4O6B0I6QyHdcw6q+B0CGYENWYENOv/7I/f6+DJVyXPr9vDzv0Z/uOPB/iPPx4AYMl8F2ef0MM5J/Zw9gl+BvsckwcCbboBx7ZZOwyE9rkDtQ6cD0x3dS61mQTpiomD8ok9WqXcGn/1OP7SAl5w1/Yw2OzEHp2sVoX+pgWscY/d7EutA9gstRMCKg6NvrOOoe+sY8iEogz/5VmG/vgksVe2MPrYK4w+9gqq38OM845jxjnHEDh2CYqzfRBQVyR/9YUmvF/KJdiKUGAYg4DFSUHqhYDQHjcgNBYWnFFMtJ5XmN/jYv6SQc7CShYCMHwgw6aNSTZuTLJpY4JNG5Ps2J4iFDJ49vk4zz4/5vDRNFh0kOUIXLbEzbKlLg5d6s4v0NuqUGHrc7VfnzlYWCsohOa4CjWRYY72Us2f7zQ1G/rZcftJKfnd70eREpYf6WXmLGfB++PP++JzPtXgJFcYouy36c1UO/bRTFn3sM6ag1Rz/GlKhoWetc3b4WSuz9cqtQD+aSLDQtfL9dWlGeoE4FdOLXQFaiLDQucrYy9U6892g8Fy9Zks15pdSFgFEDodCkvmwZJ5e4Ce7E+ZXRqSAyE9DwP3FYLB4Qz7R8Z+3zucIZm2Ql237k6zdXf15whFgYHg+PDiXNjxnBkO5g46mDvgZO6Ag76AihBj52NGN9m2J82WXWk270qxeygzHuoV/ETi9R8zv1dhRkBjoFfLw7z+LMgbCI4He7n3/V5lXF2LlUjO5fGXojzwXJgHnwvzzKsxNu5IsXFHih/8egiAFYs9nLOyh7NO8HP60X5m9GotB4G2w4KhLhho7aP9ocKa2liSS0xRug+arXbso03qgr8COczJmYyauVDfOhx/HhPOirt4yJsiMQ3nks1Ss91/HhPOjjt40JsZ1++FULWVELDRjMB2IKAj6GfW1auYdfUqEq/v4cAfn2To3qdI7xlm368fY9+vH0PxOAmeeBh9py6n99TluGb2WvW0uR4g1AYBXabCiZF+XgjsJaWY497LqRIEbEcosPWefQgInesGtMpnQaDpRsROR/oeBSU5liwE8A9oHD3g4eiTc9vSSadMtm5N5UHgxg1JNm1KEIuabNiUYsOmFH/489jCvrNnOzhsiYtlS8dg4KxBLT9Ja3YikUoqzDhcKyxstqswI91sz5zJAsfDbXEclcuO3Ija7fTbtTvN//05wr1/GmXnTmvfNYX5Apju6mW6qllpww11gPCKahB+pjKVHX9p08362Bks8z2CU+m6/sqqyfAvbbpZnzyVZe7Hq/d7B8E+o8JDotrK6JwmwcC0dLM+dQrLXE/gtHPPmWx3np16FGtSXIzVnzHTppv18dNY5n0Mp6N0khAAVRVZGFf9fi2lJJYwbUHCfSMWkDNNsmWrz2FcTsHcAQeDvQ5rrcN96ZoceUJAf86BF1AtcNfroD/7+4wSMK8/oOFy2jzehf1epl6F/X7uSoVzV1pLG4VjBg+vifDAc2EeeDbM2o0JXtpk/Xzznn2ABQLPONbPmcf7OeMYP7MHmuMIrCssGOqCgdY+mhMqXAsMzBil0jR21Up1wV+BhBRMRsCsmbQexFWPzUXHC6Qg6DUECgLaXPtODvMtpWa6/xSg16wcGN5KCFjoAoTWOwE9B81m/vuvZN77LieyZgMH7n2K0cdfsrIEP7SWkYcsN4R32Xz6Tj2CvtOOxL/8YHTVvgsQqkNARQoChgPddJLO9mkx6KsEAe2GAkNrIKD1vv11AaE5ILBeN6BVPnsMhROn2ZtfDqHYIQVjawWmhQZuOPgwJwcf1sO5WDBQSsnevZY7cPPGBBs3Jtm4PsHu3Rn27LF+Vj86tqZQMKhy6BILAh661Fo7cOECZz4EpV53YDlVWlOwmlrlKtSRJGQQXUhEnWOXVsNYXY870a5Kta9ZTr9Y3OD+1RF+96cwa14Yc5h6PILzL+zjsiv6C7ZR2e1nqftNWiskZef1664ha9yaVeYhWqIQN4LITjknOtkx2MSkHxKFuFml36cI8CtXpqUgEOoKEZZSIW4GrGu10W7pNLdgTrWeN22q57hzvklOQiEEfq+K36uyeH71zWV0k6FRvQAGFoDB4Qy7D2TYtd/6P7d23pZdlsMvJ7dTsGiui0VzXcwbdGZh3sQQ24GgRm+PiqLUeKIZKs3MVVau3wNulUtP7+XS03sB2D+SYfXzEe5/NswjL0R4dWsyDwK/84v9ABx6kJszjvFzxnE+zjqu/jUCm7I+YL5Ac2BgPWHClUCg2Sn31DeQhJTyDZ8RIhwOEwwGuWr1R3H4XWVDfcsl9yj3eqaMc0Ivegg7sPpF1t/xA/wrDuGIH9wxoXw5wFYMf+yqWaG+Uw38lVKr1gCsvt/WZtds1BEI1ftGmibx9TsYffwlaz3AdVuhYDjRAl56TzmC3tOW03vyETiC4zOi2QGBOVVyAhaqlNvPzntQGgTmVCocOL/dKnUrBoHj3yv92UIgV6gcBJxYvvR23GW2U658uf06y5Qf+1z5Y5mDgaW3a30uGjHYtDHBhg1JNm5IsHF9ktdfT2KUuEzcbsHSQyxnoAUErazCLtf4rMJ25Gzw7udo4GHR3cQlFxwdtHxDKcjY7LBesICfYUieXRPn9/eGePCRCMlkdsIs4NjjfFxwUR9nnBXE41EmwD4oDfxyoDse03n3eU8RCoUIBAIlWlpaufnEnpeW5sPXW6lwxGD2ig0117PdyvXLgSeWE/CP9Uvxw02xih+KSsqG46/Sfq78+Eb+75FR/uXjB3HzVTNt7K/B49oorOpk8FdKrYImHbJ+nx3gV4taDgOL1emZNadQ4om8OrHOdWQ1rqZkymTPcIZd+9PsHdaZ2adxyDwXs/odtcO8QjU6xlbcto1xo9LxK+jHfcMZHnkxwkNrIjzyQoS1GxMUU5WD5zg569geTj/ex5nH+lk83zUx3LgCHJMVxoNS6y1WhYClVMeYYwcCFqsYAoYjBrOPXl//POvFZe2bZ9VRz07U1Cc3TZQySet5mAkLOCju2tcW1CTMz6jscBjo0ycEvW2q1wWoSViQUdjuMOvq92L42omOwGKwW9xHQlHwHbYQ32ELmXfjm8iMRAg9+Qqjj79M6MmX0cNxhv70LEN/ehYUQc+Ri+g9bTl9py7Hu3QeOvbdgDmIrkrBnLSLIWcUo8RktZLbrxjQ1+IGtOsEhKnnBiwsXzEsWKqo6TkYzt0gjNKuwHGftY5pVWcg4AxoHH6ci8OPG4OB6ZTJli1JNqxP5qHg5o0JkknJS+uSvLRuDIKqKhy00MVhS115GLhsiZuegglBKSBYLnS4kgphYT3JJmp1FZpSI2EsxKNuQxF6SWBYj8vQrmqFiuXCm+1k67Xr7tu6LcXv7w3zhz+H2Ld/bH/zFzi58KI+zruwl1mznPnzq3j0qwT88uogmDqdZJgaueiEatCvXdqxzzpDFsws/WWqIVVGMvPoc+xs+Zd201J1ugANqTKiz6VP2zWx36cp9Cu3zXaGCBtSZcScQ59aot8nQ53qGqykOh2FLR1rmuQgLJTbpXDwHBcHz6ljbfxWwb06xoYJY02ZjNdW4bF6zwyqvOVsB28524ooGAnrPPpilIdfsEDgc3+NZddVPMBP/mAlC5k76ODMY3o4/TgfZx3n5/BF7okhsw2EBttaG7BYNjMHF6rQDWgXAha2U6oyOx/oqp3q9niB3KbWwiCn8jIT1qRTqSPU128Kbgh5uas/yqiNC7zr9istO+GuhfKbgneH3XytL2Gr36vvf+JxaeZNv9kgsFQfOfp6GLj4ZAYuPhmpG0Rf3szoYy8x+vjLJDbtJLJ2M5G1m9l+929xDvbSmw0JDq48FLzjJw3lQKDPUHnbgdn8YOYOwppVppwbsBroqzckuBACQv0hwdCZILBcWLBi9BAcuZrwwI+QWnjCGoFQJkS4SKWSh+RUuG4gblh0uJNFhwey29YxDMnOHSnLGbg+wcYNSTZsSBAOGWzekmLzlvHrBs6d42BZNlR4cECjp0cl4Fes/3tUenoUfFUWey4Ghu2GhRnpZ2vifSz1fQWnGKkrDLmc7LgOmw0V6w3lDYUN/vJAmN/+Kcy6dYn8+z1+hVXn9nLhxX0cfoQHIQRpodmCfTmVOleF6bXRmvIShtIWsCWMDnfrFCll+IBo1XLt1PYs+JtfBvylTD+Pj1zHeQPfxtthdZ9SKrwebDwopkwfj0ffznmB7+JVx8b1ToB+rQB+te6vVTAwJX08Hn8b5/l+gFcJVy7cCW7BDg3brUnZNqSMHh4PXzvxnC9Uq+vfLEA42a69GraRMnusscb/fbyO0er7KwMC+3wql52hcdkZvQBEYgZPvBzNOwKfXhdj1/4M9/xlmHv+MgzAQK/Gmcf4OeM4P2ce52fFEg9qcYx9jaHBpSAg2ASBbYSAmbTfVtmumqduqC+TH+q76+f38/o3f8WMC05k8T+8e0L5Zob6dhr4qyUJxGRoskKBS6mV37w2GhpcrZ9Se4YJPW5BwPCzr+XXtQQQDo3AsUvoO205vacdiWfB4Pi6dUOCs+93Vlhwtf0XqpWhwlJKhvbrbNiQYOP6sXDhvXvsnQuqCj1+lZ4sCAyUgIOB7O+BnvGvez3loWEtIcel29bQx8epkZDkWlQOJNYbyqvrkieejvH7e0M8/HiUTDYJg6rCyhN7uODiPk49tQenq3QoL9QO/PKfazDUd+8Lh7YtBGXWMX/t+BCUUqG+dsBoq0N9kykT71nPA7D/3mOZEawyt+mG+TZXtUKMNyD0s6u2hwjbVSfAwUbVibDQjqZqvaF5Y12j27HTh9XKZCFpImny1LooD6+J8PCaCE+8HCORGv/ZoF/l9KOzyUKO9XPcYd6JiafKALxSYcGlwoGhjpDgFoQDhyMGs46rff7SDfWtX9PLtjVF1Yjjb7qoUwFgMxOCNKpWhgcXQuRWuAFds/uZedVZzLzqLMxUhvDzfyX0+MuMPv4SqZ1DhJ5+jdDTr8Fd/4t7wSB9px1J72nLCRyzGN05BtDthgTnZMcN2IkhwdCZbsDiz5Taf3E9YGIGYajuDrQdKiwgOMvBCbM8nHD6WKhwOKxbmYQ3JNi8OUVoVCcSMYhGDCLZn0xGYhgwGjIYDdV+PRVCw0ABIMzBwp4ehUDB+z09KoGASsCv4vGICdCwEBbW4yyE0sCwnpDkYtmBh5XciKXqUM7dt35jkt/fG+KP94UZGRnb5iGL3Vx4US/nXtBLf7+jbCgv1A/8unpjKRfm63Ep9Ae64d1tVy0uwEYf4Kcp8Mup7SHCdmW33zsZENZz7nUCdLNb70nJctzELzEa2Vbh+VnqHCy17eL+quQIhPwXRh6Hyqqj+1h1nAWP0hmT516L5x2Bj74YIRQ1+P1jIX7/WAgAn0fh1BVWspAzj+th5RFe3K7i/WVdfwVjQLUkITWHBLfJCViLhCFKZhZuxX6mi7qz3wJ5DAeTgXeMZA781b5GQtAQ3Dzi4+6+GKEmhJy2U8XOx9xrnQb/YCLYChqCD466+XZvctL6vVUgsNGw4GprAyouB72nHEnvKUey8CNvI/n6XkYff4nQ4y8RWbOB5Pb97L7nQXbf8yCK10Vw5aEWCDzlCHpmzODG/bP40eBeIqpREwiczJDgUk7AqQQC3TKNqvuYvf8t7Bn8X1JabEJ7Cj9bqh6FdYHSMBDGgGCj6wa6gxpHnuDmyBN6s9sdf65IKUml5AQYmP89XPR3dOz3aLOgYaGT0F8ADbNwsKdHwefvAcc7OGT+r5g1I4HXO3ES2gxgCJVdhs2Ah1Ae9h0Y1vnTfWF++6cQGzeOXUt9fRrnnh/kwov7WLzEk93GxFDenCoBP7AP/YTRY6tcV7UpkQkQoPT4UZcaTOyRX99vlrOsezduBFh94L2smvEDvM2se1fjVbQWYNzsYXX4BlYFfoxXNtjvkwD9dCnRKiwj0Q7VAwPjZg+rY+9kle/f8SqRVlVtoqYDICxUHTDK6vvrrXO+nX1fS11rATjNdig3C/AVqeI5bwcGVgOBxWWyINCpqJxyRJBTVvj5xDvnoOuSFzfGLUdgdp3A4bDBX54O85enw8BuXE7BSct9nHmc5Qg85SgfPk/B82AJCAj2Q4LbCQETmantnpuK6oK/AqWFgTIJqaVzyT1Ud+2Ov7gi+XVPkngbv9Vr9fp+ner+y8mQGhEBv/Drbe33amrVOoGtdAMKIfAcPBvPwbOZc+35GLEEoadftRKEPP4SmQNhRh5ay8hDawHwLZvP7pOORjnrcDzLF6IrtScIgcohwXbdgM1cFxAqrw0ItYHAwrDgQgBXCN4KQWBhWHCp9f6SwolQTfb0PUZcNZHZbRaHB7faHVjvuoHWdos+K0DxQNADQRuJPAvBYR4ahksAw3G/F7oMzfzrup6FhqMGo6PVrtE9wJ35v9xuQX+fxow+lf5+jf4+jf4+lRn9GjP6Vevvfuu1SusXNivZSU6VoGE52JdOmzzyeITf3Rviiadj+SzODofglNN6uPCiPlae1IOmlV63r1DNAn5WfR2k1cbuP8IQiDZk3Jpq30Q7VWt9xqaF+Tao7fussWX+YOkvIgCcSpxjA7/FqcRhMk080y3Mt5yy7XQqCY71/gGnmaJ4yaua1AD0q9flp2dXUdLLrKY0mUCwGgx0igTHuv+EUyQmlOsITTdAWCCr7++1znnZoW69Vo9Dk+Ds1WSy/DlfvL1WuAKzIFATcPzSAMcf5uPDb5+NaUpe2ZzIQ8CH1kTYO6zz8JooD6+x1pvVVMFpR/m48uxeLj8ryMFzC0xEZdYG7BQI6Bbll07qqjXqgr8CGYo5CdgPjKQ18VTqAH8ZAa+5OhOQNapOdf+B1e/rnBLQcgkKJ2g6hgc30w1Yqn9Un4f+s4+j/+zjkKZJfP12Rh9/mdHHXiK2biux9Tt4af0O+I/f4+jvoe+MFfSdscJKEFJw/XQSBITGEoRA7SCwJW5AFaRn+7hyxeHBORUCwVIw0Nq3fSDY7FDhaiq1ruA4cFgIDWdV314xNEwmZYGzUB8PDKMTnYejIzojIzrJpPXZXbsz7NpdfQ1Dp1Mwo1+jr19joE+lPwsLZxTAQutvFZ+vcpITqLxuoR1omFEEUkpefiXB7+8N8ecHw0QiY5Pfw4/wcMFFfZx9bpBAQCMtNExKh/KCvWNba1hv/lzrgPG7Ffryl7/ML3/5S1577TU8Hg+nnnoqX/nKVzj00EPzZe68807uuecetm/fjtPp5Pjjj+eLX/wiJ510UsP7V5UM0Dkhtdv3jjn+ykkTOnPc67N/NVD3Nwq4a5I002SOurmxjbQZ+pUDfXbLTRYQLGyrwGCmusma206t7xXGqxlr27YZHmpCZ45jY20fmu5hyJVUxzEuCb6Fnj/njYJtlnTH2gGBULsrsAQIVIAVi3pYscTLB66ehZSSDdtT+dDgh9ZE2L43zUNrojy0JsqHv76DY5d5uWJVkCtWBVmxxDN+XmczJLju5CA1QkBrPtBVO9UFfwVyGJPTHTnHXz2hvl5TcEHUxZ/9qarus2Yl9miGSoX5VirXaQDQa8IlcZU/eA3iZe5d5ZyRkwkEWwkCmx0SLBQF32EH4TvsIObd+CYyIxESj7+Cunodrz33IpnhCPt+8zj7fvM4istB8MTD6DtzBX2nHQkzxtvHK50/k70uIDQfBLYiLFg1XAyETmZPcA2Gmir63Pj6tBIIVoKBUN0dOHF7E8+NemBhsQrhYTE0VL0Q9NqDhtL0YMbOw+X9E6lkhOERnZFhneFh6/+RkdL/JxIm6bRk954Mu20kOnE6BX1ZINifBYUzss7BnItwRvY1v786JCzWnn0Z/vinEL/7c5ht28b6ZnCmg/Mv6OWCi3pZeJA731+NuPtyqtXlVyhhusuUnNp66KGH+MAHPsDKlSvRdZ1Pf/rTXHDBBaxbtw6fzwfAsmXL+Pa3v80hhxxCIpHgrrvu4oILLmDjxo0MDg5W2UNlpQ0P5VFu+7WjSkZfgJTpYV3kXI7wrsaldKgLahoqZXpYlzqLI1wP1d7vk+jya0SdAATT0s2r6bM43PkQTrN0krBq6oi1BZuhRuFhjeCwoXO+FrULFjbry44mAb5yGnfOi7FzvngbtkAgNCc8uAQIFMCyeRrLFrp57xXWvXjzziT/98gov3l4lEdejLBmfZw16+Pc+f3dHDLPxRVnBbliVS+nHuUbny24RggINboBbUDAtO6tvI0qUkxlXAhxq6Q0mKyvk9QFfx2gXIZTxV07+HujqFMBYD2qFCrdbihYCAI73Q3o6OshcPEpnHvaBfzFM8K+F/7KyCMvMvroWtJ7hhl55CVGHnkJAP/yg+k7cwX9Z6zAc8gcdJobEtysdQGhOghs9fqAdsOCNZzoqMRxoSPKhgeP228LgGA97kAon1m4GYkeWgEPC8GhgUJGqKg+F4M+F4PzS3+m0FmYSJhZCJiZAAaLoWE8bkHCvXsz7N1bHRI6HIL+PpW+fKhxDhSqeUDY36fR06Py9LMxfvenEM8+Hyf3TOtyCc44y1q375hjfahq9VBeaA3wg/LnzHTUvffeO+7vH//4x8ycOZPnnnuOM888E4Brr712XJmvf/3r/PCHP2Tt2rWce+65batrO7TDhuOvqymmOmHNZAK/evcx2WsIllM9fTltYGGhaj0XpbCcllKMfbZTQpbb4Vhu07VbfD3pEkwp0SUo2TCuUteWLRAIzQkPtgECAQ6Z7eO2a9zcds1s9o9k+N1jFgT889MhNu9McdfP93HXz/cx2Kdx2em9XHlOkHNX9oxPENLq5CB1hAN31Rp1wV+BMqqOYxJCUIxsVl+1jqy+cUXy60B938jVo2as72fX7Vfus50A/+IK/MLfvKy6OU2mS3AquAETiuR3vWFAJXjSEQRPOgL50WtIbNzByCNrGX10LbF1W4m+Yv1sv/u3uObOoO+MFfSfuYKeY5aga52zLiA0HhYMjYFAu25A1DSb+5/L/1nsCsypnUCwGclEalUpgNisLLGFADEPuRQDgn/MJp6yv46h6oUBr5OBeRPLFyc6SaVMCwQO63lH4chwZuz3gv9jUZNMRrJ3n87efbWNS0cf4+OCi3o56+wgXq9KWmgYQLWRZjKAn1Tad19thsLh8Li/XS4XLlf1LxNDIStzYH9/f8n30+k03//+9wkGgxx99NEN19Na469zog+276sO/lxKgmODvxv3sNV2vQHDhF1KgmM991YvWKhpCP3q2X8jQNApkhzt+lPdn69X9R6D6QQMrXO+qO8bcR12CjQs1iQBvnJyigQris754s/aAYHQQlegDRA4GFC54dJBbrh0kGjc4M9Ph/j1Q6P87rFR9o/o/Oi3Q/zot0P4PAoXnxLkirODXHJagN6egrlTBQgITVgXsGC7Ti1euWxXTVcX/BVINSdnYmUms6G+dTj+HBIWpzU2OXUynfnFX9PVCe4/h4SlGcEGh2xLv08GEOxEN6AmYWlaZbMrRW7dfCEE3qUL8C5dwLwb30R6/yijj61l5JG1hJ95ldSuA+z5r9Xs+a/VqH4PvaccQf8ZK+g99QjoGbOZ1wIBoTUhwdB8ENis9QEz0k1fcpAR935MZWzC4SpK8NFOIFivO9CuitsGzXWHFUPEkuBKaiipgzFdWyesO1frOoblEp0IN/TPddI/FxaPq9/EayKdMksCwcL/h7PgMBo1mTvPyQUX9nL+hX3MmevM779Z7j5okcOvwS+5hKHYSmDRqIRhTbIXLFgw7vXPf/7z3HnnnRU/K6XkIx/5CKeffjpHHnnkuPd+97vfcc011xCPx5kzZw5/+ctfGBgYaLi+hulgcjNkjNeOfHKP8uebLjX2pw5hUHu9/nnHGxDcNSpdauzXD2ZQ22qv31scDlioyQZ+1dQIEDSkxn7jIAbV1ztirepqqvcYltJkQ8Saz/lq6gRo2KbrstZr0iy4DxlS44BxMDPUrThE6fuTHRAILXYF2gGBWQjod6lctaqfq1b1k9FNHno+wq8fHuU3D4+wc3+GXzwwwi8eGEFTBeec0MPlq4JcuaqXOQOFa3u3NkOwoXed9u1WF/wVyClVJuMWl3P8KXU4/rym4MqIm7v7YoTsZN+ZRppMAOg14eqoxjeDGUKTaQJoU9hwpyQJ8ZoKl4YCfG9GiJRqlmyjc7CXmVeeycwrz8RIpAg//aoVEvzYS+gjEQ785TkO/OU5UBUCRy+m74wj6Tv9SDwLxy+41u6Q4FLvQ/vXB4TSINBtulk2fAzPz36IlFII8apn6oXOAIJ2tl2oRsHh+P3UBxGF2UNP+BIiAz9FKhGg/nUMGwWEALihf46T/jnjXy4FCXVdoqoWnLcD+2qpY06tCuudamv8bd++nUBgbG1TO26/D37wg6xdu5ZHH310wntnn302L7zwAkNDQ/zgBz/grW99K0899RQzZ9pIgV1BacODMKqvXWUro2+DGY1HwjoHQtZ5W8nxlza9rAlfxqreH6Gp4bLlOladFjJoU2npYU3iIlb5f4ImIuULttHl1+nAr5rsAMG09PBi6kLO9PwHnkr9Pg3VTIhYKLtAMS09rEleyCrfv1c+59uhZiRHsaFWufgKZVb5siktPbySvpiT3f+GWqLflRKpP0vVo+WuwErhwYXvFUFAh1A57/h+zjsxyLc+upBnX43x64dH+fVDI7y6Ncmfnwrz56fC3Pa1HfztRf187PqZHL7IM/4e24IMwdaavw3IFOPDiFulduyjTRJSTvG7WBMUDocJBoNctfqjOPyuCY6bnIof0qu9XuwQyqkw1FVKyTPnfBwjnmTFf34ez6K5E8qXgzvF8KSaGk3uMdlhvtXUCSHAU0XNhIKNQsBi1eoGLFSldknDJPrKFkYfeZGRR9aS3Lp73PvuhTPpO92CgD1HL0bRxq6XWs6tSiHBhSoF+WotUwoEFquUI3DcPqrUt3h9wPLl7LW7FAArViEMrLwte/t029hnM2S3PvVvv7Z2lFvXsPz2axsXSmU/rkethn1Qu1NzNKZw67kPEAqFxgG1asrNJ/Y/fQQBf+u/FQpHDQZPXFdzPT/0oQ/x61//mocffphFixZVLb906VJuvPFGPvnJT9ZXz2y/HHhiOUGPHeDdHPBXyXX5tZ/t4fZv7WD5IR7W/nR59YQ1jYT6NuL4a9QtaDcL5VRUF/q1TZ26nuAbTZPtSmxErYZ81QBfyX0UWH40m36oUiCwlOxeM7aPabWxu1QClnJJWVTr2e2vryf4zSOj/PLBEZ5eF8u/feVZvdxx3WxOPLpMAo4SIE+WaIcssf8cBKx3/jJV5lmdqK7jr0jthH4AmeEIRjwJQuCa11i2vErqpIy+rVIpqNiFgaVVLaNubdvqDDegVZfyCUKEqtBz1GJ6jlrMgg9cRXLHfkYfW8vooy8RWbOe5LZ97P75A+z++QOoPR56Tz6CvtOPpPeUIyDoG6tPC9YFhNKQr9H1AaG2RCF23IBQGgYWhwhb5Uqth1d5LT4o7Q4sBQOrrfuXUzmHoF3ZBYe1OA3LqV4HYq2OwlrXKqw1gUkhFKwn0UmrE3RUd3NOz3uHlJIPfehD/OpXv2L16tW2oF/uc6lU9S8aqslO+HM73H4Z3eSf/2svALe9bVZrod9kqhQYKwfLphoQ7PDQ3mIIYRcWdKqaBT67ALExTbW1EDvB0TdhH2Xu76VeLwUDS+2vI1yBuftrqZDgCVmErXvaoQd5uP0gD7f/7RyeeiXKV/9jN796aJRfZ39WHdfDHe+czfmn+sffJ3P34BJOwFJrApbKDqw0eB/vqnZ1wV+BvIaDdgdxJLftA8A5ux/FOfHBpZrLrtcQfHjYz139UUbfYKG+dlQMA5sFAnsNuGPUyVd604xO0eeBQk0VEJg73/95YIRQuW+x8vWonCXYPX+Q2W87l9lvOxcjliD01DpGHl1L6PGX0UejYyHBiqDnqEPoO32FFRJ88PiHxErnlN11AaE65JvssGCP7ubc3adw/5wnSJQYliYDBsJEIGg3XLgWtQscwsT6q7qfufvezq6Z/4mhRfOvF7enGsgq7s9qoMzW+oPjtj/+OqgG+yYf7FWWYvgb+nyn6gMf+AA///nP+c1vfkNPTw979uwBIBgM4vF4iMVifPGLX+Tyyy9nzpw5HDhwgO985zvs2LGDv/mbv2l4//FMkADRsu83E/pVgoy/eGCEHfsyzOzTeMeFMypuJ24EuW/og5zXdzdeNWRr3+M0Vdb36zAgGDcD3Bd9H+f5v49XKZqdTzHoV+61QnUKGEyYAR5Ovpcz3T/AU9zvTVAzAOJ0hYdxM8CDifdwtudfJ57zDaqRMOZaoeFUgn0ACTPIk8lbONn9HTzK+DG+XhhY7npu2VqBdgHghNezz2yqwUnL/fzvPy7l1a0J/umne/jpvQdY/XyE1c9HOGaZhzuum8Nbzg+iqs0BgPFMsHSbbEoxRFvg4XQClF3wV6Ck0v5v+BPbLfDnLlpfrJpyMCSqSH4cjBOdAtbvVob5NlKHemBgVIHvBzJEO2Oe1nR1KgjMne8hNHTTvhuwWntUn4f+c46n/5zjx0KCH7OyBCc27SLywiYiL2xi27d/jWv+AH2nHUn/GSvoOWYxuqO1WYKhM9yAumryxOAaUmrpPp8MZyA05g6sR/UAxEbAodB09s34HYY6fl20Su0pVcfJdAvaUT1JU5q5BmOxTLWxbHOdOiG9++67AVi1atW413/84x/zrne9C1VVee211/jJT37C0NAQM2bMYOXKlTzyyCMsX7684fq61FjZ92xBP5uqBP2klHz955bb7wNXz8LtqnwjdylRTg38HJdSHli2TJ0ADScJCLpEjFO9/4VLFJ0zHZosAOoLNbTz2XZCQaeIsdL1XziL+72D1Iqw606AiS4R42T3f0885ydZrVr7sNWhvJVgX6GcIsoxrp/hFPbG+OLtdoQr0C4ALPd6AQA8/GAPP/rMIv7+vXP5+n/u5Qe/2c8L6xO8/bObWfw9Fx//29m88+IZuAqjgGsEgFB5PtBVazT5JKaDFBOOkgG65cJ5m6Hk9v0AuBfUt2C2LmCrs7lrrJVSM9b361TVAwN1AVscnQ9bm6Vq7rnatlU/CCw+3+sNC7YdEnzzm0ntGmL0sZcYfWwt4efWk9oxNJYl2Oem9+TDrZDgU5dD75hLqFlZgqH9bsBSENAUkt3uGKBmf7L7qlDvToKBOdldP7Cc2g0QpTAJuQ9Q3O+FKnYUVqtju92Cdj9XrFaBPTvHMGVjDc6pqGrLOrvdbn75y1+2bP+qolPqPLYN/ZoAUx9eE+W51+K4XYKbr6q+xIoqDAac2xreb9vV6sX5K22/CVBQFQYD2nb7+yyjqQD9Gt12M8GgKgz61R1N295UUavXcLQDFlVhMGOa932nwD6ATG6eKTL41U2YjOWcL00E7O+zmTDQjiswDwELx8jcOFzW7VcZAC6Y5eKu2xbymRvm8u1f7OVb/72XTTtSvP8fX+fOH+zitmtm8v6rZtITqN0BCKDJ1o2ZXZXW9KU5dchtaNSC0JoBBHOhvu4FtTn+cvKZgssiLn7bkyI2BVx/U0XVYKDPhDdHNX7l14l1wBfy7VQz3YDW9uyDwGrnez0gsBrUdM0dYNbfnM2svzkbI5Yk9MyrFgh8dK2VJfj+NRy4fw0IQc+KRfkEIZ5D5tgOCQb7ILAdbsBSIcEuw8GxI0tY07eRlDq2zeLw4Px+y9R/smBgTpWgYD2qFyTaBYiq4WLeyIns7HsaQ03VvIZhqTDjZroFrc/UBgbtbrdWNQvKAihTLKvvVFHK8ELReNNs6FdtHcGv/9wKb37nxQMM9NqAwJkeXoxexNH+e3EpNTpBO8GxNxlqgkswZXp5MXk+R7v/YvX7GxT6Nbr/WqFgSnpYl76AI5x/xiWqZ+Duyp7snFe19H0nOBTtqt1JOqopUzSXTEsvG9OXssT5O5wiXrJMTnaBoB1XINgLEbbjCsyNdXW5AKsAwBlBjc+/ex4fu3Y2//p/+/n6f+5l+940n/iXnXz5J3u4+S2D3PrWWcycWfA8ZwMAWvOBrtqpLvgrkNmksIVyiT1KaSzUtz7Hn4lkVJWYlK97JyT26IQw30ZV2Ia0hGFFkJYaekHXvxGTibQTBNo53wtVCAJrhYDWvotDgt30rzqW/lXHIk2T2KuvM/roWkYfe4n4+u1E1m4msnYz277zf7jmzKDv9OX0nb6CwHFL0AvW8LRzntQTFtxKN6BEJaJmSKKRlqJqtuBSQLAWGAgTgWApGGiVq83BBrVnyC2nZoNEKIKJQpLWYvmJW63QrlqYcaNuQeszrQu5bSbMq0lTLdHBFJEoeshpN/T76+tJfvuotYbTh6+x94WrwMSrhCbUveVqBBq22u1Xr2oAgkKYeJUwQphd6NeAanULCiRuEULYnGd11TzV0vednmyl02FfoQQmbjFqa4wvtR07MLCVrsDCY9hKAOjzqNz6ttncfNVM/vPPw3z1p7t5dWuSf/zJHu76z73ccOkAH3vHbBYtLOiPCgBQMRsbO4Wh2EoY1qiEMX3GwqlPY5qotGLUZO2tVcXwS5pmQahvfY6/hAL3+hvPtNdVbUoo8H++Eo6zJgPOqQgSWwkCo6L+873ZbkChKPiXL8K/fBHzb7qC1N5hQo+9xMijawk/+xqp3QfY8z8Ps+d/Hkbxuug98TD6Tj+S4ImHway+8XXpUDdgIQRMKwbP946FuxW7AnOqBAQn2x047jMthFWNQsVxMFGBcO8665ciyGg3sclYvSYHDBZr0mBeVnbWXEwqjYX6KhkVJdP6L90arGbb5VST5EJ92xnem9M37rHW9rvs9F4OPchj6zNOJcmR/vubVoeuSqgE2HOS4kjX6ro21w7o1+nAz66K26GJOIc6H8i+V16dkoxkOskpkhzuXN3WfbY6xLmSJhP2FUooURa6/oBW5zNcs2Bgva7AUhCwlQDQ6VC4/k0DXHfxDH776Cj/+O+7eeqVGN/95X6+/+v9vO28fm6/bjZHHVYwZy0BAJ1ql1+0W13wVyDNnHgTa+X6fum9o8i0jtBUXLP769qGU8IRKY11Lp10i77gnc7r+9Urp4Sj0rDWScv6HZoLEicLIjYTBDolLE86ecVl5Pu93mQhzXYDumb1M/Oqs5h51VkYiRThZ16zEoQ89hKZoRDDq19kePWLALgXDBI8YRmBEw4lePxS6OsZt61WgMB63ICFEFAzFQ5OBNnr2YeulJ+sNQsItgIGVlI1UFiLmgkVFVNlMDGHsPt1TGX8uV7rWobNBoO1hhE3qkazK9ciYXbve62QNe4aLYF+1b75HxrN8JM/DAHwkbfb/7JVlw52pQ5jrus1tGm69mMnSpcOdunLmKutr6nfOzGj6FSSLh3sM5YxU63c75PRB9MdNurSwV5jGbOq9P1UV1vW7bOz3exc25BODuhHMENbh1pirloPEKwHBjYjg3BuPCsGgFBiHcBGACCgqAZXnNnH5Wf08vCaCF/5jz3c+2SI//zzMP/552EuPiXAHe+cw+nHe8eWPiq4p+vm5H4J/EZUd2ZbIKdUbQ8XzQCCuTBf17xBhFafM8BtClbFXGx2GKTVzrSiTocw32J5JJyfEGxwyJaCv2aq0nFoJxRsBAS6TcE5cQebHGb+fG9G1uBmuwFVj4u+M4+m78yjkaZJfP12Rh5ZS+iJl4m99jrJ7ftJbt/P3l89BoB3yTyCJywjuHIZPccsAf94J0ozsgU36gZ0mirHhmfze1eURAmbUakQ4ULVCgRbAQMrqVZQWK9qBYya6eCg0DJecA2RFuXXEyx2GVYLQW4GGLTrFmwnsGuW1DLh5101pozpQpg21w1rIvQDuPuX+0mmJMcf5uXMY3uqlrfqoJIx3fw1fjqDjq1oag3XbyMhSNMxzLdGZaSLv6ZOYVB93TYE6UK/xqVLF5syp9Gv2O/3dqnT+r7ZIFKXLjZmTmFGB/Z9o+o02DfuNelmR+ZsgurmkuCv1GegdiDYDBhYCQRWAoBQwgVoNxFI2eQgWfe+anDWcQHOOi7AC+vjfPWnu/nv+4f54xNh/vhEmFNW+Ljjujm86aweFGVsnxmju5ZyuyVktRRvbwCFw2GCwSAXr/4kDv/4k7Ac4KsE/sqt8VcMXvb84mG2/NN/03v6USz72gdKfqac264YVFRSo2v8Ner4m47g742iyXAJNhoaPH5bjWe8tpspeGyfVTJCRxNE1qwn/OxrhJ/9K4lNO4s2oOA/bCHBlcsInnAo/hWLUN1FYLKGPqq0PmBOpSBgPWVKqRoQLKVq6wcWq1Jm4XpVKzhsp2qFh/WEHteatMRuluLJll1HYjKa4QurfkUoFCIQCNjefm4+MfLwUQT8rQ/1DUcN+s5cW3M9262a+6XG8N5q4C+ZMjn4yrXsG9H52d8fwtsvmGFvw0YDx7AL/tqqToN+hQ/s5UL4uuqqUXWyC7KTYV+rVW/YMNSWUbjU2FLqnCi1lqNaKiloqfWN1RLHseRrY89cm3Yk+drP9/Bvvx8ilba2ufwQN7dfN4drzu9Dc2XnL2e/2J1ntVHdO1GhmoBAa0nskV/fb2HpkBM7wE1IcElIidJzvU5I7DEdVa3fp4uqZTduhSo5Amvt98lwA1ZzNGp+D31nHE3fGUcDkBkOE35+DASmduwj+spWoq9sZee//Rnh0OhZsYjgykMJnrAM3xEHoWvj91HpmNgJC7blBjQdOKVCWpggKpctVHEG4ZwqAcFWugPtqlzCkXYpDx6lNYHUhZ7v90ruRLuZj8d9pgQYrNUxONnr9jVdb/ivRFsjW6ylydAP4Gd/OsC+EZ35Mx1cfU5f1fKFktJy4mgixRRKpDnlJSXouNCo3u+thn6NAoxagAZMLiispd+7aq7q6ft2uSDtAsapCPsMCQYuVFIIIVFo/MRvxCVYS0bhUl8wFB6D3HGz5QCEpq0DuHi+m7tvP5jPv3se3/yvPdz9y/28sjnJ9X+/hc9+bycfvXZWzffirhpXF/wVyG86xj2KtnJ9P4DEtmxG3wX1ZfQFCJqCDw/7uas/ymgLQn27br/S6jXhUyGFLwVNRt5gbLXdMLDwHOw14I5RJ1/rS9R1vjcbBDYaEgzg6A8w47wTmHHeCQCk9gxbEPC5vxJ+9jUy+0cJP7+B8PMb2P49UDxOAscsyYNA79J56Ep9ILCWtQF7DAfv2LuUn83aQETLlCxbqHqBIJSHgrUAwXKJRJqhVjgMi5UDjx7Dzdm7T+H+OU+Q0Ca68OxmPh4r33owWKtbsBPlML2NbcAQTU1KUXE/U0gJI0CQWNO2Zwf6SSm56z+tpB5/99ZZOLTaHDIJM8h9IzdzXt/deNWQvQ913X4NKyED3Bd7L+f5foBXhEuW6cQkHrVCvmZso5mgMCkDPJq8idPd38NTpt+7ao06ue+bCRhrPb/tAr9aYJ9Z8O1eWvbyYuKjHO35f7jE6Lj3SqkRMNhsIFgIA3P9WjgeFIcBtzsRyOwZDr58ywI+8c45fPdX+/nGPXvYtifNrV/fzp0/3F2lxV01W9OTytSpuKKjUp3i1AMES8GSZA78lXH82VFEkdzdFyNSyq7bVcsUVuCugEm4cx32bVU5wNtsIBhR4J+DGUaFSi67eiOhwY2CwGa7AQFcs/sZvPRUBi89FSklye37CD/zGuHnXiPy3F/RQzFGn1jH6BPrrH0GvASOW5oHge6DZqEXDO3NcgOOKPDzwdcZUezdOCqNk812CdaTUKQRtRIqFiujmtw/aw3JMtnPqjkTJwMMVnMLdooqAUpdmfrwshPlVqNQ6aGpBSDzT0+GWbclSY9X4b1XDNb8ebcS4azeH+FWIk2vW1fl5RZRzvL+O24RLfn+dIV+9aiZoNAlopzs/gmuMv3eVes03fu+Fe6+emFfoRwiwnL3v+AQ9sb4VoDBeoFgrp9qBYDQxkQgqkHQr3HHdXO49a2z+Mkfhvinn+1BVWAk1MCY2f2CtWZ1wV+BTCFtYL8m7Us3SO4+ADTm+DME7NE6a7HbN4IMAbu6V09VNdsdaAjYrY2/4TYza3AhCGy3G9Da5/i6CyHwLJyFZ+EsZr3lLCtRyMadeUdgZM169HB8XMZgx2CQ4PHLrGQhJxwKc8ZnDK/XDWgKGHJYbWoE6jXy+WYBwXapGeBRCknIGaPa7bqWxCc51ZMNuR4wCPWtM9hqVQKUqRZB4ze6FGFCuZlWC0J8Ab7+8z0AvPvyQYL+Gm7c2YcWRZgEtX011W1SNI3cfpDtd3V/yfc6PbS301WxvgI8YhcmtCWItLv+4ZgUYdIjpsBYU4MmO5S3GqQDUISBT91je9+N7rMWMGgXCDYTAEKNiUBqAIBul8JNb57Juy8b5NXXExz9t6+UbF9XrVF3tC2Qx9Dyw1M9rr5a1vdL7RoCw0RxO3EMBGvaTyFc8JuCq8NufhFIEu0w1990DfMF6DHhHVHBz/ySSNf1V5MacQf6TXh7ROM/e3SiZfq9WmitXbXbDWjts3LdhaLgW7YA37IFzLn2fEzdIPbqViLP/tVyBK7dRGZ/iKF7n2Ho3mcAcM0byELAZQSOXwYzxi9MW67fi8ezoGFy0chs7u3bQ1wt3xf1hv428vl61hFsh5oBHt2Gg1MPLObxGZtIZjOK1hPaXAoM1uoWtD5TOxgEe3DQjtoFEB1G+VD0rupX0vASKHVdtgj6vbghzn3PRFAUuPWt9UVXJE0fz4Wv4PjAb3ArNsKUJyvMd5opaXp5Lnkpx7t/h1uJ51/vQr/WKiV9rEtdwRGu3+ASzQvLL6fp1n+NqFl9P9kwdSrAvvz+hUHG9LM1eQ0Hu+/BoYx3WzpasFZ+pfrZhYLFfZEDgYX9mYOATQWAMNEFWCkTcCkACGiawazB7hp/7db0JTN1yBDtc86Fn98IWG4/odQ/0dORbHUY6CUGkcnO5judlQE2abRhpa83juy4A3Vgs0PanlK0yg1obWvyw4IVTaVnxWJ6Vixm7g2XYCbTRF/enHcERtdtJbVziH07h9j3m8cB8B2+kP4zVtB3xgprfcCi20A5EJgUGtucaZJCI1O0yLOdzMGT4RKstI7gVJFD6OxzRcbdn6oBxU4Gg6W3Y38kbQZAtAMPzTbOB95IKjkGNzGMJhIzePa1GE+9EuPpV2I8ttZ6iLv67D4OmlPfeKCiM8OxDbULKNoqVRjMULePu9d2oV/rpaDTq2xDmYZt63Q1q+87/bxsVZIOu8AvUzR/F0LHr25BlNhXcdliNRsM1usWzPVToROw2AVYKRFIUwAgTAR+paAggKGimp1lWGqW7r77bu6++262bt0KwPLly/nc5z7HxRdfnC/z6quvcscdd/DQQw9hmibLly/nv//7v1m4cGHZ7X7jG9/g7rvvZtu2bQwMDHD11Vfz5S9/Gbfb/vI6XbJToLRiVn1kaUbCj+GH1rLlq/8FQPCUIxvaVlKB1b5uSFK7lVTgL97OGbAyDd54HHWEtbZDxTAwKuB+byPwrjNBYDPCggEUt5PACYcROOEw6zOxBJEXNuZBYHz9dmKvbiP26ja2f//3OGf30Xf6CvrPWEHg+KUoDm1Cn+dAYEoxeSIwWrJu5dzOdoAgTI5LcKoorGg8ExzCul1PvGWXcjV2MhgspXpg4fj91Hac7cDDlNrYfVWYim1XWmP76Zz7kB05lDTjQn3rgH65ftV1yStbEjz1Sg70RVm3JTkhc7DPo/DJ6+c2UOcUh/kerfvzttVN6jFODpHiMNcT+b+70K89cogUi5xtON+7mqDp3PedBvsKpYkkc1z3296n3e1Ce8BgIQy0AwBhogtwMjIBO5TGonI6dZ41f/58/vEf/5ElS5YA8JOf/IQrrriCNWvWsHz5cjZt2sTpp5/Ou9/9bv7+7/+eYDDIq6++WhHg/exnP+MTn/gEP/rRjzj11FNZv34973rXuwC46667bNetC/4K5DCtk6fcQ2Ql6Ffuwbf4IXr4obWs/+S/Ig2T/gtWMv99l5f8nF23ncuEY5MO1rgzpJp47nez+VaWS8LKFDzjglSL59uNQr1G9tFpQNAlYWVSG9fvDa0Z2CHrA7YiLBhA9XnoPW0FvaetACBzIMzo4y8x8siLhJ9aR3rPCHt/8TB7f/EwqtdN7ymH03fGCnpPXY4j6LPqlt2P0xQclfCxzhsibXNZgU4FglNJPmmwNNbPBt8wGWXig2k9Yc71JEMpBwYrZTiuBgbH7dsmJCy9H/vH2S4kVM3pfQ+bLGUyTjDsA5bcpF5KyY59GZ56JZp38z33Wpx4cuK2FsxyctIRPk5c7uOk5X6OO9SLz1PlPmqUfz9jOtmWOoqFrrVZcFluG91Mvs1URjrZljmShY6XUWRtcL+V0G+6Ar+cdOlkt340c7QX0bprnbZV07HvOxn45WRIFwcyxzPD8RyqaO4SMXb23ygcLOyLHAQs7MtGw4ArZQKG+tcBzJiTuw53q3TZZZeN+/uLX/wid999N08++STLly/n05/+NJdccglf/epX82UOOeSQitt84oknOO2007j22msBOPjgg3n729/O008/XVPdujPbAmlSId5G6Lf4czcgtIkXeyXoVgwInFJwTNLBKy6dVMGF32iYb1eVZYE/wVqnbBj8tQPs1atOA4Kl+r2cQ60edeL6gM1yAwI4ZgQYvOw0Bi87DTOZJvTsa4w+8iKjj64lcyDMgfvXcOD+NaAqBI4+hL4zVtB3xlF4FgzilIIj415ec8fRi8Iga+3zUmOmXRgIpcfj6eDuKyVpulgSn8F6T4x0QT83OzMytA8Iltx3h0FCp5zeD/eTJQMnVMimnAN94ZjBs6+Ohew+9UqMPQcmnlM9XoWVh/s4cbmfk5b7OPEIH3MGqpxLFSBfyeLSyfbkCuY5X8NR7tzrQr+my5AOtmeWM1tZj1upAR50oV9DMqSTPfoKZqqvThv4NFU0nfq+E9bus6O0MMlIjQP6cfgcL+IQiQllnLK1rrJmwsFcH9XqAqwUBmxtrzoErHUdQMOwH6I6VWUYBv/zP/9DLBbjlFNOwTRNfv/733P77bdz4YUXsmbNGhYtWsQnP/lJrrzyyrLbOf300/npT3/K008/zYknnsjmzZv5wx/+wPXXX19TfYSUNd4hp6HC4TDBYJDzHvwcmn/iSVgO+lVK5tEK6AcTwV85NQL+um6/5qmToV4r1GkOwUYgYLEaAYETt1VfP9mBgBP3Vb3e0jSJvfo6o4+8yMgja0ls2jnufc/Bs+k740j8hx+E55A5uBcMopQYvybUt8E+qwUGltJ0hYGVVG+b60mE0mjW4lrhYD2qFxKmo2l+cNYPCYVCBAKB6h/IKjefGL3/WAK+1o//4ZhB77lraq5nu5Xrl5EHjybgt/qlMGT35c25kN0oz6yLlQzZVVVYcYg36+Sz3HyHHeRGUarArxpBX82qF9w1GqI0zaBfraG8pVQL9Gt1aG8t4KOcHA0ug9DV1FCpc2WqHvupBPyaqVbDwUqqBgVLrQtYnBUYJp5zpZLEKExsZ2EocE5qqcggMf61cEyn97Inp8w8a/v27ePq6XK5cLlKf8n+0ksvccopp5BMJvH7/fz85z/nkksuYc+ePcyZMwev18sXvvAFzj77bO69914+9alP8eCDD3LWWWeVrce3vvUtPvrRjyKlRNd1br75Zr7zne/U1JYuoSlUiXO0OdDvRdZ/8odVoV81lYJ+ioSAKQgrktycqev2a70UCT5DYVQBs8SA90ZVqx2CioSgCSEF7DwjtMoNCJMTFtyqkGChKPiXL8K/fBHz338lqV1DjDyyltFHXiSyZj2JrXtIbN0zVl5TcS+ciXfRbDyHzLH+XzQH98KZ44CgnYQtldSqUOGpJCHBb2hEVR2HDddLveHR7XIIFqrauoKFqhcS1uskFNMMqnSKTF1h+85Mfl2+Z9aVD9ldODsXsmu5+Y471IvXXX/Ibt11loKkGcCthFFKrWFUj97ALj+7gM+UgqTswS0i4/u9jKYb9Gvmdiqp+GHflIKUDOASYVv9nlM76jrdJQv6PjONv7jsNOAnpUJGBnGIEKJOIGgHJLYKDha2vRQErBQKPJkuQLPRe5kU7bkfZvexYMGCcS9//vOf58477yz5kUMPPZQXXniB0dFR/vd//5frr7+ehx56iN7eXgCuuOIKPvzhDwNwzDHH8Pjjj/Pd7363LPhbvXo1X/ziF/nOd77DSSedxMaNG7n11luZM2cOn/3sZ203pQv+CuQ3HeMCUNoN/epx2gVMwYeH/dzVH2VUlZOeyXe6uv2KgVa/IflcGP4hAMNdzlpVpYBgPTAwaMKnQgpfCpqM1NHvnR4W3Ckhwa65A8x+2znMfts56JE4oSdfIfHkq/jW72Pzjm0YiRSJzbtJbN4N96/Jf06oCu6FM/EsmoP3kNl4D5ljAcEFgygOa9+NwkBoPFR4KslvaNywbxE/nrmFSJn5TSNZkesBgtXcgfUkF6kmu5CwERdhISRUjQYzQhtK651mAMbUCto47K0vs39k4jEK+NRsyK4vG7LrZ/aMKse8Hf0LJM0A943czHl9d+NVQ9l9d11+1dSogy8pe3gw8R7O9vwrXhGuWHY6Qr92qbi+SRnk2eQtnOD+Jm4RmqRavTGVkgGeTd46Lfu+Fev3QXMcfhkZZEPsDpb6voJTjNjed61qBxzM9Uc5F2BxKHCtawFCbRmBK60FmDR77DesA1TK8VdOTqczn9zjhBNO4JlnnuGb3/wm3/rWt9A0jSOOOGJc+cMPP5xHHy2f2Oezn/0s1113He95z3sAWLFiBbFYjPe97318+tOfRlHsnTfTk9LUqaiSQUOtaz0/aC30KxfiG1Ykd/VHCdtcbL+r6rITnjuqWNBvdPKc3VNe9bgDQwp8KWgSalK/F16zneAGbGRtwFohoLW/6vBS6/Ey4/yViPNWEjAU+hSD1L4REpt3kdiym8SW3P+7MeNJElv2kNiyh+EHxrYhVAX3gplj7sDs/+6FM0tmEs7vu0F34HSAgVFV58cztxBVy/dFI0lQ6vlsPe7AQlUDgzm1EhBCZUiYVJu7wHdXlvaPZFBVOGqxN59846TlPg5d2AEhu2XkVsKc13c3biU8eS4/6Ejo14zw3HJyiwhne/4Vt4iULdNpmXunGvQrJZcIc4L7m7iqwNaumq/p2PedDPxyUpUQi/1fQRUhTGFFF02WmgUHW+UChNoyAkN5COgW0art6CQFAoG6l1SRUpJKpXA6naxcuZK//vWv495fv349Bx10UNnPx+PxCXBPVVWklNSyal8X/BVKNCeJB4yHfjMuOJFDPveupkM/sMIdR1WZ3U7X7Ver6l2DzxSi6/RrkSoBQVNQl9PPjjoxLLgZIcHNgoBSQEgzAYFrdj+u2f30nnrk2PtSkt47YoHAzbtJbN2dh4NmPJkPFx4u3Kiq4FkwiGfRHDyLcg7B2XgWzkRxOloWKjylJGBYA4raYgdqdgoQhPrWEGwlIITKkLDZ6/90Zeneu5Zy+jE9kxKyW68UIS2n3xsY+rUS8JWTImRFp18X+rVGQshp5zabKppOfT9ZGXpzsnMPzw1rAnOc06+W4W4yIGGptlWCgXYhYLtcgGDdU6ZrlolPfepTXHzxxSxYsIBIJMI999zD6tWruffeewH4+Mc/ztve9jbOPPPM/Bp/v/3tb1m9enV+G+985zuZN28eX/7ylwErU/DXv/51jj322Hyo72c/+1kuv/xyVNX+fGnqkZoWSjPcZZcBbxX0a1Q9huAdIQ8/Cya67rMqamaijYApuSkK3/NDuJpLoaumKCPVCf3eymQinRYWXK8bsFnrAvoNhbeN9PJffaNE1YmTDiEKgOApRUBw34jlCix0CW7OAcG9JLbuhQcLG6fgnj84fg3BQ+bgWTgT3Vl6LG5mIpdOks9QuerALH45Yy8xdeyYN7L+YbuBIFSGgoVqJSAE+5DQbdjfZlf2dcwRs/G6i7L6dgrkKwPnkqafJ6Nv4WT//+JWanQoTDHgNxmAr5ySpo9nUm9mpetXuJXYuPe60K91Spl+1qWu5QjXz3HVer531ZCmQ99PJeCX377Zw/b4DSzw/hiHUt5hbGdbldRKSFjY7nohYLtdgEnTW7FNVdWhS6rs3buX6667jt27dxMMBjnqqKO49957Of/88wF485vfzHe/+12+/OUv83d/93cceuih/O///i+nn356fhvbtm0b5/D7zGc+gxCCz3zmM+zcuZPBwUEuu+wyvvjFL9ZUty74K5BeYhHbWkJ7AQ6sfpENn7IP/RrN4psWkhfcGRIlsuzUounm9mt1Nt2UgKed1v9dtU/F/d6stQPtqJPDglvpBszVN4HgBXeaBCqGVGzXWwiBa1Y/rln99J68PP+6lJLM/lHim3eRzEHBrEvQiCVJvr6X5Ot7YfWLYxsrBIKLioCga+JYPdkwsBnjYgLBS944GZsOtEr3rGpQsJLjvRrYawQmFqqVgBDsQ0KHiNe1/bwMpXHoY3c/U0iqSLcf9DXYR6pIs8D5slX3Nu63VdCvk+BeJakiw3ztFdSiMaSToN90An45qSLNTO3F2s/3roDawFexpJJgwLEGqSQa2k4nazIz9JYb+hSRptfxHEqLz/lah956QWGtEHDyXIDTb/wE+OEPf1i1zI033siNN95Y9v1C9x+Apml8/vOf5/Of/3xDdessWjPJSgtzXIdMNvSzo5QCj3kaC0lqRj0mU62GfKWUEoKH3G3f7Rtedvq9+HxoBQjstLDgdkDAtCJ52jfm1Ck3btQCBJ0z+3DO7IMSQHCCQ3DLboxoojQQVATu+YP5cGFvNnTYc9AslBJAsFZJKZG6gcwYSN3AzOjZv/Xs3wZSL/g9oyN1E6nr2feyr2UMTGPs9/KfLXzP4LUZPbjnD+JeMIh7/iCueQOo7oJjZ7PPJ8MlaCezcq1wEFoPCOOiQ1xo00wOadC0qWeboKdDpFnsfs7+B5pRryZCv6kC+orlEGkWOdaMe60L/VovTaSZ53hqsqtRk6YLJNNEijmOJya7Gi1RJwK/nFSRot/1mK1ttVN2h+5KgNAOBKzXBQgTIWAtLkCt++VC2zW1iU+T5ZRK/pTsBOhXze0H4DbhpLiDxz0ZkpP0xX873X6TAflKyWNKzkrBQy5ITKFQ37SNY+Xs4AlUPf3eDldgJ4HAZoQEl4KALlNwUtzNU94kqQqzjEpjm522FALB4EljWa/GAcFcQpHN1u9GNEFy2z6S2/Yx8tDasY0pAve8ATwHz0Y4tCKoVgDf9LHfZSb7dw70ZXSk0XnrvTkHe3EvGLCAYO5nwSDueQOoPouOdzIQtLONRraZU72AUDM7414z3ZQxXUCVManDXIwZ08Wm1Aksdj2LQ6kCkrvQr2nKSBdbMsexyPE8DpHqQr82SZcudmZOZp7jSTTRmiRH0wXUNVu6dLM7cwpzHE+giWT1D0wBdTLws7YlMaSbUOp0gq5HUW30u7PDEi3l2lnNIZjrt0ZDgXMAECaGAtfiAkzZnPuVVTeyomZ1wV+BVCkwqW09P5gcp19OGoJFGYWnPfV9vlPdfp0C+MpJA5bo8Ji9Z8pJkR3I1+jn2g0Jm9XvrXYFNissGBpfH7AeN2CpdQE1CQelHTznSdbpoWoMClYEgkOhcaHCuSzDRiROcvt+ktv311njCvVxaAhNRThUFG3sd6Fp2fcUFIdm/Z0rl/uMpo59Xit4vfg1h4oLlYN3JHhhaDuxnftI7tiPEYmT3j9Kev8o4ec3Tqibo79nHAgsdAtqAWtNFTvnZavChnOqFeS1ExBqHX4PmqoyDCcYUytjsoHGAX0BB7tewFFu9GvWg0EX+uVlSJUDxnwWai8iaoAH0IV+jchEI2QexByehez53gV17ZEpNcLGwczSnoGpfflOCeCXk5QaCf0QAs4nbfV7usTSYHbVSmhY2O5GXYBQPhS4WS5As4uh2q5ujxcooRhISi802SzoZ1d23H4AIaHww97Jm0Q3w+3X6ZCvlCKK4Ns9k12L8aoX9LVrn82AhK3q91aCwOniBgwJ+HFvEnCQe6aymzHYXt3qg4JCCJyDvTgHeycCwQNhEpt3kdy2F5AFUE5FyUG6CVBOywK8EqAu97eqIET7ZuWjwMEFf+uhGMkdFgRMFf2vj0TIDFs/kbWbJ2xLC3jzEHDMKWjBQa3XjxCiIShoxyWYU6vCgJsBCBNq90G3FbKSNEytqadbiXFazz3lC3SYyw+mPvQDcCtxTvH8T0udfq1M4jFVYZkiQhzh+RFAjb3TVaNyKlGWe3482dVoSJMF/OwOeaWgnaZEmef/vr0NNKh6oWGtwLCZELBVLkA77squmqupNftqsQzpKJkioyz0e/AFNnz6RzVBv2Y77FQJg4ZgvyoxapzndYLbbypCPwBVSmYbsEcFo40AIKfJgHyNqhmQsF393srw4E4FgdUgoDXWKOxXzfxYU+0LimaBwXqgoBAC50AQ50CQ4ImHN6Ue7ZYhNRQJswwY0vT8RE4L+vAHF+FfvmjCZ/RogtSO/SR37JsABTNDIfRwnOgrrxN95fUJn1V97gJ3YGEY8QCOgaAtKFjJJQi1gUForcuv0rYNs8Hr3VSsn1arHftooswK7oJOlSkVIsYAPeoQSvEDaBf6tUS6lJhSISpn4BcHJvZ7GXWhX+MypUrCHMSj7EdpUbK0rkqrnr6vBbR1glqdobf8tsr3k5QqaXMmTmUfokPP+WrAsBIYbAcErNUFCNb53lV7NfXoQQvlM1USRa/Zhn6fvwGhVp4A2gVtdt1+hlTpNQUfHPXwtb4Eo2p7B/9Oy+TbTgVN+HgE/iEAw20Yt6Yi6GtE5drbb0g+HtH5TI9GVGvvzblVrsBOAYHV3IA9puDmER939UdtjzWVxrJWQ8F6syXb2XY71WMqvOdAH/88MEJInTgJLm6n5vegHbYQ32ELJ5Q1EqkxKLhz/zgomN47ghFLEvvrdmJ/3T7hs4rbOQEG5pyDzpm9OErUrZSqgcGcJhsQ+szGk8J0NVFJvQeMBNg8XzpBSdPPQ5F3cV7gu3jVsPViB4b2wtSFfqVcfSnp54nkOznT/QM8Ilx1G13o1xylZQ8vJW/hGM/XcYvRya7OlFEzAFxK+nkpeQtHe/4frmnW950I/HJKygC7orcxt+cf0ZSRce85pghXLWxnp0DASi5AgLhsMEtmd42/mjX5TzUdpIhioBXGoXcw9MsppEi+0B8n1XX7tVUjCnwyCMkWzLHfaJCvFo0o8NGARlJYa3IUq51rDrbKFdgp6wMWuwFDiuTLMyI1jzXl1Gq3YCeMcc1QSDH56uAwqTKT12rtLDzuqseFd+l8vEvnTyhnpjKkdg1lnYL7x4USp3YfwEymiW/cRXzjrgmfFU4N99yBkslGnDN7URxazeeyHUBYKxwE++HFUWV6r+M1WfKICKA1ZyLdJnjoUcJcHPzmWKKDLvRrWHbCd90izDmeb6PZWFW2C/2aJ5cIcYL3S6h1r+bbuep0d5xThDjO+8Vp1feTsX6ftb3qxzqT3ZaqjDI/8HlEiWQ2mRYMq62GibVCwGYmBanFBeiy8YVOV83V9HgyapZy4WsVHqTqgX6tlBStgU/V9EZ2+wFIIUg0qd+7oM++qvV7qb6cTBjYKAjsNDegnuv7gkmC3XUCa1W7wognS7V8yaOD1eey9nbbDZNWXA48i+bgWTRnQjkzo5PefYBkPoR4zDWY2jmETOsktu4hsXXPxJ0IgaPPj3Nmr5WcZTCIK/f7zKD1+mAvqsfVEjgI9bkH9WqZZ7uqS01doaFRAGcTHAoBDpFq7rf+b0DoV+tafUJQPplKgbrQr7kSQqLRuWtvdTq8a0Sd3ve1aCoAv5yEkIg2rjfXTJhYDSLm+qNTXIAwBgENZXqMmVNJXeJQIJ+pEGsB9GuF2y/3IB4wBO8NufhBMEXYZvhdJzhhprLbDyBoSm6NwDd7IKTYH8G7kK8x9ZqSj0Z0/l+PxqjNfp9MGNhsV+BkgsByY01xiHAptQIOthIM1uq8bqUChuDGUS8/6o0TVmVTw6ftugUVh4Z74SzcC2dNKCMNk/Te4XFhw3k4uHM/MpXJJxuJvTYxhDi/rx5PHgK6sv9bsHDsdy3gtZ18pFD1uAd9ZnesboUShp+AzMKcBjIjNkU2QV7C9PNo7O2c7vtPPEq0sX22IKNjp0K/WkFfsZKmn6dS13CS6x7cZfq9VdCv1sy90wX6AaTMAK8k381y9w9xKa115ExniFeP0maAdcn3cIT7X3G2uO9bpcnO0FtJ5YCbbgbZG3k/s3q+i6aEbG2rU1TYpkoQsBNDgVNmh2XJfAOoO7MtULxkag9rXaShe59hyz/9d8ugX71KKpIHvBmS1Xy6TazPG93tB5AQcK+bqq6/LuhrrhICfu9WG3ZbdgoMnEqOwFrHmvHbbj8c7CR414iSimS1L2Wr35sNQ+24BYWq4Jo7gGvuABQlUZFSoo9GSe8bIb1vhMz+0ezvo6Rzv+8fwYynMCIJEpEEiU27y+5TcTnGA8GZvbhm9VlrDS4YxDWrP39fbhQO6jYfSsqqu/ZMSTlEwTloB4JNNhzEcvsd6nrccv01omkO/RoFfcXSRIoljifGQqwLVAvwgy70q0WaSDLf8SBaHQ6oLshrTKpIMs/xYNuynday7l6z1EnALydFJAi670MRxSv9Ty1NNQioNHqeS9GS+2rJ/UwTdalEgTJC5jskE4oy8sjLDK9+kdGnX0OmrIlAq6BfPW4/gLSANe6pFZI01d1+AGkheNpV4vUu6GupUkLwpKs1A/BkwMBWhgY3e33AVo811eBgq0KKWyU7sNOOEsBzLgmoFD9T1donzQSDdtyCQggcfT04+nrwHTox2Uh+W7FEARDM/r9vhPT+UTJZaKiHYpipTNZRuL/kdoRDwz1vRhYEzsS9YBBP9n/nzF6EMv6+XekayXQAcJqO0kSGmqaedifcLTxemsiw0PlKYxuZhqG9zQZ9xdJEhnnaxH7vQr/WShVpZjpeALogr13KQxGRoNf5LCbUeJZ3vtqdsAPshdSmhQJCx+lekx0p2vNlmlO29ghPBQg41eb100FdSlGovSF2/+EphlevJfzCRjDGTl7XvAEGLjmFJCZT3AABAABJREFUue+6pGmJPHKqF/oBeEw4O+7gQW+GRJWxqlG3XzOcftMB+gF4Tcl5CYU/uBXiNYT6dtWYvKbkkqTZtn5vNwxsJghsthvQY8K5CZX7Pca4saYZ2XPt1aF9YLBZ0K4ZqjTGl6tnvX1R7l5UT9h0TUlHfB48izx4Fs0tW95MpkkPhSYAwdTuAyS37yO1awiZ0Uls3Uti694JnxdODfe8gQIgOAYHnYPBiVCwG+rbEiUMDz5z/Jih1uEinqAWugfT0s361Ckscz2B065DYZq5+1oN+UopLd1sypzMYseT+X7vQr/qahTW6dLDzvQq5jlXo01xB1Sr1WzHnC497Emfw2znA9Om7zsa+OX2b3qIJs/F774fRWlPvxfuvxmqBBI7FQImmB6ROVNJ3ZltgZ659gvj/vYsmU/fWcfQv+oYPEvmIyqsSt0qd5+17fIPoQrQa4qy3090SmjvdAB+hRDIKSUzTKNN3ws1X3HT3qL4peSdxGyXCjDDlJPa7+Vcna0Agq0KC64HAipArzFxrKkF8LRSnQTrmqlqY3wptQMItjLrcqlzRnE789mCSym/1uD2fdbPDuv/1HYrCYlM6yS27CGxZWICEsXlwDV/IO8OdC+YSU9/sP7GdVVWkonzKDtAqy1wsMxDpZQKcTOAlArjqj+N4N5kgL1qkgiSMpg/Z6Z7Eo9OcddJFFKyj8mdabVHkxHqWklSKqTNvoljzRRUJ4b0jm1v/LktUTDM3il9zhe3qRwI7CQIKCtkCe6qNRJSduDdvs0Kh8MEg9Yk33/UYvrOOpa+Vcfgnlf6ASOndoTy1qtOAH5TGfZNx5DdRmBfJ2syQWQ1tdId2CgILFSjYcH1ql1QcCrIzpjdiv5qdqhFq7Mt19MHUjdIZaFgqggMpncNIY2JE2ThdiCTGUKhEIFAwPa+cvOJ/b86lYCv9feRcExn8M2P11zPdivXL3t/dUq+X7QmpvhtChhsk7pwr3ZNRejXKSBvuqvT4N0bXVMJ+L1RZDesuFqG4LHt2evwarflSMzguMs31D3POvDr9s2zZlzZ+fMsO5p+dKMBHfPf/4CzRNbCQnUa7NMkLMgobHeYpJpwON+o7r5aQZ8mJYt0yRZNoDfx4aWZmo6gzyEliw2TTapCJtvvpdrZKTCwlaHC7XYDahIW6ILtmkRv0infKW7BVqkZX8CM6/cyY3wj/VTq3tMIDGyFO7BQtToFAYSm4p43aH2Zd/Lyce+ZukF694FxDsHk9n0IIRh94uWm1bsrS4XnWzUQVQsYbKVr0JAqI8Yc+tTdtq+NyYB7UxnslVJGCkLmXILKLlSb3dkpob1TGfqZUiNqzsev7ECZhHvwGxnkmVIjZizAp26flL4vJbsgz66aGdbbLOAnpUZaX4BT247okH5vpupxA0J5EFh8bMqBwOJjXXwLltPQZNPp6vZ4gfqCvcRKvN5psK9QflPw7rCbr/SmSTWwuTcS8GuGmy9gwodjBp/p0RjuoGZPR9hXqKCUfCKe4mN+N0MVHgrL9UMnAMFxIeMdDgFhDAT6TXhf2MFXetOMtumcrwfytFKtztJeSnb6vVS9Oh0GFqpZYLCe80XR1OxafzPhlLHXfaEUD174d02pV1djSkk3JgkUGyFVlUBWPW7BeuFgSvp4PPE2zvP9AK8I17S9Zmm6QT2o7uJLywDPpa7hdPf38BT0ezm1CvrVGto7laEfQEb6eS35bo72/D9cYrSxbb2BIV49ykg/G5Pv5QjvV2vu+2YDumarE4Fffnuyh5Ho++gPfhVVGbW38SpSO3jMLuyXyVwbUJf+yhXtqunqgr8ChTWT3ONOJ8O+wrodUOCTM+p/aHojhPO2Imx3WBXc0tsZkG26w75CDSkK7wp46/58pwHB4nOzGSCwVZmChxT4eL+J1iEG12ZBwcmAebVoVK1vjG8HDLS22fiDXTvAYLnjXK5PwlpnP0RNVbmVCKBVhD6NQkGoP4y4FMxzEeFNvq+Xfb9RTUeoB7Un4iiWRwlzvvefqpbrhvY2Vy5llBN9ny35XhfkNU+lQJ1Qh1ne8wnr/XZXqEXqZOBnZO8TqjrKYP+n7G3cpowWR4M1CyxOphtQU0dt1bGcdCnbcv+cTvfoSQ12f/jhh7nsssuYO3cuQgh+/etfj3tfSsmdd97J3Llz8Xg8rFq1ildeeWVcmVQqxYc+9CEGBgbw+Xxcfvnl7Nixo676GFLL/1STbjrzP9W3q+Z/6lUtdasmXWr5n3qVkWrHQr+01Mb9TDfFTce4n64aV3GfTla/tuK8zV2rzbpeC8ePcj+TrcLxstpPJ6pVfdqKPii8vzV6nyunwvttqZ9GNNXOjakuPfuvkswK/2zvJ/tAUOqn3apUl6n6QFHpGNV6rBpRF/o1rowwbP90NVFpYdb1M91lCvvr+DUL+qWFYgv6GUK0HMy1Wrk2FP80qlwfVuvHjBj7qbw9afsYd9V6TSr4i8ViHH300Xz7298u+f5Xv/pVvv71r/Ptb3+bZ555htmzZ3P++ecTiUTyZW677TZ+9atfcc899/Doo48SjUa59NJLMYzab1A9RvnuqPVBo9GHILsPIEEDPjfsIGijuc14gOw04FcM+doF+vpMyddGM/SZ7RnIJhtIdYr6TZPvhOP0m62fNJWCge3s/1ac141AwF4D/mFE0FvDWNPJcLDdstMnpfom1+9+vXX92A4Y2CooCJXBYL2qNB+wVSeMtv1MJaVMa2Fsvcy/amoGZKoVxCXMHv4Uu4WE2VPztqYr2GuHEmYPD8Y/VLLfofbQ3jca9KsX5qXNIGujnyVtvnEym9cL75oN8NJmkFcjn5/yfd9s4FcdLjUG/AwjyNDIZzGMqd3vUBoI1qtCCFipfwshYKVjVQgB00KSMad2ooypqEl9+rr44ou5+OKLS74npeQb3/gGn/70p7nqqqsA+MlPfsKsWbP4+c9/zk033UQoFOKHP/wh//Ef/8F5550HwE9/+lMWLFjAfffdx4UXXlhTfeLK+AG8nSG89T5oxRX4hV8nXuZ6nG5r93WKgy8q4D+8KtEWfWH0Rgd85RQVgn/1OIlO4jd1kxUu3Oy1AWsNCY4p8F8+SaxJXxfZGZsmK9twLWo1xKzW7+X232jfNTtUeGy71e8nzcw0XG8YcfF8oKsmSYSpNPUsBXM0G1PVRkOHx9WhCNYpxDnS+ScU4lMW5BWrXfCuETlFguXOP+IUiQnvvZHX82u1804TcRa6f4Em4i3dTys01Z10mogzz/0/U6bv61n5YDIy9VaDX4oSp8f3CxRlavR7rSpuf71hws1eG9CYpv3dyeoMilJCW7ZsYc+ePVxwwQX511wuF2eddRaPP/44N910E8899xyZTGZcmblz53LkkUfy+OOP1wz+DAGyTbCvWWFEGQHrnBOvqukA/DoF8pVSRghedDYXPnVhX3WlheB5R2eeF+3MLtzqtQFLQcCMgFcai6qsWZMFBzvJkVhvv5dqQytgIDQ/0Uq1e2s7wKAhp5aTbqpIFTqZErDEQfn7XznIYwcIQnnIZRcIqkJnlrbRVtl2aSqAu0alCp2ZRf0+nUN7OyWUVhEZerVXJ7sawNQHebVKERkCjnUt388kJB3vSOCX35Zigmt9dl1Fe8++rik8RyjVL7XCwGasDaiIxp6R2uVAn07320kN9a2kPXv2ADBr1qxxr8+aNSv/3p49e3A6nfT19ZUtU0qpVIpwODzuB6A37QJAldBrCHJjVMAQ5Nia01BxG1bIkpYtl1PQEPkT2mtaP2Cd5EFD5EOoenQNLVvOZ4InW84pIZAdR4S0QrzUbDm/Ce5sOZcJPdnffQZcG1HxZT/nNTRU05oMuwvKqRL6DPJtCprk2+QxrXoAaBJ6dCUPAXpNiSM7GPhMiS8b2uqQkt6CMNd+Q6Jly/lNiTf7nlNKgtnfhZT0GzI/uPSYEk/2PZeUeAyVtNTQTRW/rqJkywVNiTv7u8eUBLKfUbPbE9n3ek2JK/u715T4s+W0bLmc+iq0qc9Gm1xSMlc3uS6m4zfMcW0KFLTJXdB2JVuHwjaZhmbBIkPDoWv5Ng2YZr5NfaaZb5NPSnoK6jpQEO7ab5o4C+rqL+j/wrDYAdPMt73HlPjkWJv6suVEdttqQV29cqxNvdlySracku9/M3+cvAVtb2ab/KbkffEkC/SxG24ntyljaHh1NR8m7NbVhs+93HVXeD2lpYbbUFENNV8uUObcCxRcJx5zrK6F11NGqngNBWEq2XIwqMPbooKAYY0lOfUalB33CsOC+wzKjnvB7O8iO07lxr2ewnFPWtm0rTZZ5aysYFp+3NOlhmZoeAzrd2lq9BaMez5DQ8mWcxgarmw5TGtczoXPTnabrOMEiqngNBSuiSjMzD6T1jKWFx8nkW2707B+dKkhTG3cUhG9FdpU7v7kMaz+NLL97zW0fJt6DZFvU48hcGW35zat+1quTeXuucVt6jVEPmzYr2sopvW7y7B+DKmimCrBgntzryEK2iSK2iQK2iTybRrQp/b6P5OtcvOssOwFwJQKSTNI7lkjarpJSgvUxKVKTDrIkMGQKomCsLekGcgD6Lh0EJcOdHRSEqKmNw+GEmYgD5DT0ktGugHQpYOkaWUSNKRJzPSjS2tin5AeUtKBiYkunSRNX3afXtYkLyVperN/+9ClBYwz0kVKevNtSpiBfJvippe0VDExSUknSenGxCQjBTHTn39oiZk+MlLBxCQpXSSlK1tOIWb6Csr5yUiBiVm2TVJabTelNXanpI+MdGXLjbXJlCJbTpRpk69km5KmH106suXcpLNtt47TWNhWwuzJH6e09JCWnmw5bVzobqXjFDEHeDl1MSnTQ8IMkM4+WBa3KZVtu9WmIKYUZMgQNV35NunSRbqgTYXnXsrsIZV9HNKlh0y+nEbS7M3XNWUGMaQDE0lGesnk2+4gVXCOpsxezGzbM9JHAicZYZBEJSZ9ZIRBGpOo7CGFBfzi0oOebbshXWSyfSSlQsrsRWaPZ8bswci33U0m33Y1W846nmkzgJFvu4eMOdamVEGb0mYQM3s8denN/2xNXE3cmF26TaYPPX88naSzx11KkS2nZsv5x7UpJn2khUkKiMogKSywF5M+EjhIC5METmLSS1qYJBGkzb58mzJFbdIL2pQ2x54Dx7XJ9KKbuevTMS6ENm325dukF7UpU9Amq9xYm4wyx8mq68TjZBQdp0ptShoD7Ez8DWmjp2SbTGFdJ2npxRSg4yAlg/n19JKyDx0tW85HBk+2nJOUDGAKMPL9qmbbXl+b9PyYM7FNZrZNRvY4pYXElBqZgjZlzN78cTJML0npJSOs46QXnKO60YfMHifD9JGUPtJCwZROjILjpBu9+TYZpp9M9nia0oVR0CbDGLueErKXpPRiml7ikavR9cF8m0xj7HoyjQAy2yZpejBNHymhksRFwpxBSqikhErC7CeJ2/pd9pCQPdlybhJmf0G5GSRxZcsFSMpcX45vk1HQJtP0Y5ruqm0yzB7M7HEyTTdmwXEyCtpkmGNtMk0PGenHEAIdx7hzzzCDyOxxMk2rr6ztOTAKrqe42U8KJ2mhkJA9GGau/53o2XJSChJmH2lUMgLixgBdtVcdC/5yEkVUWko54bViVSvz5S9/mWAwmP9ZsGABABdHrQtq0FD48LAfV3ZScOOol8OSTgypcnbcwRVR60JZkFH42Ignv90PjrpZkrYu0ItiTi6MuTCkxiFpBx8cdefL3THqZEH2oeLNUY1zE9ZnjkwpvD9sXVwuaZWbmX0oeXtE47SkVe6ElMK7wtYgGDBhRVrFl32Ie3dEsDJl7eeMpOAd2VjUWQZ8KqTk23RLWHBUNsLp/ITgLTEL9s3LKHwuPNZXd4ThsCyQvyJh/YD12h0F5T4XhoOzD6Zvi8OFSev3Y9Jwa3ZJRre0ys3OPjxeFxWcnlRIS40Tkgq3RK0N9JrwhYhOb/bh7Jaozikp649zUiY3xqwNzDGscu5smz4a0Tk2bf1xSdLkHXGr3CJd8oXI2De5nw7rHJGxyl2VMLgqYZU7IiP5dHis3BciOot0q9w74gaXJK06HJuW3JKtgytbbk62TTfGDM7J1vWUlDmhTe4s7Ls5anBm2nrvglSGmxPWQZtnSr4WTZI7qz4dS7EyY238ilSGG5LWQVtsmHwtmhyrazTJkVkYdk0qzTUpq9yRusEXCsp9LZpksWHV74ZkmitS1sFdmTH4dMyqgydbbl4WCN2cSHFBttyZaZ2PxK1y/dKqa3929vyReKruNqWkygLd2m9KqqSkyv8XTXJoRpKSKn+TzPA3yQxpqRAw4ZPxVL7c16JJFmQPWye1qdxxWpxWiJsOrkhIrkhY+6nl3Pto9lx2y9LnXu56em/Ecgb2mtZ1l7ueborCydkx4qwUXB+zfp9tWOVy19OtEev6zUiVcxMKl8YVTARzdIVPhZT8WoEfCQuWZceIy+KCy+LWmLMsAx8Jj43DnwopLMw28eqY4PyE9d5RaWs8Amvc+1RIYVa2Te+ICs5IWu+tTMG7I9bvQdMql4Nrlca9O0adeShYPO5dHbPKLdSt7eXU6jadlrT67/ikwo0R63efYfWrz7D+vjGi5I/TbIP8GD0j2/9qFso2o023hhx56HnHqJO5Gev+0sj9yZAaPkPjYyMefFkoeF3YxbFJJ4bUODnh4m1ha3I6aAg+NuLJ35/eG3KxPGVtr5Z77kUxq9yStMrNI748IPzwsJ+5aQeGVLk04ubMmBtDqhyR0rhx1Jtv04eH/Qxm1/bLzQe6qk/l5llb05egC52I7OfZ5K2khIYudNambmDIOAKA7Zkz2Zi+FIBhcxZPJm/Jr9H2dPLdDBuLANiUPodN6XOscsYinkm+G7BcYY8mb2LYnIWOzivp89mYORmAfcYynkldmy3n4tHkTcSk9fDxUupStmWOt+qgL+e51FVZGOdln3mo9YCIyXOpq9iuL8fEZGvmWF5MvQkTk4js5+Hke0ljwcNnUteyz1gGwObMKaxLW9EpIXMujyZvyvfVk8l3ccA4GID16VWsT68C4IBxME8m35Uv92jyJkLmXADWpS9gc+aUmtq0U1/BmtTVAKRkD48mbyIlrYfHNamr2amvAGBb5nheSln9H5MDPJq8CR3rWm1nm9ak3gKAgXNcm9alrmBHZiUAu/WjWZt6a7ZNAZ5M3kIs+8C/LnUte/VjrbZnTua17PbicpBnk7di4EIXOi+m3sUB3Tr3dqRXsTl1OQARcz4vJD6Sr+vaxC2MGosB2J6+kO1pK6oobCzh5cQH8uVeTHyUqDmfjDDYnLqcPdlzdFQ/kg2Jm7JtcrEufjtJcyYAW5PXsD99mtVHmePZlLwegLQMsC5+O2lpwYBNyes5kD2e+9OnsTV5DQBJcybr4rdjZI/ThsRNjOpHArAnfQ7bU2+2jqexgHXx2/N1fS3+d4SNJVYfpS5mZ8pafikjA2xIvC9fbl38dmKGdQ1vT72ZPelzSAuTIWM56xM3WaBOOFgXv52IHCAtTDanrmFP5lTSwmSffhzbEjdktx1kQ+wOMtKCAdsSNzCaOcFqe/p0diStczllzmRD7A7MbJu2xG8mnD1H96fOZVfKWgYqYSxkQ+yOfF03xW4jqi8FYG/qTexNvQmAqL6UTbHb8uU2xO4gYSwEYFfqKvanzrWOp76CLfGbATBxsSF2B6nscdqRvJYD6dOt45k5oe426cKFKaw2hfQVmAL2pc9lT+pSpIC4Od9qexbobYrdRsSw2rQv9Sb2ZdsU05eyOTrWpk3RsTbtTha0KbOC12NjbdoUHWvTzsS1DKesNoXSJ7A9PtamTdGxNm2P30AobbVpOHU6OxNjbdoUHTtOr8duJpxZke3/c9mZtI5TyljItsgn8nXdEbmNhL6UjID9yTcxmrDalMwsZXd4rE27Ip8gpS8kLRSGEm8hmrTalEwfyYHI+wGQ0sVQ+A50YyaGEIzG3k4iaV1PydTxhCLW9WSaAYZDt5OUfaSESjx8HenUcdZ7xkySsSuyvw8SHf0oZAFaLPweMqnlVjsSq0hGrXKGPt8ql1U09AH0jHU9peIXkopbY4SeWUI0NDZGREc/iqHPt+oXvYJUYhUpoRJNH8VI+CYLEOJlOHQ7CXM2KaEyGn07kdTpVrnUSkYj77KgouxjOHQ7ZhYYhiLXk0xZY0QieRrhqDVGGMZMhkO3I7NtGg3fRCptjRHxxDlEYtYYkdEXMBy6Pb8+4FD4VhL6UgwhCCcuIZy4xGpfZilD4VvzbRoK30Fat8aIcPzNjKTOJy0Uwpmj2FtwnHZFPkHGsM69keSVdNVeCSk7Y8ESIQS/+tWvuPLKKwHYvHkzixcv5vnnn+fYY4/Nl7viiivo7e3lJz/5CQ888ADnnnsuw8PD41x/Rx99NFdeeSV///d/X3JfqVSKVCqV/zscDrNgwQJOuvf7JHs8qNJyzoUUiRSWIyCpSNLCch8oWOsuaRL8pmA0axHw6xpxxbK15hwiccVyiXhNCGXdw70GRBXQheVkMIGEYrkP3CaEVct9EDQholghyH4TdCAqNFzSekgJK5ajImhCSLFuDgETUsL6cZvgwNqGmnWWjCoghfWZhIAYKl5TogBRRaBJScCEYdV6oOs1JTFhhbbm3EkxReCQEp+EUcUq129IwgroQuA3JSYQVwROKfFICCkCISU+QyOkWDbjgCnJAAlF4JYSV7acIiW92bqaQhA0JSkBSSHwmBIHEFYEqpQETRhRQApBrylJCEgJUbFNfaYkWqZNfgkjVdrkyrZpNNumvmz/l2qTaWiMKorlupKSYSEwhaDXNEkKQVIIvFLiyLZdlZI+KTkgBFII+kyTuBCkhMAnJYqESLauQSkZUqyH1H7TJCoE6WxdybbdKSV+KRnOlhswTUJCkBGCHlNiCogJq01eKRlRFISUzJCSkeygHzSl9c2MsNrklrJkm7yG1Z5Evk2SkKJMaFO/aRIraJMqJWFFmdCmGaZJJNumnqwjL6IoOKWkR0oOlGhTwDQxhMi3yZdtuxu9rjZNxnHyKpmmnHulridNMQhkr6dU9nrSsOpafD0Fs9dTusr1VMsYkVDNkuOeNUZkXVemNbYZwnLHZYCkQlPHvVJjeY8JIwVjdKzMWO4zYTRbrs+w9lPYprBQJ4x7hcepx5To2ePkyh6ncIlxr5HjlFLNprap8DjFVL3s/SmpWI50Z7b/lWz/h7PHqceENJBSrOOkYd0L1WxdQ9njFDCsbeWOk0PoJe+5QUMQV2SZe64glC3XawiiiixzzxWEVZltkyCiSAwB7kicZy9+D6FQiEBgzMlUTeFwmGAwyPZfHU/A1/qQ8XBMZ8Gbn6u5nq1WuXnWS79cyWBPynK+yB5cIoQQkpQZQBNJVJFGlx4U6cAp4tlyftxKCLAcfw4Rt0KGs4DHIRIo0kNGenEr1jeSCTOIU0RRhUFaehGYOEQSXTrQpRu3EkFKSMogPpFAESYp6UNBxyFS6NKJLh24lRimFKRkDy4RQRGSpOlDExk0kSYjXZhouEQMUyqkpB+3CCOE5Y7TRApNZMhINxIFp4hjSJW09OHJ17UHp0igCj3vjHOKBIbUSEsPHiWSLRfAKWJl2uTCrUSzbQrgEtEp3aakFBOOk1XXiW0ypBOXEsWUgpj04BLh7DnlRxVpNJFGz7bJmW1TWvagKsMlzz2JgkPELCeZ9ONWRjGRpMwgmoijikze7ecQcQzpQJdeXNlzNCp7cIgoitDJmD6EMNFEAkM6MaQbpxK2nGQyiENEUIRBxvQjhI4mkhjShSmdOJSI5bqSAZwijBAmGbMHRaRRRQpdupFSw6FEMaVKRvbgzF5PaTOAWtgmqeBQrDZlpB+XMgpYTjJNxFFEBj3nXFWilutKenFm25Q2+9BEBEXoltOuoE2mdOPItikje9FEON8mReioJdqUkUEcIjShTYZ0Yxa0SZcBHGIUkU0EoBS0CamgZdukyx6cysjENmXdSZoSb1mbVLV6m6TU0JQoUqpkitqkiiSKSGNkj1OpNmXMIGqZNhnSi6NMm4QwUUXCcscVtckhwghhoGfPvVqPU6U2GUrCapNpXU+5NhmyB0e+Tb2YSgxFZDCybVKzbTKlDy17jsbNflQlihA6hulDYKIoVpukdKMWtElRIghhZF1uOoqSxJQupHSiZtuUlH0IxbqeTLOHdCrJww/tI5VU8fqc+HsyeL0aXk8AX08cv1/B7epF1VIIkUZm26QoMaTUkKYfRbXqahpBhBJHiEzeGacocaR0IE0vihrKlutFZNtkZtsklARSOpGmG0W12iTNIKKgTQIdoSSRpguJEyXbJmkGxrVJkEYoKaTpxikFSvY4mWYPimKNEUb2ehIijWl6oKBNpulHzbbJMIIoZdokTA9q9tzTjV5bx8kwg3hECCEMQhEPZ1/2Qt3zrN2/Oqlt86w5b36q4+ZZ9ahjwZ+Ukrlz5/LhD3+Y22+3vp1Kp9PMnDmTr3zlK/nkHoODg/z0pz/lrW+1vvHbvXs38+fP5w9/+IPtNf5yJ9BR9/4rpt9bU72btVZfKdlZZ8ohLcfGeof9dRHavXZfJ6/VV68cUnJERrLOYQGnQk3ltfpSHZTIpZScUnKUrrNW00g3McGHq0PW1imlViYNqWVtQIeUHJaB1xxMOOdboWrJRtqtyVrztJn93so+7YRELM1ca1CJxll7URf8NUu5fln3q6PpzcV4Z6Vg77zWapxLVFo30Nb+smsIGlLjgHEwM9StTV/Pcrqq1rX4SsmQGsPGIvrVLbb6vRPW8+uUdfqqqdLaeaZ0ENWX4tc2NLwG11TTZKx9N27/0kFMX4pvivZ9M9fxs7OGH9hfxy8lxs/hDEPy53tH+PEP9zK0v/p44PUq+Pxq/n9ftb99Kj6fMva/X8XpFFWjFtupVqxTWMtagdGownlveqU7z2qjJpXIRKNRNm4cW7h3y5YtvPDCC/T397Nw4UJuu+02vvSlL7F06VKWLl3Kl770JbxeL9dea9mLg8Eg7373u/noRz/KjBkz6O/v52Mf+xgrVqzIZ/mtRR5TEKtSplWgr97F5H0mvC0m+HpA5h0b5dTOB9fpCPsK5ZdwXdzgiwGNETG1YF+nw71K6pGS9yeT3OHzcaCJN89KfTLZULD43GomCKwlU7BPwrVx+EoARtswb6l1vGoEak12IqNKama/l2tnM4BgK5KJ1Kpa7s/VQIJnsp8Ap6msdbTGz7SKwUo5EFgK1lSCgeVAkF0gmINXSenllfTFrHT/ELdIVvlUddlNSjKZaga4a1QZ6eW19KWsdP8QVYTLl6sB+MEbB/rVmxhDl152Jv+Gxb5v4BShJteqfZqKQ7ghvexK/A2H+L+BMkl9bxfe1aPJSNxRDPyklDz5eIQffG8PW7dYrvSZs1wcfNCRJNMbicXTxGMG8ZhJLGqgZ5fdicdN4vH6rqmcVJUiSKji8yv4cv/7VLyFsNCn4vWp+P3KuLKq1pyTu7hvcmoECNaSQdiUnrLvddUaTers49lnn+Xss8/O//2Rj1hraVx//fX827/9G7fffjuJRIJbbrmFkZERTjrpJP785z/T0zO2MPBdd92Fpmm89a1vJZFIcO655/Jv//ZvqGrtD3JhVU7I5dMK0NfMjJGjKnyur/Ig3a6H2ukO+wq1Eye3BLLZIBu7D7RFUxn2FeqAovCeguu/Heo0KFgIAlsFAWEiCBxVBJ/sbdrumq5OhneVVG3c3Cfgo7n1k4uG+mZkc4bWAcFa73XtBIXV7u0jytQ8nzpdijpCpuBhw1Hi3CsFW5oFA6E0KKoEA91KmDO8d1XcZi3qBKg2FWSn31vl8oOpA/2anfnWqYQ4vKf0UkmTqakI8mqVQwlxaKA5fd9KgFerOgH4Abz6Spzv3b2HtS9aXz719Khc885ZXHbVIE6XCRwysU4pk3jcIBY1iMVM4jHr99xr8ZhJLGZkYeH4v63PGCTiJlKCYUA4ZBAOGVDjFxaFcrtFFgRagLC3V2Ng0MGMAY2BAQcDgw4Gsr8HgmrNLsNmAsFKGYRVpfwXOl21RpNKalatWkWlSGMhBHfeeSd33nln2TJut5tvfetbfOtb32pavZoJ+5oJ+WpRF/Y1T1PJzVeo6QL7OlnV+rjVYLBT3IBdlVarx8dy2+90IFhO9dwvOyHEuKv6VQqY2IGBlcKDiwGPnRDhWmFgV5OvN1Job7Ph3mTrjQDxmqFOgnf1qJnAD+xBv1LQasf2FP/6/T08vNoCTQ6n4MqrB3nr386iJ1D5/uB0KThdCr199d8PTFOSSBRCQ5N4NAsHc5AwBxVzZQpey/2kUtb5kExKkkmd4eHq45rDIZgxoDFjhmMcHBws+H3GgAOPp/oxaBYQzB1HuxC3q+Zp+lObGuTXNaJ1PqhNFuDry2br/VLQZERtD/CbzrDPLuQbMK1srR/zu/OJGyZbbwTQN2CafCsW40M+X8f0eyWVOyatAoKtAoFpqdFvWNmxP9Oj5RN7VNJ0h4XtGgdr7XeYfkCwklrlKgw22BQdnUwNAKH+/XRWeGE1xWQAl4jk/3bKieN4MUxpNgiE2mBg0gzybPJWTnB/M59kBLpgsNVKmEGeTN7Cye7v4FHGhz1OR+jXKXAvbfaxIXYHS31fySeXqKYuyLOnaiAvY/axLfIJFvb8Yz4JxlRUpwC/4eEM//7jffz+t8MYBggB513czzvfPYfBWc58OdMIkh65DWffN/IJOJopRRHZ8F2VwZn1byeTMUnEzXGOw1jMZHQ4w9D+DMNDGYaGsv/vzxAa1clkJHt2Z9izu/KY6fMrDBTBwXG/Dzjo79dKhhnXCwQNI1jx/WrqzrNq1/QlOHUoZpMjTBbkK6WIAnf3mAwLBV227s47HWFfI06+kBD8o9dFaJK/rXgjwL5ChYTgHzyeSe/3RlV83KYCCAwrcJdPJWxznGx0zJhMcNhJ412t/V5JkwUEoXOStdi9f4dE55wD00maiI77uxh2NAsEQvNgoFNEOdL1E5xFda8FPnUhYe1yiijHuH42rt+n+np+nQL3KkkTERZ6v4+iRLpAr4qa7chTRYS5vu+hFnw5MtXU7sQdpaBTIm7wX/cM8d/3DJFMWNfcylMC3Pj+uSxaPHFdOaFEcQT+DaFEJ7zXSXI4FBxBhUDQ3vwkkzEZPqBzYH+aA0MZDuzPcKAIDh4YypBMmMSiJrFoitdfT5XdnhDQ11c+rHjGgIOBQY2eHiu8uBoQVJRqmRW6ara6M9sC6YIJa/x1CuQr90CVAf7aoip20sNvo2p2uG5GCF7TJge6vdFgX6EyQvCqNn3Oy5ymAgjUhWCDo31PAY2MP5VAVqeOa5XGqBdVrPX9Cp4xWrm+Y07NhK+NutHbDQ717gNva6TomAUPA0rRc3MpMFIMA+2AQKjNFQjlYaAiDHrV1yt+tprsAqsuIByTKgz61G35v6eay28qQD4o4dYTOj5l86TUpRM0meG1itDxaJ3X93YdfNXU6ky9ui75/W+H+fcf72NkxBoDlh3u5d03z+Xo48qvDy6EAa7tmIA6taOrx8nhUJg128ms2c6K5WIxYxwIzIPCAlg4fCCDYcDwcDbE+K/lt+d0ijwELHYR5l8fcKAXTwC6ark68wlokuQyNJKT8FDYyAOR35S8LQ7/5YWo0vjI3KkPxbWoHWvy9ZiSG5Jpfux2EmlCv1fTGxH2ZcyJ52JAmrw/Fee7Li/hKhMIhzJ1Q007EQT6Tck74gY/86pNGWtaqU4cx+odl8qNNeW21w4gCO13ZLYbHPqmxjP7lJNu+oCxzLjF0KHUc0A1V2CrQCBYACkjfWxOXc4hrv/DISyHgp1Q4XrUBYRjSksvf01fzKHOPyJqyHDahX6lZde9p5s+dievYo77l2jTxJEzVdbK000f+xNvYdDzvy3t+2aBPLtqNfCTUvLw6jA//P4eduxIAzB3vot3vW8OZ5zdWzG5hSEUpOnFCF+K2vM7DCVuqw6lpMrOu+7tKBeGvOAgd9ky5v/P3nuHSXLVh9rvqapOE3rizs4m7a60q5W0qywBAiGJJBBRmGSbHIwvxhhjMJhgDPcDBNhgc7nXwsYYbAMGk0wWWQIMAqEcV9qsDTM7uxN6QqeqOt8fHaanp0NVd8Wefp+nn92Zqa46dfpXp+q8/TvnmJK5WX15SPFUQQYu/5xj+rTO3KxOLic5cTzHieO5hscdGmrvPqoLHd2Da1sPyIgVJwhe78hH3Lpc3Zx3zwSmlfbKHsROsh38WHzDFHBKEa4Og1gLsq+W3GuECZwUiqV4t7PvoEtCP0RgtUAygdOKCMMi1r7gVjtkt61pVI6wZQk6id37sFJjyKkdug+ktckLY0UnPFo1RYmfIhBqy0CBSUzMUtn6NZNLbonBEnaHvIYRnSxRMY1O1rLm7Eq/Au08mwphElFmEAE4j3qEReTZRVCsextPWl5LPLu4vVLv3Xct8s83nuDBB9IADA6q/OGrN/DM542i1ZiPbvmYleUyEeos7ZoAw6LgrEeQxaGiCIaGIwwNR2BX/e1yOZPpymzBFXJweR7CbMYkGg3+XO2dRriNj8OkldVDfZvh1eq59VhSBN/osf++sMq+oKywuygEX4w3Tp1uhU6TfXbFXjMWhMLnYi0EfBOsljMogtALEVh9rS0B/x53Vh6FBT/bHSfbGr+zBGsRVFGYDnhWa1hRlTSVT1rVHfhmIhCaDw9uVQRC7axATaTZFvt+3ffUopGAclsKdgoRkeHM6A8tbRsE4QfeSz83vnxWRZrx+Hec33EdOlXitYKqpBno+TYm7iWjeIXbwu/gwQyf/tQEt/6qMB9iPKHwgt8f4wV/MEZPT/02vpacE0oGtc9aW+MmnSAOo1GF8Y0xxjfG6m4jpWRp0eTkZJY3vLLBmOEujtN9+qggKlm1bovfYq8ZUSm5KAd3RSHXpAENm+wLiuSrRUxKLs8b3BZRyba50ETYZZ/Tcq8RcSl5nJ7jVi1KxocFPoKaReiFCFyOea3tmG+EH2IxSG3Nqs9SSh6r6/xGW653pz9fL4RgPdy4LzkhEyOy2xl1gyzRFfEbWSXxGotAaJ4V6LQINGSUaX03w9r9qKIwdMnKMOF6dKWgNQwZ4ZRxHqPqA6iiflsUBOnnhfDzaqENU0ZJ5c8nGbkXRTQeqleLrshbjdWsPFNGWcqeT0+0tboPAm4v3DExkeM/PneSH3x/BtMERYXrnjPKS189zvBI42e5emJNyggyey4i9iCiQVsTdNoVh41wUioKIejtU1lHn2P77GKN7hNGBZqpkAmZhElIeEYG9kYgV6MNDYvsC1LH2wo9UnJ9Ns/9mtKSBAmT7PNS7DWjR0penM9wjxrxRfzZoVG9uS0F3RCB7ca8VcLWFtihleu+V0pemM1yn7r8JUO9/XglBCHYmZ9O3Pf6A9TudRKmTAAVq7RWNSVBFIGGjHMs/yQG1P1l8ddMILUqBv0eQhwkdBnnSP5qBpUDdcVfJ0o/v1fSNWScU9mn0qs9gq7UX+Gzi/PDbE2ZYC7zVOKRfYEWf1blXi1aFX6nT+X5wn9M8Z1vTaPrhWv5ymsGeeXrN7DljPpz0xWO2aS8Zhxj8Wq0yEFQg/ts4yduSMXC80Ab70faatfbOU6nsHaeICyQUgRhGm2ekxpTAt6TLP4iwHHZaZ35GUXhbf3WGqwwSL4gyb1GTCsKf9Iz4Hcx2qa6vsMgAu3E/FrHyWt+WlH4sz5r34p6JQTB3yxBL5jrDvV1BanOk6vo1EWrsgiCKAKjSoqLej6+6jiN6IrB9okp81ye+D81/9YJws9vwVdiVYaeOscZyQ8HuUvhKn7Omacpc2wa+Ijnx21H5Fml1WG9c3M6X/rCFP/99dNks4WovOjSPl75Rxs5d09vk2M2P6+s0EBLw+iNFFSrvTY0JoM5XUkYEOpC8426OErnPCE4gPBgaI/TGXhCSuISMgKkDxlQnSb0rCKkJAGkWVnvQZd8YRF89SjUuySN8CXe3SIMIrBezK9lvLjenaj3WuX0aqXoWoRBDrb7PJAXhicdSLtzkPmNrBJ11R3OIIrAHCYGMVSyiBrDGBsNFa5HIxnl1jDiVvBTJEpJRb2HU/YFRe6B9SG4UgpMYih14j2MBH0BjBJSCqSMIUR7de+FyLNKq8JvcdHgK18+xVe/fIqlpcJ1d+6eXl71+g1ceEl/k2NaO/+sKLZvEpAxEFnsNr/lfbTIWhaH3RlVvCfcFsBhBk2Yq/H7IA+XHTLhA/M67+nXmHawD7pWhZ5VRqTk7xYyvKm3l1NKcG6wlYRd8tViVJrcmE7xhkSSqRpDATqFIIrAUsy/rS/OqTUo/vyS+iNS8snFxUJb42C9eykDq3Hr/uKkUBw04YRje+tSIi8HMEThW361xlN/EEWgNId5YOntnNfzUWJidtX+Gokjp6UgtCcG7eK0SLRDRg5yV/ovuCjxceI16r2aruxzZn49XQ5yZP6vOKP/w0TEjAOlap+wiLt2McxBjs//FRv7P4ymLtd9kESeVVoVfpmMyX9/7TRf+uIUqVThOj1rZ4JX/NEGHnNFEtFgv7aFXwlzAOX0n2CO/COotUyAe7QjDkMvDc1k8226OErnmYE2OCU0ZIAlXy3mFPhQn8acxXtCV+itppUO/QQKf9XTw0xABEgnSr5anCLCW+KDnELFkAI1ZNkurRIEETgjBO/tjQcm5t0iKFm7pc98SkreFu9nSqropnD1s/dTBjqBk/e3dPfxyBUUZXloT3XHMKgiUCpznNnzCaQy1zQ7sJpmginsYtBNomKe8+P/SFTM191mLco+txfP0ESKzX3/gCZSbe9rrQi7Vqgl86S6wEj//8FQFzBDKPugdeGXy5l851vTfOE/ppiZLjznbNka4+Wv3cCV1wyiNJh+o2XhV0KZxxz6DCj125og0m62od/k1HRb7++OrLBPuCPGYQwRrjn+oFDmo8VPsSv1vOu0G0JwWPVHEHS65DMafYYCDlXc6BpuW4dOkIV+icBHSg2kA/2OIAilIEi+ZtezLgSH1OVtam3vtQyEYHx+bmJ2uOD2i1yDhyw/RGBhHyvftEoEYpBQa+d/1hNEzYRgCaezBaG9iciDJA0VYdCrTqz6/VqRfX6tjiuEgaKdIOS5RL7QbmaeEAYRLfi55lblXi2qhZ+hS35w0wz//rmTnJwsZO2Pb4jysteM86Rrh1FVF4VfCWFC5KSlfXVxEA9WQ++yks42CDbpNyWLLu7fDTE3YErekM5yYyJG6KxlE4LQKa/HgGnyZ5kM/yceZ87Fob6dKvlaEXYAg9LkrdkUH4slmW3xAasTZaEXItDpmA/y9e0WrVzPg6bJW7KL/H2sl9k69V5vv93swNZJmrLm1B9d2uMNf3SACy5MsHtPD3vO72Xzlihxaj/8eyECC/tonBWYk30cS/8hmxJfRCtmLFZnBa7eZ/0OjZ9SsBlur15oRyzmzD4eyb6InbGvoNnIxAmT7PNL7pWolS1jmH2cWvhDRnu/iFqRobuW8WqorWH2Mbv4Bwz2/qendd+OyLNKtfAzTcnPfjrHv31mkqNHC8tqjIxq/OGrNnDts4aJROrXuWPCr7SN0Ut07tnkBr4Dqj0TEPrhtn5iNF6cpYvzdKZVaJF5qZEJWdZcXsBDqhLYdPpO7dznheABVSXv4M2y0yRfq3KvETngPiVSXHnLO1o9F7+EoRsi0I2Y71ScvJZzAu5XNXItVHtQsgOrCYMgbPeemhEGEQ8ulUwI6rKSo49mOPpohu99pzB/VXJALUvA3Xt62HVOgmS0tgzxSwSqQqdHPYComO+ungBqJgQL+28vSxDcGULsBbbEosjTrx4E0XzuziDLPr/lHthrzwQ6Me0AosNz/oI4b55AJ+pQ3Xsh86xQLfyklPzPL1J89jOTHDyQBWBgQOXFLx/n2c8fJRbzRvit2E7omNFHoYU5TZ0Ybrtm5WGbc8jmhEnOgzhvdwX3INFZpqFN0kIEaJCDNZaE4L/jUVf23anSzgmWhOBrsVhL7+0kweeG3GvEklD4cjQ83xA1qh8vpaATIrCdmO9k3L6el4TCf0UTju3Pj+zAaoJyb2kkINMB6TR1Gn/1vm0ceGSJB+5b5OEHl0jNGfz6f+b59f8UMro0TbDz7HhZBO7e08PIaISYXP1ZeSUCDSXNQOJHGECpFLXmCgR3hGDhePYkhd05iYIoCjWRYXP0Z3X/HlTZ55focyoBQFEyDCZ+7MzOPCSIIs8uipKhP/GTmn8LisizSi3h97vbFvjXf5lk74OFud16+xRe+Afred6L1tHTU78Nck34lVCy6H2/svReNwj7XH2tklXXqPD0kbUZaXWISel5JlG7xKXkqpzOz6MamaqbQlA6V51IQkquyee5ORJp2EHsBMnntdxrREKaPEXP8hMtRjrkD3nV9Rp0EWg15jsVv67lhJQ8Wc/yUy3mar17nR0YBBrdI+NmuNuXoHLZY0e45qlDAOTzJvsfTnP/vYs8eN8i99+7wMxpnQcfSPPgA2m+8uXCezZsiLB7Ty+7z+9hz/k9bNsep0dZLXLcEoGmjJHKXU4yehuKyBb303yuwEraEYKF47WfJdiIdicvd0McGjLGlH4J67Q7UIv1Du4Jv7DIPrdH+JgyxkL2cvpiy/HeDp0g5Nyius0yZYxM9lLisdsdqXs/qBZ+APfes8hn/nmSe+4uDKONJxSuf+E6XvAHY/Qn6z9buS78SphR1PT5GIl7QQmbCQgxpjuJS13qE34r4SBxl8WfGyKuxzR5fN7gl1qUrItzzXVZSVxKrsrnuVXTyp3xMEu+IMm9RsSl5Ml6hv9Ro6Q7zD0FXQTWivlOxe9ruTIWIqbBNfkcv1DiLCiF33sVG0HIDvSLWA1p1KV9TOIYIoMqTSIRhXN293LO7kIWt5SSyRM5HrhvkQfuWeSB+xY5uD/NiRN5TpyY5cc/mgWgp0fh3N0FCbh7Tw/nntfDcM/qYzklAnUZJZW7lFj0bjSRrZkVWNiXPRkI7gnBwrG9eyZ0QxwaMsop/WKG1fswlSXL++oU2efXFD5Z4izkLyUSuxfVwjDrLrVpJUNPyiiZ7CXEovdCgMVfLblXi70PLfHZf5nkt78pzFcYiQqe/fxRXvKy9QwO1Z9ayzPhV0JG0DJ7MOIPQehSgEKMDNf0ap1AeE2FC5wUEURIBEiJGUXhnb3hGfoYRmp1fk8Cb0sUv6kIydD/sMi9RswoKn+RGPK7GJ5Q6/PyS/hEFL0j2xq/BR80vy5rxXy99/gpBDtNBtZbSMUqupDkPcgC0gMwf5gdhLoIqKs6dqo0EUIwvjHG+MYYT752GIDFRYO9DyzywL2F10P3L7K0ZHL7bQvcfltxoQ0Ftp8ZL84V2MPuPb1sHVcQVR3vVkWgpsyzIfmJ8u9qCRk7MrCwX3eFYOHY1h5OvBSE9aglDoU6y66eT1p6f1hln5/zc9fLxFPFPKNJa/W+FnFzyK2qzDM88H9d238jrMo8Kxw8mOGz/zLJL3+eAkBV4enPHuEPXjnOurHGWV5WpJ9jwg8whApahqXRzxd/08ICgDWmouhiAZsLqVQjhfurq5eO0yn43+sJEIqULq9n5jyKlAxLybQQmB2ehVONn512RUpGpMlpoQSy3jtB8tUi6PXuNn5lBeZNbc3Xfbu0ek3aqXc/haCV9jhMclDpZvy5gqzzBF2rs6dKk95elUsuT3LJ5cnCdobk8IE0D9y3WBgifO8iEydy7N+XYf++DN/672kARka08hyBe87vZffOKJFIayJQSgXDTKIqKWJ1Jt23IwML+7WfHQjOCMHVZbH/7aUXslBKhZxMEhUpRI0yeiH7nBJ9QRR89aiM91r13sn4PY+elAqmmURxqO6dlHlWOHY0y7/960l+8uNZpAQh4MnXDvHS12xg46bGc0R7LfwKxyzWjxQIox+pzkML17zhQD2HQR46cZ4r9ufo3rpYoSv+KhiSkmm/C2GTYSn55OIib+rt5ZRHN6wgZMn4zYg0uTGd4g2JJFMe31gr6VTBV0JWnd+IafDP2RleHxvlpGLt3EXIVr20g5ciMCgxHwacvC5HpMk/Z2Z4fXyo5Xr3O0OwRJjuHSOGgvXBhV2skpNDaGL5W/5GqxnWygpUVcGZO3s4c2cPz37+OgBOn8rz4H2LPHDvAg/cu8i+h9OcPq3z81tS/PyWQsZJNCrYdW6C3Xt6C1mBu3sYG2gsAgvHlBhmklOpdzCa/Ag5dXbVNtXDg0t4JQPBHSHYCLuysBVRmJNJHlh6O+f1fJSYmLV9XL9kn1+Sz6m59CrjXasR72HEb6FnFdNMMj33doYHPopao+69Fnm1kFKSShnMTOtMT+vMzOjMTOvsfyTNj340i1l8rLjymkFe/tpxtm5vvDiZr8KviDD66T31OhZH/wWppSztw2mclmphQBh9fhdhzRGep3APmHHpxuBmZ2dSSt6QSHJaKphe5Lt2AeC0UAr17tGkxWtN8NXjlFB4fWyUUzbq3eq+axE2aeimCPQ65sOC29fmaaHw+viQK/UeFCEYRKa7ce4OSorKoVS1Omr1ZGC9rMCR0QhXXjPIldcMFvaZNXnkoaXC8OCiEEzNGdx79xL33r2sczdviZZXD95zfg87tmgoSg0ZqM4zPPBRUOZrlqvZPIGVOCEDC8doTwhW4pYcrKQVURgVKc7r+Sgos5bfvxZkn9uLZahKitHkR1AVdwRIWCScl5SEnlQX6Rv8GHllEd1DEVQp82ZmikKv+CrIvXz5/7MzOkaDR4TLr0jyitdtYOeuGhOvVhAE4VdCqvMF6afWbuO7uINUF/wuwpqjK/4qyMoIIkQZCQCmEN3sGx9wq947WfC1I+BKmEJw0tOHoXBLQyfnCey2Nf5cn37Ue1cI0h3O7hJZRUUVWsNMv3ZkoCpNYjGFPRf2sefCQjaBlJJjj2YrROAiRw5lOPpojqOP5rjpezMA9Per5eHBu8/v4cJzYsTjCkKY5ewbA/vzBII9GdhIBC4fo/XswGqsyjIvBGGJnDBBmAiL43BaEX7tyD4vRJ8fq+EaQoCQCGWuOH11tx1sFztZekKYCIeyLKWUzM9XZOaVpN7p5Sy96ek8MzM6szMGum7veuhPqgwNRxgc0hga1hgejXDl1YPsvqBxFleQhF8ZIX3L9FvTtPmFS05IT1ZU93LVdrcJl+VymUHTZM7vQthkyDR5V3aBD8X6mOmu6usZ7dZ7V/C1xpA0eG92lv8dG2Qm4BKqWT34JQZbzQpcS22Nn9dnddzUi3k/4mctCcFB0+R0G+/PicLLbbw4hqMYvUDWltyD1R08W1mBmGw+I87mM+Jc+6wRAOZTOg/ev7x68N4HFpmfN7j11/Pc+utC1oeqwo6dCXbvGeTsHc/miU+4g8GBdNXxmotAcDcrcPkY7WUHNsPr7MG82c+R9Ks5I/FZIjWyLe3KvqBm9fkm+Or9zexnbv6VDPT/G2qdLNcuyzg5/NY0+1lKvZye5H+g1Kh7KSULCybTp/MV8q6G1Cv+za7M6+tXGRrWGBqOMDSsMTgUYWhEY2gowuCwxvBw4d/BIY1IxF7cOrlSr2PCD8iKCMLoJTn9HFLD30a2uOBETK7NFbCzovWVefNmZy0YGAa64q+CbAi/4c8Iwc1alEwIyx5m7NR7J0o+N+VeIzIIfqrFyXTAt9C16jAIMqeexOnUtiZIkq8W9WK+0Xu9jiOvhKCXn9VSCyv7dbGAqN85siMD280K7E9qPOaKAR5zxQAAui45sC/NA/cslLMCT03l2ftQmr0PpYFP81EFdu5KcNllfVx6eR+X7I63tGAItJ8VCNZkYOFYjTd0SgyCs9mDisgxGLkdReRs779EkLL6/BJ84xtfyujo01HUBPncaWZnfsnkxNcxzZWzmAoRQco8QuSIx+5AVNT7WsWrOfUMXTI1lWfixGlOTn6V+flHmZ3NrJR6xWG2+bxNmdenMjRSlHiVUm+44uchjYEhjWjUhSlFAir8CvsrSiuRI9vzILQR8+0IsEq8EohOlbctGjwPdHGHrvirIC1EyzrBr87jAvAtrfgxNrgXdGJGhp+kheC7kfiK33UFn/ukhcK3tc79higIMrDe8OBaMR82gi75atFKzAdFCoa5TUx35/hzBUM1MKo6b41WM3RDBtbqiGqaydnn9HD2OT1c/+LC705O5MpzBN51+wJHDmXY+2CavQ+m+cJ/TBGPCy64qJdLL+vnssv72LVNQ4jGIhCCIQNXHtc7MVjCisATIstQ7H8K29vYdxBkn9eSr34Gn0DPz3Hy5LeQpk48sYXRdc8kFtvIoYMfLWwhIgyPPIkNG19BT+8OTDPDzPQtHNx/J2YHL+rr5UIZ+bzJ1JTOxIkckxM5Jk7kmZws/DsxkePUVL6irvc23V9fn8pglcQbLsm8IY2hEXdlnhVCIfyKSCVPpvduS+91m0AIOY+QXfHnOV3xV0HMFKRD1lHpkSbPyaf5diTBUoNGNswdsCBitd7DQNDkXiN6pclz9CW+rfWwGPJ6t0r15+NXVmAnxbzbOHlNOR3z9coWhDkpg0SPNLur+rqBGQNWxlqtzppbMtBOVuDYeJSx8ShXP3kcPf04Zhd+zl13nOKO2+a563fzzEzr/PbWBX57a2GC8pERjUsu6+PS4mvjSO3r1WpWINgbIgzOycCVZfBeDAIYMs509kqGY79EFZmG27Yq+8Io+uwtjiE5NfU9CpkBhTrKZo6zbftbOXH8P8hmT7B+w4vZcsafcPjg37Iwfx9aZAtCeTymGQfSdfccT2xl85Y/JjlwKdLMMzf7G44d/QzZ7PF2Ts8RvF79NpczOTmZZ3Iyz8SJHBMTOSZLcm8iz6mpPA0ucwAiUcHYWIzBoRGGR9MMjagMDWkrhtgODRXm1IvGgvsMFibhV0KYUeKLF5HpvQupdDNdvULI9iRnXngz36pfK7W7QVf8VRCl0S0umESBPWaeH5DodlI8JIz1HibBV48Ikj1mjptI+F0U3/ArKzCMMe8Fbl9XXsV8ULIEg0IUunHuAnliZIvf8jca0lSvI1dPCFqVga1kBUoRxdS3MbrudzztuhGedt0IUkoO7s9w520p7rhtnvvuXuD0aZ0f/WCWH/1gFoBt22MFCXh5Hxde1MdgvHbPvx0RCK3JwBLtSkFwTwxKqbFknMmQvLXmGhN+yj4vRJ9zq9+ujA9V60NiYBhp+vovYGz99Rw++Hc8evLbha0Xp8gs7CTeJ1GU2tfh4MDlnLPzfzMz+xv27v8Q0cgIkcgQhtZPNhf+Z81qslmTyck8kydyK+TexESeyYkcp0/Vn5+0RDQqWL8hyvriFwrrx6Os3xAr/39oWEPQRy71QqLJryKU1uaa8wqrgq+aIAm/MlIjkttEpuc+oCv+WsVutmKuq6E8p1vjFcwKJXQzh80Khb+OD/pdjDVHUOu9E+RePYSpMofKX0fWgay9GJRU1p6gAG9kYFBj3kv8uL5mhcp7YsOeH7eStZglONtmxz6vCPKK+08UXhzDSaSSpvToWa+TYFcIui0DhbKINvgfRX1SiAsVkzN3JDhzR4IX/MF6cjmTB+9b5I7b5rnjtnn27V3i0MEshw5m+dpXTqNpgt17erj08j4uvbSPs89J0KPUFnZ2RCDYzwqsxG0pCK2LQU1ZYGvvP1veTz2CLvqcE3z12bTljxhb/3vk86fJ6Sn2Hfw4i8Y8wwOXEomMEu05i8dc8t9oah8TJ7/N4aOfxjBqf/URi21g88Y/LEi/fe+r+IuCqsRcPxc3yGTMwhDciYLUK0m+ktybmW4u9mJxpSjzilKvLPcKom9waPVUAKtZJDb4b86cVAu0KvOs4ORKvY4Jv9I2Wp7M6HeKv2ktC63TFvfwYsixqTTO5O7iPF3xV4FqKoEZEmu1Q6VJyWZpcFSo6B026X6Q8bPeO1nuQUHw1aNQ7zpHhVaz3hu91yqdIg+dHiK81toav66z6hhuFvN+xquTWYJBa9dUU6EzWoJgkSVKosmMbbU6HG7JQEtDhKVCVB8CdQohzOIxq2RbFC68pJ8LL+nn1X8MqTmdu26f587b5rnjd/NMnshx912L3H3XIv/66Un6+hQuvrSvnBG4aVOMWJ0y25knEFrLCqyFF1IQ6gs9KVVy5hhR5aTt9qRd2eeG6PNC8FVTGvJ6cuZX5M08/f17iEXXk84cBSAWHSMaHSUR38JDj7wXVe1l55nvQFXHeXj/e6rqXQCSZP/5RCMjZLMT7Dn3H+jr3cXU6R/z6NHPkcu3sxa6e6SXjHJ2XqXcKwzJzTE72zy+EgllWepVZu5tiLF+PEpyQLUg9hojpYI01iEq2honcFPoNSOowm/FdlJB04fQtRlosd6dFGVOS8TAzhvY5jQReaF4kn2db3NF+CDRFX8VDEmTU34XoojVTtCQafD32VleHxvlZJ2U/EZ0csaGmwxJk7/PzPL6+BBTLswlErROsBu0IumGMPj7/BSvj44x5VLz1anysN2sQLdj3i/8vNasxFqzmG+2D79iMextWJCeBzoJ1ewlW2e+tkadHbdkoKWsQLMffeb1mCP/CMpczW2qO9bJAY2rnjzEVU8eQkrJiWM57igOC777jgUWFgx+cUuKX9ySAmDDhgiXXt7PpZf1cfGlvSSTWl0RWDhee1mBJVoRguCNFNRlkqMLf84Z/R8mImZaLo8VnO48ei35ms1pt7D4EAuLDwGC3ed8jC2bXs5c6g6i0XVkc1McPHIji0uPAHD8xE2MDv8BvYmLWcr8rmIvBfEXi46R7L8ARYlz7MSXOTH532zd/Fqi2/+CR/Z/GN2Yr1mG2Rmdv/nrw6iqQFUEqgpK9f9VUBSBqgoUhcK/KivfU/p76feV2ypgmjB1sij1Jgr/puaa3wd7ehXGK4beVsq98Q1R+vrbF3vNkGY/udn/RXToHxDqXMNt/ZR5VgiF8CuiGr2MTb2IybEvYGi149dLAivqHCQrohgynBnCYaYr/io4FfBGtBZTQuGl8XUstThI2YnO2VqUh6eEwksTw6TbHBwe9s6xFZwQaSVOofLS6Hjb9e42Vs45CHLQjgx0Kub9JOiSrxbtxnyj4wYhBoNKGJ8HwoChLFDv0dOu3PNMBqqLxEY/DiJbd5uGIlDAxs0xNm5ex7Ofvw5Dlzyyd4k7bpvnzt/N8+B9i5w4kec735rmO9+aRgg4e1einA24e08P0ajiqAgs4bQQBOekoCZm2Zb8GxSyq/62VkVfO4tWCFQkBrNzv2XD+t8jog0BkM4cIZ+fLm+Xzj6MFjmJiEUgU3qfiUAggUik8L5DR/6RU9M3A6AoUc7a+maSyQuZnvklJUm4ouw5k3vv9m/m1L5+teYw3JLc6+v3v0tsqvNoIx/FFFlkSO9BYRJ+5eOo85wY/1ek6M7v1y5ZEbW8beF5oIuX+N/KBYkQDl+TQrDoc0fcyc50WCSiFMKybF0Lcg+cFXz1sFPvQadWfQVBxNSTga3W/VqJ/0qcvBbcjPmuFGxAm88D3SEotckpEZSKzldMNu5o2Z0H0O72lmSggKxqUPnIXC367IhAVTM5Z3cv5+zu5Q9fNU56yeCeuxYKw4Jvm+fIoQx7H0qz96E0X/z8FPG44IILe4sisJ/tZ8YQQtgSgYXzsh4rbghBsCcFhZCoLGeHtiP7wij6nFiZdmz0OnL5Kebm7kRi0tuzk80bX8r8wgPoxjwLCw8xNvZszMggOb2YzdqzHUPmyOVPkSvHdaksGgYKS5lHSWUny38/NX8vO9UEUu0r/m61+EsMCN79/23DNMEwJIYhMY3C/01TYhgU/tVleZvy70vbW/g9wOi66IrMvbHxKL29wXgWaZSpJ2DFFwxBxqrga+V9Xgm/MoKu9GuCHaFnmc7ozoWKrvirYNiEGQ/kRQknOlYj0uCG7DTvjA1zugOG3/ktCayKxxHT4EPZOd4VG+C0ovpebi/xQvDVY0QafCh3indFRzsi3qsJsgzstLbGKdy+HvyK+aAOIW4HO5/VkAnTzTcLHTfccANf//rXeeihh0gkEjz+8Y/nIx/5CLt27Spv8/Wvf51/+qd/4vbbb+f06dPceeedXHTRRY4cXzF7gGUJV68z0YoQdCo7sLrTKYw+EqdfQnb4i6AuFPfXWPRV/r3ZsOBEDzz28QM89vEDAJyaynHX7wpzA9552zwz0zq//c0Cv/3NAjDB8LDGJZf1cdnlfVxyWR+jo5HicRpfk/VklRNCEJyXgro5wOT8/2J9/6fQlMbDHqsJk+hrR/Cl0ybxuKg7BDUR38z2rW9EU3vJ5afRjTQLSwfZf/RzZIFHT/2ADeMv5Izxl3Bk4sskYhvZseWP2fvw/SwuzoECwwOXYZo55hYeQEqd1MIDbBn/PWRFvMUioyhKjEzuZPE3q2MqnlB54pOGWj7XsNDOEFxp9KPPvgpt8HMI1Z8hp60KPaf2a0X6OSb8KNyDVKOHDVPP4sS672KorWelNrtvBRFXhJ5FCs8DrWMI4cmXMH7Mz+oWXfFXgdeZRE50GJek4EtqkiVTQ9S42YSxc+YnVgXeAoIvaX0soCFlONPxm+Gn4KvHIoIvaf2+Z7l6Sb3Pwetre7EY82up7qvx45rIyAj/pQ4Ert6dzBYMYlvTKZnF1dxyyy288Y1v5PLLL0fXdd797ndz7bXX8sADD9Db2wvA4uIiT3jCE3jRi17EH/3RHzl6/DwGCipak6VTanVGvMgOrLWtFFlyfb/GUHQodkqrswIbiT5bw4IpZCs99boRnnrdCFJKDh3IFIYF35bi3rsWmJ7W+fEPZ/nxD2cB2LotxqWX93HZZX1ceFEviR61eBxr16ETQhCczxJURJqB+I9RRLrlY7eKWx29ViWflJJTUzr7Hkmzf3+G/fsy7H8kzbFjOb74lV2sX7/6eskJjUeOfY7DJ/+bWHQ9scgwEsnc/L3oRlFg505y7yN/zdnb3sIVF36RbO4kjxz5NEcm7wdtHgHs2PIGTJnjzgffgiF1Tk7fws78n3LWltfx8KFPAIJzz/or5ubvY3HpQBu1Ex5cm19PyaD23gIOr3bqlsxz8theC7/CdoXrxhQ5ZvvvxGwz689pidaOSPRT6DVDL2YQ57tLqHlOV/xVkEGE7lE/IxR+ptY35nY6VF1JaJ2MUPiplvC7GI4QxE53PZrF+1rC6+zATop5K/hxXahy9S05I+Bmta/49/rvNUTt1Un9IExtSj0yoXsasMZNN9204ufPfvazjI2Ncfvtt3PVVVcB8PKXvxyAQ4cOOX58qehApPzgX0krMhCczQ6s2WFUgZ4HVvyqspPaSAIWjtXGsGBMtp+VYPtZCV7w+2PkciYP3rfIHcVhwfv2LnH4UJbDh7J8/Sun0TTBebt7yiLw7HMSqKqoOJb1e4TfQlAROfpit9vaZ6u4IfpalXz5vMnhQ9mC3NuXZt++DAf2ZUilan92jxzMMzRe77lIksvPkMvPUC9/bHb+Hn5776sBUJQYpplDVIy7fnTyawgUDLMko0zueuitnHfWe3jCJV8nlztFavFB9h35VFkohh2/Fs4QIo+I32N5ez+FXjPCIPxKSEVnoXefpfd6SZDlXT1q3dvrUXge6OIlwW0xfKAPyaLfhbBJnzR5sTHPf6n9LLR5o7LaWesKwkK9vyS/yJcjvW3Xuxd0QkccnI33TsRNGRi2mLdDUCRfLfqkwQuNFF9Vkyw0eEButr8gicEw0IckTF3YVCq14udYLEYs1nzFvLm5whDK4eFhV8pVjWJGqTUMEOp3GPzODhRmDHX+iaT7f4tUsqu2qe64tiMCm2UDRqNw4SX9XHhJP6/+Y0jN6dx9x3wxI3CeiRM57rl7kXvuXuSz/zJJf7/KE69KsuPsBNu3x9i2Pc7AYK2VjIMnBA0zQSrzVJLxH6MqaUdln5+iL5c1mZrKMzmRZ3Iyx8mThf+fnMxxcjLPxEQeXV9dl4oKZ2yNs31HgrN2JDhzZ4IzdyQYHHJuBVDTzKLLHsylq1B6fo5QMhw9VfyyoKL+F9OHuO2+1xHRBtC0fnQ9RV5P1dlrMAniqrjSjGMuXYXe+yvHs/68IkzCr4RiRhlMXcxs8k5MJXzDdb3CjtSzQuF5oPO48cYbufHGG8tfnu7evZv3vve9XHfddeVtHnzwQd7xjndwyy23YJomu3fv5r/+678444wz6u53dnaWd7/73Xz9619nZmaG7du387GPfYxnPvOZlsvWFX8VRKRiuTPmBE50xFQkY9JArfMg7QbdLMJCAkCh3oNDp8i9Sqqvx4g0WG+aRBQV1YHaXwsyxCkZGMSYb4UgS75aKMCY1Gm3i9IVg9Yo1VOkzSkcskJF82BOxmzRX2zZsmXF7//mb/6G973vfQ3fK6XkL/7iL7jyyivZs2ePSyVcSY4IsmpBkkZz80HtzoaX2YFxqaAaSSjGRPU27YjAdocFJwc0nvikofLcacePZYuLhKS4+/YF5ucNvvfdGfjuTPk9Q8Ma27bF2H5mnG3b42wrCsG+vtX17KcQNIRGTg6RExpqm5LGS9GXTpscP5blxPFlqTdZlHqTk3lmppu3tb19KmfuKIi9s3Ym2L4jwdZtcaIxpzMda+xPKkhjEBrcdUrvM4x5MIq5hB6LNLVJxmgQxV6JunJMRBHGEI3qPii0mm0YJOFXRipoRl+5jV+LOC31rCDajHOvn7OssnnzZj784Q+zY8cOAP7t3/6N5z3vedx5553s3r2b/fv3c+WVV/La176W97///QwMDPDggw8Sj8fr7jOXy/G0pz2NsbExvvrVr7J582YeffRR+vv7bZWtK/4qSAnV08E9TkjGBTT+VhsLbKetEyeIB5gTCjfEBl09RieKvGrsXgMpofLRyDrfjm+VoF6PJVqRgV7EfDPCck04GVdOx3w9GpU56PFci3Y/g1TIFrB59NFHSSaT5Z+tZPv96Z/+Kffccw+//OUv3SzaCgw1R4SVnbXsilV+G0vAEtWdlGYicPlYyx1Aq/MnZTSdzMgPi++ptc/S4hqNFwtZtVowjSWglb+X5EZJgmzcFGPjphjPun4Uw5Dc+bt57r1rgUMH0hw+kGHiRI6ZaZ2ZaZ0771g5xmXdWKScFbhte5ztZ8Y4Y2ucRGJl58yODCyUsTUhqCqLDPV93pFjtUo9ube0ZHDsaGGOveNHsxw7luPY0RzHjmU5fap5exmLCcbGo6xbH2X9+sK/Y+sjjI1HGd8QY936SN0FO+zQivwSyhLawH+1fWy3CarYa2v4rbKEHPyac4WxiZtDhwMp/CjeS9Q8x0duLv6m/Xu/1fuRl/gh9upR+vwyqrX7fdh4znOes+LnD37wg9x4443ceuut7N69m3e/+90885nP5KMf/Wh5mzPPPLPhPv/1X/+V6elpfvWrXxGJFOpv69attsvWFX8VRKQkbN2biJScLbM8LGLkGzwkBLXj5mZH3k2pGJGSXWaevUqkYb1XExZx4QRuSDWr8e43Vs89SNdls0VErMT8WorvStzMFA9CzNc7Py/i18ss/EoiUgbw0b0+yWRyhfhrxpve9Ca+9a1v8fOf/5zNmze7WLKViCYZFc2y6epR2alxXAJKlWhuPbnoZPmb/1rlaiYwGwnAwvu14ntrX1eN/r5iXsCiBFRVwWWPTXLZY5fjIr1kcORwhsMHMhw+mCkIwUMZTp3MM1V8FVYPLiAEjG+Isv3MGNu2xYtZgjG2nBEjGnVeCFbKQCk1cvoWotqjiIq2xiu5t7BgcPxYmmNHsxw9WiH4juWaZu31J1XGN8ZYP14UeuujZdE3tj5KckBtW+y5Jb6kVJH5zYjIUYQIUyvoPq7PqSdVyG+CyDFwoO6DMAegH6v0WqHyniGkQjy3jkx0CinaW528et9O0uzeFhS5Z/XzbPY80AkYhsFXvvIVFhcXueKKKzBNk+9+97u8/e1v5+lPfzp33nkn27dv553vfCfXX3993f1861vf4oorruCNb3wj3/zmN1m3bh1/+Id/yDve8Q5U1frn7n+LECAGMDjtdyFsMojB+/WTvCGykakGH2enZXNYwU0JMUSOD+RmeH10jKmQZYY4hR8dcqvxHhb8FCpWKV1HQ1Jf8zFfwsvYD3LM272v+CXxWmEAg3DOsNQYKSVvetOb+MY3vsHNN9/M9u3bPT2+afYBzVdpLdFuNmArErBwrGURqBo9jJ5+LpNjX8DQ5leUq9kiIY0EIDTOAmxFABb2vzILsJJEj8quc3vZdW7vit8vzOscPliUgQczHD6Q5vDBDLMzOieO5zhxPMevfrm8PISiwubNMbZti7HtzDjbi0OGN22OoWkrhVarw4UNs5+ZhdczPPBRVGXW8j5qUU/upVI6x44ucfxYblnwHcty7GiOubnG5R4Y1Ni4OcbGTdHiv7HCv5tj9Cfbb+u8zmgrSyJzAGXuFZgj/wjKXMP31IvBsOK7KDP7UGZfWqh7dXXd+14+i1iRfeC/8CuhGgk2n3oGB9d/FV0L7mz/QRF7YP2za4Rm1h/aGkTszKV87733csUVV5DJZOjr6+Mb3/gG5513HhMTEywsLPDhD3+YD3zgA3zkIx/hpptu4vd+7/f42c9+xtVXX11zfwcOHOCnP/0pL33pS/ne977HI488whvf+EZ0Xee9732v5XMQUtqcfKMDSaVSDAwMoH7154iePr+LEziCJCG6eEOYOuhrie616A9+XA8xo/Exs2o3FtxELi1gvPAq5ubmbGXSlZ4nvn3TefT2uv+Qvrho8JxnPGC5nH/yJ3/CF7/4Rb75zW+ya9eu8u8HBgZIJAqrdk9PT3PkyBGOHz/Os571LL70pS+xa9cuxsfHGR8fb6mcpXp5+80vJtZXIfNobaiPVQlYTStDsKwOCW5UpmblrZcFuPz++te7FfnSbD60eszO5JeFYFEGHj6QYWGhdnkjEcGWLTG2nRkrysA4286MsWFDFEVpXQhaoZbck1IyN2twrCjzjh8rDMctZPDlmJ9vXIahYa0s88pib1OMDZui9PW3d1/wUuyFRRhV46RYDHIdBLlsdnBS+Dk5nBeCJc3CghNyrxGZhTwfuOYbLT9nfe0HF3j2nPWCp69ebbvRXMq5XI4jR44wOzvL1772Nf7lX/6FW265hcHBQTZt2sQf/MEf8MUvfrG8/XOf+1x6e3v5z//8z5r7O/vss8lkMhw8eLCc4ffxj3+cv/3bv+XEiROWz6UzWhqHiBkaokFna612tNZitmAn05V64aXWZ9e9Bp3Fr+ujmeizs/1avVcFiZzQiHiQGZuzOVzwxhtvBOCaa65Z8fvPfvazvOpVrwIKQ0pe/epXl//2+7//+4C1BUPskq2a78+qCGwlExDcHRLcKMvPzWHAzeYBLOy/tmRqJgQHhyIMDkW48JLlCcSllEyf1jl0IM2hAxkOHyzMH3j4UIZM2uTAgQwHDmSA5YylWEywdVuc7dtjbN2+PGR4bGz1XHaNhGA9uTczo3PsaKY8z97xo7nisNwsiwuNz3FkNFIh96Ll/2/YFKOnp7VruCv1nKETzi3s52BV5lkhyMLPzkrvnYLbYq/TsDOXcjQaLS/ucdlll3HbbbfxiU98gk9+8pNomsZ55523Yvtzzz234XzLGzZsIBKJrBjWe+655zIxMUEulyMatXY9hLs1cphhqTPT4O92O2a1cLpDNip1PpY/wVsjGzjlw81lra4UOSp1/iE3xZ9H1/lS75WsJZFXiPcJ3hoZ973eg4JXw4WDFPNOEnTRNyJ1bjCP8k5lM6ct1ntXCrbPiNQ56XchXMDKII9XvepVZQnoNJoRhwbCrVIEtiIBwfkhwarey6aT13Ns7L/JaqVjtCYAm/3d7WHAq49XX1DVk4JCCEZGI4yMRrj0McudINOUnJzMLc8fWBSCRw5nyGYlD+9N8/DelcO8e3sVtm6Pr1hlePv2GEPDGtIcZGHujfQN/D+EMsvp0yW5l10WfMVFNdLpxnJv3VhkOWtvy3L23oaNUeKJ4Mo9X6SRkURMvxY5/BlQU823X8M4/fkIo5/Y6VeRHfkcUp1v/oYWcFLkWcG3BTtsHDOi93Du5DPZt/575LWllsplBy9lYhDkXvUXfCVMI1xDfe3OpVyJlJJsNks0GuXyyy9n7969K/7+8MMPN1ys4wlPeAJf/OIXMU0TRVHK79mwYYNl6Qdd8beCBQ+WT29XHlZ32lIo/F9thFRAl37v1GzBFAr/Rxt0vN7XksSrxsq1kZUK/6SsI2tEibXx0L0W5IfTQtCtmPeaoIu+auYpxPy8Q/W+lqWgnc8gZ1h/kOpiHUPkUK12ylqQgOD8vICmkuHU0C8wleVZH0udT7cEIDizGnA7QyXtZgkqimB8Q4zxDTEe+4SB5f0YkhPHsqvmDzx6JMPioskD9y3xwH0rO9vJAZVt2xL09b2NEydOc+J4lkymvrQWAsbGoxXDcaNs3BJn46Yo4xtjxGKttZ9uyj0/M8EaHlvNoSS/j6nmoIUydsq8f358PlJJk0t+H6lYnwfVa5FnlTAIv/L7lCxHh29FV7KW3t8uQZBxTlNP7jXCENam0aiHKRRPvoAxhb1Z8d71rndx3XXXsWXLFubn5/nSl77EzTffzE033QTAX/7lX/KSl7yEq666iic96UncdNNNfPvb3+bmm28u7+MVr3gFmzZt4oYbbgDgDW94A5/85Cd585vfzJve9CYeeeQRPvShD/Fnf/Zntsq2di1DDXJCIbjrhBao1XG5hyhCQnXCadA7cV53wJ0UjTmh8Fs10XS7tSzyKnEiWxYK9X47vc03bEI75Qn6ddWMVoWg1Zj3iiBfW07FOzgX81YImxR0sp6ryXk8sf5aIa+AUuyc2Zlvz8shwdWdR00xWEocqbP/5sOAm5XBq2HAlXgpBFVVsPmMOJvPiPOEinnL83mTY49mV80fePxYltScwT13LwDLKwwrKqyvlHsVGXzrx6OrVhlu93zaxQ9x5MgxhY4Z3+drGdyWh4Edflus+8I1H0yh14ygLNhh55hSMZhPHLW0j7VMK3KvEVJpfwXlIDI5OcnLX/5yTpw4wcDAABdccAE33XQTT3va0wB4/vOfz6c+9SluuOEG/uzP/oxdu3bxta99jSuvvLK8jyNHjpQz+wC2bNnCD3/4Q97ylrdwwQUXsGnTJt785jfzjne8w1bZAtry+UOvNFhqvlmg6JMGL5Wn+YIYYaHqW5/u5PArcVIU9EuDVxiz/Ls6yHxAv23zAjc73rVoFO9e0anSsNn8gf3S4FV6is9pSUsxH2Qx5zRuXgdBiHnwRgp63Z40IozPA2FAq8ikXCXYWhSBbs8LaBo9rEtdxkzyN5hq/YwQt7MA2x0GXGvbWrQqXewKwUhEYduZCbadmeDqpwwtly1r8ujhDIf2G6Smd7J5+yE2bYH1G1avGNxu2drBS3nkqagyE0TmryHffzPYyDxzksCKOQdomKFnxomlrsZI3gJKcNeVbydjLUjCr4RqxBifu5iJgTsxGrTxawGn5V4jFKPzMh8BPvOZzzTd5jWveQ2vec1r6v69MvuvxBVXXMGtt97aTtG64m8t0xWDXRoRpE54p1CvToN6rVXKO1UKBAqq1CwP1etUutfGSrr1sZq0EkEo7tdLWglm29EKrSy8Ad7NC6ijYlrIVgz6MOBmOC0F7QrBWExhx9k9nLUjQX7xsUR65xBNBFSYs/aCIrnKQkooaIhCnTaRzV2WCeqQWyu4PfQ0aAt2rNoODQOl+K/1LLRWV6X3Gy/lXjWVn11n5vsFm2DcbQJCjigR2bgxyYtg3fgWhMo/iTFX9h22YV9eMi9U/p824ncxWiLMnXQ3491PwnCthTnm28WvayYiVbKo/KvYUPw5ePegTmUxxJ24IKOrOVTszdXktgSExtmAppplcuh/apbPigAs7LO9YcCtCMDC+1e2Xe0OoXRy6HAzISiUNNH+bzbdvl3cEm9BEHotySglQ3bwB47sq1NkoWdSr07d2yUoc8gFYf6+uttVyi81x+Hh2yy9r+4+HMBJkRgUuddwO7W9Of6yQkX15MsZ1w/hGf7flQJERJo0e3RpJgbr4VZnLSpNzifNvSQ8nZNorWcLRqXJhTLD3SLu21xQYRZ4reJXvPtJULIEgxDzXuGn6KsmKk32sMR99JATSsN7UFcKOkdUmt2hvi6Ql3EQWsNsuGpaHRLs1LyAwlTpyW5kKXYcqaw8tlVB2W4WYLvzAC7vx/khvk7vtyT4pNSQubMQ0f2INuZodlPA+SH3XJdQUkPNbsWIHYY258YOgywMVKZeg7oPisyzQmiEXxFhqiSz60nFJle18V7ip6yzi9XPpRGKGaBrb43Q2b03m/TZ+FbZLhGp2n5ZoR+TPzan6A9YwmzM0Bq+wk4Skz/VT5N0oN6b1VWn1qFVKq+JIQn/y5xiSGL7Wuk0vI4LJ2M+aPh1bVlp8/sweJ2ctHR/cuKespZoVFeD9hZx62KRiFno6GVFdMXLDjpq+WWHLJHyy/J7RARD9rF+5kpUM26pXI331/ycsyLSsBPb6O+GUMsvu2SFVvfVDi3v0+zBmH8umD2BK7sT+66k8nNr9nIbYSaIzz0dYfqzmJedumhWJ0Goz0aUruXSKy/7ic09g7zsX/W3oGO1rFbbfattvNX6adT2a2aUbdOXo5n27kVrgcr7bav33nposlvfXrN27IEFZkQkUKv6WumopVB5o3JW8afwZHsETVzZzZ46JTReGd2y6vdBO6+g0qqEmBYR/kScter3dvbX6VlRbmUI1ov5MBKkjL5m1It5N47fCdeGU4Jzps2OVlZo3SEoNchqGWI1hvpaGRZbCy+GBOe1JR7c9NXiT42H3topU7MsQKeGAUP7WVRuZAo226dQU0RG/9bS9u3g1n79lkq1sCSQtAyZ8U8Xf6i/vZ0FctwmtHVdhakuMDP+zy6Uxj5Oy0b/5u9rvl1eS3P7pu/Yuod0Ek6JPLvMa2uzvv2kayk6CCsdnk7o2LlBV9i1T1gyiuyWs1OumaAMGXaDIF6/YbkeKgmyGAxjfXZpDSckILg7JLiZdKsuk5/DgKGxGAmbFPRzX9X4LZz8zASzc+wgSUInCEMGXjV+lTnIwq/6uE4KsKBJRL/kXuPPv905/rpfsNoleL0lHxmReab9LoRNRmWev5OHeJvYxikLjWGQO3ZhYlTm+YT5KG9Wtliq97AStM623Xh3gk7PJrQqBNdJnRvzx3lDZCNTNm+0QRRzTuPWteJHzNfD6fkFg9a+VDIi88z5XYgOROh92HnYr+40+JENGNF72TXxPPaOf5O8tlhVvubSzWpZ7CwG0upqwLVoJq/aEYNtSUFjAOX0n2CO/COoja/GTsnaC4JQUvR+hqZexcy6z2Fq847s0+p5BUEQ+vkZ2K37IMRLPZwUfk7LvurjRvUeLp54BneO30ROc2Z2X6dFm9V7WDAFX21iuj/TCaxlOr83ZoMFGUWzMNGk7uPEn9XMofJhsYk5hy70btagNeZQ+YCywbF694ogd7St4HS8O43V+g3DNVQt69JS4QPKBtJGlFiHL+5hBa+upaDHfImwty3VBL2+w0pezSNbXHQD/BkSnFN19o7ejK6mm5TNuyxANwRgPdzKFmwqBZUFzMEvgLIQ2qy9IIuZSlaUU8tjjHyLnJYHEfFUxrmZRRiGzyJdVfdhJCgLdtg5bl7N8MDoz8mrGUv78QO/hF4lrci9RuTUrKP769KcrvirQEextNqJFTlY3qfLkjAvFB6i+cTHTtLNGizU+4P4801Fp3Ww7eBHvLtBGFdm9TPmg4Bf111eKOwz+wP1hdNaQO/KbVcwxerFgezMt7fifS1mA9odEiyFyUJ8ClCLr8bl9DIL0Oo8gLVwWwpC62IwKzQQQOw4tDn79loSe46URxjkYsdt7dOPTL2g1X0zrJV3Zd0HjXbFT9CEXwkpTObjpyztay3gtOCrh6zxPNDFXbrir4J+dBabb2YLtyVhv9R5tTzJZ8UY8x6Mc7fCWsgaTEqD15pTfEZZR6qFh8q1LO/aIYjx7jRBlYLtxnzY8Osarb5n9KPzCo7y7+Y48w1u2V0x2Dq17tO9pmxrqG9eRMh50EblRbgmn9GMJis+BjAbUDNibJ25lMNDt6MXMxRK5WxWPrsS0M0swEZlq4Xv2YJmD9HUteSSPwSl/vC7ThR7vg43NeIMzF3N3MAtmBYzoIIqB73Ayc+qlbpvB68ET1CFXwnT7GPnzAU8MnQPebV2+2rnnhIGvPrsVxyz6nMz25wGyKuVuQ0hXT+GV3Rmz7lFTJ/X9G1FEpoIThHxvex2Cbv4UiRME0WRKpEApF93Cs2uAQU4TRRFamg1YqjT5Ue968YLIWgAUyJo0xU7g5/tUbOYt9rGh22aCq+wc1+tJGz31LAgkdjJ4HIiG7BdCSiFSVZbrJmdYKd8VsScnSxApwRgPdwWg02zBTGR6hxghlruhS0zTQqJoc4jHe7shlEOev3ZOVH3fgidegRd+JXqSkOSUZeK96fG2zqBlxIxCIKvHo3qu4s7dMVfBYuolob6BoFSZyaLyn8xDhK0GtfPWuzoecGiUPmiWOd3MQJLq53tZiyi8mXWt3XcTrwmvMgSXBQqnxejjuzLb4Is+qppFvNOHjts14Zb7QwU6r2L8yypgihFcWVzRT+/hgTrismhwfuaDgm2Wj6nsgDtDAOuxCm54roYVPMYyZ+3tQ9wV96EQerZ7virkszg74o/rH6vm9LCSzkYxM9OKllSA79a8bsgiTyr+LFgh5058KrrVFfzHBh6wPL728VpiehXjNhZTKUWhtraqu9dWqcr/iroMSG403rWJobJpaS4nSTZGtpyrYoQt4lJk8tZ4Db6yHb4XFBudq7t0izerbDWrgmnpGBMmjxWLvIb0RvYmA9aJrET144TMW+VoFwbQWhzYnTnnnEDteKzzVZJBTsi0MshwYqpMpzexHTiGKZiWFocxO5QYLezAGsdsx6BEYNmBC2zEz3+CCjWRKrTBEEOed2pF6ZGb3obi4lDSGV1x7xRebzIZArCZ+IEteqxWd0HEbuLTvid3VcLxVRZl97AVOIEZsie/71oH9oVfPVQ2nzWyxFB9WBKlVwHjQDxtff285//nOc85zls3LgRIQT//d//veLvr3rVqxBCrHg97nGPW7FNNpvlTW96E6Ojo/T29vLc5z6Xo0ePtlSeOAaqqTR9BYkeDJ7LKXraGICnmWrTV5eV9GBwvTzdVr17iZXPOAyfvRPxboUw1k0rRKRa81WLXkx+T87Q26YQqXdMJ15+40Z8eBXzVmn3mgjLdZUISH13GhGz/kN6luiKlx2yRMovW+8T0RWvWmhmlM2pc9HMwt911PLLqXJlRaT8akSz4zY7FytUlqXeywmaHUPIGNGFK8jT62pZ3D/PaFsvr1FklMH5i1Gk/WMH7Vz8oJ3PtZ26d4rK9s3KyypWrymr7bjlNthC7GlmhK1zZ6OZnSGVW6HyXlX9cud4UaS5dhcM9AtfM/4WFxe58MILefWrX80LXvCCmts84xnP4LOf/Wz552h05cX753/+53z729/mS1/6EiMjI7z1rW/l2c9+Nrfffjuqaq8DMUfEkgm1Kv8Mxf2MgRki/BU7XD+O1c5YJ2VKNWJGRHib2O7Z8YLSGfYbr+LdKkHJkHKaWhJtHpW/VLYX/+51iYKJF9dl0GK+GZ3SVs22+bCbJYriwTfRbmeBOk1GyxIlZmnbSvnnZzZgTktz14Yf1NzeSjZerXK1OxTYiRWB28GLrMGMliWz/t/b3o/7c/iFV2jVEie6muXQ+NcB5zuJzeoq6AsouP1ZG+oSR8e/4vh+7WblOUkQM/yqj5vVDH6x8RfF39hvL+zcY/zGLZFX/3j1P4eMlvWwJF3AZ/F33XXXcd111zXcJhaLMT4+XvNvc3NzfOYzn+E//uM/eOpTnwrA5z//ebZs2cKPf/xjnv70p9sqj3B4kkkvBKFAEsckg4IMQCpqp4qQaoSUJDBJoyCbrKrYKR3hIBC0eLdCp8yrZifmOxU/ruUwxnyYKd23FbNb125gSBUDFdVmRqVTw4JbkoASekyJIfIN1yVpRQI6ORTYyorAjXBSujgyV5sEIaNIkWtY7+4O9Q2e1HNd4khQZART5NEbLKrixlJffg0jDsznLAtZf2aTmPdT5FnFanafFdqZv8/SsSVoUkMXup21p2rvqw2cFIhBEnx16SYReE7g5/i7+eabGRsbY3BwkKuvvpoPfvCDjI2NAXD77beTz+e59tpry9tv3LiRPXv28Ktf/cq2+Bsiz6yThbeIFUFYTw4Ok+cjHOAdnMnpVi46H+gEETZCbrnefUzJX2usMw0+pOwLVbw3o9H1ECQpOILO38lDvE1s45THDxR+4Gc7VXlPGCHHh5R9vMvcUTPmvcgs7xTsTNUxRJ6TLpZlrZIwYhiAUdWRa0cEup0NGDMSXHbiKfxmw0/IamlLAsKKjKsujxdZgA3LEjA5mNDjDE29ismxL2Bo844dd2UZvHuOCIOsAdCMXrZPvpCD67+Kri3W3a7R+XgtBaHeAjfheU7UUdGMXrZaqPugEvTsvnrHjhtxnnjian6x4RYymn+z/Xst61qhJcFXh4QRb+v9WRHxZmRFByU7BHqMyHXXXccXvvAFfvrTn/Kxj32M2267jSc/+clks4XU0ImJCaLRKENDQyvet379eiYmJuruN5vNkkqlVrwAzKLmV5GMkCtnAA6SL0/03YNBP4UJVzVMRioeOIfIEylu14tOb3G7CCZDFQ90I+TQitv1o5fnbophMljcThTLoBbLMGSa9JkS1VToNSXDZmE+wkUzyv8xt7BoRlFNhQHyxIv7S2CQLJah+pyGKs6pt8E5DZMnWtyuD52+4nZRTIYbnFNvxTkN1TmnJHp5HqU4BgPF7ZTidkpxuyCeE8D72cYcWseck9ufk2YKVFNhxDToMQud8H5TMmiaqKZCzIQxUy/PpTlqGsSL2yVNk6RpMkuEG8xtaBVzbo6ZOrHidoOm2VGxp5kqQ6ZkwCyIqF5TsM4s/F5IyajMo8piWaVOjyyekzQYlIV9K8XtlOJ2g1InXtyuRxoMFLdTi9uJ4nZDMk9MFs9JGugS3ivOYF4qjFZ0PIdlnmhxuz5p0Ffcd1SaDFdsNyrzRIrb9Uud3uJ2MWkyVNzO63PqL24XkSbrTaM8x9yYaXp6PammQsQUjJk6kWKmWSn2ZonwUXNr3fuT1espDG1Eu9dTsnjucRNGTWNVG1E6Jyv3XLObXdkW9Z6zZLF+hRQk9Fj5G/+IngAzgoFKxNCIGoUOkCIVEvpy5yCux1CKAjdiRIgYEbJEyZtxhN5f7pTE9TiKLG0XRSvuTzVVYnpxqLEEofeTk1GyRIgYMdTiHISqqRE1CtvllCz3jv6GnFJ49pRmP7rsISuiqGbhfaVziuo95XOK6glMM4qOijTjaOXtlMJ2LJ+7MFWyRNCNXnSjt7CdqRJZsV0vQipkRQTd7EMpzjkoTA3N6Cmfk6b3ossIOiqqkajYLoJqFOdUkgJN7wNZbFeMBKI4v5ViRiu2U4rbFX7UzUFyxXPPyz7yZpKsiJIjgWEMl+fTUvU+RLEuFSOOUuzgCVND1fvK56Tq/VCcWkIx4ggzVt4uKyKcXPcVDGWxuF0xG9dIICrOSSmfuyhuJ4rb9ZCTveWy6uZAoXzEC2Utxopq9CyX1Ywul1WqhXMvl7UXYZbKGkMpfp6GGQU9uTznmJ7EKNa/NHoxzQQ6as3PqXROqhFHKdd/9efUu+JzWrldvOJz6i1/TlrVOanlcypuV0SrcU66mubI6HfLxyxvt6Ks9WMPqVScexwdFdOMI42+Qv20GHvNPqdS7OnGEDmZICuiKz4nYaqoK869D1ERe5XnpK44p76Kz8n+9VQ4995CfMhIIVZkMVaMfgwzho6KYkaRSA6v+xaGkm36OZXOadV2Nj6n5e0ax15WRDDMJHmZICsi5GUPhtlPVkTIEcM0BsvSStMTKOV2NIpa0e5JfaC8XandK5QhimqUyqqi6H1l6RfVe8rnpBkx1HJZVaRRaH+QENMTiGL912rLs0TIyShxPV7eLmbEUE2VrJrlt+t+s+L+FNfj5diL6bHywlSaESFSLKsilcJ2ReJ6fNX9qVDWGttZuD9VljVqRNHK56QSq7jv1DonAM3UiJbq1eY5lebaFXo/ebPws2n0Vp3T8rQdiYpzihoRIsZyWeMV55SoKGupvrt4R6DF30te8hKe9axnsWfPHp7znOfw/e9/n4cffpjvfve7Dd8npUQ0sLM33HADAwMD5deWLVsAeLk4gWqqbCDLh5R9xIsdir8Uh7iEwkPrs8UULxMnADiTNB9S9pX3+16xn/NYAOCFYpIXikkAzmOB94r95e0+pOzjTNIAvEyc4NliCoBLSPGX4hAAcUw+pOxjA4UHzdeJozxFnAbgCczyJnEEKHS4/kx5tNyB+nN5lKvMFKqpcK2c4Y/lcVRTYbNZyAzsLXYQ38FhLi2dE6d4BQVRehZpPsKBclnfx0HOo/Ct04s4yYuKORDnscj7OFje7iMc4KziOb2CCZ7NKQAuJcU7OFw+p49wgI3Fc/pjjvE0pgG4kjneTGFRlqFiFmOpk/lmjnIlcwA8jWn+mGMAbCTLRzhQ/py8PKe/5AiPEieC7JhzavQ5XStnUE2Fq8wUfy6PlsXcRzhQ7mA3iz0nricDwQA67xbL5159PT1XnkY1FS43F3iHPFKU5YVz32zmO+Zz6pOCv5OHOEPqaKbKn8gJniHn0EyVa+QCfyELZR0uZuoNF9uIv5DHuKpY1mvlLG+QhbJuIsffyUMkiuf0bnmUy4v1/zw5zSuY4oiIsV1k+Tt5qFzWD8gj7GEJgN+XU/y+LLRne1jiA/JIebu/k4c4q7hu+qvlSZ4nC/V/OQu8WxbqP4HJ38lDbCrKnTfICa6VswBcRcrRc7pezvAaOYVmqpwtc75eT1CIvQ8p+8qx9yZxhCcwi4HgXLHIq0Xh3Fu9P71PHmSPuYRqKrxYTvFiOYVqKuwxl3ifPFjOhgtqW66aCjvNwnYloVd9Tk7ec18mjtMOWaFZWiSh/VcwB27Ue866aOZsAPrzPVx74rFoxY73E09exMb0OgB2pLZz/sw5GKgks4M85cQV5f1ePXE56zLDAJw3exbnzZ4FwLrMMFdPXA4UMhKeeOJqerKjhe1mzuPMVGG7sfR6Lj/5WKAwtOuJJ66mN1+QO7tOX8r4/A6yRBhd3MaeqccAEDVjnH/qsUSLUmrP1GMYXyycz7qFXZw5/TiyIkoin+TiiWegykLH6LypqxhObwJgU+pctsxcho5KPLuO8yeeVT6n8yavJZldD8DmuQvZPHchWSLEsps5a/KZ5e12TTyvfE6bZh7DwPzFZEWEeOZMNk8Vps1RZITtky8kmh8AYHT6SfQt7EFHpXdpF+tPP70sHLZMvhitKBnXn76W/qWdACQXdrNu+prCuecH2TL54vJiAxumnkVvehsAg6mLGZ19AgCx3Dq2TL64XNbRqReh5LaRFVF6559A7/wTCiImt43RqReVM3TWn3wp0Vzh3AfmrqZ//lIA4pmzGD39XPTIaQQa60++FE0vfMk/NPM0+hYuKJQvvZuh6WeRFVEMc4j1J1+KYQ6RFVGGpp/lyDmVhN6mk88nmt2CjspQ6rEMpR6LjkpPdiNnnHxu+dy3T76QeK4Qy2OzVzCcuhCAvvTWup/T+PTVDC6cVyjr0g42nS5MX6QZPWyffGFZ2mw6/VSSS4U5XwcXzmN8+uriOQ2wffKF5OkhKyJsmrqOeOZMsiLCwPzFjM4+nqyIoOY2sH3yheX244yTzyWSO4OsiDCcegzDqceQVVSk7OeMqeeUt3PynEqxh9GPjsr600+nd2mXY7G36eT1JLKF6650TgCJ7CY2nby+vN2WyRcTK57T6OwTGExdDEBvehsbpp5VPKcoWyZfTDQ/CMC66WtILuwubFfjeqo+Jx215uekFNuIzVPX0ZfeWizrhYzNPZZcdIZ4foTtky8sl/WMk8+lJ7uxUIbUZaxLXQbQVuwJfYSsiLB++hr6F84nKyL0LO1iw+mnkRURTLNQVtMsfJ5bT13D0GKhHR2dP4ctp4v1n0+ya+J55XM6c+ppJNPF9jG1h00zjyFLBC073rTd01Hpy27g/MmnlLe7eOIZ9GULbf72mYvZlDqXrIiSzGzlopOPB0CVGo898RR68v0AnHv6EjbPn1luy3dPFdr8mBHjiSeuLkuzi6cuYdPiZqSQDGbH2D19IVmiRPNDPPHE1WiycH+9/ORjGUsXynpm6izOmynE9UB2gCeeuLpc1sdNPJ6RTKGNPnt2F2fPFuJ6JDPK4yYeX97uiSeuZiBbqFer96fzT1/IGfOFWNm0uJmLpy5peE4AZ8xv5fzThRjozffVPKcsUbamdnLOzB6yROnJjq44Jyv3XICnnLiCoWwSgAtmdrEztQ2ADel1PP5k4doSMspTTlxBT74fA5XzZ86hi7cIKWUgdKsQgm984xtcf/31DbfbuXMnr3vd63jHO97BT3/6U57ylKcwPT29Iuvvwgsv5Prrr+f9739/zX1ks9ly1iBAKpViy5YtXPzvtzLZsw4VkwF0ZoggEQySJ41CFpUedBRgThFoxe1Kw6+GyLOASh6lnO23iEYEkz4MZorfcoyQYw4NHYV+dAwES6jEMEkUMzwEkmHyzBLBQJBEJ48gjUocgxgmc0QYJM/rxaP8s9zCLBEGyJNFIYNKAoMIkhQaKpJB8kyvOCeVLAo9GKhI5tFWndOAkmUBlRxKOUNkAY1o8Zym65yTiWCxeE49xXO3ek4KkiHyzBDBRFg+pyHyLBXPqRcDpc45DRc/p3bOaYwcv88k/8xGNGSgzylpSldir9Vzshp7ta4nFfgj8ShfkeMcIeHKOSWVbKBjz4nraVFIMkKlRxbOaU5oqFIyhM5pNKQQDMniOQmF3mK23cuZ4tOMIYTgVHFIx7AsnpNQytl+C0IlKovnVNxuVOaZQyUvFPpl8ZyESkwWz0lEEFIygs4MGoYQDMjCOS0Jlbg0iCOZFRqKlAyjM42GKQSDUieDWHFOizIWiM9JM0Vb11MUyevFo/yn3MAx4o5eT63en0zFcLyNGDENX8+p+noaXzrF3S97PHNzcySTyZrPErVIpVIMDAzw0Z9eS6LP/WE76YU8b3/yD22X023qPWe99kd/hTmcK2QfGFHSahYExPUoeUXHUEwihoZAkFPzKFIQM6Kki5OAJ/QYupLBVMxy5kFezaOYClEzUp4sPKHHyao5TGESNSJIJHlVp8c00EyNrJYtZFQYcbJqFikkUSOKKUx0RUc1VTSpkVWzRPUYF5++kPtHbievZYgaMQxhYCg6qqmhSJW8mi1k/BlxUOZAFDL+dCWHqRioZgQhFXQ1i5AKESNOTlsqljWKruSQilHOejHUXCGbx4yS1wrSuk+PoqtppDALWTRCYig5FFNDMSPoWhok9Ba3Q5ioRhwpDEwlj2JGEFLDUNOFbB6jB11dAiFRjQRS6BXbqRhqppB1ZSTQ1UU0YaAaPZgih1T0QjaRVDDVDEIWsgt1rfDFiqr3YioZpGKUs5NMNVvI5jHjGMVhjJreh6GmkcIoZHAJE1PJIUyNiJ5keO6xTA3djEAtltUsltUobhdBWXFOvejqYvmcTKEjlTyKGS2eU7p4Tj3o6gK6UNGMHoyKcxJSwVAzCKkUz6lU1l6MOuekmvGV25U/pziy4px02VP+nCJGb/nz1Iw4Zvlz0lBkpPAZSkHE6CFf/Jw0I4Ep8piKjmJGUKSKXiyrZiTIq4sgCllXplLYTjWjIAVGMfY0I0G+WNaI3oOuZIuxV8wgQrDl1BM4MXQHmehMcbveurGXMEXhs5EU6z/8sSdlwvVzQrAq9lQ9wdjc45gc+gUgbMVeVkQafk6VbYRXsaebPXXbvUixfZSKAcUsQ13NoRTbvVyx3YvqPeTVTOE6MvuQSHQ1X9wuQk7LFDL+jAQ5NYMUspBtWqMtF1IQM2LlNh+jD0MYqFLl0lO7uXfoYeaji8X7U4y0minen2LF+5NRdX9SivenwpfacT1GTsmvuD8p6mLx/hQtDyOO63FyxftTxIiWz0k1Vdv3p+pzihkxdFEoq2ZqKFIhp+bIyZhj59Tsnqsa8fI9tzCiRSOj5QoZf0aMjJornNOMyj899W9bfs762E+fSqLP/S8/0ws6b33yjwP3nNUKoRJ/p0+fZtOmTfzzP/8zr3jFK5ibm2PdunV8/vOf58UvLnzbc+LECTZv3sz3vvc9y3P8lQJo+7/fQbZnwInTwfBobq4EBk8Rp/mJHCHt4/wha22eqQQGT2OaHzHsSr3bmYtqLeF3vK+FOK83r2CPNLhWzvJDMchSgwm/7dAJ831W4/S163fMt0rltRLG9iy2NMeRl13eFX8OUaqXP/jpWxHJlQ/qMdH6hOZ25wZccVyLcwNqpsYZ81s50n8YXdFtTcBud048q3OjWZqb0IGVdVvBqfndFDNKcmE3qb77MZXW5hb0Yl49t1cN9hrFjDA6fw6n+h/CVFqPIa/iz068BX2eRcWMMLhwHrN9D5AOdlHrEpgFOxput3J/mqlx5vxmDvQfRVd0y+XyCnvz2Ho3r2X1XL12MVM6//ak/9Pyc9YNP7uOuAfPWZmFPO980vcD/5xlBV/HiCwsLLBv3/JQpIMHD3LXXXcxPDzM8PAw73vf+3jBC17Ahg0bOHToEO9617sYHR3l+c9/PgADAwO89rWv5a1vfSsjIyMMDw/ztre9jfPPP7+8yq8d0iiOjX1WLXRonZCDaVS+I8fa3k+7eLGCcZBIo/It1q36fRg7uGHC73hv9vl2QnzXk3E5VL7DWHH1M48LFWDcvub9jvlWCXtbmDM7qzMfFHTFIFL16JmVFQtX2JSA7SwSYnWlYF3ROTCwPHTc6oq8sLLD6vWiIPWElNtCxmqHvtk5mkqO2eSdjhyrHTpJ7FkSIwo8OvAQALEmmzY8lkfxF3SZV03DeFIhPfCAd4Vpg1YXovBqwY7a29Xep67oPDxwyPLxvMZLmVeLdgVfPYK0gOFawVfx97vf/Y4nPelJ5Z//4i/+AoBXvvKV3Hjjjdx77738+7//O7Ozs2zYsIEnPelJfPnLX6a/v7/8nr//+79H0zRe/OIXk06necpTnsLnPvc5VNV+kC596eOIjWehjm1CXbcZdd0mlHhP8ze2SDM5aEUMxjF4ArP8D4NkQnDzC3tnsETY6r1TsFLvAnj8aIIrRhNEFMFNJxa4cyZbc1un6WQxGMfgSub4JQNrNub9aL+6bY07NLv/lhYN6eIszeq9UgJCeyLQqZWCVVNl0+JmjvUeXfFcZnVF3vL2NiSgnRV67YjIQjmsd9jdlITNBIBiRkgu7SDVs6+tzLNG+Cn1grqCp2JqjC5u51TvQbJ1bnl2sl6r8UtIu40TsaSYGkOLZzHTux/Th8wzN2PSaeFnp6zNxJlmqmxZ3MCjvSfWtIxyS/BVU7rPm0Z3ETWv8VX8XXPNNTQaafyDH/yg6T7i8Tif/OQn+eQnP9l2eVLf+/dVv1OSw6hjmwsicGwTWvHfIIhBgJiS5woxy+9kstsp9JAYZrfeHUAVMBBRGIyqLOomp5aW//bS7f1cvb6HiIDhmEqvptCrwtzUBH9yf44DWaWmHH/JGUlec9YAMzkTQ0qesaGXjz00zbeOLXh4ZrUJsxiMYfJ45riN/jUT835/UaGaKj2YXKHOcacxRL6i3r2aTiKsWLl/NqJd8ZcVUYQHUiHbYCGzIKJJxVbNBiEbMCajbFzcyGTPBEadfbQqAe1kAUJjCWi3DFbwUxIKqZFc2sF84hC0eD5eiL2gCrxWUaXGyNI2ZnoexaS2fKp3zp0oBL2Uw4qMMLh0JnM9R+rWvR2CEJt+CT87WXJCRtm8uIGjPacxLAyrbWeKiaDgteSrhSbbe8Yur6TuMnoHfREczOXgfKL3aS/FmDmJMXUU/eRRZHoeMzWNmZomv++emu9pJAa1sS2IWLzm+5xiwYxzA4VV8hqFfreT6CxzRPiAPMvvYvhCux3qEoMRhT8/d4gnjSc4sy/CNx5d4J13nmJRL3wZEFcFOUOyfynPdNYkLyXv3D3MD/QBDmRP1yzLxoTKG3cO8etTGd5+d2GFz3+6fJxXnznIg6ksj8wH+xvlRqLJbyk4R4T/zXZfy+A2foq+etfVHBFuMHZa3r4Wndj+O9UO1SPVfTxyhXkVIsWOW9SmJPArGzCr5rhl/PbCMa1sb0PAtToUGLyXgM2wK0iaCR1DTXNk7NuOHrMVgiBPvCSvZnhw/Y9aem+YhGAQh3Drapr9679f9+9hicUgzd9Xj8r7gaHmuHn8Dkvvq35vq3glD4Mg+Oq+Rw12n6wT6T7ZVjD00rdDz/KkjeZiCn3qKMbJo4V/i0LQlhgcGUfbsK3wGt+GtnE76oZtaOu3ICLtzJ5R3H9xhcfZ4qqJ9bDaSerEDqIbVK9WGUTc7hi3ixAwkdF5xx2n+JOzB0moCpUJwJ/ZlwJS5Z8vH4lxLK2zd3oBBYlEUNpcABJ4yngPaUPyhYOp8vl/+uEUH75klMcP93Jgbh4IZ5z7nS0Yhpi3QxCy+axgtY134lhBui78br8UuhNZuoGoqNZcVUeuHRHoZjZgaYXHjJpdKeosZIZ4IQHtzAdohcCIwqpVRV0rR4BkSiDmq5OCqJEgp6ZX1Hs7i7Z4KQTDxoq6qVP3YSGI8/dVU0uECUm5jZcePd62K+Sq71lBFnz1CGGIh56u+KtgAJ25ip+V3iTR3vNg23k1t7ckBk9PkDs9Qe6+W1e+WVFQRzeijW8riMAN29A2Fv5V121GaNYurEHyfEDby3v0XUw7MPnnWs8iscoQeT6k7ONd5g5OOzTpqt8dXa+ZyZl86uHCFXfdpjwXDMZQa9xwVQGGLEg9IU2ennqAH7BlRbyXxN9AVMWUkrncsgQ7ntZZyJvs6I+Wt21U12GNa7fF4BB5PsIB3sGZjsW8V/gt+QplaO36drqNb4TX7X9Q2jwpJWbqNPrR/ehH96EffYRo3pt5QdcaCTNSt6vfjgh0MxswbsR4yokr+MmGX5PWMsvHrDMnYN0yurQoiJ35AK1gR4S5KQkjRg+7Jp7H3vFvktcWW9qHV1IvEMLOIaJGgosnnsGd4zeR05bnX6l3jk4LQa/Es9u0EntRI8H5E8/i3vHvrqh7P3Eytv2Yv69EIzEWN2Jce+Kx/HDDb0hr4bj3uy36nBR89Yib7SdAdbFHV/xVMGezOhqJQSkl5vwM+sQh9BMHi69DxZ8PITOLGCcL0pB7flm1YxV1bPNypuCGZTmojm5CVCxcMkuE9+i7mPXhG8swZpE4xQwR3mXuYKai3oPSiQ0TJak3mzPo0wSaUlJ4yxgS+jTB+UMxHpjL89epLczVifecKUlGFPSK1MG0IVk0JCMxa/KnE6UgtC8GZ4jwDs5cEfNOEgQ55xROtgV+tvGNsLpyfZDaRSkl5ukT5EuC79g+9Ef3oR/bjzk/s2LbxUSvT6XsbNJKHs3iWqGVItDLYcHVHaqMmuUnG35NRq3fIbQjAYOyKIgTNOugtyNx8upSQfqp1gRIV/I5Q05NF6Sfmra0fa36CFp2oFO4HWM5NV2Qfhbr3i5+xW4QhvM2IqNm+c74HZgN2vhOxgvJB6u/3FtS2qvvrIh4NJey64fwjK74q8BE4FTXUwiBmhxGTQ4TO/uSFX+TUmLOnaqSgQeXpWAugzFxGGPiMNk7b1m5Yy2Ktn7Lcpbg+DaW1m9GHV6POrQe0TeACNhk30Hq+DnJLFohe8zvgoSYkp+byZn0aAoRZWXsljTgOQNRtvZG+O7RRaaJ1h3wOJUxiCqCXk2B4oOnKmBJN1ftuxXqxXKYhWAJK+JtFrUb8zVws43T04uc1qKISLDadSv41fZLw8A4+Sj6sf3kHy0KvqP70I8dQKbrLPIjBOrYFiKbdqBt3oG2bjOzn3lvy2XoPpDWRhdqSw+eTg4LBnsiUBcKC1oeUCzNyxRECViJF0KwhJWOfN3zFrJmpl9X8LWOJQEjIKvoxBosvtgMp2UguJcdGKSh3ghpOdMv6PEZ1Oy+FfurvC9oWSBSnXtgGbtZ5n7hheSrvl/Xw6th1V2W6Yq/CpLoeLHupxACdXAd6uA6Yuc+ZsXfpJSYM5Pkjx9EnyiKwZIcnDwM+Rz6sf3ox/ZT05NHoqhD61GHx1CG1heEYPn/Y6hD61GGx1ASfR6caecyQJ4/UQ/xj8a2utlnYUEaBjKXQebSyGwGmU0XXrls8XcVv6/cJpcpvOr8XV23iZF3frrxsYv/TmcNejSxSs6V/n7+YIyoIvj1iTneqe5fVe+lXLVjSzp5CTv6I+wrLuQhgMGowoNzuRX7dJJOzRKsZIA8bxJH+KQ8I/Qx3w5uyixp6OiH95J7+M7yy5g4XDhuchgxPF5o00fWow6PowyvRx0aQx0eRx1Zj+gbDNwXP24i8zn0icPF4bmFV/7oPvTjByBfR4qoGtr4trLgi2zegbZ5J9qG7SixRHmzvqWZtsRfl9okjNWr8LUyybmX8wPGjSiPm9rDrevuI6Mux1WYJGAlzYSBl2IQ6nf8I0acHaeeyL7RX5BXMzW3cQo3JIqdecyCRNSIsWfqMdy37rfkqjKg7MRZNV7KwEDJPAuU6iZixNl16vHsHf2V6zHvBkGbu6/uPqvkV9yI8MRT5/KL0QfJtLjgRLtCzWlx6FcWnx3iRldDeU23xivIBWDCeiFEoRM3PA57rljxN2kaGKdPrBgybJ44QPT0o6SmTxeGKuVzGCcfxTj5aOPjxHtRhwsSsCQDy8KwmD2oDo0hot3x97XIonCrOUTWsRzR9pGGgbkwU1hwZm66vPCMmZrGSE1jpk4v/24hVZZ6dTvI7ZanzhxZSlVmmQDmMpK4qhBDWfX3gYjCY0cSPDyXYzIt+K0yTN7UUIp1r2kmihBkDMmBhTwPzOV4/c4BfjaRJmtKrtvUy57BGDfct3Ion1d0ihTMovBrORiomPcCN0WfMXuK3MN3kn/4TnIP30V+/z2Fa7LWtqlpSE2jH3qg/g6jsWI7vr7Yvq8vS8HKL4KcWFjKS8xsGuPYgYLUqxieq584BGadaygSI7LxTLTNO4lsOqvw7+YdaONbEVrzjkQQngc6EV2snlLAzkIb9XBzfkBdGBzpnUQX9SdTD6sErEUjCealFDSEzumeQxhCd2yfbmVJhVXy1cIQBpO9RzHE6s+61nmGQQb6QSuxZgqdUz2HMR2M+XZxMradln3QYnZfFbowOdRzsub9ySu8EnXt0I7kq4XhY32vVbrir4KsGVklHQCky6tlWkUoKtq6zWjrNsMFV674Wx8F0WLMTGHMTBZe05OYMyfL/y/8exKZnkdmFgtZEccPND5m3+CKTMHSkOIVonBg1PJiJJ1CBpWfyVFXjyHzOcz5mQp5d3qV0FvxWpiFNoZmAIhovPCKJZb/rfx/tPhzrLhdNIESq/W3BEpvsub1VIvTWZOIgEiNbKX+iMLlozE+dv9sod7NdeW/rYup/MNj1vPrqQz/96E5ptOSz+xN8ZHLRvj0FevJGJKtvRr/tj/F3TP155IwF+YwZk4WpEDEuwf4ZlIpSGIwg8pPGPG7GK7jluiT+Rz5ww+R23sH+UfuKmTznTy6ajvR009050VEd15C7OyLie64ECklxvREoU0v/mtU/WvOT0MuizF5BGPySMOyKMnhohQsvcZX/KwMr0fpH/I8e9BcnC+LvXxpeO7R/RhTR+u2bSLeW8jc21TM3tu0g8jmnahjmxFK659lJuDDqMJKXpFNuw5Oi8B2hwWj5DnQf6zhe7ySgIXtnV0d2A5eZguais7J/kdafn9X8rWGoegc6z9oeft69dFq7AVhiHo93B5eayg6E/37Xdu/X7EbpOy+WuiKwSP9E5b32ek4LfjqkW/Tr+SIIDwoqzvpMf7QFX8VxNFrfriigbzwWwomMHiSOsXPjHWkIzG0sc1oY5sbvsfMLGLMnMQsikBjegKjJAgrfkc+i1yYRV+YRT/ycP0dCoEyMLp6SPHQWGFIWml4cf8wQumMbKEEBk9WTvFTc5S0xRuQmU0Xs/FOrxB65ddcUe4Vf5ZL8y2VTekbLHTsk8MoyRHUWv/vG0TEesqSTsQSiEjM889nKKpw7kCUnckIMVXw6p39TGdN7pvJcdPxwjwn125MMBZX+eaRxZXxjkrOlERVsWI14NtOZ3nDr6d44bY+IorgpkeXuOnYUllCmjWu2cydtzD7ibeAoqKNb0XbfBbaph3FfwsvxYfJ/oMkBhMYPEWc5idyxHLMBx1Xs/lOT5SH6+YfuYvcgfsgVyWfhUDbfDaxnRcRPfsSomdfjLbxrBXXYTnm+88mvfXcuscrfPFzskoIThTa85nl35HPldsY/dCD9U+gPG1EMXNwZLxCDI6X2/lWssKNudNlqacffYT8scJiG+b0ZN33KH2DxaG5O1dk8anD464IyngAOpmdSKSFRXzaFYHtDgs2jThnz2/g4f4TKBaG39ktb6urAxe2ty4BK3FaCJZwUgyqZoSx+Z2c7H8EQ6l/nm7KmKBLPjey2zRT44z5rRzpP4yu6C3PoxeG7MB6+/UL1YwwPr+Dif59DWM+6HEJwc3uqyZHhIipcu78eh7snyTf4Lna7r0jDHgl+UpUfoaKubaShoJAV/xVoCFtW12/paCGyU6xwC8YweqU+0q8F2XDdtiwve42Ukrk0nxRChZlYFEMmtMVWYSzJ8HQMWenMGengPvrH1jVUIfWFeRgUQqK3oFCVoYQoKigqAil9H8FhFL4e+X/1cL/C9su/x9FKfysFH8WpZ+r/l/cRhR/X/6/UlGGivIgxHIZivtQhcEWeRI5s0AulaoQd1VDaite9YbwNUQoKMmhZWnX30To9Q8h1PBc1peNxPiXJ4wxnTW5fzbHRcMxFvKSY0vLwxxuP53lNf9zkrQh6a+K97m8yYtuXv0t3d5Ung/eU3tob80sxMUFRKIPmV5AP36gkA3Lj1Zsoo5uWCkDN+9E23wWanK4nSpoC6srqzpBBMnZLPFzhnFnvTn3cS2bL5clf/D+oui7i9zDd2CeXh2XSt8g0Z0XFzL6zr6E6I4LUHqSDfdttY0XkRja2Ba0sS31yykl5sKstexBi9NGKP1DVdmCFfMQDo5hpKaXF9corqZbvYLuiv0NrSdSzOArz8G3aQdKcsTTDEStzdlAl4hh2OjQtErYht6rUrTdVfdaBKpSYV02yf6+STI25gYsYScb0E0JuOJ9DcSBW1IQ7A0jFlKhP7uOqb7lDKiwSL6gDDdtBUUqDGWHOdpXaPudXFTDCxkYRkr1EiFGX26MPEfJh3S+3qBn95WovA+oUrA+28/DfScbRnYrkixIstBLyWflc1O7q3t4jpCyzbGBHUAqlWJgYIBN/3ofSk+/Z8f1O1vQCaRpYs5PFzNNJotZhJMVw4sLktCcO9X2MNSOQItWCLsKadc/tErmKclhlN6BjsmSDDrlhXWO7iN/9JHCiqDHCnOKmXOn675PSQ4XRWBlluAO1NENoVhoIUjDiSsJ6mrgUkqMU8fJ772D3CN3FebmO3g/6FUPd4pC5IxzCqLv7IuJ7rwYbcP2UMTE6uzBCjlYlT3YKuq6zYXsvU1nFbP4CrJP6W0sQr3CXJrn+KsuYG5ujmTSeplKzxN/cfPvE+vzQPwt5Pj4NV+yXU6vKdXLtT97D5G+ePn3URdWQmxlaHAlrXTUWpmY3U45rUjAlds7X69uCkGv6Uo+Z3E63joh1sKQlWcFJ+M7CNl9YaFdYRg0yVeL/EKW71zz4Zafs95+84uJ9bl/ntmFPB+95r8C/5xlhfCkBnmAiunKip/1cCJbUMVkXGSZkDEMH775F4qCOjCKOjAK286ru500dMy5UxVDzwodR3NpHkwTpIk0jcL/TRNMA1n8/cr/r962/H+58v/l99XYH6aJrPx/xXaF/VRs20BYiliiSuA1zsgTib5QdPyDipvxXrmwTrxqDk1zYba8sEBBBu4nf3QfxtRRzNQ0udQ0uQdvW7m/eA/axjPRNu9YFoObd6CNbkLE4gQFq8OJVSQbyHKCGEbFwgdBFXROYWbT5PffR+7hO8g/XJibr5DdvBIlOVIWfNGzLyF61vko8faHh/vRxjuWPTh7EqV3oDjvXnGY7qYdaBvPRIn3eHIuraIS/i/mgohS9Q1/rqrT5oQIdDIjMEoeRQqS+QSpSBpT1H4esLNKcK1yBiUTsOE+Pc4SFFKQyCdJR1LIOvVuBacFTKeLPiEFvfk+FiMLluvdyaxAcD4z0CnclnlCCnry/SxF5tuK+Xr4FbtOZ/c5LfsUKRjIx5mLZOq28V4TREnZquCrh9JmVesoqB5k/eodNPVLV/xVkBQ6c34XoohVKTiAzjsjD/Pe3LlMezCsqFWEqi2vVhwypJQrhaFpMmRmeG9iHx8UFwW63jsNv+Jd6Rskds5lxM65bMXvzWy6MDT42L6CGDxaFIMTh5CZJfIH7iN/4L7V+0sOo45uLLzWbVz+f/GlDIwEJtOzJPaGyfHX2gHeo+/q2JiXUmJMHikP2c0/fCf5ww+BUbXCnqoR2XYe0Z0XETv7EqI7L0Yd2+KK1A9qGy+EQO0fQu0fggZzD4aF6nvugDRpPMi5Syv0mBr1l1laLQKhfRlod+GNFeUhQq8R5dqTF/CN8XswtcWm72m2SnC7ZWxHAq4ol4NZWm5IwYiR4PyTT+HO8ZvIaUttl6MVvBYldjKi3CJhxLli8gp+suHXZLTCnJZ2M04hPDIwSJl5USPOpZNX8ZsNPyGr1Z9UJQzyOUhDeZsRNeI86+Ruvjp+P4taru2s8U7AaclXi3h3jj/P6Yq/CmZlhDDkYlV2UGaJ8fbM+WRQERWl74RhxEFBCAGiON8fIIAUCd7DpWRCNr+SlzSS160StHhXYgmi23cT3b57xe+lnkefPLIsBI/tKyxgcPwAMrNYnvexlhQECkPCR8cr5OCm8v+10Y0ooxtQYgkPznCZGSK8VT+vo2LeTC+S338Pub13knukIPrM1PSq7ZShMWI7LyF6dmFuvsj2PZ7V/wwR/jK3p6Pq3U+stkuzNjoYtciKKHjQocyG4aGlggUlT8Rmh8LJrMBWsgEX1Rxf3ngneWFAC6sF280GdFMCrnyv+0IQWl9gJKcu8buN38aoU2duCBsnhEoQ5F07pNUMN236BbpY/sKr1jkFVQaGkVK9ZFWdn236SbHuwylFgp7dV6sMi2qOL268p9jG25deYRaFXgi+WuRkhEXRfLGsLs7SFX8VKIaKYhQ6BYYaDnEmEaRrfIxWOjddOdg6hXoP7xBHN6ScF9iNd79iXGgRIpvOIrLpLBKPefpyeaRELqbQTx3DOHUc49Rx9OK/xunivzOToOcwJo5gTBype4xC1uCGVdmCpSxCZWDU0azBsMe8lBLj+EFyD99RWIDjkbvQj+wtDPGvRIsWZG5pbr6zL0Yd2ejfEH1TJVOq926bbQkn2jcZiq8BQ4gD1epkVqAlESgodwhXlKODJODK/TgrZ+oep1mWoKAs/YIq+Qr76Qz5VEawQvrVI6gyMCi0FF8W695LnIzvIGT31SxDnTa+rX3WwU9J6Ifkq3W/LtPm80D3C1b7dMVfBUmRY6H4f9Vo3HEIihgcJMefxx7hH7I7mbXZOFvtHHUF4WoGyfGWyD7+Pr/Ddr27SViFnlXsxnut+vAznoUQiL4Bon0DdefElHq+MAdmtRgs//8YMr1QkTVYZyVtLYI6smG1HFy3qTC8eGSDrXnWBsnzVnU/HzPOYtbjb6KlaSJzGWRmCZldQmbSyMwiMpvGzCxV/L70/+Lvs0vI9BLm4hz5g/cjF1ZP5qCObFw5N9/28xCRmKfnV6JWvK6IedNaW7NW2mw327sBchxzbe9rl4iZIIfm+EqHTmUF1hKBPXqEa6fO4YfrHmJJq73fIEtAaE8EFvbnTXZg+XgiSlSPc9HJx3PX2K9Aaz8zpCv66lMZW3E9yhNPXsivxu4kozUamL8ap+IuiDLQi+G1MT3G5Scfy21jvyFrs+6t4Ffs+p3d1+z4PXqE66Z28v11j9Rt453Ci2zCwAm+OvSaXQ3lNd0aryAtbRj7gIjBJVS+r4+z5OJF3s0eXM0SKt8z3K33ajpd6lnBiXgPWnZgNUKLoK3bjLZuc91tzKUU+tRy1mC1IDRmJkDPY0wewZhskDXYP1QUghtqzjmoDK4rZw2mUfiuuZ50gyGnUs+XJZxZIeFkZrEg64pyzqwQdyU5J7NLmNn0srwribvi7xwhGiN65vlEd15cnJvvIt/mHbV6PbcS853WZvvR9oU5uzXI5DAArWanzUkZ6KQITCtwV3KCtMUwrD43K+flpgQE57KzVu/XPSGoK3kODzyMrtjfV1Akn1/D6Nohr+g8NHCEjGK2NT8mOBt3bsjAoM2Vpys6+wf2oSuNs/7CIJ/dyO5rdShv0/0qBnclJ8gpwRuyG7Q2pBXBV49sdxE1z+mKvwryqI7NotRMDIIzcjCHym+Mkbb30y5rLXswh8pvzGFH9tUVetZxM96DLgQrUXqSRLcm6y6qIA29btagceoY+qnjyKV5zPkZzPkZ8gcbZA0OF+caHB7je4axLOyKcs7MLgs+dPe/kRexBCLeg4gVXkq8Z/nneA9KLIGI95a3K/y9l8iWs4lsPQehef/A3M417lbMB1EOBqktzAXsYbtT0BVZ98HTTRnYzvBgXTHZ31ua+9O+CLGbDei2BCwfp448CIoQNBWDyd6jbR3PLmtR9FVjKCaP9k6u/n2NcwuiDAwbK+pDgUO9pyi0M+GMpaBn963at4yQE/BgzzygQoMkICdWnQ8LTgq+eugB7F91Ol3xV0ECveFqc07jRNZgDzrP0Ca4SR9nKQQfp9sdO686qj3oXKdO8n1jfd16D1IntlPwI97DJARLCFVDG92ENrqp7jbmUgrj1Ika8w0Wf56eLGQNnnwU46TN9U1VrSjhKqVcAqUk5Cp+XynulAqBV/hdxXviPYhoIjCrHdfD6evezzbeLTkYhrYxQXvzLBU6Ku4/OOeQrh/DSaKmYus7fi9lYL1OXdRUuTA1zt1VGSGtCLegSsAVx3QpO7Cwb+tCUDMinJHayZHkI+jq8t+dlD1d0beaiKGxK3UGe5NHyKuN28EgysAg0GpcRQyNnaltPJI81LTuvcLJGA+S7KskZqpcnFrHnckpsg2y/qzKsDAJQi8EXz1iZnux1X3Osk/wTZGHKAH7YK2IQQXJiMgFrux+4VWHUkUwouZRTYHorrbpGUGK9zAKwUqUniTKGUkiZ+yq+fdC1uDJshRUZ45zeWyJOyIbycX6EPFelHgpu65C0sUTvmTV+YXbbU6QYr4WYZB4rRDU+g47CqLtwT1uycB6WYGKFPTpURRZf4bvoEtAO+WqeWyXxUwtmWcSJWr0knNwEPhaEX12BMsqpEZc7yEvI9DCFyBOxV3QZKAXw2sFgh4jjnBpcSm/4jcIwq+R4BIS+o0owqHbvh2Z5pUk9FPw1ftMuxLKe7p1XsEikVApHNVQSBPjX40dhZ/rbBeUhUg6iQUifDp/pt/FCARWhrU7Rb14D1KMB21BkVYpZA1uRBvdWP7dPRRuGmv1xuGH5Oq2Ne5Tqw3LGP4s8NLpZBQDzYVv6Ot1LNpVRjkZIafAD0aOErW42mYr4qMdCQitiUCrZatbBpfFTF7NcffoXW3twwlZ06osaUu++UhW1fmf0b2FH1qIs2qcjDunYy5oc+Xl1Dy/G72v6XZhENBBkH1gTXhlVIMfjdSfD9tNnJaEQRR89cgEcE7FTmet9t9qomGGbppJDZNtyiKHzF70OtrSq/kG1xJW6j2IeCnp3KBevdc7r6DEdTNhFAYxqGGyXSxxUPaEKuZbJSiZbGFta4KInfZPC93TQEgwVQy5+nNQhTv17UR2oCoFY7keTkaXMCpSQqxmatjNBvRicZBaZSvhtAyE1uSMIhUGsgPMxeYwLcZHV/S1jyIFI9l+TsfmMatSoGqdYxBlYJiorAtFCoaySWZiqVV1HxbcWKjDDdm3Yv8yyvpcnMloptzGO73yvBP4KfUqsSv46qE2yKLv4g7dXkQFSamjGKLhK2gkRZ4/TTxMss1UYdVQmr66LJMUed4c3dd2vTtNp3+GduM9LHUgTKXpy2+S6Lw5sp9km3OfBZEg1ncpXodMgzdH9zFkGoGP46DgRPvXH7C2vVNI1JnTx5BKzZcb5IisejUiYWg8+9R2EsbK78pzMlJ+WcVALb9aKa8VsjJSfrVCZRmdyizKEl31akbUiHLZ1GOIGvW3tbvPWrRzvu3WdRCJG1GedGo38Qb1XkllHbRTD27EnV9Un0ujVyUxI8qVUxcSs1j3XlH9GTd6NcNOW2YnFuy2x5Xtao+h8vxTZ9BjqDX/3ujVybh9zvWeB6ySJVLz3uL8q3M+527GXwWzMtbUhFqRf6bq3bc00zLGny9e6smxupmDy0zLGG/KXOz5cdd6h9+JeA96dmA9/F6FdZoof5q70LX9e0kQxF4lja7rejG/1ttjt9vCGdneUN8sEaQHmShhm3R6QdXRbDx61pN/TmcINsoMXNDyfHpT4+F3lZ1NtzIBwZshwdU4nRVYotmwzYyW4UdbftBw+1ZoRyr5Jfi8FAw5zeTzm39X/CliO/MpiFmBTuCFjExrWb655eeu7T8M8evUvH12yjGv6fy/TXtt7avZPisJYvZgCT/l5UJAFrBZS3TFnwtYzQz0UhB6xVrvjLbLWhd7flKr7sMWq37LQa8JmsCzgpfXeCe0x902sUstvBCCrQy5BeurBVfixbyA4IwIBG9lYLu0K2xakSWdlAnU6nVQSVBlYFgzC8OQYRqUobxBuBatlsFNQRiEeqi+b7uV1d+lPt0ar2BAZD09XrNhxVaGFw+KHDf03MWgCM+y91aGFQd96PEQOT4Su4chm/PWBPmcwoDX8d6Jn1OrQ4qHyPHRyL22Y97KMVt9BR0nYsftmA9Km+T38asZCNE9NUz0Gu5+3+zGkOE+XeN1x3cQ1RMtDXfyYkhwq8OwWhmqV49mwxjtEtdjPP3olcR1+9m37ZSh1frolOF/PXqUFx+7iB69toR1auifm3HXyjBbv6isAzXfy3VHH4+a721rOK2fBG0orxVKbXyf7m8+lBNDi/0eklzvHlzrPuz280CX1XRrvIJFGczqaCT/0mj8Z3pbYMvuJk53Cu1kviyg8YX8GSxUXUJhl0JBozr2gxLvnZAdWI96Qm2RKF/Ib2XRjCK63xmtwq1rf1FqfDHrX8w7nTUYljbS7zamU1lQFCh2QiIeDn9qJ0Mwoxj8ZGhi1QqErWTceTEkuN0MLaeyAqG1TMYSOSXPXcMPkVNaW7HYDms9q6+SrKLzq+FDZBXrw/CClBUYBFqVc1lF57fD+2zVvRc4Get+DOWtW5bifWFRSH40OMmikA2/KHJrESo7BKXdcSJbL9vmqr5eCfygfEngBN0n2wp01NB1Z/Oo3KcPAc3TNztxaLGT2OmQmijcbwwX3udWgQJCkBa1aRTvfsd3WOcOtEoehXvMQb+LEQi8lFd5FO41Bj07XiuEReZZRTEEZpuTThcezt1/QM+FbPVhXcjyg2e+Sf14IQatCEFdkRxMLDTcT7sSELwZEgzBEoFQ/xxMxWSy55Tl/dihVTHjVKc7yB1JQ4HDiXlAUHrCtTuc1onVtMHZ2GsXLzLtDMXkeGLGtf37JY2CKPsq0RXJgcRiS++tJghy0CncHoqrh3Tl6jDTFX8V9Ig8Gb8LYZNekec5saN8O7uZxSaNZdAWJgkzveg8L3qUb+Y2sxiCyyhI8q4dGsV7rXMMQjx3ihDsRef5kWN8I78pFDHvFH5LrbC1NWGiUbvYE9JMk6CTMIXl7n8jMei2FKzs8MQNhStT6/j1wEkyqnuizY8FQqB9EQjuyMCIEeG82bN4YHA/GQful17JviBLPSvEDJXL5jbxu4FjZIvx7sTcekHLCgzikNmooXHh3FbuHjhMrs7CB0HJ+LKCW8LPCdlXSamN/2Vyqu22ptmxgiYG/ZxnLxaCKXs6jW4vogJhCoS5siMgFf/FgZd05WC46RTB5xRBlYHQGQsvdBp+S74u7tFtGzsLP6SgIUW5k2Sn8xbUIcHlY7kgZNrNzDJQUVGQCEwUaCGztR2xs9ZkXyu0M4wb3MsKDBPVdSDQMFHIEyFHOO9ZQc/u8xu/sgaDVBfL9+/2zjMnI0gPrv+87Jy+WFf8VbAkI6uGD1aLwEb4IQkXZYQvZbZ7esyuHIRFNL6Y2+bLsddyB9aJeA+yDKwmSHJwEY3P57d6ciwvCKrkWz2vZYQvpQsxX6vEQY1dv3CqfVwKcWcyyKQV6fqDp9NDiDOqyY+HJlf8rroTZbWj1opka3dIcBAys1oRgTlV586Rh9s6ruVjtZBFFUbZZ0W05BT42dAJosJe3LQrAsGZ2PObdjLysqrOr4cPOVcYh3Ay1oMm+/JEyKvw/aFpCkPbl8/Vy3loK2lVDgZT7tUnvcaSq4JAV/xVoGG05Z7tSEJwRhRGMNilpdirJ8kH6CGk0+VgBJNz1BQPGUnyLswMuZblXiPcivcwycBqvJKDEUzOVVI8aLoT804RVKFXCyvXebOY7/S2th5ut5FaC53WLs3RpP/3NrvZgpopOCPbw5HYEnqd57bKDlfQsgGdzszyaoimaiqsywwxFZ/BUGrXqZdZfeBuNlNQUE3B5mwfR2MLGBXxbjXztIQbw4PBHxno1fBa1VTYkE1yIpaqG/Pt4Kes9nMobzXV9wDNFGzLJjgUS69o44MwD209giD5rMi9RgTheWCt4X/UBIhe4e0qSqWhxVZe9egVOn+QOOR52Z1AMYTtV1DoFTp/GGu/3oN+nkHDy3jvpM9GNZSmr2b0ofPSyBH6cKburZSplVdQaTWWnIj5sLSrtfCrzO22MTkZJevBKyejDp2xN0TMCLrUGr78JE9k1UszYzx1dpy4xQVfDKmseFklR6T8svweGSm/rFJaCbHVFREry9lWdpOMrHhVEzUjXDK9i6gZsfweO2W3ip26auXzCBpxU+Pqmc3EzZXXYuW5tXqO7cYeOBd/1ftp9PKKmKnx+OltxMz67WB1Hdp5eY2dWLFb33bb2Mo2vZqEqfD02VESNuecq3W/aHScMOLm+cVtJkx1aZ9uxl8FczIWWBNaT/7NEec9c5cUtin+rpPnJWynw+dk1susjPLOpYssbRv0jnUQsJotWxnv+BTnYc4ObEQzaZYizruKMR+c3OLg4fT1PitjvHv+Ykf3WU0QsgaD1k7OyZjfRehI5hWj6YOnVfmnefSF57xm8P82HKHwlFXo7NjJ9GglG9CrIcEQjIxAqJG9p2X53uZfFX7v8Sq8ayGzrx6LWp5/3/igpW1bjbkSbgwPDhPV5z+vGfznpnuLP4XzSStImX1gLSttuY13liBnDFbil6RcaHM0Uo4I0oOy59ucizBIdMVfB9JMonSyGGxEqx1LKx3eoHVa7WB3iHpQCNJCPJ0qA7s0JszXvV2anavVeF9LddbFXawIQrfkYHVHyWoHzom5Ad1cIATamx8QXBSBLR7fKmGUfW5LL7ufndMiEFqLQT8J49yPzXA63m1l3Lok+yop3Uu8+jKphFdiMKjZh7rsvGsl6AQ1wc0XBpWs30WwzZCS5WODtzFko+ztDC1ei9QaZjZi5viH3tsZMXOB78h20mfdKN6Ddm5hG1LZjGGR5R96b2dYhK+ddAK/Ps8hkeXjyd8xFPB6D9t0DfUotR1D5PwuSkeSNLx90G82rNjK8OKkrvHW49tI6vW3a3X4U7tDgq12oFsdounn0MwePcaLj15Bj948+7bVYZluDuO1M5S01Zcb9Osabzy2i35da/t47Q4NBmdisF28Gk7bq0d55dGL6dXdmcKh1nBtKy9Hjm0jjlppF1tpg0vtf1JXeceJzfTkY4GahsLOUOKgDjluVJ9ePw906Wb8rWDeDKYRb8S8GeEfF3Y5XnYr0mStZg4CzMsI/2/xbOYD8q1vCb9ll9vYjfda9RG0zMBqgpopmJIR/m/6bFIBi3mnCZqcCmpbE3aatZVhfB4IA4uqQbCusAKNOnVzCnx5ZIJF1Vrm0VrJBgR3MwIzao6fjd5PRq0t4b3I7AN3hy4GkSXV4BujR1iqEe/tLrZRqy79GB5caz9BIK3muWn0EdJq/ToJSrapFbxepMMKtdr6RdXgi8NTTdv4RvcJr7MFIRiZfO0IUav31C7O0RV/FZimitKCOPFTJOgo7NeTvhx7LQ8p1lHYb/hT79D5gq8eTsR70GRgNVbFk9eCUEdhn9nv6THdJmiSrxaGqXLAHAhUjIaNVtpLo80BEWmi6Lg/T2CecMVFnghqjY6rarPz7yWGgENRHVApVbedTl5l56yT5gaE9ocFQ/0ym0IyFU/V3c4OXdlnHUNIjsfSlrdvd2i3G8ODw0KtOHs0lgU0Qta0lwmL7FtRBlGq99Zpdgw/xKATuJnp2K72M1BRPLj+w9zGVNMVfxX0ijzWb3XLtCphnOjI9Yk8L+o5xFeWtrEQsG+BOjlrsE/keVH8MF/JbHW13teq4KuHW/EedBlYC6+zB/vI85LYYb6c3cpCiDo6YZB7UP9atxrzQY9XL3CyvewNsIgKMwlD1BxEbbTYnnshDHsMhafPDfGDgRmWipORV3aGWpWA0M0GrHn8YpljhsbjZrZy69Bhsqq9TnNLqxUHQPa1Mp+Z0yQMlSfPjfHTgZOkVcNyrJXwWwT6TTsZeXFD5Ymzm/jF4DEyAcuGcjLmgyD7KqnVxjtN0LIFK/FjGDNAj81VlLu0T1f8VeD1ABQnhKGBYNqMeV52p7BTB0Hq2JpSMGNGMaUz9d4VfNbwMt7DKAOrcVIOmgimZQzTpboPi6BzAjvXu9WY7+QvWqrxor0M6z016Dj90bUiDO3KQlNIUqqOKWpfP9WdJq9FYBiyAcG+CJRCsqDlkHXqvdnxrOCW7AuCwGuVQrzny/Fe61zsyMBOEIFeDa+VAubVHA51LVbhZ3Zq0GRfCUNGyCOYVU3yaBhyub3xKhPd7WxBv8ReM+rdU7u4R3jvTC6QCeiFUU3l4gUZI8K3FreSMSKBWtjADawsSuLVuS+h8d/ZM1iy6c47YYGNVrHz+dV7VcZ7UM4h7FhdkGEJjW/ktpAxIpYXcrDz6kScuN7TUuOb6TNIO3B/8rvdtIuf5QzL80DYyAZAPhsyYuu1KDR+MjBHxmLZ25kQvpUJ2Ssnwm91kRDL72lj0n+7CyDkFIPbBx8lp9QXhq0sqmCn/G4vSBBEsorJLwZOkVXqy71WYw5aX+yl/H6HFp/wenELK2QVg1sHJ8g2iPmgLQbTCLsx0s4CHXba2sr2HSCjSH6cXFjVxje6L3hJswVH2lm8yitq1eGSCEbZnObGG2/kggsuIJlMkkwmueKKK/j+97+/YpsHH3yQ5z73uQwMDNDf38/jHvc4jhw5Ymn/X/rSlxBCcP3119suW2fWeItEMEK2aDxEMbggOs09uWFyVQ8+a3kOPrczCaMYXBiZ4e780Kp6b6UMXhPksjViRbybq+vdj5iurstOvK4UQyzHvFE/5tcqbl5PUQwujM5wd879evfrnhHE9ijS5tNAXkaQHnQOdBmupxbNFKGbuipiCs7J9PNQPEtekbazQPwcFuxmNiC4OyxYMxXOSA9xJDGDXiGhupl9zrIqzkzBuZkY++IL5C22+a0ORYf2MwIhXAteVFJ97hFTcFa6n/2Ject1HzSCnNlXj0IbHyu38e3uz8s5a4Mg9loVoVqbz345qXnynJW3+Zy1efNmPvzhD7Njxw4A/u3f/o3nPe953HnnnezevZv9+/dz5ZVX8trXvpb3v//9DAwM8OCDDxKPx5vu+/Dhw7ztbW/jiU98Ykvn4n+0BIiEMFjwuxA2SQiDaxPHeCQ/QE7aexhaS0PDGtGKJEwIg6fHjvOwniRvBPcyCmKHuh2axXsQhucGoQxuUBnzdtuaTsLrayohDK6NH+PhvP/13u49I0ztUUKES6iFhbgULc2l7CdxKXjiQh+HYjnyyFWdHDudPKeGBQd9bkBoXwRGTZULUhuZiKXIKvbbjiDIviCsummXmFR4zPwoB2J58hVCttWFacB7Eegn7WTWRaXK5fOjPBpfIk+wFoNwUnIHQfZVUt3Gt0tQpKBTuJXhGHdrTLvPPOc5z1nx8wc/+EFuvPFGbr31Vnbv3s273/1unvnMZ/LRj360vM2ZZ57ZdL+GYfDSl76U97///fziF79gdnbWdtmCayx8ICWjoRv7PCejfGjuItf2v5azBmtRqo8UMT6YutDn0qwkTJ3qVmkl3oMg4jrhOpqTUT6wcIHfxfCMoFxPczIauLamEUGpt1aoLPu84f6KvGuReQVUl7KkhM1FCKwyr5r849ipun93SgR2swGXMVCZ10y+tuEBW+/ryr72WVAN/mX90VW/bzXmwFkRCN7KQC+HyC6qOv8xfsC1/fuZoRo02VdJSoH/t24awPXZfYMoBb0eulxiwaWFVNwilUqt+DkWixGLNX5WNAyDr3zlKywuLnLFFVdgmibf/e53efvb387Tn/507rzzTrZv38473/nOpkN3//f//t+sW7eO1772tfziF79o6Ry64q8CYQiE0bxRlAEKVIEkJgyyUkX6MBn5Ws0a9LPew9yxbhen6j1ow3OtfqZ+llMgiWGQxZ+2xi2Cfj353cZ3ItY+8867bwUCF6tVutWplRBHkhXSUq+wshPlRzYgWJMygc8GlBCRKnlhNKz3ruxzGFnI+ssKs2G9+yUCwYEFQ4L6eUmISoVcnboP29DyIMu+FfcLCTEpyAqJbJAC5NaXSyXckIJ+ST1LtPk8kCeC9OBa1ouZz1u2bFnx+7/5m7/hfe97X8333HvvvVxxxRVkMhn6+vr4xje+wXnnncfExAQLCwt8+MMf5gMf+AAf+chHuOmmm/i93/s9fvazn3H11VfX3N///M//8JnPfIa77rqrrXPpir8KBpUsqeabWZKDzXBKHg4qOd49eDcfnL2QGTOYGQqdkO1UzaCS4z3Je/hA6gLX6j3oQsIP3Ir3IGQFWsFP0T4ocvx1/738f/PnMyOD2dY0I0zXVKmsQ0qOdw+sjPkgxmYQaefzHlRyDpakS4mkqbDodyFsMmAq/OmpEf7v6GnmVNNW56/ThwW7mQ3Ya0R54cRuvjp+P4vayuuxK/vq0+6cX0ld5Q1TG7hx3QmWIlnL7wuSCAwDtWKtX9d49cntfHbsIPNasIb62sHuteGL7Kuguo23+37wVwqGico67A/wVFm1ePTRR0kmk+WfG2X77dq1i7vuuovZ2Vm+9rWv8cpXvpJbbrmFwcFBAJ73vOfxlre8BYCLLrqIX/3qV3zqU5+qKf7m5+d52ctexqc//WlGR0fbOodw1bjLpMyoZ8dyQh5CYTjSx+d2kzLD2yCEIdupmpQZ4WPzztV7mISEn6TMiGfxHrSsQKu4JdpTMsLfLZxHyoeHj06/PhqdX62Yb7R9WOLUaZyOkXbbmJyMYHYX91jFvGKGbkqVecXkX4anmS8uMFHd+Qu6CPRrWHC72YBpNc+3xh4ireZrbme1HM1wS/YFYdL9VlhQDT47OsmCamC2OBQd/BWBftJOVt6iqvPFdYdZVIMr/ZwS3n7Lvkqq2/hW8FMKBgW7Wfft1LcflFbptUI0Gi0v7nHZZZdx22238YlPfIJPfvKTaJrGeeedt2L7c889l1/+8pc197V//34OHTq0Yu5A0yzUnaZp7N27l7POOstSucJ5V3IJAyV0a1UaKJzI9QP1M/KDNDS5HYIkCA0Ujhs9Lb230yVGJU4J7hImCieMQrzjcVyHVQRW02rWoIHCcdN6zK+lOLdKK3VSaGt6HTtGWOO2hFdxFT49FQ7COJe3KWAyUl+whlkEBn1uwExEBzRLQ8K6ss8ZTAEnI6s/q3YyUKG1uCsRBBHoxTBbU8CpiHfZ5l5nrQZJ9lXSrI1vl3rlCZMQdGMqjTA+D7SKlJJsNks0GuXyyy9n7969K/7+8MMPs3Xr1prvPeecc7j33ntX/O4973kP8/PzfOITn1g1BLkR4b9DOUi/yLHkdyFs0i9yvDT5CF9I7WRe1s5YbCZfOkUMlvBiOGS/yPOy3v18fvEs5hvclIIoP5yWcV6yIt6N1fHuZSyHZXhwK9Q6N6sx38XZ675f5HhZ334+v3BW3TbeDmESg362n32iO9TXDWJ6hKxPckS1KSpK9BqC588l+cZAikW1+fURJhEY5JWCE4bGk6e38NPhR0nXyYAKguyDzhB+JXoNhefOjvCtwdMsNnim8npOykpaEdHN9hMEegyVZ8yMc9PQBEuqPRHVSUPPvZB9y8fS6DUEL0j18rXk4oo2vtV7hlWCIgRdmx+3CT1Ge894hlQQHpTdbjvxrne9i+uuu44tW7YwPz/Pl770JW6++WZuuukmAP7yL/+Sl7zkJVx11VU86UlP4qabbuLb3/42N998c3kfr3jFK9i0aRM33HAD8XicPXv2rDhGachw9e+b0Tl3KgfIh/Ab/jwK+/PJtsq+1sQgtJ89mEewX+8nX5Fn2ZV87tMs3qvP1+vY7ZSswFrUivm1jhfXfB6lWO/eXMt+DCMOYtsZxueBMKD7+FEbLcqZLIJDEYMsGoaUtjuDQRCBdiUg+J8NaAiTE7FFjBr7DILwC7rsa3VOsCyCw5E8urDX3re6QjU4Oyw4zOhCciyaJiO0UN+Dgiz7at0HdAGHI/qq+1O9e4ZfQhDsS0G/pJ4V/HwecJPJyUle/vKXc+LECQYGBrjgggu46aabeNrTngbA85//fD71qU9xww038Gd/9mfs2rWLr33ta1x55ZXlfRw5cgRFcf6zC/Zdy2MyUgvdUN+M1PjRkvUUz1ZYi2KwRL0OaZYIP1raXNjGywI1oNMkXy3sxntXBDpHRmr8MLPJ72L4hl9yKiM1fpje7Muxq2k3WzCIgq8efmWldTo5RYbuOSurSG7py5R/ru4MhkEEhjEbMKeY3JE8WXMbu+VohFuyL6yT8WcVyS/6F6keYu3VwjTQ3rDgIGI1xvIK/DI573JpnKNd+e2n7Kukuo1vdX9uC0EItsizgyE1ciJsTwPW+MxnPtN0m9e85jW85jWvqfv3yuy/Wnzuc5+zWaoC3SfbCmJCJ7jTqdYmJnQuj09xW2adbx0VK8Kp0+RgDIPHxKb4bXYdWR+6MWtB8tWi3XgPmgisJshi0O+Y94qgyakw1XvQ6q5VhKEQM9trG/JEkB4MvdIJ1+IeERPC9jQQNeHiTIw741lyNW69YReBQc0GjJgK5y4N8GDPHHkLk8B3ZZ8zRE3BhekEdyfS5CqeSbzMPq2k3WHBbuHG0NqoKdiz1M99PfMr6t5L3M5kDYrsq6RZG+/EMb2QgkHATr1HwvYw0AF0xV8FcSlZDNACElaICZPL41Pckx0hG4wi1aTTsgZjwuCy2Cnuzg2Tle52xteq5KuF0/HutwisJshiMCYMLo96E/NeEBZJ5WVbs9Zo1LbGQjTpdpiISoH1vIpgEJWCCzNR7o/lyFlYZSJsIrAVKePFAiERKTh3Kcm+RKruEYIg+wrlCL/wKxGVggvScR6MZxrGe+U5+5UNCM6KQL/nyYtIhd1LfexNLJJz6EudIAxJD6Lsq8RuG98KfmYJOkWr9VuPaJure3S/YLWP/61BgEiZUcv5FH52Gis7/ykzyt/PXOBbWZwibFmDKRnl71P2JtS0QlfyNcbteA+aCKzGTzGYklE+Pu98zLtFWMReI4ShME+cfyjGvCB4MRkGWmlXU2b7C6l0Wc2iujzU1+lOhFvMKXDjUBpQUVsYF1LrPO109pwSgXYlIPg7JHhJNfjy2OGm77VaNit0WnZfK/JkXoF/GZkN9KI0lTSKP79Fnl0WVYP/GDvecJsgiDwrBF32Vb63so2v9n5ui7kgCEG/7sVWFsvq4izhaD08QnHJ8jtNZYdWQTKgZJkzY5g1ZpsLSmaiEwRJDhbqPcecGa1Z71ZY65KvFTFTivdZWq93OwRdBFbjphh0Iubt0gnyzgqN2oLqNr7RtkGPT7dxsk0Ny/NA2JCmFhrhV0KRkDQFKUVi0F42X4l2sgJbFYFeZAM6OSRYSOgzNBZUHSmCkd1nR2aEdS4uISFpKqQUqEzIcVM4V+LksOAwUHm+QkK/oTKvGrSZDOU5rYpwv2RfJZVtfPVjp19izolhw0G/19pcP6iLA4TzruQSSSXrdxFsM6Bkeee6OxmoU3ZhiqavTkIYStOXEwwoOd49eDcDSq7lcvmJlbhw+9UKpXgfJOdLDAftc7RLO5/JgJLjPcl7LMe81WOulbYJ6rdPjRhQsrxr5K66bbyV/YcxVpvh9vlZqe8u9ukPoZtOmoK3TPeRrNEmGVJb9WqFdvYhpbLiZf2YkfLLCrrUyi+r5ImUX9bLpWBIhYQe5RWTZ5HQo5akn51j2TkXO/XUyucQNJKmwp+eGiFpVn3x2eK5VdafXTlU+TmFJdOtuszNXpX0GypvmNpAvxGcaT2qP796Lzu01l611j5aaVsbtfFW99vuPcAOjY7tZTnapd9sr53UpWr7emvtFZzrsV2CHxUekjJjgVmh1SpzZowbpi5mzoy1vI8gzyvmBk5kDs6ZUT44eyFzNYaDBa2D3UkCpV68+7l6btiyAhvRKFZSZowPzl5IyowiQtdSeofT1/+cGeNDpy9qq40vEca5Vv1qT9utb12q4MGDt90H0p///Of87d/+LbfffjsnTpzgG9/4Btdff33575OTk7zjHe/ghz/8IbOzs1x11VV88pOfZOfOnY6Ud14hdK1HSpH8/fACKYv3lXbn+Gt3H61kBHo9JBiaZwMuqDqfHTvIglp/30HI7IPwZvfVIqWY/N/R06QaLKjix4I00P6wYLt4LRvnVYMb151gXnV3TjE/hql7mdln93122/hWjx+m+fzaxcpnMGczG7hL+3TFXwUmIuBrJq7GRDBjxl09xloTg2ChgwzMGonCth6UxyqdJPlqYTXeuyLQeQp137586hS8ElJetPEl/BxGHLQvTLwazu41i4uLXHjhhbz61a/mBS94wYq/SSm5/vrriUQifPOb3ySZTPLxj3+cpz71qTzwwAP09va2fXxTEPjnrOoOqgHMthH/7c7xV2sfborAoCwQIgXMa6v3FZRFOsIi+1qRJ9OK9VWYYWVd2JGA4O2w4KBnDUoBKa016RfEOSeDLPtWvBeFGQWEy2NPwy4Enc4i7PAuayAJdgvoMUklx6LfhbBJUsnxmsEH+dfZc32bjNyKbOo0OZhUcrx24CE+M3dOoOu902g13oMkAiGcMjApcry2/2E+M382Kbl2Fj7wW0gFoa0B57IF/a5PqyRtDmkPC9dddx3XXXddzb898sgj3Hrrrdx3333s3r0bgH/8x39kbGyM//zP/+R1r3td28fvMyDd4nv9Ei39huBlqR4+n8wyXzEZuV3BUUm7WYHtyES7kqadbMB2JGCvofLc05v41sgxZlV7n30Q5u0Lw1C7WvQZgj+c6+OLAwssVMR7K/EF/mUDhpE+Q+GF06N8dfgUC8V7ahCFXiPCIvsqy1lo42Or2vhK2mnvm+HEfH5uHNtt+jpnsdzQEP5W0kGyIfn2rpKsVPhdZizwZe+0rMGsVLgts86zel+Lkq8WTsW7nyIQ/M2sapWsVPlddpRsB811UUlQhZTXbU2rBLX+WiXo9V1NKpVa8XMsFiMWs5ehm80W5jWMx5czTFVVJRqN8stf/tIR8ZdDhCZTqkROSO6K6+SqskFqnUernUO/hgd7KQHB3pDgJSG4r2eRJaGyaqlNC8dqhJuZfWEVfiVyQnJ3PLcq3ivPq9WMUy+zAYNIs7hLI7gnkSWNhiGD1y9ysu32WvY1Knu9Nt7K+90UgtB6lmAY2qF8m11bE/vzS7Z2nHBkZFrB16evG264gcsvv5z+/n7Gxsa4/vrr2bt374ptpJS8733vY+PGjSQSCa655hruv//+Fdtks1ne9KY3MTo6Sm9vL8997nM5evSo7fJkQ3CRVJOVGr9c2hDKslcSton+s1Ljl2l36j3o5+4nbsV7kOo7qAs0ZFH5RXacbOAH6jUmaPXaDDfbmi4FarW5OaO9h8nSA6nbL7MoSbZs2cLAwED5dcMNN9gu8znnnMPWrVt55zvfyczMDLlcjg9/+MNMTExw4sSJtuqjRDa4l1pdsgr8OqFbKnv1QhutdpSdmKjd7nvtlrmVif3tLNSQUyR39KXINfhiLiiLdIRpQv1m5BT4TU+WXINTbzU227k22llMwmlaba+bkVMkt/UuNYx5N6jVbjnVllXSSsw4tfBRI+y08Y2O4eXiPmFf2APC+TwQdnyt8ltuuYU3vvGN3Pr/s3fmcXKUdf5/P1V9Ts/0XJmE3IQkQAIEEkCC3FdYVBSPxRtEXBQQ5fIAXRVXxQtYV36irIooi9cqsq6icoVjJXIlhCscIZD7mPvqq6qe3x/V3dPT03dXVVf39Pv1qtdMd1dXPc9T33qq6tPfY9067r33XjRNY82aNYyNTQTcfvvb3+bGG2/k5ptv5oknnmC//fbjjDPOYGRkJL3O5Zdfzl133cWvfvUrHn30UUZHR3nb296GrpfnQ9qiSxRNraulRZesCW7P2fZGw03CYEBonNGyjUCVLti17oebKWTv1Y57Mdx8TGolCgaE5sjYV0opFb3dLPDlQhiCoNRZE9xOUDZjIqqlnGuHW+08H9u2bWNoaCi9XHPNNWVvw+v18rvf/Y6XX36Zrq4uWlpaWLt2LWeddRaqas09RcCdDs0FCRhwypi34rZb9UBYzYNdud+tRgS0qkqw31A4drgDf1blx6bYVxmlVgL16h5OGG3BX2GF03KwSgisFLsEvErxG4ITRkJljX0hnBL08lHpnFXNuVVJv6qd44u1oxGqfVdDvrHw6+56vpoOlHxGXXnllSVv9MYbbyxpvb/85S+TXt92223MnDmTp556ihNPPBEpJf/+7//OF77wBd71rncBcPvttzNr1izuvPNOPv7xjzM0NMRPfvITfvGLX3D66acDcMcddzB//nzuu+8+zjzzzJLb7RFGkRpj7sMjDA7wD7FubPaUSIhSxD+jwiSybsTJXINeDBZ7h1kXmUW0xO+4TUDKpF6E4kx7jxtmm52w4VqHBpeKnVVbvRgs9ozwGDNLtvlqqDeRrhoKzQ0eYXCAb5jHIrMQRv5LtlttshZYMdd6bA7fsZpwOEw4HK56O0ceeSQbNmxgaGiIeDxOT08PxxxzDEcddZQFrQQVUdP7LL2CVAVCwsKEh3UBAz15mqmi8uuOVSHC1eT5Kydss1ZVglUpmB8P8IwccU1F3koE13rDg2D/hMqTciLctJzQXqsK0VSTG7Be8UjBgriPp1sixIqEt7tVRKp1vr7y96tOmeOrmd+LUauQYSuxyvbUBi2i5mZKPsvWr18/6fVTTz2FruscdNBBALz88suoqsqRRx5ZcWOGhoYA6OrqAmDLli3s3r2bNWvWpNfx+/2cdNJJ/P3vf+fjH/84Tz31FIlEYtI6c+bM4dBDD+Xvf/97WcLfqOGruyC2UcPHrb0rKv5+UxycTKkPzyPSxw+HDql4P05TL8JeMXLZe3bfmkJgfqrJLTgifdwysszy/U4XKp0TRg0fPxrIP9eUuv16sdFysHOeHa1hIRU30N7eDpgFP5588kn+7d/+zZLtjimy6vusSsS7ahhV4Cftk4u95GqDG8XAUkSXcnO32Z0XEEwhcFiBO7t7ocSHQ7cU6ahHsS+TUUXys47JJXiqEfOsyA0I9SWMVMqYanBHl/ksjEuFvRRW2Lkd+fpK2+/k+Tt7js93jamFIAj22n4tBeSxKu9LnfKidKvIXgkl9+TBBx9ML2effTYnn3wy27dv5+mnn+bpp59m27ZtnHLKKbz1rW+tqCFSSq688kqOP/54Dj30UAB2794NwKxZsyatO2vWrPRnu3fvxufz0dnZmXedbGKxGMPDw5MWgLBi+rGoGHSqUUTy15awEsOXPNmDIkEoWe3Pk1wvRbsaxZtcr0VJ0KKYNzheodOesV6nGsWDeRKHlDjB5I2QT+iEFTO5tkDSqUZRk+u1KvF06JFfaLQl1/Oic6C/Dy/mftuUGP7kegGh0ZpsazV98uumuNJqGLQaBoqm4tehUybSIZidSkafRGJSn9oz+6Tk71OqiqKSXE9JtzWev0/KRJ/as/uUbIMnuV6KDiWWHq8WkaAluZ4XnU7i6fCvLmJ4DYkwBK1So0VqCEPgQ6dTiTJHHcODThcxPMn12kikQ/Jq1adcxymFlbanJNdL9ckO28s+n1QM5nuH6VInbkqz+xTSzb4HdOgwtIk+2Wh7HcTxSwNhCFqkVpHtdSTHFchxPplt8JH/fGoTlfWpTSTHX4cuGUfRBUJX6JAJ/LpE6ApBoREWMeaoYwR0gy4ZT4fOdsoEvuR6IUMnZOgIXcGnSzplIi361aJPOc8nUrZnz3EShsAvDTqSc4liQBexim1PxWB/7zDtmdenCuaITuL4DNNGQ1IjlJrPDINOJm543XicWpNt9RqSLmLpObry41T8+tSuOOHX6jyjo6Ns2LCBDRs2AOYPrBs2bGDr1q0A/Pa3v2Xt2rW89tpr3H333Zxxxhmcc845k35cLYV891ltqdAeQ6VN82AYKrpUCWkqavJ/n64S0M3/RXI9XZqvWzUVb/JZocUwFwCvhPaMZ7IOXeBJrhcyIJhczychnFxPSHO9VBHHVmMiFNlvQFtq2wYcGBd4k6/bDPNzMNdvTT2T5eiTL7ntoGG2A8CT3G+Kdl3k7JPHUAhravrhpl1TM/oksvokcvYpqHvx6mbInEf30JqxXruukMpl36oLfAbJ9bwENFNEU5LrpZyP2nQlPQ4BQxDUzfYphkK7NvFIEdaVdFuDhiCYFOmF4SWk+dMiXVhT021t0RUCyfW8hiCsqcxMeFEMc73UM2JIV9KhkKruI5jcnpDQrmX2ScGXXM9vCFqSYykMpWCfWgxhChKGh1Zt4geAcIZNZfbJI6FV86ZDEyfbXmnHqdUQk20vuZ6SXE9Jt1Vk2V5yHJLrpfoe1kWW7U20Nb/tmX1XJcxLKHRqE+tl98mXtCnV8Eyc00lbmThOIn2cfIZpY7r0YCTHNd9xCmX0PfM4tWoePLp5LgQMQYs+0fdSbM8jzc/SfdeUDNsTk2yvLbVectu5bM9nCFqT62XanpQKIc2DN3lu+HR1ku2FNQ/SMPuR2Se/bs4ZsxIqXiPZ93L7pGf0ycjsE5P7lPc4mX3KPE6GYR7roOZFTc8l3rzHqU0XU86n9HFKbluXHlo17xTbg9RcPtX2pFTMOSLZj3LOp5bk9UQm5+j0+ZScy1UJCxMifQ2Zej6Z+8t3fZoY/9xzeb4+Qa7r09Q+SakQ0lX8SVvx6QqtSaeH7DmiVVPxpW3K/N7EHK1C0vbaNBVvMo1CJdenavsEGfcDTRyjIgnzhhtu4Prrr58ktnV2dvK1r32NG264oaKGfPKTn2Tjxo388pe/nPKZEFneNVJOeS+bQutcf/31k5Jgz58/H4Bzu14GYKZ3nM/t9yT+5MPUxT0bOSzYC8Bp4W28q+NVABb4hvncfk+mt3v5zPUs9Q8C8NbwFt4a3gLAUv8gl8+c8Jj83H5PssBn3gS/q+NVTgtvA+CwYC8X92wEwC90Prffk8z0jgPwga5NHN+6A4CjWvZwQfcLAMzxjfLRGS8yxzcKwAXdL3BUyx4Ajm/dwQe6NjnSp2t61rO/Moaiqbyn7TXOaNmJoqkc7h3gks7n0326pmc9Mz2maPPB9lc4ocVMGH50cB8f7XgRMB/6rulZn34g+2jHixwd3AfACS27+GD7K2afPBGu6Vk/0aeu5znM3wfA6aHtvDu82eyTd4RreibaekX3MxzoN39Re1vbG7yt7Q0ADvQPcUX3M5P6tMBr5pJ8d3gzp4fMgjErfP1c0vECV3Q9S4+I1rRPKeH1iu5nOMgzgqKpjtleuxrjc/s9Sbtq9skJ2wurcS6duZFPzdxQcp8UTSWom8dzPxFz5Di9p/U1hCFYqI5ybfdEW6/s3MiBPtP2zm59g7Nbk7bnG+LKzo3p9a7t3pC2PfN8Stqev49LOibOp2u7NzArKYJ+MPwKJwSTfQrs48L2Tek+Xdu9Id2nC9s3cXQg2afgLj4YNvs0S41wbfeGdJ8u6XieFck+rfHv5L2hLVzZ/jwH+wYaok9ntGznPW2vAeb5VE6fUsLTtd0bWKiOIgzBe1pf44yg2afD/H1c3GXNvBdW4lzS9TwfsnneK9YnJ45TICmeX9LxAit8/QhDcEbQvrm80HF6b3KflVJqPi0rlnJ48sknWblyJStXrgTMNC4rV67kS1/6EgC7du3iwx/+MAcffDCf+tSn+PCHP5zzvqwY+e6z3jkSQJcqM3XBZwb9+JMPABcN+zkkZj7InBLxcM5osmiJpvCZwYnqxJcN+VmSMG9dzxr3cta4ud6ShMJlQxPrfWbQz/ykGHDOqJdTIuY4HRJTuWjYXM8vzfVmJh8+3jvi481Rc70jYyrnD5uiz2xNcP6In9lJIeT8YR9HJtv65qiH946Y6+Xq08FRH7pUOXHcz9nJvs9LKFw50JJu6yWDQRbHze2dOebjzDFze4vjKpcMBtPrXTnQwty4BykVzh4JcNJYACkVlsc8fHSwJd2nK/pb6Uk+HL9nOMDqiLm9lVEv7x9sMx+6dS+f7msnnHzw+8BQKyuj5risHvfz7uEQuvTQlfDzyd5u/NLs+3n9HSyLmeudMNbCW4bbAJib8HJpb09apPxYbzcHJNc7bbiN05LrHRDz87HebsD00Lt432z2i7WgSy9nDnVy3IgZrn5QNMgH+3q4oHcWXZqHi/fNZkZSjDx7YAZHjrajSy+HR4K8d6ADMAWQS3t70kLIewc6WDHegpQKR4+FeOeQue0eTc3ZJ116OG60lbOS681LePh0X3t6/D/RH2Zx3GzDGaNBTh8xx2hRLMDFA6H0elf0tzIvYR7Ps0f8nDRujkM5x+mDQ+ZxDxuCK/pbCSdFkQ8OBVkZNduwOuLjPcNmBe4eXeGK/ta07X10sIXlMdOWTxr3c/aI2Ya5cQ9X9Lemj9PFAyEOiHmRUmHNqJ81o35adZV/GQzxicHS+vSRgbCZG9Awx6snKUi8ezjE6uR6K6N+PjDUmuyTwqf72gnpPnTp4b2D7ayImOPypvFg0eMEcPxoK2cNtyOlwpy4n0t7e9JtLcX2AC7t7WFu8nieNRzm+FGzvwdHA3y4r8sUWAyVS3t7mJEwx+icwXaOHgshpcKK8RbeO9Bpiii6h0t7e2jTzTF/32A7h0cCZfXphLEWzh4O87H+LpbGfHwyo63/0tfJATHTPk4baeW0kdZkn3z8S9/Es/gne7uZmzD79JbhNk4YM8d1WczPef0dAHgML5/s7aYrYdr8OUNmn3TpYUWkhfcOtk86ToXmiFSfPt3Xnu7TBQNtLE+29cSxAG9NziVz4v5J59PFAyEWx83xStkewOK4J30+SWna9dzkem8f9XPyuLnt5TEPFw6ZY+yX5vyYOp/+edjPMRE/ulQ5IupLz+Vhw5yjU+dTai5vMwQXDft5X4G5vND1KfXD1CWDQRbFvehSZc1YoOBcPi95HSunT8dGzP2uinn40LA/aXsqV/S30pYU+D407GdV8tw/NuLln5PXux7dvO6k+nThUCA9R5w87uPtyfGv5vpUbp/eNTpxzW7iDELK8uuFt7W1cffdd3PqqadOev+BBx7gHe94x6TCG6Vw2WWX8Yc//IGHH36YRYsWpd9/7bXXWLx4MU8//XT6JhXgHe94Bx0dHdx+++088MADnHbaafT3908SIg8//HDOOeccrrvuuin7i8VixGIT3gDDw8PMnz+fVTduYtw/AxWDsBpnUPcjEYSVGFHpIS5VgiKBIiRjhg8PBm1qnAHdNOh2Ncq44SUh1bS337jhxSt0WpQEQ8n1OtUoI7oPDYWQEseQgoj04hM6AaExbPgRSDrUGMO6Dx2FViWOJhWi0oNfaPiEzojhR8WgxzPOPq0FHYU2JUZcqsSkh4DQ8AgjGcLs/j55vQmGDR8KknYlxpDhx0AQVuLEpJK7T0qcQcPsU7sSI5LZJ2BMes0+KXEGDLOtHUqMMcNDAjXtITIuvXjRCSkag4Y5EXUqUUaMZJ9EAgPSfWoRieT4KbQrcYaN3H3yC8OyPoV0wxXHKWV7CpJ2NcaQbvbJCduLGB5alTiqkAxa0KdxVVh+nEq1vaAaL8P2BBHpwYdOUNEYSvVJiaVtr03ESVC+7XkxGJF5+mR4iKMSTHqeaSjoUtCqJCw4n2rfJwVZ8DhphqfiOSIocvep3DkiLlXalRg6Ij3n12rey9snNVbWcYrrXtfM5fn61BLrZcOnDmFoaKis3HnDw8O0t7dzxH03o4aCxb9QJfpYhA2nf7LsdtpNvvuso/70UyLhFlQJbYZgSJFIYXpURBWIC9NTQAHGlKQ3lSEYTLoItOswrkBCTHgejCum90GLAUPJCK0OXTCqSDRheh8YQEQxvQ8CBgyrSS8dQzCiSHRheu5FpYeoYj6g+CSMKKAa0KPDPhV0BTqlRhyzImHAMHPmjCpU3SdD0XP0STCUXK9wnwTDqjQ9KqTM6JNAQ5p9MsAnBSOqRJHmQ/CwIjEEtBs6cSGJK6bXlUfCWHK9NkNhSDFAmB4aCSVBQjH3qQDjikSV0GooDCVTRoR1hXHFQBPQknzMiCgSj4QWQ2E4uV67pjCqGujC9LoyBEQVSUBqBAyFuGIQQ9Kq+xlRDQxhel1pQhJTJD5D4JOCUdVAJL2fhhSQwvQkM/skC/apRfMSFbKEPglGhZq0PZE8TrLgcWrRlbzHabLtlXac2nRBXMgM2zP3NdX2BFFFlmB7gnFFTjqfIkn78kjBYNKFp9OQGbYnMJAl9ckQWvI4kTxO5nphQ2FYMZLHSUyxvagnkcP2FKLCKMv2Up5xOW1PVxhVkrZnCAxM2/MaEJAKI6phescZCiNKyvYEmiC37U3qU2m2N6VPEnQBGpJWWX6fWjVfgT6ZNlW4T+Udp3xzxLhQM2xPMJZsa37bM/s0JkTF8167IRgUSnou12DifMKcy6ecTwbEMefosA6GgBG1+rm82PWp2zBK7pMb54hqrk+tuifdp+DwOE++9aMV32etuu8/HLvPevr0T7nuPqsSKhL+zjvvPB566CFuuOEGVq9eDcC6dev4zGc+w4knnsjtt99e0naklFx22WXcddddrF27lqVLl075fM6cOVxxxRV89rOfBSAejzNz5ky+9a1vpYt79PT0cMcdd3DuuecC5i/W8+bN489//nNJOf5SBrT0u1tQg23lDEUTB2mkXIPFaJScfPWGW2ysEfOxuRm35eRsUnv0yAibL1/SFP4sIjUuB//lp6ihluJfsJByCkNUisemKtBW5ZQqJ0dUOXnYylm3kraUg115+yqpVNvoVHoMK7GXar7XSLg1d2S17aq2MEc1FLo22DWnF8POPIJWYkWuXX1snE3/VLnwd/i9P3DsPuuZMy5x/X1WKVR0tv7whz/k6quv5kMf+hCJRDKfkMfDhRdeyHe+852St3PppZdy5513cvfdd9PW1pbOydfe3k4wGEQIweWXX843vvENli5dytKlS/nGN75BS0sLH/jAB9LrXnjhhVx11VV0d3fT1dXF1VdfzWGHHZau8lsqYSXGGNYIf4rhzIU/rMb4+MwN/GjvEQzrk11mDcWem6taUUwMc1K0aVdiXNz1PLf0H8KQUZ2rclPkK52wEuPino3csm8Fw1WOey5qUSgkF4WEqFqJgu1KjEs6nucHg9XbfC2oV3HPyrmmSXFSc0Cb0XzQtIM2HcYt2I4TYl6KdgM+Mazyw7DOUJ5bu3ztqfbh0aoiIuUU5CinGEMlRR9KbUubrvDhvi5+0d1vel8V2VYxmmJfaYR1wYVDAX7SHmVYzX2/UXn13coKfVT6PbeSz77adMEFA23c1jlieue5ADsER7eJfbnmeLvm9GI4XVjE6WJZmbTVh8bZUFR0Nre0tPCDH/yA73znO2zevBkpJUuWLCEUChX/cga33HILACeffPKk92+77TY+8pGPAPDZz36WSCTCJZdcwsDAAMcccwx/+9vfaGubEOhuuukmPB4P5557LpFIhNNOO42f/exnqGp5xhzXfY4JdlYRNTzcP7SQqDH1UJbSl0YSB50UBiPSw72j84iUeUGsV5HPLedFXPq4f2ihea5KxXb7dYsQmEmtRMGI4eHesXlEcsw1taJexbxyiCX83D+8oOy5pklhis3F0eZ420KswKXESTGvHCIC7gsaRCqYbnL1qdZioF0iYCXrF2pLVEgeaR0lKmTe75TTHivXLbcdbqLYg/6YgPuDOtES7ydqKQKW+91qcMLjLiokD4WiU2zeLpzyInSb0JdNOXO8WwXBWgp4lVLofqCJPVQU6ttopFxGD/r266jB+nbhtINGEgcLYbWo4zaRzy3inZ04batuEAJLpV7Ch6eDmJdNtXNFPdmhk1QzrnpkhFeuXlRxCMqhf7vVsRCU59Zc5PoQlNS4LLnn546H+laDlvEw5bE5BMvqB8dyPUTsCgeuZP3sttgl9pW7frkCRj0+jOeiUm8jN4QEuzVE1glq2Xe3i31OUauQ4Xqg2lDf5n1W+VR8ZjzxxBP89re/ZevWrcTj8Umf/f73v6+6YbUgqJgJm+uJoJLg1PBWHhheQMTw2rKP6eI5WI7HYFAkOD20nfvG5hGR3qbI5xDF7D273056BLpdfKnWUzAoNM5o2c694+V7uhbb/3Sg0jkiKBKcFt7G/cPzicjcc7yb0iDUAjvm32CyWEgTawkmk6m7Aa3Eh8ugAWui8LeASiTHpdUqQdBq78Dsh+di4o3bPAEDhuCEsRYeCY0X9T5rin3WETTMyqUPBrW0vWf2yS7v0kys8gasNwKG4MSxAA+HoiV5XLqpv/Us9AUNOD2imF5/Fj8+uTGPoFsI1r90UHdUdKb86le/4rzzzmPNmjXce++9rFmzhldeeYXdu3fzzne+0+o2OoZCfXjEZKIg6VSjNW/7dBAHMx8uPYpOlxLHoysoRm1v8hpV5MtFufaeOTbTMSy4VEoRBc2xj00a++ku5mVjhwCliKTNC7MaX0XbKNCuerJTJ39gURwKtZpuOHm1KlXYK4YKdBnm33L2Y4UgaGVYWTnijRtEQAVo19WCNmNXKO90E/syUYBOXeQd93IF5RTZY1qqEFir0N5aoAAduoKCu0Q9sD60vZpzxgqPvsx5W0roMEBKFS3j0m+3l3etwoatpJpj4XGZjU8HKhrxb3zjG9x0001ceumltLW18b3vfY9Fixbx8Y9/nNmzZ1vdRscYM7x5b+zcypjh446+Q2rdjJIoJlDVkzA4Zvj4Rf9yx/c7nUS+XFRj77X0BoT6ElgySYl74/j4+eDB5nu1bFCNcdq71+65xo3egm7woB4zfLVuQkMypuQX0MrBKlGvFEYVuK21/O85LQiW87CYeuguRbSplQg4rkj+u2O44HfK2X4xppPYV+hhfUjA7W0ST4kX+nrxBnSKagS7EQG/bI9hzSxZHnbnrKy1V5+5jdxtyDfH2zmHF8JJQbCWYdFj0/uRtiZUdLQ3b97MW9/6VgD8fj9jY2MIIbjiiis49dRTue666yxtpFN4kHXn8+fBYL5/mG2xMJqjv6VbTz0Jgx4MFviG2Rq3b9ynu8iXCyvt3UlvQMgvZtSLIOjBYIF3hK2Jtrqfa4rhBuEphRNzTSHsFAbdNM7ZeKhuTtClAg4IA3qdFRjwlOi46qSwVwyPhIUavOEBzYJfPex6mKzkYbFc0cZJEVCVMDfhZYc3QbyMxxU7i3SUK164KddYqXgkLNAEWz2etL2XKjjUUgQ091lqO915XDwS5iVUtnt1S+aabJwuSOMmr75ClDvHF9qunaJgPc4nhfBUKbpIKRyxaSkbx92hotHq6upiZGQEgLlz5/Lcc88BMDg4yPj4uHWtc5iQ6pbMMyaKrhRdwiLBv8zcSFgkJr3fiCiGkndxmjY1zkU9z9Fmoc3Uuk/1QKsa519mbqTV4nO1lmOvaGrOxW20KXE+0fUCbYq75slqqIext2OusZJ8Y5gax2KfuxWr55gmJq3JZ3pNqgWXWqCj5FxChuCSUUHIEFM+sxK7xkKTnvRSCF2q6aUUpFTSSzF06UkvpaBLD0Hdx4cHOgjqxb1vy91+eW0vb1xKHW+30mbAx0dU2jL0t0r6lDlu5QhAmcemfC9MT0mLW2k1BBcMtdBaYRqV7LGrZiwrodJjnqLac6fSubPNgEtGxSSbrxQ3XdPcTqt7/HmmDRWdWSeccAL33nsvhx12GOeeey6f/vSneeCBB7j33ns57bTTrG6jYwzp/qqdq50W3Qa1IF98/eSK2mGojXPGOe0tOKAH+PyO4yv+fqMJe07Z/bDeMmHvNtqv02HBOdvgsrxsA0aAz+451vH9VoPbxaVSqHauqSX1PP6DeqDWTWhI+hQVpYYPQZWIdf2q4PLO8renVuk1msJKD8HUA3UxDy43eAIOqQZfnTlQ0nZKoenZVxoDKnyuK/9xyexrJeHl4Iw3YD0yqEq+3DOS93OnPfbyYVWYe7XnjVWCWq+qcHknqDbG/dUqbNjNDNbvLWLdUtEZd/PNNxONRgG45ppr8Hq9PProo7zrXe/iX//1Xy1toJMoRuN6y+Wi1L42gkBYSGizPdebi0S+RrLv7L7YaadOhwUXo97DhqulngWlJu4i3/wsm4Vr6hqrvfGsbIMbBMFyxBunREBz++WFBJfTluLbnX5iX7ViRPYYuDUk2O24RdBLYWf+SjeIffnmZrvn7Fw0iiBYyXExmp6QjlPR2dfV1ZX+X1EUPvvZz/LZz37WskbVirASY6zWjSiTdjXKJ+c+wc07jmbIJg+FRvcerMRbsF2NcvnM9fz73pWTxr0p8tlLIXvP7K9TIiC4QwhMYacg2KHEuKL7GW7qO5xBw1/19vIxHUW9QvNGuxrlU/s9xX/sPjLnHO8m+3Mz5c7NYTVmU0umN+0G5PdnKQ+nxL0OQ/K5YfhWGAaV6gVhu70Ecz2AFXqIdIsIaG5/oi2dhs4n+sP8sGuYAaW8UNFyKEfkqES0qLcwvw4Drh5W+W4YBpNDWYkQWIkICPZXCS6VWohx7brgksEgP+iIMKTam3XeqeI0bhb6UhSb4xtVEKz13NRe5fDpUnUol3J9zeGFKPlsHB6eWlkrH+FwuKLG1JpIHf56N254+X3vwYwb3pq2o5G9B3M9MEaln//uP4io5kdxyS91jSj0ZVOqvdfKGxDcKcRYETY8Znj4zfASxozK5snpKOhlUumPAuOGl//uPyivzddTUSS7sfKHl0iV11RdesCBewo356vKxViZulmtPPfiGeM6gOTnQckAgkRGkm+fDRUW7XrAzHzAqxcRcFSo3NUWY1QUv3a4Seyr9cN0tYwJ+FXL5HO1VPvJpJYhwfXKuCK5qzXGuGKN6FcLwcINQh+Ud+0YE3Bni3XXp1oIgvVIuePdpHpKPjs7OjoQorQjpOv15Z6aIiHVGhRQr46EVHlxvKfWzSiZYuJUvQiDCanyYmRGzfY/HUS+XFRq7055A4L7woKLUaqXYAKV52NdOded7qIe2OftW+1cU8s0B3bhhGd1ogEeIt2IJqZWlatlWG68hIfUhBA845t6/1vou1aLglY+YKYeHIsJOLUWARMCNvnz77cp9tlDQsBzBeqpVCsCmt+zNyS4XjFtvvR+1toTycnKu8Wo5jqSEIJni9cQqrotdgqC9YgdlaubFKbkM/bBBx9M///666/z+c9/no985CMce6yZ7P2xxx7j9ttv5/rrr7e+lQ7RIhLUW3BPixLnn7o285f+xYwbFs5aNaKQoOUmUbBFSXBWx2vcM3iA7d6W01Xky4UV9t70BiyNbDGvRUnw1vAW/jS8qOYexrWiFqH8ds41bvYWrHXahBbFem+uJuA3BNEaCH2lCHz5CBmSd0V0fh9UGSsx1NcpUbCasOFyBJxaiIAthmDNqJ+/ZXhANcU+68m2oZAhOSci+WMQxooMdyUioPk950KC64kWA84c8/HXUJzx5Ng3grg3dZv2h++WSlx6Js3xCdU+u2oKgpNpmZ7drikln80nnXRS+v+vfvWr3Hjjjbz//e9Pv/f2t7+dww47jFtvvZXzzz/f2lY2SSOyHoYECkiBMJT0Z7KOxIVyqBdRsBqaIp/z1MobMJN6EgQbnVoLTm7CCW/B5ng3sZpqRD4nqJUoWOjh0o0iIKTEPoGUpbuGuFXsc0PBmVKRCHRAxxz3UoSJ7LFxa0iwnVQr0ukSJAq6VNHtTfE3CbsL1bhN6KvkcztSO6RoREGwlOOVml8qRZMeZDOlSllU1JPHHnuMH/7wh1PeP+qoo/jYxz5WdaNqxbj0Ohrqmy3iVcK44eOufcsr2m4jCYROi4Ljhpff9R9U1Tamk8hnha0DRIwAd+09xHxhg/066Q04ab91IAiOG15+O3hgrZtRNfUmNFkx19hBOd6C9TbmAOMV5rJsUphxRVgmfzgh8MUNlTjwk2ByXwb4FPtEBjtFwdSDWL14Ao4JwV1t8aLrZW+7FMoROsoVLepJ4MvFmCK4MzT5vcw+lSpG1CovYD0zrsDvWhO2bNvJKtT1JPSBafO/CE0/QbDWc9W4BcWympRHRbPA/Pnz+eEPf8gNN9ww6f0f/ehHzJ8/35KG1QKv0Ks6lawSN8rBK3SWBPt5NdJFosyJdroIhHaIgl6hsyQwwKvRzpLG3U0iXy3s1Com2bsxMe522aiT3oA59+8iQdArdJb6B3kl1lH2XOMk9SgyFaLcucYt1Ptx8FZZIbL5S3RuPFKWfZ/llAdf3Mh9fvmkZLlm8IJHIS5E3vXS69skDFolCpYj4tRSBPRKWBxX2ezTSeR4PmyKffbglZKDE7DJa+Y+y6YWIqD5vcZPv+CVsCSh8KrXyGnzxXBS3JvYZ+1z9GVSyfXCKyXLE5IXvCKnzVeyv1oIgvWGRzro1toEqFD4u+mmm3j3u9/NX//6V1avXg3AunXr2Lx5M7/73e8sbaCTBIXGWMbrehBIWpQE7+x5kf+3/U0M6fY8FJYyDvUqDlYqCrYoCd7T9RL/sfvIKePeFPnsI5+9Z/bTCREQahteXgtBsEVJ8M+dL/Pve1faNtcUo97FpEooNNc0sZbMczwk3RE61miEJIzk+czJEN1i4l0mrRI+GknwlVY//SU8E9ZCGKxUFHSzCNhiCN456ucHHRGGVDll3VJoin2lkWk/IUPygXGNb4VhsIi9OyUCmt+rzBuwnmgx4N2jXr7fHmMojznWQtwz92vt/Ucthb5sWiV8eFzn62EPAxY5odVCEKw3QlXqfrpUkQ78IG7U0Y/uxRBSVia3btu2jVtuuYVNmzYhpWT58uV84hOfqEuPv+HhYdrb21n+je2ogXCtm9PQ1KtAmE1K9HGTyAeNJ/RZgRM25/Yck24KGS7EdBT2UlQyl7jd7txIqeOsR4d58fMLGBoaIhwu/b4gdT9xwD13oIZaKm1myehj47x21ofKbqfTpMZlwZ9/idbibDvLEfncgJ2hxKU+dJYTSlaOeFOOYJMSARtJ7HN7/slcVCJUVBqKWI4tTXyn8YSURhH3MnGT0JfeVj4vbxvn4HxMR0HQGBtn61veX/F91qI//xeKA/dZxtg4W97yQdffZ5VCxWfP/Pnz+cY3vmFlW5pMA4oJU/UiDLpB8GuKfKUx3bwBc+GWkOGmsOfsNt1mh07hhvm5SW7i0mOrn5RdIp+GgsehROuF+lDtA2nqobnYQ2YlnoCliDYpQaMUscYtRTrKFSzqUdwrRHZ/ShEoyiksk4mdIcG1EtPciBMVqetJ6Ct1vVrkd200QTCzn0bznHSckkd848aNHHrooSiKwsaNGwuuu2LFiqobVgva1Sij1JeS2+GJcNWCx7hh67EMasFaN6dqColZbhIFOzwRrp73D767/RhHxr0p8plUa+9OiIBQ+9yApVKOINipRvncfk/yrd1HMaAHSt7WdMBOoamauabRK6HbOe7tatS2bU9nOnXJkEXbslPky2SGYfDd0XGubg3QqxS2ObvFQavCiDMfvqwSAa0OBe7QBZ8Z9POdjhiD6tTgpKbYZw9duuRrIxpfbPPQr06NeyzHdlLUKiS43ujU4fNDHr7ZrjFQ5fTmhLiXST0Lfd2GwbdG43yu1UdfgTm+kQRBN8xZnbpkd60bMc0o+agfccQR7N69m5kzZ3LEEUcghCBXlLAQAl2vz9w4Y4a31k0oneQDz6gR4CfbVzEaD4BUoAEe5vKRT/yqhSA4qvv4ye7DGdV9lm+7KfLlZ1T38ZOdKy0Z9+xxnq7egLnIJeKNGQH+c+8KxhIBlAbKbVQKtfQgs2uuqRdvwVqNfbX3A5pUHckLU2+5Z0YqPJx2hutmC33ZDAnBN1v8DJWQ9L3YtsBecbCSB9NKREAn8gGOKpIfh+OMKjLnuqXQFPtKJ2U7vUhuCkmGSxgOt4uA9caIAj9q08uaJ+tV4Eth1XlUzTViSAi+0+ItaY4vZ9+1qgBfL1R6P5BCR0E68DxiNNAzT8lWs2XLFnp6etL/NyKaVHHFLXQZDzqaVHk90lX+d13yUGcFtfAS1KTKlmhn1dtpinxJSrRbDYXXtW5b7LcW3oCZuEVoyYeGwpZYR62bYQtuDg21aq4pFye9Bd04/k4/TE0XNCGK3kLXUuTLRUIINnmsa1OxNtghDGaOqRUioBNFQRAaW7yG+V4Z2cjdLva5PeekJgTPq15zzKU9XqQpqhUBobGEQE3Aa95c3q3O24wdxWtq4c1XCpoQvGThHJ/CTTkE3YhWodDapHJKPgMXLlyY8/9GokVJELN7JxY/4ITUOO+Y+SJ3713GWDkeIeW0w+WCRCHsEgVDSpx3zHiJu3sPYswobdxdJfK58EG7FHLaex2LgJnkEj/cJAaGlDjv7HyFuwaWlmzzbsGNwlKpVDLX2E2l3oL1dBxaRKLWTWhIQoYkkvHabhGkEqEvmzZDckE0zm0BHyOK/Q8qdnsNpsa82MNnrUVAv+7h3WMKvwsZjBUZEjuLdJQrVrhd2CtGmyE5L5rg5wEvI4qY0p9SRAunREBwlzdgtQJdqwH/PA6/bYFRBy6XdlemdqvQB5Pn2XxzvF3e2U1B0CRkVFnWt0nZlHxG/s///E/JG337299eUWNqTdXmV4OHGkMKBhIBDGnjzWiDehFWEzpsIBjUAhjkHvemyGcPOe09u38W26FTIcG5cJN3oIFgQM9v87WmnkSlcig217iRRjgWso7Gu56IS8Wx3HzVEMsUE5DsEQoRVGJ57rX8DgsOVoiDpXoBQm1EQAMYUMi7labYZw+GgF5FYOSZAsuxG6hdcZB6RAf6FfOvtdt15prshrDdfBSaM/PZfL7vNAVBa2jKfs5T8hl6zjnnTHqdneNPZLhr1muOv4jhzR/q69IHmYjh5Z7eg2rdDJMGEQhL8RKMGF7+3L+0pO84jktt1QpKsvfM/jeIN2A2tRAEI4aXPw0utm37xWgEMakSsueaJs4QrTKnYlx6UBzIwVNvVfHGSgj1LRW7hL5sxoTg54GpBY1K/X4mTgqE2eNT6GG1EhHQjsrAMCECRhT4Y8jIu14pNMW+8hkSKr8OlPbDR7kiIDjrDVhvRBS4u6Xy79ebwJfensNCXzZjQnBnoPRrfq5tuy13a7nbqgXRKhOsNe+zyqfks8IwjPTyt7/9jSOOOIJ77rmHwcFBhoaG+POf/8yqVav4y1/+Ymd7bcVnGKZokGtxKT6hsbJtZ32V+843xi4e5xTCUBCGgl8arGrZg18atRX96nAMq6Fse7d5XFL24BbhV9GVnIsV+ITOqpbd+Gx6cM3Xdiv74GYybSlzyZ5r3GRv9U6+MReGUl/X1DrCn6MoXCloKFOWSolJdcpSCL+UnJhIVNz2Yvsutz2VUurYxQ01vRRcT3rSSzF0lPRStJ1SRZMqPglHxgSKoabfK4Vy9gWU3AcofWyKkcue3bL4pWR13ECVoqzzrJKxKceGUpR7fOsJn4SjY+bfQmSOgZ3jkXl8KjlWebebYStWCFHVXh/8UnJ8XKtqjs93PtlJ9jiWsrgJK66pTcqjorP38ssv54c//CHHH398+r0zzzyTlpYWLrroIl588UXLGugkflVnvNaNKJOAqnFK92tsjnQR1xpAkS70gO8iT8GAonFK5xY2RzqJ6w6N+zQQP4pRlb03cEhwMazIHxhQNE5rf4NXY53E9cpuHqaDgJeLaoS6fHNNsW26yf5qSaVj72/Q0JpaE5RQSvZEp7z5SiEkJe+JxXhOVYk5lIzcbg/CzPG1whPQjsrAXkPl9Ahs8kC8yLDbWaSj3Idlux/27aZFSs6JJXjeoxATomRbyaTpCVgZQQlrovCy17T5evXgm7J9G/PzWUG2zVuJ0+HC9USwqfs5TkVn+ubNm2lvb5/yfnt7O6+//nq1baoZI5oftZ60M11hWG/hxs0nmq9dJIzZQj7RoAb9HtYD3LjtzfbtYJoKJMUY1gLc+PrxxVcshWkQElyIcsOFh3U/39l1TEXbbHTs9MCrdK6pRbXzWmHH+I/ofsu32QQGlamhvm4S+bJJGB72ABe3JMPAsk4dr1Jbz9BS+ltMHEyNv1U5Aa3KBzikwNenPmrk/H4p2BnKW+9iXyYDisLVbcGcn5UTPp6iFiJgvdKvwFcL2Hy12C3wQe3Ddkshe97cLVQua/WaL7LEKLvSMzQFQfN+oImzVDQDHH300Vx++eXccccdzJ49G4Ddu3dz1VVX8aY3vcnSBjqJcFuayRIeogUSv6IRMzzIBsmxVzY18BKcNO7VJoGfpmJJ2eiKOe7euDXjnrXtNDaLgOBu4SWfeCdVnaA0rB97l1PrsFpL55rUNuvQW9Dp4+C6+4EGQUjpWqEvYeS+JRZSEkQSQSCzvEHyfSebWgqEmWNU6CG2HM8uJyoDCwl+CTEBqZoqTbHPfkx7hwhMsfdsyvUGdKpCcL0ipCQgISqKj30hnBD4oD5EPih+nShk8/m+2xQEq0dUGeobNxQUB8KXjQZKr1PRzPDTn/6Ud77znSxcuJAFCxYAsHXrVg488ED+8Ic/WNk+Rwl7Yow6vdMqRZ92b5SrFj/CDZtPYDCR+xe6ivbZKOKgTV6C7Z4oVy14jBu2HsugVuK4F2qP23BpO6fYux12arMICNVVlK4VnSLO1fP/wXe3H1OezbucWgt7xah4rqmCWgiDbjsOYTVW1fcjhgdheC1qTX5kicKTW2iXgv4qvu+E0JfNDGlwS2SYi4Nh9onK9l/KvpwQB1PjV6oXINSuKMgMw+CLw4KvhqFfLV0EaQSxz648j6UwwzD4/tgYl4VC9CpKyQJHNSHBdnoC1hOdBnxpmKTNF1+/ngW+FLUQ+rLplnLC5ksUXN0mCNbjDxFdUtBX60ZMMyqaMZYsWcLGjRu599572bRpE1JKli9fzumnnz6pum+9Mar5KhyRItgooowk/Py/LasZSVgcltTo3oNVCoIjmp//t/1oRrQi4+4mAc1NbamQKfZut0jngAiYiZsFwRHNz807jyxu8y7CbWJSJZQ81zhIJcJgvR2L0Sqr+jbJzUCZ94i1EPqyGRAKVwfaGBD22rCT3oOlegFC+aHAVnkBDiiC77SZIb/FsLsib7kP1bUU7qplQAg+39KSPlfLsZUU1XgCTmcRcEghr83Xa5huNm4Q+rLJtnk72uK0IFgPWDHeTcqj4llECMGaNWtYs2aNle2pKTpK5YWlaySq6CjsjoVrsm+zAQ3mPViiIKijsDveVtp3a4Gb2mIhBe3dSRHQrn3kwQ2CYE6bdwH1JiiVi1vHvRCNcEwaIV+UGzGEKBiw7gahLxtNCF53UQJoqwVCt3oB6kKwo0BXm2KfPehC8Iaauy/ViIBOFQapd7akum9ztgmnKry6UejLJiq9vCoACV6bRORCbbZLFHQ7RpXCn46C4cC9mmyg+8GKZ8r777+f+++/n71792IYkyfzn/70p1U3rBaE1BjRQiu4UExpVWOcO3cjv9mxglG3JiNvBHEwqw+taoxz93uW3+w+rPbj7kK7tIuS7d0Jkc5hb8BcOCkItqox3tvzAr/et9xRm28EEakaWtUY5858nt/sPaT2c800IlRS7dkm5RI2JCMZr90o9KUwkhJlh2FwZWyUG/2tDCr55yPFZXkhs8ejmBBopxcglF8QpM2QnD8Gt4dgJJkEvin22U+7YfCpaJT/CAQYKmDvpQrGKZyqDlzPhA3JR8d0fhpSGbao8IFTAl8KuwtxWEH23NhhGFwRG+Mmf4jBPNKInakYnPYSdAthQzJU60ZMMyq6S7ruuuv46le/ylFHHcXs2bPrOrw3E10qdSeiaFJhy3gnmqyvdk/BRRV7S0GTClsiNRr3OrNRK6nY3hssJLgYucSyasVATSpsiXZYbvPTXdgDCp7TmvSYNq95INdYucDe6pIi86he79dUlzKKatmDnF1CXzZxAc+rHuJFbnXzfT+bWgmEqfEq5QHWDQVBNBK86oFx6SEuy8jx1xT7yibzXBqXBi+oKokKcp01RcDqSACveERFPzvVu8CXwo7K7MUoZY7Pt52mIFiYQsdTVB5n2aRCKrpr+uEPf8jPfvYzPvzhD1vdnpoSTfjJ493uWqKGlwd7l9S6GfbhUkEwanh5sH+x/TuaxiJfLiyx92kmAqao1jswanh5YHCRZfudVlRxHhedaxrBo9oOqpw7o1UW5ohJFeGAQCDrTISIFAn1LYRTQl8240Lh174Wx/drl0CYOY7liIBOewEOCS//EyjavCnbLAUnxT6r7dZuxoXCr7whM9RUlidsNEXA6ogogj8FC9taowh8KWoh9GUzLhR+46useFqh/dklCjbKjw+RBnEcqycquhrF43He/OY3W92WmuNXNOotPWwAg1Ud23l6cB7RBopBL0qhhzoHHnL9isaq8E6eHp5DzKqbuqbIVxS/orGqfQdPD821ZtynqQiYSamCoF9orGrbxdMjs4llhFs1hT1sPXctmWuKtc+ltlkQm+dLvwMVVqcjQSkLp1TJwkrRpFTBLZuglJymxbjf43f0QcUJgbAcEdBpL8CAlBwbM3jMrxDNMe5uFfvqTejLJiglp2oxHkjae7lCcYqmCFg+mTY/7HDewnqtWG3F+ZZt81ZRCy/BeqLc+4Fsmj+wlk9FZ/nHPvYx7rzzTqvbUnPceiIKQ8m7+BSNIzp24FO0guullmmBruReLMQndFaGd+Kr1N3a5vY1Epn268dgZftOfHacq3Yfizo75tlzhx/JqtAe/MjmnOLgcax6rimFGvbPrW3y1lEoTT3hl4VFqoThmbRUg4GYtFRKQEpO0WIEirS9VmT3s9J+lzdnGpkAAQAASURBVDPmMVlayLaGkl4KETfU9JLCL2F13MAvC69nxf5TpPpVrjhhlc26gYCUnKzFc9p7pf2sZFzLPXYw2T7qcRG6yjFxidDtExoyx7WSMS6XzGNvhehn5TUCzPnTJ+FkLY5PVv4DUTlk96FR5o5yKXY/0MR6KrKyaDTKrbfeyn333ceKFSvweieHxNx4442WNM5pRrUAtSrcVukD9IgW4JbXjrN8P05WC3UMC70ER3Q/P9i6uvr91oh6FWwy7V1go5065ann0lD2XIzofn6w4021bob1uPD8zKSsucYu7PAYdPm4Nwup2MOgokx6rHKDR1/ObWV42/QJuCLQbb4o8pyi2FQRshoyx6UU70A7vACh/FDgIUXn+rDXfF3GFNP07KuOAUXhM8Fw0fXc7glYjwwpgq+2WnPtccqDLxs3evRlkus6MaAoXBVsL7hOCjtztNYibLiWFCqW1cQeKjqbNm7cyBFHHAHAc889N+mzei70odh8MbFDbFEwCHujDCcClpa0nnYCYZkCjIJB2BNjWPNPHXeXPdDWq8iXi2x7z+xb3YuA+faZSQ0FwYI272Zcdj6WS12Me52PcS6qvR9IGB6EA8KArDPxQddVy9psl9CXjSIlM6RBr1AwitzjFtrOlO3WQCSsVAS0IxcgFBZxNF2hU0oGhCw67k6IffUo9FVyjihS0i0NBoQoOu4pmiKgNShSJm2+9LGvhcBnZ465WuRyTdl8XylzfJ7t2V20qdSw4Xqap+z0bG2Sm4qs48EHH7S6Ha6gzRtjtMptOC2yhL1Rrlz6MDe+ciKDCeuST5dKwwuEeR5ow94YVy36P27YfAKDicoSwtpBI4l8uShk79l9t8Xmap2zr4aCYNgT46oFj3HD1mMZ1Nxj840oOmUS9iTnmi3HuWvcG5w2T7zWTWhIuqRBX4XfdUroy6ZrZIivD+zg2lmL2BewsMhHjUXC1Hi61QuwU0q+NRrnc60++nI8jLtd7HMiZNAOuqXBjyJDfDzYzj5hjnE5okZTBKycfDbfKN57uahV0aZMJtt8ZX12o5eg2+mSBnuq+H7zB9byaZyeWMBIwk8p57ubxJXhRIAbXzmR4USJpc9qRLExqzdhcDjh54bNJzCcqF04mJvs0CnKsXfbvQFrLQJm4oAgOKz5uWHrsQxrDtp8g4t6RdEVhvXgxFzT/HHUGXSFkZi7r6n1Sr8o/ZyuldDH0CA8uwE2roeNG+jd8ir/kspF1BKCjg7o6IT2zon/069T/3eYi8ci70YbRUInQoEr8QIcEILPtfoYqEIAcVLsq1ehL5s+ofDxYDt9GedqZt86PQqHtbZyRFsIr1C4a28vr0dzp+ivlQhYr+wTgqtbA/SL6vKSloPTFWLdIPRlk8vmraRWoqDbKed+oIk1VHT2nXLKKQVDeh944IGKG1RLDJT0c1W9iCoGSk08/aym0Hi7URQ0x90575t6sUe7qdTeHRUBofZCYIpcwlmFbTNQrPc4awp7RVeZNNeU8vzjFttzKyXanGvDquscQ4i8j0A1E/oG+jOEvvXw+mtT11FV0HUYHzOXnTtK23Zb2BQAOzqnLpnvt3eY66rVP4Tn6nupYqBdocAVeQEKgz4hmmKfwxhC5PV6OqWznasWzmNxMMC2WByPgPPnzOKaV7ZwT19/we06KQLWK4YQ9NqUMstpgQ/s8Uaz4zphAHtSm82Y9pxIx1Cr0GE3UGo4exPrqOiMTOX3S5FIJNiwYQPPPfcc559/vhXtqgltSpxInQksbZ4oH1rwFHdsPZIRrTE9FNwoCrZ5onx43np+sX2l5ePeFPnyY4W9N2xewFKp0DuwTY3x4f2e4Re7D2eklMIH013US1HlOJQ919hRiKOesMjuWj25PViaVEeHYTCU/L9mQl9/34TIt3E9bH196joLD4DDVsKKVbQfsoIvh+C6uJeh4REY7De9Agf7YXDA/H8o4//BfhgeAsOAkWFz2b61eLsUBcLtU4XCtCdhx2ShsLUNSnxwyhyfckXAWoUCtxpw5XiMG1v8RZPAN8W+yjm4Jcj795vJ6vY22jwq39v8Bm/a8QZf87cxkBx3gamHLAu1sGFklEs3vcob0RhtqsovDzuYyxbM5amREfbGEyXtsykC5qbDMEq2+VzUQtzLxI3efJO2l+c60WnofCk2xFf97QwoatH1wX5RcDp4CXYYlaf+AHOM8v+UaB2ygeb8is7Qm266Kef7X/nKVxgdrTZLXu2oxzj5uOFhw+Bc4nXYdiuolSgYNzysH5pT9bg3Rb7ysNrep70ImEkRQTBuqKwfmZ2uuNgU9pLYPA5WzTVpSmmvW+3UQZur9n5AlyrCgYcwWeMHvXKJCMWSh7myhL7efZOFvlwi3P5LYMUqWLESDl1pimtJ4tLgQT1C3B+EcCfMW1B8n7oOoyOTxcHBfhgamCoaDvab4qBhmO8NDsAbW4rvw+NJhhR3ZoUfZ4mEs+dO6k+5ImCtQoGjQvCo10M0j7g5XcS+smw9C68QHNgS4PC2EHP9Ph4fHuWRgeF0NrwlLQG+dMB8Or0eHhkcYSChsSshWasGJ4176qjfsn1X+n+vEIzoOr/ds4/P7j8fgVKWWJyiKQJOUMzmUzSawJfCKaEvm0gsyv3CW3TcS912LUXBeiLSDPV1HEvP3A996EO86U1v4rvf/a6Vm3WMmOFxbQoloeU+OeL4WLf3AHOdItuQHpc+zNmEnaJgzPDw2MBCy9rTZDKF7P2x/v3t2afTxUEycavQAuk2x/CVbfMNQY0Fzkrmmqqpldegi8Tk2DT9Mc1uIgVCfQtRlvixd3c6Px8b18PO7ZM/FwIOWJr06DsSDj3C9LTL22aFP3pC5TVYVSfy/JVy+mqa6SWY6U04NACDg1O9CQcHzHBjTYO+XnMphKLA4avg5DPg+JPMkOIkTomAlXgBRoXgb35v3vVKpRKRopoH62qEOiuZ6fPyvYP2583tbexNJBhIaHx4dg//2zvAta+a4vdnFs6hx+fltKdemPxlbzKlSvIQp2wj84gnknkv39QeNgXDeDztGViunaS3WaUIWO8CYKbNN6q4l0mthD7GRs3rwzNPwTNPE33tVf5XVWG/OTBnLsyZN7HMnQezZpeVrzVfO2pRyd3NRJqhvo5j6Vn92GOPEQjUb7hpQElQmpO6PeQTOwoRUBKs7tnCun2LiBreguuWs/1GFwmrFQUDSoJju97gsf6FOcfdrSJfJTbmJgJKgtXdE/Zup5064g2Yog4EwYCS4NiOrTw2uKDoXFN3uEhwyqbYXFMTKhEGXTzGuQgotbwbaFxapEGkhPXKEk9274KNT0+Ifbt3Tv5cUWDxgXDYKtOr75DDJ4lfxQhJg7O1Mf7oCTFml4eCxwNd3eZSCvF4UhjM4004NGh+NtAPe3fB+ifN5fvfgaNXmyLg6uMhOJG31U4RsBIvwE401sQS/NEXYLzMB8TpKvZlMqrp/GZPH194dSuvRWIAXLlwNlctnMNtO/cCcGQ4xL9v3cW5s7p598wuXovE+NWO3Swb6ueP3pa0vWf3L2UfJ3e2856ZM3jXM6ZwmMsKnBQBay2WVUuLlJwVj3OPz1fcm8MCnI50q5nQNz4Gz22EZ542xb5XXzY9rDPRNNMbPJdHuKLCrFmTBcGUKLjfbPCVVvSull6CbqRFGozVuhE2cMstt3DLLbfw+uuvA3DIIYfwpS99ibPOOiu9zosvvsjnPvc5HnroIQzD4JBDDuE3v/kNCxbkjij4z//8T37+85/z3HPPAXDkkUfyjW98gze96U1lta2iM/5d73rXpNdSSnbt2sWTTz7Jv/7rv1aySVegCsN24c9q4cWjGOwf6ufJvoVYWcm+1HY2okBYiijoEQaLWgZ4YmB+U+RzkGx7z+6jXfboqAiYiYsEQY8wWBQc4ImheY7vu2rqTHTKJHOuqRvqeLxTqKLxrm1uwCfJKfyV/AAnJezakfTmS4p9e/dMXkdRYenBpkffYStNj75Qa8Vt9iI51IjzN9nGmFscFHw+6JllLsXYvRMeuhfW/g22vAqPPWou/gAcezyccgYctRq8Ez8spI6HnfkAi4k5hqFwoC7xSllSLkNXiX3xOOzZZYZ8GwYYqb8y43/D/FxmvKcbII3JnxsZ7+nJbUlpvm5tg1PX5GzCuGFw197JBTdeHIswy+dlVyzOfn4fK1pbOLEjzLyAjxfHIixuCXD/m1bwh3X/4C/R/MfSkB5m+bx8c8kB3LJ9F/83NFzamDnsCVhveKVkua5zX4k2Xwq1TGNVM6EvGoXnM4S+lzaZ500mcxfA4UfC4UcSPnQFF0X6uaV3hLFdO00v8Z3bkn+3QywKu3aay1OPT96OENAz00ypkBIDU8Lg7LmTflyptG+NKgr6JFUJf1J6kE786FLmPubNm8c3v/lNlixZAsDtt9/OO97xDtavX88hhxzC5s2bOf7447nwwgu57rrraG9v58UXXyzoPLd27Vre//738+Y3v5lAIMC3v/1t1qxZw/PPP8/cuXNLbpuQUpadIfKCCy6Y9FpRFHp6ejj11FNZsyb3BcjNDA8P097eziFf2osaKP1X4Hw0ouBSLY0oELqJps1NxQmbc13FaRd5CDpGA4hMTdyHHh3mha/sx9DQEOFw6fcFqfsJ7vorIlRmeGgFyLExeOeZZbfTaVLjIv5wDyIUKk/o27HNFPieWQ/Prjdz9mWiqnDg8nQxDpavgJbqxl6x0HPIcFP44RuvmQLg2nthV0YIdGsbHH+yKQKuWJmzunC5D5/lCDuViDlO5+srarO7dsITj8ET62DDU6ZYYDcLF8F//lfBVQKKwpnd7awKt3JqZ5gfbt/Df+3uZbbfy/YTjmRQ0znjqRd4emSMNlXlNysOJGIYvG/jy8TlRFr77KP5k+WLWRjw856NLzGomTZeqUBRabGCRhYBy8EtOeprJvTFY/DCc0mh72nY9LzpwZfJ7LlmaofDjzSvEzNmlrZtKc2CULsyhMC0MLgNxscLf79rhhk+PDfLW3DO3Kp+kEpR6JxzoyfyJMbG4J1nVHGfdS84cJ9VaTsz6erq4jvf+Q4XXngh73vf+/B6vfziF7+ouEm6rtPZ2cnNN9/MeeedV/L3SraI//iP/+Ciiy4iEAhw3XXXMW/ePJQKKg65GbUMlzm3CC2qMOjxj7Iv1oou3dGmXJQyXvUkDqpkjDvOjrtbbK8WlGPvmePUcJ6A+cglglkkBqoY9PjG2BcPOWPz01TQy/YgzjfXuMLeGozMsa96ypCqM4U36iy0TTFU9EIPI1LCtjcyinFsgP6sHHYejyn0rTjSFKmWr4BAaV4VOdtUZAw9UjJPJtguvGgVeOFUIiLaJhYuPADO/wSc93F4+UVTBHz4PujbB3/5o7l0dcOJp5oi4MGHpD2PnA4FVqVknmGwXVHQk21wlVdfLGba6JPrTLEvO0Qw2GJ6ZiqK6YWqKCAUUJWJ94Qw/055TzHF18z31IztpLY1cz8wCtvXbL+fLx0wn3HdwCMEl8zbj+dHYjw3GqE3rvHwwAjrh6KAyogBf9ozwMXze1joDfBKPJLzyF0wp4dV4RDvemZC9FOF6YGTmjrLEQGzj1GpQmCjeQLmsvkUjSruTdp2qUJVImGKeymh74XnIBGfvE7PrKTIlxT7Zs3OuzmPlMyXGtuEZ+ocLwR0zzCXQ1dO/kxKM61CSgjclSUMjgyb16/+Xnjumak7bu/IIQgmlxIFJteLewVQpcRFP4vZgq7r/Pa3v2VsbIxjjz0WwzD405/+xGc/+1nOPPNM1q9fz6JFi7jmmms455xzSt7u+Pg4iUSCrq6ustpTsrVceeWVvO997yMQCLBo0SJ27drFzJklquV1Qqs3SnZNYreLLG2eKBcf+Cg3vXgyg4mWWjenKoqNtZuEwTZvlEsW/50bXznR1nF3u/05TaX2Pi1FwBQWhQu3eWJcuvAf3LDlOAa1yh+yC7ZpmlBOeoB8c00p23CVHdaYclMytHod8NaZhnRKg0kynpRmBdvMqruDA5O/5PXCwYdOFOM4+FCoIp90uUJcJzo3Jvbycd9+7LM2NXZebBcLhYCDlpvLxy6D5zaYIuCjD5jeLX/4rbnsNwdOPt0UARctnthXhSJgOaHAM4jzzfFxLg6G2aeUNx62ePVJaT7QP5706tv4tBnSm0JR4ZAVcORqOPrNsGiJKdDVmC2RGEc+9jwAnV6Vnx+6mH9bMo9/fuYVNoyM0+pR6PR66E+YxzGIwaxEjP0UySuGyrJQgKPbW3lkaJAtkRir21u5+eBFbBwZ57L5+7Eq3MphrS28ODbOJzdtYcOI6QFVro1kUklIsFuEsWroMHS+GRmtyOatwsmKsSWLVppm/lDxzNOw4Wl4YaMpvGfSNWOy0Dd7bsnh0l1S56Z4Lxf5etgryrAjISaqpy8/bOrnI0Owc8dE2PCuHRMC4UAyF+vQoClcZtPalrvQyJx55v4aoDDGlPsBlzM8PDmlgd/vx+/Pnd/x2Wef5dhjjyUajdLa2spdd93F8uXL2b17N6Ojo3zzm9/ka1/7Gt/61rf4y1/+wrve9S4efPBBTjrppJLa8vnPf565c+dy+umnl9WHkkN9FyxYwDXXXMNb3vIWFi1axJNPPsmMGTPyrltPpFxGD7t2H0ogf2U3NyKQ+BWNmOFBOjhZuw2nRUE7xr0p8hXHjnGfliHBhcgjCJY89tNc1EthVe5Pu+f4urLNPNiRZ9WIDvHcV2dVHoLy+/ucC0F51+l1E+rLf/8FeveaD3DPbjCXocHJK/t8sOwwsxjHYStNrzO/c0JfNkJKgkgiCGSdPmyVLAomEvD0P8xQ4McegmhGRsaFiyZEwDm5c72WI/AUE3TKHXdbxL5IxLTVJ9eZYby7sgrHzOiBo94MRx0LK4+2JHTPLlQBuoQPz+nmqv1n8671r7C6o5Xrlszllq17ufGN3QQVhfuPPohdkTjv3fgqGoKPzp3BNw+czxWbtvJfu/r48JxuvrF0HpvGIuyNa6wfGWPj6BgbRsbZGy+eKb2afGWVhgTXC07NNU6Ke5P2W6rQp+vw6ksTQt/zGyGSFVLb3pnO0ceKI2HegorFMNVQCCIZE4Zzc/z42IQQmBlCvGvb1HQW2QRbMkTBuebrVP7QVP7PdG7QXO/nWceQ5mspM/KPVritzPdT68nMPKYSwm3w2ubK77N+d78zc+7YKLz7tClvf/nLX+YrX/lKzq/E43G2bt3K4OAgv/vd7/jxj3/MQw89REdHB3PnzuX9738/d955Z3r9t7/97YRCIX75y18Wbc63v/1tvvnNb7J27VpWrFhRVldKlrW/+MUvctlll/HJT34SIQRHH330lHWklAgh0PX6dNysR+FMItxT6bGGOO0tWO24N0W+yrDD3qe1N2Au8gh3Eojq9RVWaDdOFPaxe453u+dgrYon1eP9QF3wkX+G0ZHJ7/n9sGyFmXdpxUo48BBT/KsQK/PzAQhUophFNkVSdzDqrPhL5pgUFAG9XjjmeHOJRuHxR01PwCf+bnpm3v6f5nLQMrMy8MmnQXfPxLbLKApSzKtLCsF4kfPQcrFPStj6uunR98Q60xMykSFmeTxmsZiUV9/CA1zveeMRAk1KdAmtqsL79usmYUj2xhP89+5+loeCXDivh7f2dDDH7+XV8Riff3UHWnJsH+gf5pMvvsEjA+Z5+4udffxiZ9/knSilP/flqxBc0ncrLA5SL5Ri86VQK2Evm5KFPsMwCw9teNrMj/nsBlMYy6QtbF4jDj/KFPoWLqr43Mu+RkgB4wgESnqOz9lMK1MwtITMavOLD5z6WTQKu3dMLTKyczvs222KoJtfMZd6RrO7pKq1bNu2bZJAmc/bD8Dn86WLexx11FE88cQTfO973+P73/8+Ho+H5cuXT1p/2bJlPProo0Xb8N3vfpdvfOMb3HfffWWLflCG8HfRRRfx/ve/nzfeeIMVK1Zw33330d3dXfYO3UybN8I47v3FHEDokye5sDfCR5c+xk9fOZbhRP7wO6k23gWyHKwWBsOeKBfuv46fvL6aYS2/J0JT4JtMtv2WS9gb4YIDH+Onm1cXtPdKcVoEzMTtgmDYE+VjCx/nx2+8qaDNNxq1rtpd6lxjJ8XGoFLbrfXYFqLNU2Wor6EgiuTesgLp4jHMyeiImY9veUroWwVLl02qKFsuVgt9Slb+2C6p8bXEHr7onUV/Mgwse51ScYNgWLIIGAjAiaeby+gI/H2tKQJueBJeetFcbv2+KdaefDqccAqEzagZK0KBuwyDr0VH+GKgjf6MkNlKRI2CAsT4GKx/Ep78h+nVl10leuZsOPpY06vv8COrLhzjJJ1elWsXzeH50QiLW/wc3taCVwg++/JWRnXTFr/46nYe7B9mZbiFV8ajvDQwzGdGdnONv5s+ofJ6JM7rkf7CO8qc6/KJgG9sMb2ysgrHVBoS3IgiYD6bz4VbxL1Myira9PprEzn6Nq438+FlEmo1c+odfiQccSTsX3nofLFrRLfU+Hp8H1/w9dBXINS30HYsFQUDAdh/sblkE4/DnozKw7t2mO8JYZ5bQkzkEhVKae9n5g1VxORcoza+H07EGL7yIuvGzWbC4XDFkRVSSmKxGD6fj6OPPpqXXnpp0ucvv/wyCxcuLLiN73znO3zta1/jr3/9K0cddVRF7SgrIUJbWxuHHnoot912G8cdd1xBpbMeielecIFDSzniSFT3snb3UqJ64ZvmcrY5HUXCQgJdLgEoqnt4cN8SovrEKeRmka9awc0tRHUvD+1aSizuQxhmn+yyVydEwEn7c7kgGNU9PNi7eJLNNwpuFqByzTVuw83jVykxF493PeO9/vskDltlek5ViN1CXzbjKPxGbWfcgqJGbhMMSxYBW9tgzdnmMtAHjzxgioAvbJx4eL/5BjjqGNMT8M0nmOFnlCfsZIoZ40LwG2+AUaFYK/ZJCVs2TxTleO4ZM6wthddnhpgfdawp+M1bWLZnkdU2WinjCcGCgJ/jOtvoi2v8fXCMv+4bYsNIBCXjgefBvjEe7DM9rAJS8mtPmIj0oKCUL2jkEgHHxuDi8007OuY40z5WHj0lV6cVIiDUrxCYsvlxIepb2MsmVbQpNVc88/TUFA/BFjj08GSOvqNMT7gc1cVLpZxzcAyFX3vCjFUxxzsmCvp8MH9/c6lzYtne/w3Ctddey1lnncX8+fMZGRnhV7/6FWvXruUvf/kLAJ/5zGd473vfy4knnsgpp5zCX/7yF/74xz+ydu3a9DbOO+885s6dy/XXXw+Y4b3/+q//yp133sn+++/P7t27AWhtbaW1tfRw55Jz/OXiqaee4sUXX0QIwbJly1i1alWlm6opqVjxQ6/tRQ044/HXKELMdBQJ3U6j2FYlOGGPbiky4xZBsF5oRHGqiX3o0WGe/+rMynPP/PcDCAdyz8ixUXjPqfWT46+CnDxOC32NRiWiYckPqnt2mVWB1/4NNr888b7fD6uPh5NOhzetBt9UR4Fqcr3lI68wMToCTz9hevU9uW5qDq0580yh76hjTS/UMqtEu0Xos5uKBYxNz8EXPm3mykrh98Oqo2H1CbD6OOjMX53SDltpMhXLKsRKaRa1eOappNC3fmp1dr8fDjl8ohjH0mWu+kHISWyr4u52krnzKr3PEv+91rH7LPmek0tu54UXXsj999/Prl27aG9vZ8WKFXzuc5/jjDPOSK/z05/+lOuvv57t27dz0EEHcd111/GOd7wj/fnJJ5/M/vvvz89+9jMA9t9/f954440p+yqUZzAXFQl/e/fu5X3vex9r166lo6MDKSVDQ0Occsop/OpXv6Knp6f4RlxEyoCO+tedJLy5C5ZUghMCTFCNc9J+r/DQ7qVE9Mpz4jhBI4mEQTXOSTNf5aG9S2o67tNN5CvH3p2yN7cIgSnsEgSDSoKTZ2xmbe9iIi7KK9rogl5QiXNyz2bW7ltMxHD3HN9IeOO9PPWVeU3hzyJS4xL67/sYa20ruK7bhL5WqfMefZj/VsOMivp9uASbRcCtW+Che00RcMe2ifdDrXDciaYn4MojQZ36cJ9L2GmVBufGI/zGF2RU5D6GeYUKwzDzX6W8+l54zkw4n8LvNwWHo98MR62GOfNL62Nmm+tYaChEqzQ4Vx/mN2o477hDBWKFpsGz62Hdw/DYI7B318RnQsCyQ+DYE8xlfn4vy0YWAUux+UqxTNTLha7Bnt1mbr5UQY7evZPX8frMyrcpoe+gQ1yR4kGRypQ53g0pGVI0sigYGh1h7D3lFydzu/DnZiqaBS677DKGh4d5/vnnWbZsGQAvvPAC559/Pp/61KdKqkjiRipxDa+18KIISYcvglIoG6lLKGWs6kUcVEiOu0PhBLW2M7dQjr1njpmdduV0SHAx7AoZVoRBpzeC4tANUaMLetnkSxWgqoIOTxRVF4gCFZPdYHv1Sq6xV5tzri2oOa6ZbhP6svEZKrOkjs9Q8WQJf1oZRQ3cQObYlPpwW3I48IJF8OGL4EP/Aq9uMgXAh+41vev+9mdz6eiEE081KwMvOzSdsytXURAV6JHGlAw8eQWM4WF46h8TXn0DWXnp5u9vinxHHWuG8ubwQixEowp92ahIeqSW81zNJHs8igoUHo8Z3rvyaPjElWYxh8cehnWPwCsvmuLsC8/BT26BufPh2ONNEXD5YZNCPisNB64H8tl8Kdgm7Om6eS7t2wP79iaX5P+9ydf9fabYnonHY4p7qcq7yw4r+5zLxMrzL/saoQAzpZYO9C12DXFSGCzW73KEQbfNYV4XhrM3OhV5/LW3t3PfffdNqez7+OOPs2bNGgYHB61qnyMUC/Vtii7uol7EwUpp2pv9TKeQ4FJwKmx4uol5uahlLtB6skkrqGas9egwz31jRsW/RKv//TCixYFfosdH0d9zout/ic4M9VVa2i3dttVCn8eBoiwp3CIc2uYJaBjw/DOmCPjI/TA8NPHZzFlmUZBTzoADlk7x8EqJOgW9+l7elPTqe8wsNpIpPgSCcMRRplffkathvzll9c9tD8n1RNleSvv2wOP/ZwqBzzw5uZJyuN3MC3js8XDkm9K5I3PRaEJgJrYIe4aRFPVSIl6muJdc+none8vmw+OBJQdPCH3LV5QdMp+JnUKf3bjJY9DNVOpJ17zPqpyKZhHDMPDmcM/1er0Y2Yp/HeE1DGSdiS4eoTMvNMj2sQ60aXKTUkwYc0LU8QideS2DbB+vbtybIl95WGXvTngDus0TsBCleAl6hM684BDbI+1Txr4p6E3GSnHPqrkGSmuX220VnBFPPQ0cXlNLfFKh2kdzKx/iShH5vNJgqYzxivCTsDj8rlqR0Srh0DZPQEUxvesOWwkXXwXrHzdFwL8/ZFbP/c1/mcv8haYAeMoZprcXoBoqBxkJXlIkiZQoODiQrL67Dp5+fGqBgP0XmyLf0W82hQdf6ekRrBAaGiF/pFdKDpQxXhZ+EkJUJGKU7CWaomcWvPVd5jI+Bk+tM0XAJ/7PFIvv/bO5eH2w6igzf+Tq46F7cnomW8NZHcArZdLmvRM2XymGYZ4fuTz00qLePjMEuxiKao51zyzomQkzMv/OghkzzRyNFVbdhdoKfdk2b+f+m6LgBF4k8Vo3YppR0Qx56qmn8ulPf5pf/vKXzJlj/oK2Y8cOrrjiCk477TRLG+gkIW+M0eKruYpWb4yPLF3Hvz9/CoPx/L+CTSecCClu9cS4YPE/uOnFkxlMlDbuTZGveuywd6dFwPS+6kFgyRD02rxRLlzwJDe+ciKDCffk+KslTghQlcw11VBrcdAt1dFDnlitm9CQtGPQV8b6bvDm60DnS8ZuLlPnsc+Cyr5WUmp/yhEIbRMBPR5TkDv6zRCLmh5ea/8Gj//drPj58x+by5KD4JQzCJ94Mte1CD72xh4GnnrC9Op75SWzcECKlpAZOnpUMldfz6yS+5nd7kpoBKEvmw50rtP2crF3DvvwTOljucJF2SHBLSE44TRz0TWz6vK6R8zcgLt2wD/+bi7f+zYctNysELz6eNj/gLKrL7uNTmnwtdggFwW62Vson6iUpiA6xUNvjxlan/qb6TmZD0WBrm5TxJsxMynupYS95OvO7qoq7ObcrYs8+rJt3k7cFEZca9ox2Fd8tSYWUlGo77Zt23jHO97Bc889x/z58xFCsHXrVg477DDuvvtu5s2bZ0dbbSPlMnrY5/tQ/e534VTKFJCMBg+NtYNqBKB6EPjKtSE34ZQ91yqkvB4EwemEW4SoeiPbjuttHJuhvtZSajJuNwh9jU6lXoK2hQOPjZoegGv/BuufmBxW2BIyPcAyWXzgRAXeZYeVVQm06dVnLdWKFGWFBEsJb2wxBcB1D8Om5yd/PnuOWSH46NXQ2gaKAKFk/E0uQkz8zf4887Oc62a8l37f4vtpKWFkJCv0dg/s2zfZcy9egq+UEKZoN2OmKeT1ZIt7s0zRL0fBHatxk9CXSaFrhFtSMWTSSMJgM9TXeSo60+fPn8/TTz/Nvffey6ZNm5BSsnz5ck4//XSr2zdtsVKYKWdbTZHQpNRwYreLfPUs8OUju0922Wz2sXVKCMwnkDQFQfuoN1GqHmiOaZNScLvQ5yvjYTVeJ+HhmWPkCk/AUCuc8VZzGRwwcwGu/ZuZG3B8zBRxVh1jCn1Hrp4S3lnq/iulKfTlx0pvwKIioBCmV9/+B8D7PmLmnnv8UTMkeP0TsGsn3PVrc3GSKQJinr9pEbHAOtKAvj7TI7YUOjonBLwZmcJeMgy3u6eqyrnVYmXlXaso5xpRbN1aCIONNB9JFKoZQY+hIhz4cU8aalXtdBNlC3+aphEIBNiwYQNnnHEGZ5xxRsU7v/766/n973/Ppk2bCAaDvPnNb+Zb3/oWBx10UHqdj3zkI9x+++2TvnfMMcewbt269OtYLMbVV1/NL3/5SyKRCKeddho/+MEPyvY8DHsijOGckmuFKBP2RfjE8of44QsnMRyvPIlqpW2arkJhhxLl4oMf5pZNJzKUqH7craARRb5sctl7Zr/ttEenqgTn3X+NBcF2T4RLFv8fP9h8HEOaO2y+XOpRjGr3Rrj4wEe45eUTXDPXTAfC3khV3/frHoRuvxeF1D2M274X6+iRBv01eogrhVxCX7dM8DVjG19U5tMn8j9ElyMSFsJJATF7/Ep9kLVNBOzohLPfA2e/h869O7lq3xZuOugo+jylVwN1S/huvXqbdkuNb+vbuco7m15R3hxWiV1MfLfMkODuGXDWOeYSjZgVndc9DC9shIRmimjSAEPm/lvwszLu8aQEqYPVt2LtHRnhtzm89bp7ysphaTdurc5eynlo2vwOPqvOpa8Mm3ejMFhPdEuNvbVuxDSj7LtSj8fDwoUL0fXqjfmhhx7i0ksv5eijj0bTNL7whS+wZs0aXnjhBUKhUHq9f/qnf+K2225Lv/ZlTXSXX345f/zjH/nVr35Fd3c3V111FW9729t46qmnUMvISRDRfFRUQ70Idgoy45qPu18/gnGtNpP/dPUmHNd8/GHr4TUZ9+kg8OWjmL1PFxEwE6cEwXHdx107D2Ncd8+NJtSnmFcqQhdEDD93v3E4kZgfIUXN7W26EKnRNbXRGakyR14tPPpGUPlPZSYjdtwg5sAKAbFS8bASb0C7RMCxntn8sbuLEaXwudgU+qxlBIVblB7GDS+eZDGbSgSMakRA8/tleAMGgnDcyeZiBVImlyxR0NDN9w0j42+WYJjvsxIER49hcEh7Gy/MnEuiioq4VuJUdetanoemzc+o+vpUblumuzBo9Xg3KU5FP0d/8Ytf5JprruGOO+6gq6ur4p3/5S9/mfT6tttuY+bMmTz11FOceOKJ6ff9fj/77bdfzm0MDQ3xk5/8hF/84hfpUOM77riD+fPnc99993HmmWeW3J4EasW3dbUSYzRD5aXB3GPjNhpJJExIlU1D9o/7dBb5clGOvTd6SHAxCglilYiCCamyaaS8xOmV0shiXi4KpQzInmucKF40HSg2jpoD3nrTkbhQKOeqVsvQ3RRxofA09ucRspJ8/SxHEKy1CBgXgn+ogYLrV0JT6CtMXCg8KUKT3qs0PDyFoyHBVpDO3afY4hCSDw14xqF9OSXo5d+/e87DXDbvBNNdGIyL6XWv7wYqurP9j//4D1599VXmzJnDwoULJ3nnATz99NMVNWZoaAhgipi4du1aZs6cSUdHByeddBJf//rXmTlzJgBPPfUUiUSCNWvWpNefM2cOhx56KH//+9/LEv6CSrxgWWk3ijBBT5wz5r3AvduXN5SHQiljXUtxsEWNs2bui/xtxzJLPKDcaFtupBp7n47egPmoxEuwRY1z5qxN/HXPwWXb/HQT8nJRaT7QSuaaUvflVvusBqvyrgaVEhKnNymbNqkzWuBzNwh92bRKnffLXn4pZjBaqNJmHZA5Hk6KgFCa2JMpRoRIcEFimNu8YcaoPE+ZFQJDo4p8uWiTOh8y+rlD6WIkh71XGh6eiaMhwXVEmzTSNj9SoShSa0EvH7XK01eI1HxYbI6vVf5Wp4VBp+e5kA59VXzfJ1WEA/YupUrM9r04Q0Vn4TnnnMNnPvMZrrnmGj7wgQ/wjne8Y9JSCVJKrrzySo4//ngOPfTQ9PtnnXUW//Vf/8UDDzzADTfcwBNPPMGpp55KLGYegt27d+Pz+ejs7Jy0vVmzZrF79+6c+4rFYgwPD09aAEIec5seQ9KpRlB0UyxoV6L4pXlyBdQ4Lcn1VKHT7pvIrhP2RfAkT8KgJ07QYz44eBSdsG8iX1C7bxw1OYm0eGIEVHM9r6LRls4rJGn3jaMkL4ghTxS/apZl9ykJWr1m4leBgU/REMnkEq3eKD7FXM+vJgh5zPUUYSTbaj7otXkjeBXNtX1q940X7VO+46ToghYStIpkW4VOR0af2r0RvKm2qnFaUm0VOu0ZeZ06fON4kuuFPDGCyfV8ipZuK0g6fOOoyT61eqIEkn3yKwnaUuOPQYdvHAUDRReElRgBqaHogiBaQx8nq/skMDLaWlmf2kSMIOb45ztOAG2eKP5knwJqgtbkeqow1xPJPoW9EXzJPgXVeHou8RoGnWokLUaUbHveDNtTJ9teKveYQNLhzbS9GAElj+158/RJSdCaHn+DThFF0QRCU2gXMfyGgdAUgspEW1Wh0+EdR2gKQlPoEDF8ukRoCiGpEZIaQlPw6ZIOEUuLfrXqU4e3wHFSk3N+sk9pm6riOAld4Jc67UoUoQsUHTrVSFlzRHafVGGkbapU2ytl3hO6wGcYdCTbKnRBpxrBaxgIXdAq4q44Tq3CbGvm+SR0QYcSxZdsa4gEIRK5j1OBuXxSnzLm8tQ4NqmMfPdZbdIcX4+U9EgNr67gMVRm6pJQcp4MSZ1w8p7LKw16ZCK93W6p4Utuo03qtCXX80kj+ZmKT6rMMQxChkiupxFKrueXBp3StC0hJTNkAjWZz6tdarSk7vWkQYfUUKTAY5ivPQYoUtBl6LQYBooUtBoGnYaOIgVeA2YaGmpyvU6p4U+2NSR12pL79UqDGZP6lEj3qVXqtE7q08R6M2QCb7rvlfcJQJGSOYZBwFDwSZVOqRFMbrtF6rQn11OlpEcmEMntdUmNkC7wGCrtOhnHyTyeE22depwUqRAwYKYxIfT0SA1vuq06rcnvBKRBtyEBgWoIeqSGJ7leh9RpSa4XlAadyTYoyTZ4DIEiFboNg1ByVy3SoCO5Xsr2MvsUyBj/sNTxGCpBXTBbN9IPw8Vsb6JPE8cpLPVJx6kr4zj15DlOwYzjqSTXU5LrlXOcMm2v3PNJkTLd1mJ9mqlLPIaKV1fM8cp7nDL7pKX7lDpOilRoNch7nLonHSeD9lQbDIVZhkwLXjOkji/5nTZppOccn5TMkBNCyUyjgO0l1xNSMtOYbHuhPLY309AyjpOePk6hLNubaWT2SZ/Up3Dyf29yvRSpPilSpd2AdsMU+AKGYGay74pUmWXIAn3KtL3Sz6dcfSp0PqWOkyIVwoakw5AoUilpjjCPk8GMSbanEUzOOV06tCcPYSXnU8BQJs17HRk2pUpJOON8mpFxPs0yJG2GMOdKA7oNiU+qhAzBHMNIC4hOzxEeQ8WXPO98yWtpjy5pS45XWIfu5PnpT66Xfc1NzeVdyXEt95pbTZ/CGedjE2coS/gbHx/n0ksv5dZbb+Xmm29m06ZNXHrppXz5y1+etFTCJz/5STZu3Mgvf/nLSe+/973v5a1vfSuHHnooZ599Nvfccw8vv/wyf/rTnwpuT0qJyFNi/frrr6e9vT29zJ8/H4Az572Iogt6AiN8esUD+FXTUC84+O8s79wFwIlzXuFtCzcCMK91gE+veCC93U8sf4jF4X0AnDHvBc6Y9wIAi8P7+MTyh9LrfXrFA8xrHQDgbQs3cuKcVwBY3rmLCw7+OwB+VePTKx6gJzACwLsXP83qWa8BsHLGNj6w9HEAvIrB8q7deBXzZPvA0sdZOWMbAKtnvca7F5vel/XUp7AvyqdXPEDYF626T4oumB8c5PJDHkTRBYouuPjgh1nS2ouiC9bMeZE1c15M9+nigx9O9+nyQx5kXmgQgLPnP8tJ+yX71LGLDxzwJH/YejgGCpcf8mC6T+/Zfz2re7YAsKpzOx9c/IQpSqoxLj/kQdqTQkPzOFXWp4jmY9PgHD5y0GOW9SnXcUr16YOLn2Bl93azTz1beM/+69N9uvyQB9N9+ujSx1jeYfbppP1e4ez5z5p9Cpm2B6Yn0iVLH2FJqBehC87cbxNn7rfJPE5t+7j4wEfSfbpi2VrmtQwCcPa85zhp5qtmn9p389HFZmEjv6JxxbK19PhN/5n3LJiwvZVd2/ngoifM4+SNcsWytYSTgu0HFz3Byq6MPi1I9sk/yhXL1uJPCi4fXbyO5e3mjycnd7/GGT2v8IetRzBDjXLl0onz5OIDH2Fxm3mc1sx+kTWzX6yLPp0081XOnveceZxaBrli2dqy+iR0wRXL1jI/MITQBW+f+xwn9yT71LGLjy41bdSvannniJXdpu2BeT7lsr1x3UdfLMRb55ttrcT2AC4++OH0+bRm7ousmVvavHdyz6sIXXBI224uPGAdQhcE0Lli2VpmekcRuqj4OP3z/PUIXTDTax6nADpCF1x4wDoOaduN0AUn97xqeZ8y5/J8x+nMeS9SDV6pOra4kXz3WRdog3gMlYWGzi2JnQSTovB1+i5WyzEA3m0M8i9GLwBLZYzv69vT2/22voMV0hRrzzMGOM8YwCdVVskY39Z3pNe70XiDxZh291FjH+fIfgCOlqN80TC3F8TgRuMN5iZjPS4xdvNPxhCKFJwsh7na2AmAT0iOZgyfMB9WrpQ7OBFTyFwjB7lYmnPKXOJ8V76e7tO/Gts5Ro6hSME7jQEuNPahSMFSGeNG4w0UKVCk4OvGNlbICIoUfMDo5QNGL4oUrJARvm5sS69XaZ/OlIMAnCSHuSrZpy40bjTeoAtzHvm8vofTjTF8UuUtxjCf1s3zah5xvq9vz3ucLtYG8Bgqy/QEtyR2psf/hsQuDpdmW8/TBzlPN9twuIxyQ2IXilRQpMKP4rs5UJr3RZ/QBjhXN8f1WCPCtYk+bvZ2oQlzvXnJh9ErE32crZvn6Wn6GF9M9KJIhR4p+VF8N93J+ovXavs41TCvJW/Th7lCM21qnkwkbc88nl9L7OE4PYrHUDlXG+FibaCo7X3I6OdDhjn+K2Rkku19X9/OMpnAJ1U+rvdxrjGET6ocZ0S4Tt+FT6q0S8H39e0skjo+qXK5vo+zjRF8UuV0Y4zP63vwSZX9pOT7+nb2k6bQkHmczjZGuFzfh0+qLJI639e30y5NceI6fRfHGRF8UuVcY4iP6334pMoymeD7+va0QP5tfQerZAyfVNPnUwwfTyltfMnYPalPS5PH6V+MXt5tmMdztRzjOn1X2va+r29noWEKp1cm+nhb8nieaoxyrWbaVDfmuZ/vOF2V6EeRCgsMnR/Fd6eP09fj+zjWMMf/XH2YTySP04Eyxo/iZlsVqfK92D5W6QkUqXJBYoQLEiMoUmWVnuB7sX1pkezW+D4ONjQUqXJJYpj3aWMoUuU4Pc71sT4UqRKSCrfG97HAMFCkytXxQd6ujaNIlTO0KF+KD6BIlR4Jt8b30SPNNnwpPsAZWhRFqrxdG+fq+CCKVFlgGNwa30dIKihS5fpYH8fpcRSp8j5tjPO0EW72djNXmuul2prqE8D52hDna2aE3BFGjJvie9LHqdD59PX4vuRxkkXPp9Rxyjyfvpjo5TTdPPfP1ke4MtGXPp9+FN9NSJqC+9fj+3izbp7779GH+YTWnz5Opc8Ru/EYKh5D5ZbEzpJtb15y3vu0vo+3GMNTzqfsee8qYycnyWFGhcoe4eV8aY7RXOLcaLyRnve+aGznaGna6Dmyn48a5nqLiXKj8QZA3vMp1/WpnPMpu08AJ8sRPqfvSR4nje/r2+lO9ulz+h5OlubxLGcuL+WaW2zeK7dPH05uq4lzCClLL130mc98hh/84Ad88IMfJBgMcuedd3LyySfz29/+tqpGXHbZZfzhD3/g4YcfZtGiRUXXX7p0KR/72Mf43Oc+xwMPPMBpp51Gf3//JK+/ww8/nHPOOYfrrrtuyvdjsVjaYxBgeHiY+fPnc8K12xlT9kMRBm3eKEPxICBo80aI6l4ShoeAGkcRknHNjyp0Wr0xhuItgOmhNK750Aw17Z0U0Xx4FJ0WTzxdhbTdN85owo8uVVo8MQwpiOo+vIpGQE0wkghieihFGEkEMKRCyBNFkyox3YtPSRDEYDQRwKvEOaR7J8/3zSFh+Gj1RokbKnHdi8cXxyN0xrRAXfTJp+qMJgIIDMK+KMPxABLF7JOuEje8+NVEzfqkKxDRfabHnyfGzOAIm4dnEPLGGY0G66JPXWok/3HyJBiJ5zhO3iiakeyTmsCnFOhT0vb8agKPojOWyNEnX4SoVkqfxpN98hBMet8kDJXFXbvZPd5Of6zVdtsL+SPEDZWY4SWQPE6jWgA1o08SQTh5nOKGh2CyT2OaH0+yT4PJPrV7zeOUkGrai2xc9+EV5nFKVW3t8I0zYvjQpEpIjWEg0rYXUBMMJ4IIJO3eCCNaAF0qtHpiaIZC1PDiV8zjNKIFUDAIe6MMJwIYKLR5ohN9UhJ4FINRzW/2yRNlKJG7Tz6hMbtlmNdHuwioGoOJMvvkHWdU87uqTwqSMT15nDyxnH1KeZHlO06jiWSfkraXs09J2zP7ZNpeVM/Rp6TtZfbJkAoHd+xi22gXg4kWR2zP7j7V4nwqu0/6bh792nyGhoYIh8NT7iPyMTw8bIpdv/oHosX+vHByfJSh9x1TdjvtJt991txfraWvtRNVSrrQ6MWDFIIuqTGGQkwohKSOCgwLFa806EBnn/DikyrdMsEIKnGhpD3jRoWKTxq0oaer7s6QCYZQSQiFNqlhIBgTKn5p0ILBgPAkvQ90BvCgC0G71EggGBcqAakTQDIoPAQMnWMY4R+0EVVML5EogqhQaZE6XiRDwoMqJZ1o9CX71CkTjKOm+6QgGREevNKgHZ3eZFu7ZILRPH1qRae/pD7pDAgvQkq60ab0aVRRCEiDAAaDwmN6dKHRjwdDiGSfFKJCmdKnVhEr6ziB6SUyoEjiQkl7iIwk+xTGSFeL7ZEag6gkhCAsdTQhGRVK0jtRZ4HUeEb4CAvJACqaEHRIHU2qjAuFYLJPA8k+daPTh4ohTI/LKAoRodAiDXxIBoVqeigZsqI+jaBM6VOrISqyvVzHybS9yo7TZNvTGM/oUz7by3U+xREcIcfYip/dycIqM2SCfQISQiEsdXRI9ymEQX+yTzOSbc3uU+o47VNFWcepE51e1PRxGhUQFQqt0kBFMiRUvFImj5Mn2VaN4RzHqZDttUsdHZG2vRAGfek+6ZNsL47IsD3JgFBz9Ekniijap+6k7aX6FJA6B0iN54WPFiFr2iePISo+TuPpPuko6fMp/3HqTDp+jaTnciNdXbdHJpJ9Ks32VDxln08GcKQc5RUC9Co+S8+ncq5PgkRZ59PEvGe2depxmjxHlHvNLTTvVXucdCHoHh1gx/tOrvg+q+3X6xy7zxp572rX3WdVQlnC3+LFi/n617/O+973PgAef/xxjjvuOKLRaFnVc1NIKbnsssu46667WLt2LUuXLi36nb6+PubOncutt97Keeedx9DQED09Pdxxxx2ce+65AOzatYt58+bx5z//uaQcfykDOv7aHYwrziSvLwW1hFxFYd84/3LYQ/znsycxnHwYqhS9AfM92UXYF+ETyx/ihy+clBbV3EQptlOP5LJ3p+zWLQVnapWXrd0b4eIDH+GWl09ICyqNhFW54aym3Rvh4oMf5pZNJzbkuLuVkL6H//vavKbwZxGpcZn964cYCHWU9B0r8vNlosjKzvEumeBrcitfFAvSIlw9Y4jKryGV5rqqJBdVF3Fuiu/hCt8s+qkul7LVOcEamW6Z4GvGNr6ozE8LFdlYkfOs2vxklVQKdjszpJa2+ZSYZyVW5tmrFjedk90ywdeNbXyhgM27gVrlGrSLzrFBdr33pOZ9loOUJfz5fD62bNnC3Llz0+8Fg0FefvnldBhHOVxyySXceeed3H333Rx00EHp99vb2wkGg4yOjvKVr3yFd7/73cyePZvXX3+da6+9lq1bt/Liiy/S1tYGwMUXX8z//u//8rOf/Yyuri6uvvpq+vr6eOqpp0oSJFMGdPhn+lH9zh/QehZpmmJhbaln27EDJ+3RLUJgikYs1GAHbhX4mrgLPTbMs9/sbt6QWkRqXPy/+b+84+IWoW+6UakQ6KQIWC5uEhWmA00hsHa4ScwrhNvOyUqvD9X8cNJkMpV60jXvsyqnrJ8TdF3H55v8q5vH40HTtDzfKMwtt9wCwMknnzzp/dtuu42PfOQjqKrKs88+y89//nMGBweZPXs2p5xyCr/+9a/Toh/ATTfdhMfj4dxzzyUSiXDaaafxs5/9rCIvRLtoVIGm3H41hcLKaVQbspLsMbLT3pyqElwq+QStRhcEG1HIK6fKtxtsrxGpttK6aqgoDlTIM+q42qjbhT6rKxw6IXhVQua4lfNQm338ShV/KqkQXM42q8Eum2x0saBSW8ikWrtwowBWqRjpxr6Ui9vOSauuD8W20+jnepP6pizhT0rJRz7yEfx+f/q9aDTKJz7xCUKhUPq93//+9yVvrxDBYJC//vWvRbcTCAT4/ve/z/e///2S9puPsHecMapTcp0WZ9p943xy5f3cvP60dG40N1PO+LhZJGz3jfPpFQ/wvY2nWj7uTYEvP+Xae+ZYTicRMJNCwlg5omCHd5wrlq3lphdPTufCs5pGFPEKUYq4VGyuKWUbbrPJWlGOmBfKqPLcxDpmGwb9LnuQS5HvQbWbON/iNT7HAfRVEXJqtZCYjRUiWqUiIEx+QK9EBITJfeiRGrckdnKxd046L1i+71WCk8JzPXmfzpAJvitf52qxP3uVysJNK7GFTArZRT1RroBXyObdih3zmtNiX6bN91YZ6lvKPpvioImZE7Fymj+wlk9Zs8r5558/5b0PfehDljWm1oxpfkq5p3OTMDOa8POLF45lNOEvvnKd4WaRcDTh5/aXVlc17m6yo3qhGnuvhQgI7hZdyvESHNX83Lb5GEa10sZ+uol4hajGe8yKuabU/bvZVvNRrWdePsZKtPMm5TFE5TfQtfLoG8LDd5jPUHm3zI5TrD/liifZ412pN2A5wk9mHwaF5MuemQyiuk7oqychr1yGUPmmmMsQalVCcAqrvQGhfoXAYgyipm2+Vtj9A0Uuau3Vl2nzTtAUB02cGu8mE5R1F3PbbbfZ1Q5XoEs1bYL1IsroUmXryIxaN6PmlHq8rBJ8dKnyRonjXi+2VA9YZe/TOSS4FHKJdjoe3hg2x75p0bmxQ4QqZ66pFrd4D9ol5pWD3sztZQuaUEqeP9wSuquh8BKh4iu6nGrFE6dDgqX08BIeqHDKaQp9lZEQCpvI4V1ehRCciRvCgt1KQgieFwFLt1kLIa8YtRb6spHSy6uYnn4e6Q6bqkdxsNzjYTSFP8ep/yQCFtIq4qi6qCuhpsUT4z1LH6fFE6t1U+qC1PEtZSlEiyfGuYufmDLu5W6nSXnYZe9OHS9FFzmXeiDkifG+RU8Sas41QO5jaQf55ppakc+Gi41Fqd9zy/kQVN0x3o1Gq8ydE1qRYspSLR5DnbRUShsal7KdNirLZ+1Wqhmbao6VT6rppRBhqXOVvoewLO0hPHO71QgLdthiPdEmNT5l7KQtz7mawqoxqvaYWXWeu4Gw1PlsYl9em8/uaymLW7Di3AQssbnsMcqe4+tlXHPNVbVcyiXf/UAT+3B33ILDGHV2cVd1gRAKw9EQQlfSooWbc+PVE4VEIIHCcLQFoSk1FfeEgFMPgbNWCuZ0wss74Qf3SvYOmZ8HvHDIfAgqgpEIDI7B0DiMRGrW5KoQQmEo1mLrueqkN2CKQmKHW7wEDSkYjAfrbp6slloLUea422vzdlDrcasWo0q/VtVQUAz7f1sVDuzDSlLj6hZvvkKo6bFV6Rc+kCqqTb+X60ptK5K6wRsw2/NLB/bhIVdL3O7N55QwYIdnkoGgF2/Zc6AVHoF2hAXXE0JCL16EoeIR9dsPcJ9XXyG7qMTmS7UzN3gPupXmfZbzNIW/DGK6D9WFI1JIWIpqPu5//dCS189HUywsj6ju496thxZf0WYUAd1t8MouMAxYvRRuu0+gJq8z82fAF94JczqhfxTaguZ3fv0o/L97TOEwX42d/Tpg0SwYi8G2XhgYdaxbeYlqPh7YchhA2kHcbtt1KjdgPvIJKE4LghHdx192HOLoPp3ErUJVVPfxt22NO+5uJaZXXsShSX6ieCzz5rMaNc/N/Tgqv5H7Wb6/UvZtBZWIitUIgZUKQNlCwZiAn6vdOT+rlHoW+ZzadwyV37CfGWJdgfCWwi1CYD0xJtS0zdcDVhfIAWeEvmzGUPk1syzZbyXtmK7i4Hidi9v1iAtlrtrhUbRKU4lUTaVeY15F4+DunWzqm0PCqPxwVrr/6SoYehWNZV27eLF/dlXjXinp46XD/66DmAbnHgeLZsJ4RoSa3wu7+uE//wZ/22C+5/NM5GjLJ/qtOgAuOM0U/wI+eGMf/OAeeGGbTR0qkVz27qQwV2sRMBOnBUGforG8YxcvDM4mXgObtwq3Cnz58Coayzt38cJAbeaa6YpHaYag2IFPGiQq+J7VAkc5Qpsfg1UM8zRhYnWYISe7r9UKgU55A7YZgqPlKE+IVmIVTtv14FnqNvwYHMkwTxEGC4tquKVQiJvxS4PVcox1IkRMODfX2CHglUOtfwzKtPlazPHTVRz0ydp6uk9Hmk8RGQQ8CeyOgLQ6LDTgSXD8/Jd4faiHRLyGAlQZ1FowsYKAJ8EJ815iy/AMW8e9lPGNJ68FHSGIxkHLmEdDfuhsheXz4fmt5rq9w/kFP4D9Ok3RTxHw0ZvBkPDV98On3waf+jHEKnlqs4hi9u5kmG4tQoJLwS5BMKAmOHm/V3htZIarhL96E/IKket8D6kaJ815mTcGexjRvQW/7xYbrGdSxyAomsKfHbSgM1TCerUU+rIJovM2sY8XZaguhb9sqhUCnfIGbMHgnbKf50VLSePeFPmsoQWdt9PLi0y1d6uq69pRKKQRRMAQBu8xBnlWDVY019RawCuVWnj15UM1FFrRebvo4yXZhpYx7rVOwZBJI85HbRL21boR0wz3PL25gNF4ENVf/XaczPk2Eg9yy9NnOLY/Kyh3fNz4MDsSD/L/Npxu2faqsRlFgC7NkN+RCGhZ9z69w3D0Ulh9EMTi8KtH4Z6nc2/HkHDsgRAOwg13T+QC/NWjcNlbYPWB8NDzFTe1asq19+nqDZiLavMIDieC/PsLp1rZpDSNJN6VSqnnfDlzjdPVzeuBSufW0XjQ4pY0ARgU3pxZfdwk9GUziJcvyKWWbc9tWCkEWukNOCA8XKXuX9J3q6URH6orZQAvn2dJSeu6SQisF9Erk2yxsl94uMwzP1kEo0aNsgG3CX3Z5JvjS72OuEkgrCcGKfxjdjHMHH/2n/fNHH8NS3mzrDsqtkr8qkZM90CVSTLdiju9CisbdzttpiNkCnV6xvXnjX1w859hz6Ap7L33ePjMOyGuwf0bJ+f4EwKQsGQ2DI7Dzv6J7ewdMs+O7jbbml8ildt70xswP6V4CYqMsZc5xn46inelUP05b/0cX88CoXPX3er67tYb0ocffpjvfOc7PPXUU+zatYu77rqLc845Z2J7Ivf4fvvb3+Yzn/lMNU01t5+84LhZ6DO3N9E+gSSAQRQl59znJLoD4V6ZY1lLb0CJQRCDCArCYk9Lu4Q+O3M1WkEpx7Mae3eTEFgPZIuVQsqkzUtknrm4Xqh1+G4mxc7Lauf4pkBYGaJmCdamL03hL4OwL8IY7ZPec4e4lxtDT+Abf553LF3LH14/i4gyF8UbynvjPp2w26uw3Rfhkyvv5+b1pzEUb6l6/1bQEYLX904O4903bC4p/vNeWLE/HHsQPPw8JHLck83qgNGoWdQjRTwBbYHc66eI9L/C6/deilC9CMWX/OtFqD4UxYNQfebr5HtC8aKk3lNzvJdjvdaAzrtXvcD/7v0Iw/HWqsarVt6ATuzPKjLFvHZfhE+veIDvbTw1p803see8LzbX2IkTAqFbr7FhX52WPi/C2NgYhx9+OBdccAHvfve7p3y+a9euSa/vueceLrzwwpzrVsIMaTBok9dGddvL36ZOEnzN8xJf1A6in9oWfSnUzmJUIhrWMiy4R+p8V77O1WJ/eqvId+ZkIRi3U0q7u4nzDeVVrjWW0IevKrGiKQSWRzcaNxpvcKWykN4qvaHsxo5COWCfV18hukhMsnm7aAqEk+kkQV+tGzHNaAp/GYxHg6g+9z2EaNFBIv0vEe3fRKRvE5H+l4j0bSI2+CrS0HgUgCsBEIoXT7ALT2BiUYNdeAKd5uusz1KvVX8Y4WAiWbdR7sPnSCLAj5890bQZmy5+pZIS+tqCMDw+NdQ3haqY3oDD4+BXBa0eGI4nPf0ARQIG+DyS/tHJvkUtfrNQSKHKvlq0n6E37rOiSwV5/Gfgbfka7Yv+iY4DzqJj0Ro8gc6qtum0MJfP3twsCI4kAvzo+RMYSQRq3ZSa42g6h+Rc4+Zxd6t4Vw1uHu9qOOusszjrrLPyfr7ffpOr1959992ccsopHHDAAZbsf6jCh1knhb5shvDwDW0JQ3V+y5zd51oLgcVEoAE8fEksYKCMcW+KfNUziJd/Mw5Ih+FZURwmRVMILMwAHr6ozC/L5ivBLtGuEpzy6itEts3XmukiEFZ6P9Ckcur7LsZiDKnULG2zlAbx4W1E0uLeJqJ9LxHp30RibHfe7yneEKq3FS3ajzQSSCNBYmwPibE95TVAKBPiYKZAmFNEzPjM34FQ6i+vRrUITaV3pKPWzUBVoCcMuwch6Dc99RQFjOS91JIewY5eM7QXHUI+s9DH/RsgkvToSwmHevLv0Kig1QdCBzW5nfkdkNCgb2DivWxCbUtY+pY7kHoCacSTfxMYety0zeTf9Osin015L/k3Pr6HxPheep//Ob3P/xyEQtvcNydFwLNomXl41V6vtcrXV0hAqbUoaEiFPZH24is2GLUWtQypsGd8+o17rZGyvh72h4eHJ732+/34/dUlLd6zZw9/+tOfuP3226vaTiZ6CUGbdggtVXnKobCdxsv5mDkmlYYQVyMKFROBdCHYSn4bbop89qAj2E7+Hz7qQQgshJtFwmI2D+4S7SqlFl59ubcx0Y5dSUkkX8ucSLNQLvU+XxlV2oGQAuHA+eDEPpyiKfxlEPJGiRG2dR9GIkJk4GUifZuSHnymuBftfwlDyx9a5GudS7DrYIJdB9OS/BvsOpjOzm7OXvYUf3zxSEYiBlqkHy3aTyJq/s21pD9Lrmto4yANtEgfWqR8p1vV35HDkzCHiJj8Xw2YHoiKWtuQmWoIeaO848CnuPvlIxmz0DMkEekj0vdiekmM7WXp2XfkXX9BD/zoEwK/DzyKWY33zJXw6HNw273w0TPM4h6bd5nVft/2JvB54H/WTYTt/vPx5md/etwUCB9+Dq54JyydA8++bq5z1tHw6i7YPZC/7d6WGcxc9kHLxiIXIW+Uf1ryGHfeH2fnK/cxuOUexvueZ2T7o4xsf5RtD38Bb+scOhb9E52L30J44el4/NWd024J0621l2DIE+Xdi5/md5tXMaY1njdUrQW+fIS8Ud655GnuenWVpXNNk8K0eKNVfV8xFBQnbsqT+5g/f/6kt7/85S/zla98papN33777bS1tfGud72rqu1kEkYj23HcbUJfNmESfFTZxm36AobxIl0sHFSKFd6A5nasyQ+oKTrtUuNiuZtbxH6MSQsq72Vh90NzIRt0o4iQIozGx8R2fiznMVzCY6IbhcBCuFk4y7T5IdE4j+huEfrM7UxtS5gEH1W38VN9PsN5vNBKvaa4+dx2G21ozaq+DtM4s4oFaIaKFS5/UkoS43uJJj33UuG50f5NxIbeIF/ScKF4CXQupaVrWVrYC3YdTLDzwLzihS4TbBuagS49qF4vqjeEPzw/57r5MLQoWnSgoGCYiEx9T4+bHgZ6bBA9NkiM18rar+JtnSIKTngddmYJhRMCouIJ1jyPoWaobB3uNm2mTKSUJEZ3Mt73QobIt4lI3wto41OnwEVrfoDHH84pTGzdCe//FrSHIOCDnnaY2QEDI2bI79ObzYq+Kxebot7zb8CX74C+DOeQU4+AWAL+9x/m6/97Ad5yNHx0DTz2IszuMr9/7c/MMOFaohkqu8ZmE56/GP+cM+Gk7xAdfoOBLfcw8NqfGdp2P4nRnex79qfse/anCMVD29zjTW/AxW8h2L28br0B8+GUIKhJlTdGutHqsHJeNm4V+bJRdYHEw7ahbmTCk263G+yu0alkbq8l27ZtIxyeuE+o1tsP4Kc//Skf/OAHCQQs/HELUdOw3VLJ/IVfQ+UVGSKRvEGst1//KxEqax0W7DFUDOBlWjBk9Y8qtRT5rFjfKXRFJ4HgZVpIVFjIpt6EQDeRQLCJYMVj7xbcEL47sY3ibUmgTJrj7d5fiukuEmp1buf1iJBSTvsniOHhYdrb2znq04NleQcZeoLY4GumuJcRmhvp24QeG8z7PU+gk2CGuJfy4Au0L0Io9aPFGnoCPTaYWyws6Hk4QDUVE4Xqz+FJ2Emu3IWZ4cmqr81RwVAaOrGhLWlxbzz5N9q3KS2a5sLftoBg9zKCXcto6V7GjIPfj8dnXzndOV3gUWFrhuY4IwwfPg0OXWjm9fv5/bBxi21NsAxDizK8/RH6t/yZgS1/Jjrw8qTPfeEFdCz6JzoOeAvtC09F9VVXICSbehFk6qWdpVIvQl4+7Gp/ox1nu8g1/lpsmCe/18HQ0NAkQa0YqfuJOT/biNJifxl0Y3yEnR9ZUXY7wazgm13VN8UjjzzCiSeeyIYNGzj88MOrbmdqXHrueBqlpcrCTDYLfY2OFR6LVjyw2pWfyk6Rz62Cnd1YKVBYedwbXQh0I3ZVxAbnhL56o1EFQmN8lH0fWlXxfdbc25517D5rxwWHVXSf5TbqR2VyAJ+aINflyEhETOGm9zlTxMkqrpEbQaB90WTPvaTI5wnOsEyA8qkJDpu1lWf3LCCuO5skU1G9KC09eFt6yvqelAZ6bMgUBSN9aLGBtFBYLExZGhpSj5EY20VibFfxnWUi1DzFTToyXnfjCc7AG5yBp2UGnuAMVO/USpo+NcGKmVvZuHcBMU0lOrCZ8X3PEOl9Pu29F+l/GanHcjTEbEuwYwnB7mWmh2dK6Os62HIxqhg7+6e+1zsMN93laDNKopi9K54AHfufQcf+Z8ApNxEZ3MzglnsY2PJnBrc9SHx4K3ufuZW9z9yKUH2E559khgUvOZtA55Kq2+c2b8B8VOIl6FMSrJyxjfW984kb1sw19S7YVUK5fc6ca8qd48vZl5vttRyssimfmrBkO/XKT37yE4488khLRL9MAujEy/xOrYW+ADrHKv08ZnQRzZsBqn7I7HulIqAT+QED6BzPEI/SnnfcmyKf9QTQOVYM8JjsTI+7VaHg5raaHoH5CEidExnmYcJEhTX2Z6dQZwVuEPty2bybaNS5KGjQDPV1mKbwl4GXOIP9LxPpfY7xfc8yvs/8Gx18FWTuC5PiacmZey/QsQTVa38yaK+qceisrWzqneO48FcpIl1IpBM6Fpf8PSklemJ0kkdhztyFU8KU+0wBTupo4/tyhtMWQvEE8QRnJAVBUxgMtnYgw9t5ZtMeRvc9j5HIHQOreAIEOw+eJPC1dC0j0Lm0rnMc1opy7T3YsZjgyk8ye+Un0RMRhrevZeC1P9O/5U/EhrYw9Pq9DL1+L288eBXB7uV0Ln07nUveQevso6uucl0vImAmhQRBn6pz+IztPD8wBz3RtN1SsEKE8ik6h83cxqbeubbO8aW21S3FbuzGV+cPkPkYHR3l1VdfTb/esmULGzZsoKuriwULFgDmr+m//e1vueGGGyzfvw+jqPBn9UNOtd58fgxWKwM8bXS48qGwGrLHplZhweZ2JucH9GPwZoZ4gjaiqE2RzyHS9q4XElzrQwisN0IYHM8IT9HeEGlVcuEGoQ8mz30BJMeqA6zXOoiVEH7aiHlea4Evp7tVEztphvoy4TIq1ABSz53Q2xPoomXGYbR0L88Q+pbha5tbtUDQxH70RMQUAmMDOYVDUzQ0i5skIr0kIr1okV6kUZrXh/AECM04jJbuQ00bSQp8/vDCaVn12O1IKYkMvMzAlj8z8NqfGN7+0CTvXW9oPzoXv43Ope+gfeFpKB7riyrUixjYpDjT0XOxGNn2XW9jVG2o79yfPudcCMpHDy25nWvXruWUU06Z8v7555/Pz372MwBuvfVWLr/8cnbt2kV7uzUVpQuF+rpN6MtFKYVaDJtCV2uJW8KCrcRukc9K+6tXgcGtocFNaoMbxT4nqNfz1ymM8RF2n3dEM9TXQZoefxlIPYriCdLSfQgtMw41hb4ZhxKacRje0H41LyiRC4FBmz/KSCyAtKIySYOieoOo3rn42+aW/J20h2GGEDghCu7Dr2p4OlfS0rOSYOfSuhH41DLvx3QXdcsqexdC0NJ1EC1dBzH3yCvQogMMbLmHvlfvZvD1e0iM7Wbvxh+zd+OPUbwhOhadSeeSs+k44K14W2ZY0pdaV+ktF4FB2BdlON6ca5wUsQQGYX+U4Tqb4+tN6MtGNOgv0SeffDLFfu+96KKLuOiii2zZv4KseehuKWQKfQqSDmIM4sMo4A3iSBXnCqlUlKxlWLCCpJMEA3gLjnup+7YDu4UEp4SKzGNr2nuCQYvGvVoRsJpK0fWGFTbvFupJ7LPC5ivd93QWB5Uq8v0DCEMgDPvPEyf24RRN4S+DN3/0/6D9mLoRcADa/FE+/qZ7+dHjZzAcm5qLrknlCCHw+Nrw+NoItC+a9FnYP+76cS9X4LN7O5WQLTraZe+eQCc9yz5Az7IPYOhxhratpf/Vu+nf/D/ER7fT//Lv6X/59yAU2uYeT9fSt9O55O2W5AXMxq2CYNgX5ZMr7+fm9acxFHenzdtBrQQsQ4sytmc9et9jrDzgNdb1n0YicAC+tnl4Al2u/CGqkQj7c3v/N6mOLsNgyILt2Cn0ZdNBnOv8L/Ll2DL6qb5aci3I7J8VIiDYHxbcSYJvKK9yrbGEPkpLL1HvQl+tyOxXJwn+zfsS/5o4mH58VQsTbg0LdiOdJPgWr/E5DijZ5t2CVaH4tfDs6yDBv3k3pW3eSaazONiOxs5aN2Ka0Qz1ZcJldPUnB1D9HbVuTlEyhRghMjygZOFJ102eW/WO2zwtaynOOUm2vdtt01JKxvauT4qAdzO275lJn1udF7ASnBIEp4vHXy2EPikl8ZFtjOx4jNGd6xjduY6xveuReu5saEL142ubi681ubTNSf5NvZ6Ht3V2M49omUgp0eMjyVywe3juv45vuFDfWpGudvzz9dBSfjtrFb4LKW+QeFGPv3rFihBlO0KCi3k/NUU+eyjm/WSlCGF1GHi9C4FOe/zZmTezHGodxmuXx1+TIowPs+P8ykN95/3Eufus7Re6/z6rFJoefxm47WG2FDFHSoXhaGneN5WIQ02xMDcSpSaeftNF4MtHtr1njocdtiqEoHXWKlpnrWLBcdcRHXqd/s3/Q//m/2F4+0Nm9ea+F9i57puO5AXMRS6hyg4xUKI0nKdfzbz5EhHG9jzNyE5T6BvZuY7E6NTfPb3BHlpnHwNI4iPbiY3uMHOP6jFig68RG3yt4H68LTPxpgXBORnCoCkO+lrnovrbG9Z70NATaKk0DeP7cvztm3idyuuaFFu9bfNq3PrGxECUfKflpFdfIQxE3Xr6lYLV3oBWhQQbiLTXU1Pkcw7T3vP/aGTFsU5hpTeguT1nn+OsFhozbT4fbhHrqqXWYl+K1Pw3mCxkkz26jZi71S00RVbnaQp/GYR8EWI4r+RWI+aEfBHeuWIdd21czVjc+irCTbEwNyFfhPccso7/ft6ecYemyJeLQvZutwgIEGjfnzmrPsWcVZ+qSV7AUrEjXLjVG+V9B/2DX710DKMJZ0RNK6mVyCelJDb8BqM7HmN01zpGdqxjfO+GqYWDhEpo5hGEZx9L65zVhGcfi799Ea3+6KS5xtBixMd2Eh/ZQWx0B/GsJfWe1OMkxveSGN/L+N71eduneFsyPAfn4p0kEM4z/w/th1Bqe7tgeuMNo43vM0W68V4SkX0TfyO9JMYni3x6rLKgUsXTgtcToLTSTrlRdQVFt/8BTTiwDysJozGa5zO3CH3ZhElwsXcztyQWM4x9lbXdgJtCgttJcIn6Oj/Q92fIwmrKTol8iqHUpWjQToJLPFv4gbaIoSL2bsWxzsTK3IBOYLUI106Cy8RWvi8XFB37esRtYl+KQnP8dC3s5ARhNHZV8X0hhSPzeSP9MNQU/jJI6B7bR8RqMSehe3h+9wKz7S5hOoiFCd3Dc3usG/emyFcapdp79njaYV+T8gJqMYa2P1QwL2DnkrPpXHI2gc6lNfOwqkYQjBsqz/TOJ26z50Uu6qlQhJ4YZ2z3U4zufIyRZNhuYmz3lPW8LbNom3MsbbOPpW3OsbTOOhLVO9WjMnuuUTx+Au2LpuQdzURKiRbpnSwM5hAKtWg/RmKc6MArRAdeyd8poeBtmZUhCM6Z4jloeg+WHnJh6PGkaGcWSzJFu30Z4l1v0ltv4r1Sq6xPaXugG09wBt6WHrzBGXiC5l9vcAaeltT/qc9moHpbULQ+Hvmes4L9dCCe4U9Ry/DdUkgl9E6g8rjWTcJQEXXioSCV6r2+s8fSaW/AGArrjE5iVUbjOCn0lfKeVdglNlQz7m72BqwHYig8Jjuqtnk34VaxL5M4Cv8wuiZdn6zadoqmODiVeJ1cTxuJZo4/JmLFj/nkEB6/NR5/TSHHGepNMGzaRe1xJi/g0/S/+j858wKq/nZaZhxKsOdQWnoOM6uH9xyGJ9Bhb8PKxIpw4XoS7CpBSklsaAujOx5jZNc6RnesY3zfM0hDm7SeUDyEZq6kbfbqtNDnDy+seYitnojk9BZMCYXx0R3Ex3ZO6U8+VF9bRmixKRBKPWGG1EZ6M7z19qHHhytqs+INpUU6b0uPKeglhTtPpoCXEvn8HRUV7NJiw/zj5vaKc88s+M8XHMs9s/Vflrs+90xqXGbf/oyl42K1sNJI1ftyYYUgCO7JC5hNLUW+RsIOkcLq4z0dhMB6xarQfLsFPzcynQRCY3yEXecfXvF91vwfP+/Yfda2jx3i+vusUnCPm5gL8KsJyr2M1FrI8XsSrJq3mae3LyamNZ5beDFq5V3oVxMcOXczT+1YTEzPPe61to1GxAp7dyYv4JG0zjoyZ15APTbEyI7/Y2TH/036nq9tHi09hxGccUhaEAx2L0Px1Ca3VLZo51cTHD1nM0/szG/zjY4eH2Ns95Pp3HyjO9eRGN87ZT1vaDbhlDff7NWEZh2J6q0sJUApc02lqN4gwc4lBAtUp5bSIDG+b0IcHNmeUyzUY0Po8RH0/k1E+zeV1gCh4g12Z4h2mWJeT5agl/LGsye1QjZ+tZpA3yb5CKITq+L7tRD6gmic7NnHWq2HSJ3fNmf2txoR0ApvwGJhokF0TlV6ecCYQSRHqG9T5LOHIBoni32s1Sfs3QoxYrqHBZdCEJ3TRB/3y+6cNu827Mi9WQuxL4jGyepkm68V9eQ9WO3cGDCq64diCBQnHAwa6AfB+r6DsRiPohcU/two5KiKzryOXp7ZuT80YD4IO6j0OGaKRB5FZ357L8/s2h8t3hx3p7Da3p3OC2hoMSIDLzHW+yzj+55lvPdZxnqfJT6yjfjIduIj2xl87Z6JLwuVYNeBBGccRkvaQ/BQ/B2LHK8g7FF0FoT7WL97/2kh/EkpiQ1unijAsWMd4/s2gpw8gQjFS2jWqrQ3X3jOsfja5lvmzZc519Ri3IVQ8IVm4QvNglmr8q6nJ8ZyhhMLxZfXO88T6KhJJexS8DTIg6Tb8CDLFv5q7dXnQbJEGeVRGiv0O3scrBICrQoJ9mKwVIzxCF1EUB0R+qabyJcLD5KlyiiP6hP2bsXxzcbOsOBCuFkk9CI5kHEepouIxdu2u0BONdTasy+XzbuZRpmnPEz7oFPHaYb6MjXU140CX5MmVqEmSj/ldW/j/MpRLk6GkWuxIcZ7n5siCOqxwZzrK96Q6Rk4IykGJhdvS49zjW4w9Pgoo7ueYHTnY4zu/Acju9ahje+bsp6vdW4yN58p9LXOWuVYBecmzlFtqO/+P3oRJehACEpkhNc/vsz1ISjlhPrWWuhr4q6QYLtolIfnWlMPYcFuJp8Q6WahzgpqLfZBedcGq+bEJhMY4yPsuOCwiu+zFt76gmP3WW9c5P6UKqXQ9PjLwGsYuPiHoJwowqA7NELfWBuGbN7EOEU9jHs5Ap+d2yiXQmKjk+PuhDdgCo+/nfDc4wjPPS79npSS+OiOCUEwJQr2v4iRGGNs1+OM7Xp80na8LTMJJr0CU2JgcMYhOYtGlIsiDGYER+iNuNfmS0VKSXTglUkFOMb3PQty8gOMUH20zlw1UYRj9mr84fmOtlURBjNaRugdr/9xrycU4V7Bop5RMab8xu92oc8jJfuJKLtlAN3GpPtuEjus8gasJiRYxWA2MXbhr3rcnRT56l1MUDHKsnerisBkYqU3oNvJFPgm23zj4QaxD6aeo6XYfKnntRvPabei0rzPcpqm8JdByB8l4vLzNVuIaQtE+PBRa/npI6czEi3t4X46e3FZRas/yoePWsuP153BcInjbhe1EOfspFB/Mu19UA851yYHRcAUQgj8bfPwt82jc9E/pd+XhkZk4JXJgmDvs0QHXyMxvpfEG/cz/Mb9mVsi0LHYLCaSIQgGOpcglNIvAW2+KB894iFueep0hmK1tflykFKix4YY2/MUIztMb77RXevQIn1T1vW1zU8W31hNePaxhGaurFmOxRStvijnr1rLjx4/g+E6Gvd6J+SL1roJDUkYnSHcLfZlP5y2izifDW7iusgh9Ev75gO7Q1mrEVDsyA1YTCBqR+Ma7yv8a+Jg+vFVtA+7qdbu7PBGrVZ4aCfB530v8+XYMvop396tFgKtzg3oZtrRuNbzKl/UDirL5t2MW8W+TNpFgs8FXuIr0eVVz/FNgbB0wpRWOC4fiiFQnPDob6CogWaoLxMuo2++eBCPv73WzUlTmqAj8Xk04poHbCqL3RQKcyHxezRiNo57LhpN5Cuf/PZeKzt1S2VpPTHGeO/zyTDh59KCYK7iEwBC9RPsXp4UAidEQW/rnDz56SR+VSOm22fz0tDQ46PoiVGM+Ch6Yiz5dxQ9PoqR9ddcb8xcL/VejvXIkUdEqH5aZx2ZrrLbNns1/ra5tvSrXCanmyg+17jFBhsJLTbEP27uaIb6WkRqXObdthHRUn07rRZMCj2cCiQBdKKoSAev93ZipXhiV1iwOe4GUZS8415PIl+9kLL3iJJ/3CulGRZcmFJsvh6oB7Fv0nouneMbXRyU48Nsv2BFxfdZi37o3H3Wlk+4/z6rFJoef5OozclenZgjiNtczbeS9jW+WChsraLcFPjykd/eM8fMSfurhTdgznZ4Q7TNfhNts9806f34+N5JeQPHe59jvPc5DG2c8b3rGd+7fvJ2Ap20ZBYT6TmM4IxD8fjD6eISUkoMLTJVlMsW6iaJeKPo8bHc6yX/Sr2aep+F8YcXpr352mYfS2jmESiqO35RL5xXtvhcU0pe2qY4OJVC4yarrBQnDOGIUFBvYoREVHynZadXXyEkouaVHq3GSi8qu7wBzXFXc35uN/V2XllJ2t6NiaciqwSIZlhwYbJt3m3Y7ZXspNiXiVvn+Eafh2Qzz6rjuM/Ka0jIHyGGvUqu1YJOqz/CPx/9KL994nhGY0FLt10NjS4WtvojvHflI/x6/QlVj3tT5CudUu09e0ydsi23iICZ+Fpm4lt4Gh0LT0u/J6VBdGhLliD4LJGBV9CjA4xsf5iR7Q9P2o6/bTZBT4yRsUReLzqrEIoHxduK6m1F9Zl/leTf1Hvm56HJrzPWmVg/hOprQ/W12tbecimngJRVc02p+3SL3ZaL1UW5Qn6rayo2ATOMcKTEdZ306itEu4jzaf/LfC92IEPSHT8WWI1V4omVuQE7iHO57xX+Pb6UQZvCHhv9wboSOojzaf8rfC82Me5WVoDOxO6wYLuwS2DsIMFV6mZu0BczSGXOBU6NgVXUSuzLZMLmD6x43JuUTztxtte6EdOMpvCXQVzzWjYiTok5Mc3Lus0H2ep95hSVjlktBMOY5uWx1w8ua9ybAl/1VGrvtfAGdKMImEIIhWDHYoIdi+leek76fUOLMt6/KV1IJCUIxkd3EBvZRS5/POX/s/feYXJUV97/t3LnnhnlLKEsgQJIIIkkgkhG5GQwBhu8a+z1rjFe22Czy+5rG3v3t7Z32TXe910c3rX94rQ4EIRJIkqAQEJCgSAkJKEcZnpmurvy74/q7ulpdahct3rq8zz1SDPTVXXPuaduVX37nHsHiW/JOuJcrXhnfGaQUFf+e3k/QjLx3MCpIGVnrHECCQKh2yKeHbzOpB+qFJosFkCK0FdLQWfwpDgGosKCrpOvqDHtdW8nJRswDwZPKKORdykDKhL5zGHG72ERAr3CK3GtCAaPq6NQ1BkHudHkQ4LYBwz0YwEsVsljULDg97Bnl5KA4+xWnTI2rwmZmN6MSPirQlZZsDY8EqSgI6sstu6bGNj5ScCJ/+2KQLLKYsv++n6PBD7vcCPegxYBK+cmTAwEAJqNITVyAVIjFwz6vVI8hsKx90AxfI1QlwBFRan61bgtWjUba4KEBHHOS2Q1ejzyAgnMIOkvqPLdVtBVpd4KWLyO4aY+SyJOhcmgsgElMHhVG+bKufzAbTEoKGFBAoPXVGt+90MIJFUEdBMRDNbqXUE3wxNIE/uqsRXzJq73SBxsjkRwWXu7Er2xVRFjpaZ/Z2S97hYkAivhrBlvQ2jR9oj6NOrTVluMlbB82iYkdJGoeGh33I73IPuOUetvJMLGOjFiwgKsXMKgc8RE8MnRYPhUJPrB+/4rjzWt7k8R7hL52xsSmlqZ/9Ctl7jy5hRapSpbNQkouELYjYTDFQiDotoupyJltb+d+rxVHCSg4CpmT0u/Vx/Hj7k1a33gVvyZPY/VzSoJKLiKa+33pm33oD9ojR60tSMJKLia3hvasaYWN/rLjThqdT0koOBKzv0x3qtrtF2It0mch4noK+0qqCplPiwCDk3pyMTzoKNvFXyFVTRk+fD5nbYoTGiEfRnjdbwHtUDIoDYQmh1IUzqyQvhi3k2CEGYpSkcmlh90f4rwHqf+jhb3qA/tcG5Qr7L6mn6O0tFFicbY1waXYa3dTjIC3SoLrpcxRkPHMEqqxEw7ZPEFgVUbGABdkBxfq4Pa4EFGYFjKgq1AA6WYDzdOhVmvMvsaQUNHF+VuzFvBbFv9yCD0c8xrs1kyQkEk/FUhFXiwfLiisCALePzNU4kTaNqdgizg0bdObf3BALEq8nl1jFZYiV0//R7UAiH1aCQ4+SkI5mUBv996mn8nJAASMjALsoA/vj20/E4CBVkIugltST84yy+1QYh91fTpHH5cnOZaG0ij2icklQX3g8d/SVONnx21ysT52kDgc4s+cHiojt/dFB38EALNQJpY2AcW/1udHHQzAPi7inYZp4Kf3eu4OuZJpt3GqX6HC6lEX7BaJxL+qmD8UDkcUK95DK1idNcx7O/uhGpBQYmEQmcwtIrR2WPY32PN715AeNi2xEr7GVrF6A4j3mXKX7+TkA1Yi5+CIEOpGJs5hr25Tqh6+w0gJIh89eBVZdBYQ0rstTukPw+EFRYaWr1qBy301cJCwySmHx+qSSihz8VpDknZgCw0TKb7sVNz1+/t9vLsNo387uaiL7V4NUdgK/wSt8wKjCw0TKHy2KEnmsZ8O5U6ByX2VcOret0xvt0WbiINtuXTQITbtM/I4QJxrt6alcFAq8dv9UgIIq469RUkBGttr3f8ZlvEYBK8iGsWvYIE71/MRH0zON6D9AHp8zp6MXdgkhdxw7yXkfQx5r2E1LkVa2OrdqwxOw9phDP8HNuHEmmq/pw+fszVZ+tYGoWsruCvEu8iqyugNYqYzQ+8mh/QDBlKxl8L7yNDyY7P5/d8WrV+cyse/SBDyfhC7L2WfvfSr37N1+gXtfMTNto6NBVfZD9Ah6Y2/VzYcdq/bsRd9XWZpmT8VeJdpGtivtF1HMbrmkRq/R3hPZSu60P+DSGXyyGbzeLMz3SD5TO+n78dxZsoo9A+7RgPfhNk/IUtI4uE+QO9hCRRrxYSBLqwxatdrPpakXJ48f90oKenB5mM+eeC8vPECf/xDuh42mozLaMVevHB52dabqfflP0y/qG3QSfSrgsFbr18+SWoBYXmYiaVm9kwTrPHgsriC+KlPyxZSF7NR+ZXNmCEu/g9b189ghbpwnLt+oWW78Xu2+faf876t/fA+PCcpRZ68cFfTyf+OcsMUamvjwwlQceOrUNRLBxKMeEntX71M7ZImhvQDEHNH0iyIOcVJAh9tZhtEylxTKIP66LSoFQfMjP8OIeLuJnV5xbtLvZVU22rUxEwiLLgoSTwNcJpW/wSH7wqDQ6qLDjCOpHYNxizbQmbQGjbx0Po3ksK4Xpi9JiUkHftWH6VZKZiefzFeY8jFXOv7UFhtfw4yJLXdCyPzy5/HGmTfiehze2A3XgnpSw4TNSWwnaweXxh6WPoYPN1S4mtbkMBN8pvrY41XuF2ibHZ4wVVwuzm80DEAB2UZHtft0qrrJbMdlAivplZjw6qvcq/3S4ddrssuAsyvhPbiC7IvpXpDoVSvlZli12ajO/E30KX5m4ZnlelwdVlo2EvDe6EhO/yG9EJ++Nk0LjRF07jxOq120FJ+HZqg6P7k5s4KTE2u6+bm12yIY7zsBJl/FVRlHlbHglSwClKPJ7etBBFiQ+uEYTgtB8srS4r8fjz5oUo1Pg9EvO8xY14JykbsAwp2VTNKMg8ntx2MgpyNNY0wgthqtFYQyphE7gbUYzi3BP6dfMPWaRk9fXrLB7OT7bU9jBS6yM3MwLtZLD06Sx+KU1Cnwd+bzcxz036dRa/LBrx7mZWZy1+ZQS6jZcZhn1g8QtlIvp8fD0nRSwNMrOvOubDRNjHsf5IhvKdyONVKBrb0iGkCTuKxuKDg2OCbkZbYKVvNZXFzv2G36O0Wf/wIt6r+z2ocvN6YglpYqCisdh+OBprqvFD5FI0Fh8civzuN4oWPR55gQy66T2TFLGvGlln8bbc5cqxKng0/5mbuCkE2hGQZNDYpHbYPme980a0RgaNt5WOun8LoxDoNl4KZTJNY5PSaZzHs7OQAwnTPtAaBRUMtkiG3xvdn9ycHzXCwOlq7X5l+ZIijrtBpFlUIbADZRxhKc2McSLOP2k9YgStSDwUCKvfKVW3tJGG134n6XoPutSxlhgn4sJZb4Yu5t0iqL6IcSJWzA3fWBN2qp8H7FBbfublFiYSGLyqr5slla6VrurUoC1Jybgh8QGSbq5AWHMOzzcX8LssOAkFN/I7kUT9laCbHS+IEl3SV2g2S5JS8PHYTiQbrMBdjZf+DmI15qBJaSpu4j40FfNhxe0VeW3tX3PtJSkZN8R3NB3jw3gtk07t80CE90RfaVdBa0DY1jimVB3QBoQanYkGnQi4Jtp5Kf6FIVaDLAtuRJjLhcNEu5SsRkSQBolZfW6JY8RSa5/DbKogy4KDzuLz4uXeyTFJykSq1zduZQWGJSMw4nhIyezzAyvnIena9ZJGPhki5hNFlPFXhSgLQTehKfUysoqygGc2LkSx1PawZ3SFhaIsGHPNBRwzYe5Xq7FKqTrEIo9nNiwIzO+kZAPWw+uMtKIs4MltJwce815BSmZlmXKcSUVjjJeKQiiy0NsFUWnPOA+aosY52t/V7AqTGXH9OoeH8yegX3fWdqJwOSPQzX4pZ/IUVA4PF6agoHK+Z/GFKaPH7UzDfp3F/3NxvjOvsgLbMSOwHyx+IU9qi7nPSMzsa0S/bow1fo/xpGQROhlDnLQ/30731CoefPBBzJs3D5lMBplMBkuXLsUTTzwx6DNbt27FZZddhmw2i3Q6jSVLlmDXrl1Nj/u73/0Oc+bMgSAImDNnDh555BHLbYuEvypYmoyUUytiDksrmDJqn+22RyKhPVhawQkj7fvdKlGfGJTjndPlwP0QBgHGzXJhllYwdbh/Me81pAp9tfHUaqwhdeXzsFHrK15vjzgnDRaa5X08EfosvIxyUHEidwwc2vgiIlAI5KDhRLYbnI2YMUtYxD2vqGe7oGmYR3dD0DRvsht9EgKtbKTAQcNJtLcx7zVBi30ALF/HHFScyJI7xgclzHkN69DfTq55L8eI8ePH4zvf+Q7WrVuHdevW4dxzz8Xll1+OzZs3AwC2b9+OM844A7NmzcLq1avx1ltv4d5770UsFmt4zDVr1uD666/HzTffjLfeegs333wzrrvuOrz66quW2hYJf1UInP/LSjsVc2K8hPPnb0CM977tUTbhADFeMuaa88DvQ82XVmgU7yT4K0wCix1BMM5JuHDWm4gHME5apZF9YRD6anFzrGl3gdCKCNrK5iCeB4YCpuZrCyCrrxlJSsEN8R1IQQ31/IqW8FAINEuSUnCjybnmrJyfhBdekklSCm5IDPjda58FOS9jmSBFgmpSlIKb+F1IuRDz1ZAqkJRxU+yzE6O1MR/hD+3q75UrV+KSSy7BjBkzMGPGDHzrW99CKpXC2rVrAQBf//rXcckll+Cf/umfsHDhQpxwwgn42Mc+hpEjRzY85g9+8AOsWLECd999N2bNmoW7774b5513Hn7wgx9Yalv4c4ldpF9MgOW9O74XgkRfMYH/8+eLXT+uG9ixNwzzvgGG3//3M5c4OkYk6FnHbLzX+tbvuCJxbkAzNFtduFdM4Icvfcz2cYY6dgU1N8Yaq5htqxdxTYrw2C8mHO1PKwxoxfsLX/fhHG7SA77uN86uCgouZfCUhb0exHBv9ylNP0MquluTKFX71Kf5Abt1Hvf0LbB93MAp+yxkc9F16wK+kVvY8O9m+88uXq4c7Bd2BbBuXcDdhfnGMdxsEKEEPm9fqZ+69Ri+0XOy+f1Cdk2TSo/e/lOqqKqK3/zmN+jv78fSpUuhaRoee+wxfOUrX8GFF16I9evXY8qUKbj77rtxxRVXNDzOmjVrcOeddw763YUXXhgJf6QQiTr2cMNvpImHUSwET3UfBBEf9cSMMIuBEa0hRcDykqFgY4R3uCbUuCz0tRP1bHIsBtb62+eFQogS+MzEnt34DIm4UK8/3BQDvVwwJMJ/SBH7fDtGSK5j33Epm9xPcrncoJ8FQYAg1BcvN23ahKVLl6JYLCKVSuGRRx7BnDlzsH//fvT19eE73/kOvvnNb+K73/0uVq1ahauuugrPPfcczj777LrH279/P0aNGjXod6NGjcL+/fst2RCV+laRiuVt7RdkaWY6nsdffexPSMfttb0dsbNohNX+S8fz+MJFfxzk96FY8uw3bsQ7Kf0TthLLdCyPv1nxR6RtjpPtjld9WW+sifAeu88DEc3p0iViSngBmCrb7aRF/H9dr6GTFh2dixRcL1X2qCx4mC7h++k3MKwqZgIR/Wrtc9FW2+f1sE2dlIh/ya5DJ2U/3odCebAXdFEi/jXxJroc+J5E/FqkoylNro9OWsS/dLzuzRjv47XrKXbHoya2djj0N6XSvm0AMGHCBGSz2cp2//33N2zbzJkzsWHDBqxduxZ33HEHbrnlFmzZsgWaZszfefnll+POO+/EggUL8LWvfQ2XXnopfvSjHzW3lxocI7quH/e7VkQZf1UUJAFUC4+QJuTkRQGPrFmKvNj+6bJ+0qqfC3kej6xZikKeB6WRFRPtjBfxHnRZcDWNBCMSsgPzkoDfrluGvBSNNYB/Qm1eFPA/ry2LxnifKURx7gm9TlbxCyizr1fj8GBuFnodrkhMIrW+cKU02KWMwF6dww/7ZjiLGbOQ/tJtBYcZhl743e/y4EHnClF2YE7n8EBxOnJtsNqpG4KsX9l9vRqHH/bNDH6MdzOTMARjWuD+tsju3buRyWQqPzfK9gMAnucxbdo0AMCiRYvw+uuv41//9V/xwAMPgGVZzJkzZ9DnZ8+ejZdeeqnh8UaPHn1cdt/BgwePywJsRST8VaFqzCCHkCby1UPVGHx0dHjQzRhyhNXvVmKatJJpwB+/kyQEliFBEFQ1Bh8dC1/Mu0GQ2ZhhHWvCjkqC2t6GqKDNl5oQUsKrgMZ2JdP6g20ASUKgAhrbVRf9HoIX4UAp+UcBg+1KduD3HpQqel0ePOhcLmYEei0iKqDxvpb29BxeEiaxr5pQjvFtMJ6pISs8zWQyg4Q/K+i6DlEUwfM8Fi9ejHfeeWfQ3999911MmjSp4f5Lly7FU089NWievz//+c9YtmyZpXZEwl8VcaYIRQ3PgEupOuK8iOXzN2L1W/MGZSiQIFa0M3FexDknvYXnNs0nMjPEDdHaK+HbSWwG4XcShcAyfs4dGOdEnDfnLTyzZT4KMnkx7yYklV0nmGIl5vNqLOjmDBlinLMSFKMsyfuHWp2k+c5MkKRkFJp9gBCxr3IclUaSknFN+gP8tvcE9AeQiaMzmu/nLBOkEJiiZFwb/xC/KUxCnxW/t8ELcZCkKBnXJnbiN/nJht/r+dMHMdArIdAJbomIjQTEFGRcz+/Cr6SJ6EPrmG+XMueg5+1L6wquSe7Ab/unVMYa1xZGimhIkpId7U/qc9Y999yDiy++GBMmTEBvby8efvhhrF69GqtWrQIA/O3f/i2uv/56nHXWWTjnnHOwatUq/OlPf8Lq1asrx/jkJz+JcePGVcqJ/+Zv/gZnnXUWvvvd7+Lyyy/HH/7wBzz99NNNswTrEQl/VWg6RewySo1EGE2n0JtPGG038fl6kCRkhAVNp5ArHO93vwlDVmotTtqsK0Bvf7B+D3qhkFZ4lR1ISsx7AUlCX+31odEDfjd77ZAYl2FDI/VhIOSotX51cTxxU+yrRgOFY6oQWEzUtscubgiIfgqBKigc1fjjY6bePoRgNgZJFhUMvwv1/V7G5QVe6uFnVqDfNBbsaBzTBEClQbf5PShosa/6WlWp42Peyv2E5OuZZJqOMSHmwIEDuPnmm7Fv3z5ks1nMmzcPq1atwooVKwAAV155JX70ox/h/vvvx1//9V9j5syZ+N3vfoczzjijcoxdu3aBpgfu/cuWLcPDDz+Mb3zjG7j33nsxdepU/OpXv8Jpp51mqW2UrutDPlpzuRyy2SyW33IMLB98qi/JYk70QhkMJMcECZASl6S0wyxDtZqRZKHPb8IWs06w4mtFymH1zzrR09NjqbSj/Dwx8592gol7/zyhFnJ45yuTLbfTb8p+mfKjraBj7rXTDbHPLWEtbHiRSdjuL8BBrvwcOt/6sJppuwiBQwVXFnpxUfALgtBdxyaw61Ot0IsPPj8zes7ykaH5tNMAllF8P6fTVWA5RsGsCbvB+dR2N1fGDTMco2DWePf9PhR9aYVG8U6Kv0hph1nqrSzcSBTjGAWzx+zybawxSyMbmm1BYjVGvBprGrWH5DHd69XaqwnieWAowOnOxKbqFWmdvMDVrtbXDB4qFgkHwYOgbwxcoN6qhY6P6VL/AIbfF/OHffd7rQ2ur4LsQbvcbK9rfvdh1VKvVw/2Gx4qFrP+x7yXuLoir80YanVN8FCxiD/ki9+9vn69bI/b7eTaKM7DQlTqWwXPyZA8nErFixcnnpOxeOa72H1oOGSVrO60Y29Ysk94Tsap09/B7sP2/E7CS3QYMRvvpMzLR0o7rFJPHIuxMpZMfQd7Do2ASthYQzJOr3WnY42bOC01DtO4x3NO556hQfuQSab7ML+Nm8QpFX0W9/GqhNcscVrBiuQevCdnIbVxmnStf4IuDY5TKi6IfYR35Qwk3T2/By3g+YkdW+OMN34H4HmJsBNxiYTswTil4iJhH95VPfC9z5BUytuKOKXigvhHxhhPkN/bfayKU86EP0r3RyClCJ1awg5RqS+8KfUN0wtOuxK0yBLFALkEHRvVkNSWCHeIrv3w47TUd/Z3doFxsaS1EWoxh61fm0h8CUql1PfBbaDjrRdRC1rsG3QMl9oS9hKvMJUGt/sLs9/4Grs+lAh7BQnioV94kmEZ8jLeCGs4LfWd9d0PfXvO2vbVScQ/Z5kh0K+KH3zwQcybN6+yPPLSpUvxxBNPVP6u6zruu+8+jB07FvF4HMuXL8fmzZsHHUMURXzhC1/A8OHDkUwmcdlll2HPnj02W2RvwA62JEoHz8qw2/Z2xmlZWPP+HPA7qWVx7Yk78U5SX4UnfqKxphHe9l3k92CI/O0FVAO/elHC60T0G9Qe6IhRSsO22zqmj5tb1PrWLVG1UVtb+T3oErl2pZ7fffWxx+XBXlJbemx1YzQgoalgNOfH8npzDY/LeFvur9KgVQpxTQOtUp6McxGNiJ6z/CbQaB4/fjy+853vYN26dVi3bh3OPfdcXH755RVx75/+6Z/wve99D//+7/+O119/HaNHj8aKFSvQ29tbOcYXv/hFPPLII3j44Yfx0ksvoa+vD5deeilU1Xr6aCpWaPkZ0l7Q0/ECPnPJk0jHW7c9wj61fZ7h8/iLC1chw+eDbtqQwqt4J+maLkOaIJiOF/CX5z8RjTXwN17S8QL+4sJVkd99xszzQIR1srRU+b9bIoJbL2iN2tNBi/jHka+jgxYdHT8o/BQDHR+vqo2dkPGt7Hp0QiZW3KsnEtjdSKGDlvDNzjfRUXWt1sO3PvFhrkBS6KAkfCu7AR1Uc9+3BQ770q0viQBjjP9fw9c1HOPDei0HiRk/derOplSJsA5xpb5dXV3453/+Z3z605/G2LFj8cUvfhFf/epXARjZfaNGjcJ3v/td/OVf/iV6enowYsQI/Pd//zeuv/56AMDevXsxYcIEPP7447jwwgtNnbOcMnrurUdAcx2V35MiADSDpjR0pXtxtDcNTY8GG78Iq98pzXxM6zR5D1dB+Z30clw/2kdTGrpSvTjaF66Yd4Mg7wVhHWvCjiZ349mfDotKfV2i7Jdp/7EViGcdH8/PEl4GGkayBRxU4lDbdE08r0o5nZQHM9AwiinggBqc30l+ifei9Bpw3+++lAmHuDy4GgYaRtFFHNBi7TnWBFzK2+h6DnKs8eo6dgPPx79CD977a/ulvrPv3+3fc9bdE4h/zjIDMaOKqqp4+OGH0d/fj6VLl2LHjh3Yv38/LrjggspnBEHA2WefjVdeeQUA8MYbb0CW5UGfGTt2LE488cTKZ+ohiiJyudygDQBijAhK1cFoKjJ8P8opqMlYobKiosBJiPPGNwIMrSIdH8j4SsULYBkj0zDGS4jxxjc2LKMiVZWtkY7nwZRmz4/zIgTO+BzHKEhWsgx0pON50JQxICSEYqncC+BYGUm+YIg4mg5JYgFNB6XpSPIF8LQEStMhMBISQhGA8fJotJVcm8ptpUptpao+x5U+x1d9Lkib4oKIw7ksNJ0izqY4KyLOiqA0HRylIC3kQZXiI52obxNb20+JPBhdBaXpSHAFCIwRUzwtVWKP1lVkYv2gS587LvY443NM6XNu9JOm0+juTyERG/hWzo/Yo1QdAiUhyRZAqbr9forlwdLG52KciBhnfI6lFaRiA5+zahOl6kiyBQiUBErVwVMSUmyhrk1JoQiOqYo9vkHsCYNtEjgZh3uzoCjdfZuEBv3EV/UTIyPZoJ/s2tSon9JcPzjd6Pc4XXStn4A6Y3kTm3hKgq5Q6O2NI15zf6LUUr8HHHtWbXJ13PPQJoF3lnFBabRvG4k0es5KUEZ/MdDQSYuVcsIsJVVWVIxTClKUESds6XMAKhkCfEmIT1AyEqXPcVAHZWt00kWwKMUdJSNeOq+ga+iAVCnh7aSLYEqfS9ESYuXPUQoypYwnHRSKGgMdxktnhpYglD4XoxSkSp8zbCoO2ESL4KmyTTKSg2wqVtraQYuV1Q2t2VS6ligV2bKPTNpElz5Hl9sKGTFdBaVRiOsq0lQTm6r6qZVNlEojqalIasb/j7dJrNiUquonHipSlIK9ahIaKHTSYsWmNFVlE1RkqGqbxIpNGUqCUGprjFJqbDJij1JpdOgyBNX4f0LTkCq3VYVL/TRgU6N+GmRTk36qjr24piGjKaBUGqwKdOlSpVSxnk0D/TTQ1no2qaBxSI0hTQ9k4zTrp2zJr1TJ/7U2URqFmKYhqxuZm637ST6un4AWYwQlVTLIOiAZq4frFJJQkIQC6BQ4XUMHVdVPlEmbqGqbZMTQIPaoBjahxiaqsU1xSsVeLQGq1L5KP1ED/ZSsGks4qMTblCr5n9X1wbFn0qYuSOA0HZRGWY49AKXYM66TRteTChpHNaHm/mR/3APMjxEpTUVC00CpNARVR4cuV8qPu3QJrGrc+zKagrim1e+nJteTlTGiPO516dKgbEivxr2yvyP8I/Anxk2bNiGVSkEQBHz2s5/FI488gjlz5mD//v0AgFGjRg36/KhRoyp/279/P3ieR2dnZ8PP1OP+++9HNputbBMmTAAAnH/yegBAV7oXn1zxLHjWCMirzngFU8fuAwAsnvEels/faJyn8xg+ueLZynFvWP48Jow4BABYNmcLls3ZAgCYMOIQblj+fOVzn1zxLEZ1HgMALJ+/EYtnvAcAmDp2H646wxAseVbBJ1c8i650LyhNxwWnvIkFJ3wAStMxZ8JuXLr0dQDA8GwPbr7gOQzP9gAALl36OmZPMuY4nD91By445U1Qmo6uVA6fXPEsBEYGpemGTWP2gtJ0LJ7xru82AcAFp7yJ+VM/AADMnrgbK5e8BgBIxYr45IpnkYoZg+nKJa9h9sTdJZs+wAWnvBl4P1195su4Ytkr6Ej2BWpTWdC7YfnzmDj8IChNx7ITt2LZiVsNm0YewvXnvlCx6eYLnsOorm4AwNkLN2HRrJJN4/bhyrPWGP3EKbj5gufQmSnZtHg95k/dYdg0aU8l9lLxIm6+4Dmk4oZNx8XeYuN66sz04uYLnmsae5SmY3RHY5tOn7MFp8/ZggRXwDVnvhh47A1L5HDLuc9AoAxx6OqlL2PqmFI/TX8X55z0FgBgdMcx3HLuM5W2fvysgdg7ffYWnD57IPY+ftaATbec+wxGdxg2nXPSW1g8/V3DpjH7cPXSlys23XLuMxWbLlz4JhZMMWyaM343Ll38KihVR5or4Nazn0aaM0TLlaesxZzxuwAACyZvx4UL3jBiL9WLW89+uhJ71yx5CVNH7wUAnDr1Xaw46U1ceerLmDT8AG49++lKW288fTUmDjdsOmPWFpwxy7Bp4vBDuPH01ZXP3Xr20xWbzp37Fk6dWrJp9F5cs+Slik23nv00ulIlmxa8gQWTt5ds2oWVp6yt9NOtZz890E82bTp3rtFPY9JHcevZT1dKd/3up7JNt5z7zEA/LX4VsyfuRkIo4vrlz+OixesMm2rGiKuXvoxpo/aCUnWcOvVdnHPiW6BUHaMzR3HLuc8QYVO5ny5d/CrmjDeupwVTPsCFCwfGvVvOfWaQTUFeT5SqY8X8NxFhn0bPWTcmjet5FFPA1zveglASxj6f2YJ5/FEAwIr4R7gmuQOUSmMS3Y+vd7xVeQn5UudGzOCN552VqQ+xMvUhAGAG34MvdW6snP+eYRswkTPi85rUB1gR3wNKo3CScAR3dBnTyQiUirtHrMfI0pckN2Xfw5mJUtzFD+HTHcZ9dAzbh7tHrMdYph+UTuHTHVtxasyIuzMT+3BT1rjnjGQLuHvE+opNd3RtxknCEQDA+ck9uDpj2D6R68XdI9ZX2nrnsLcwQyg9w6U/xKXpkk1CD+4c9lblc3ePWF+x6erMdpyfNO63dmzK0iLuHrG+8kL26Y6tWByvsinzPiiNwii6iHuGbajY9LmOzZhXsmlFYg+uSX9QsemeYRsqbW3UTzOZXtyVebtS6vX1jrcwiTXWeb4muQMr4h8BAObxR/GFzGbckd6KYbQRK6MYw6ZPpLbjrJjxjH+qcAi3pd8t2STh6x1vVcrJb0u/i1P5w6BUGmfxB/CJ5HZQKo3REPH1jrcQK1VAOLWpaeylP8CKhNFP84Qj+FzHQD/dM2xDxaabMu/hzHipn2KHcFt2W6Wf7hm2odJPt2W3YXE59uL7cFPGiL1RTKFlP9VeT5RK467M25jJ9IJSaVwW343L4ruR0RT8dWYzvpzZVLGpWT99PrOlYpOZfuqAjG9kNqKjVMJ9e/I9nCoYNp0lGP1k2FTENzIbKzb9VXor5vPGOH5BbC+uTewEAExi+/CNzID/v5zZjJmc8UXDyvhurIwb95yZXA5fTm+pCITfyGzCJKYf0ClcG/8QFwj7AJ3CfK4bf5XaBugUBGj4RmYTRpX8/4nEdpwlHDBs4g/j9qTh/ywl4RuZTRUh6vbkeziVPzxgU6JkE13ENzKbKsLMX6W2YT5XsknYi4/Hd+CO5DbMZnvwjSr/fzm9BTPZkk2xPVgZM2JqJluyqYRhk9FPhk3G88587phhEwzRyLCp6KFN3YBO4QJhn81+2lwp5bUVe8ntOIs/AEqlTV1PaUrCnZ0b8cmsEaNmricgmDGCUmmjn9LvVgS8r3e8VREMb68Z96yMEX7b9PHM+4jwl8BLfSVJwq5du9Dd3Y3f/e53+K//+i88//zz6O7uxumnn469e/dizJgxlc9/5jOfwe7du7Fq1Sr88pe/xKc+9SmI4uCa/BUrVmDq1Kn40Y9+VPecoigO2ieXy2HChAm4/C92Ia+MBU1pSMaK6C3EAVBIxgqQZA6yykLgJNCUjoIkgKFVJAQRvYUEACNDqSjxUFSmkkVWlHiwjIoYL6GvEAdgZB/kRQGqxiDOi9B0CqLMg2MU8JyMfD4GI+uqgP5CDJpOIy4UoWoMJJkDx8rgWBX5YgwCL2LRzPex7p1pECUBiVgRssJAVjjwnAyGVlEQY4ZN8SJ68wM2iTIHpZ5NMRG9+cY2FRTBsk39xbhhU7yA/qJhU0IoQlEZSErJJkZFXoyBojSkYkX0FWPQS5+T1ZJNrAy29Lkg+ykVL2DauL14a/sUCJzirU0ia6uf6tqUyCNfPN4mllEgVPeTidijKA2peBF9hZJNPsSeplNYOG073t0zFsd6jXTrVLJAXOxRLOrHXixv2KSxleykoiyApRWjn4oJ164nnlHRX8empFCEVMcmitUH2yQUICkDNgmshFnj9mDTrslgGc1dm1gZ/WIdm/giFK1kEyODZ5vYpDCQ1ZJNtIq8VKefSjYpEtN8jPCpn3hKahl7FICTp7+HrR9ORE8+5du4p1Csb7Fn26Y6/SQWrd9z69rE7sUf/rf1EtpyCcqcb+/xrQRlyz3jiStBafSctejBDegWRoKBhgwto1vjoYNClpJQ0I1rOE4poKGjX+fAQkOalnBMiwEwsg/6NRYymErmQV7nwEFFklbQrQkAgC6I6NV4KKCRpGRoAAo6B55SEacU9GgCKOjooEXkNB4qaKRoCYpOo6izECgFAnT0ajwSlIxzU7vxbN8E5HUOaVqCpNMQdRYxSgFLaejTeMMmRkK3Khg20SIKOgtJZxCnZNCUjn6NN2xiJBxTrdnUyRTRq5ZsoiVoOlWxKUbL5myiNOQ0HjR0ZGkRPZoADRQytASxkU20hG7teJtijOy4nzrp4qB+UhkdBZ0FX8omWSAcxYvFUYhRGnIaBxU00pQEGYZNMU0zbRMHDb16A5s0FhIYV2Kv1iYNVMWmOF0/9qptstJPXtikgcLZ8Y+wQRyOA2qyYlOOYqGARoqSoVbbRKno0fmSTVLdfhKgQqBU5PSyTRJ6NN6wiZIg6gxEMINsomm17hhRtomBjr6KTTKOlfzfQYno1w2byplZ/eV+ohR06+V+EtGrcRZtkiGDsmGTjl6wRj9RMrr1+jYlIOMU/iheEUeAo3Qc0y3aRIno1U3YREnI6VU26RSKKNkEzbxNOtdwLLfTT3mVr3M9me+nXlmwdT1RAM6Jf4TXiyNxWItHY4RPNnWIB/H6X82LSn19JHDhr5bzzz8fU6dOxVe/+lVMnToVb775JhYuXFj5++WXX46Ojg787Gc/w7PPPovzzjsPR48eHZT1N3/+fFxxxRX4h3/4B1PnLAfQOZ84Cpb3t0OtzLkWRkicJ45U2j0W/IS0uCN9jsBmBNX2MMyxapV2tAlwJ0ZI840i5fDcz7si4c8lyn454T/eAR1PD/qbW/MIubG4ANXGCwcAgO7hXGi+zOVGOM1isB394/f8ZO3ow6GOV/P2eXn+KA6tU8/PaqEX2784zf5z1jc/8u856xvjiH/OMkPgpb616LoOURQxZcoUjB49Gk899VTlb5Ik4fnnn8eyZcsAAKeccgo4jhv0mX379uHtt9+ufMYKLOvt6jLlEsbqzSkcK2Pe1B2VeZNIo57NrbYwwLEy5p3wgWW/h93uoDEb76T5lpSVee1QbjNPSVgwYTv40jyCXm/tgBs22R1r/KQd+9vr54GhSnmeJDdWQHRrRVFKpypbPQRKwRmJvZW51cJMta1ui5xur/AqUArOiO8jxu/1VrG1YrOZ/UlYtdiK3/1e0ZQUH3mFABVnCvsrZbPtitM+dBpvtec3xnjzY01YrmWvsGp/Ix+QMrYPJdggT37PPffg4osvxoQJE9Db24uHH34Yq1evxqpVq0BRFL74xS/i29/+NqZPn47p06fj29/+NhKJBG688UYAQDabxW233Ya77roLw4YNQ1dXF7785S/jpJNOwvnnn2+5PRyjQnbp/cMvsYFjVcyauAfvfzQGssL5ck6v8cJ3bmeAcYyK2RP24P2Pxtb1OwliUztiN95r+yPojMBGQgfJmYE8o2LW+N14f1/9mI/wJmut1VgT4Q0c4/DFS6WNzWsIXnW0HjFdR79Dsc8pZgUv+ege9K5/DIW3HsP+3t3opdPQ2RgoTgDFCqC4GCiWB8UJoKv+T1U+wxu/L/3f+LwAurK/UHWs2mMIoGjGsa2tqOcLt7ICa/vKapaMQGlYHDuEjeIwiH4sDEvYC7qV9riZgeTU7/XEGK8yAxv5KKwZWQKlYjF/GG9JXRB1769/PyE5s0+gNCyKHcTGojdjjVXb/YrfoMc8gSJ3ReN2JVDh78CBA7j55puxb98+ZLNZzJs3D6tWrcKKFSsAAF/5yldQKBTwuc99DseOHcNpp52GP//5z0inB8pEvv/974NlWVx33XUoFAo477zz8NOf/hQMY33ALIgxsLx1O4IUefLFGH793JmBnT8suN1HeTGGXz1/lpFRhnA+YIQRt+KdNCGwTD3hiBQxsF+M4VcvnR10M4jD62y18lgT4S8FMRZ0E9qSnMbD6tOZn2KfdOAD9G54FH1vPobihwMLcPQ5boENGM66eMjW/J4TwKZHInbCKeBHTgVFt355rvVVUEJgTuPx/WPzPDl3u+GmSOim38v4KQYC9vs7aMEwp/P4Xu+JgbbBTVwZu334oiin8fjB0fm2z+M27T5elclpNkSXajTa2LzGj3P4RKDC30MPPdT07xRF4b777sN9993X8DOxWAwPPPAAHnjgAcftoUwoz6RlctUusBDhD7SuRn4PAK/inVQhECAnO7B2oYahit9lqZHfg8HM80CEdWiTX5T5Jfbpug5p7zb0rn8UvesfhfTR1qoDUIifcBoyCy/F8Emz0CsBmixCk0XoSmkr/d/4XbH0swRdLkKr/owsQlOKpb+J0OXS/5ViaV8JulwAqqfdVmXoqgxV7HfsCwCgEx2ITzkZsRMWIT5lEWJTTgFTM99iPbzKCqzXx9XCS+2k9VaOE9GYVv4q+70bfFO/O26Hz2KgGYIWDGsX1AgrJGf31cPsWBPhLmafByLcI1DhjzSSsSKKNdU9pAl9taTiRdx8wXP47z+fU1kNNcJ7wuh3q4IFKZlm1fjl93rXPUliIOC/IJiKFXHLuc/gZ8+eV1lVdSgQ9PxzqVgRn1zxLP7vU+cOKb8HTTJWDLoJbUmWFpFr8Dc/xT5x11voffNR9G54DPKB7QN/pBkkZpyJ9IJLkZ53MdjsKHQyRXx19Dp8d/+iykq8XqDrOqAp0OQmAmGV6DjwuWJFYNSqxEhdNj4jH96J4q4N0PLd6N/8LPo3P2uckKLAj5mF+AmLEJ9yCmInLAI/ahoxWYEdtIi7h23A/YcWVlaYjPCeLC3i7hHr6/rd64w4EsVAMzgZu6p9mqUlfCOzEd/Mzausfut3e4IiiEU6ynTQEr42Yj2+c+hkHFNjni6CFGFA6cYKxBH+QtyqvkFQXh3mvJsOgeE6gm5OS6pfRM1kQJEo4IQdkjMtgxYqanEz/kjyO2lCYDNcWXV1iGSekXD9VAvPdmI+TLFJKqrcjWf/e7j91eb+117/Vpu7dyzxq82V/TLt394FFTfa6dbLqSmxT9NQ+OA19K1/DL3rH4dydPfA/iyPxKzlSC9YifS8i8AkOwftS0NHlhHRo4Y3G0RXZRT3vI3CjnUo7liHwo51kI98eNznjs8KPBlM3HpcufHiHIYsHKcLpJAoMNjxu98lsmEQA+3QLhl/ZglS7AMGrl+nYzyJ17Gf2B0H9UIO797pYFXff9zn33PW340h/jnLDFHGXxWkvsw2exHVdbpl5pOVF9lIJDSHGb97DQkChRncbKfOBO/3MiSXB9fiRnagrtNtmXFGwnXULLPczlhjNVOd5Nj1AlP+UR36JFrcoy66RoP2K7NPVZB/7xX0vfkoejc8DjV3cGB/PoHU3PORXnApknNXNC151UB5munnBxTDIT5pIeKTFgLLPwMAUHoOoLDzDRR2vI7CB6+juOutBlmBMxGfsgjxExaZzgp0ozxYAxVYpp/bKx47PY+fwoIdv7cq23absGYGtsLwvf1Mv7Dgx7x9Dfevc805HeOtjhekC4V+jX+OxW2NMjavCWEGbSMi4a+KeKwIWQtWybX6EpqIFfGx01/HYy8vRr7o/AHJ7PmHukCYiBVx6dLX8egad/zeCBJECZJIcoXj4p2UWAyTEFjGymIiSaGISxe/ikdfPw39IV74gJRryqw458dYY0UoDDKu/Zx6Ix6V+npChpZgd8Y6My8jmiwiv+0F9K1/DH1vrYLaf7TyNzqeQerECw2xb845oHlzgnqaFvGpYVvwkyNz0NtGL+VsdhTS8y9Bev4lAIysQPGjzSh8sM4QA0tZgdLebZD2bkPPyz8HANCJLGKTTzZKhE8ozxXY+tnZanlwhpbw6Y6t+HH3bOeTwDdoQ1iw0m6nooJbfidBDGwEqSJhhpJwW/pdPNQ7AzndnZgnhSCz+1pdP2lawqc7t+DHx+ag16Wxxkl7anFyTZM85qVQCLoJQ45I+KtCVhjAxy/P3XgBlRUG73w43mi7jwx1gVBWGGzb5Z7fSREjSKdevJO6Em4Y5gmsR6NYlFQG2/ZMgCzRUbzawK5o5fZY4xSrIiHp8+Q2ghR/txuihcoKsy8smpRH/+Zn0fvmo+jf9BS0Ym/lb0yyC6n5FyO9YCWSM88CxVp/qVNUDm/2j4KicqBtVIZoNJkiQy0UwyE2cQFiExegc/ntAAAldxCFUmlwYcfrKH64AVq+B/ktzyG/5bnSjgNZgbETTkF8yiLwo6dbzgqsfbkVdRrriiNNxQwpL7dasQ9K7iCU3CHochFsZgTY7GjQyU5QVDiyCK343Sp+i4EN22FDhPJDLBR1BuvE4RD19rj/kFLK2whd11Hc+SaOrv8THmT6cCg+AUiOAJPqKm3DwKS6QMezpuY+9QpSxjczaMU+KL2HoPYehpKr+rf8/17j/0rvYTCJbNDNHXJEwl8VisLBxjOhabx4WZYVDhvfn+L6cd3Crs0kCDfNkBUOG7db83skljjHbLzX+pqUeAqrGAgAishajvmhjFuCl52xhhTCKvoBxvNAhPuIOotmr7RmX3DUQi/6N/0ZvesfRf/bzxor4pZgs6OQmn8p0gsvRWLqUlCM9UddWht4yRNB45W+8ZaPUe9YQeBEeGQzIxtnBe4szRV4eGfzrMAppxhZgS1e8mr7XtI5vNw/1vibbQuco4n9pRdXQ9BTcgdLL66HoPYcLL3IHoSSOwxdytc9BsXyYDKjwHaMApsdDbZjNNjsqNJW+n/HaNCJjsAFwmq/w4eSxEbiThCCYDP8EAtFMHhRHG35PCRButgHAPLRj5B79TfIrf01pAPvAwAONduBZsAkOytC4IAoOPAzW/m/8S/FJ3y7lr1E1zRo+e4BEa9KuKuMg5X/Nx4D66Ep0eIefhMJf1VwnOzawtJ+iTw8J2PetB3Y+P4USHL7vKh46T83RCCekzF/6g68tf14v0cCn3fYjXdShUCgsThCmiDIszLmT/0Ab20/AVIkihyHVyJXs7Emwjs4Tna0P6XRoHwQfPw4h5vEKAW1njUt9vUdRd/GJ9G7/lHktz4Pveqlge2aYKzEu3Al4pMX2crOaCTQxSgFp6f34OXe8Sjq4XtsrrXLiRA4KCsQFrMCR8+ozBNoJiswRik4I7kXL/WPdd3vmpSvZKFUhLwqQU/pOQi11/idLpp/kQWM+SPZ9AhQfBxq7iDU/qPQFQnK0d2DFpWpuy8rgM2OAlMSAgdEwSqBMDsadCLrmajQyu9+zU9GSnagE6yKYDFKwZnxfXixMCaUY40TvCzlBYxMtN4NjyG35tfIv/sSUFrblOIT6Jh/MSYNj+PDoyKkvmNQ+45C7T8Kte+IkUGuqYa41XvYfJu42IBImOwCkx4++OeSQMimSwJistNWRroddFWGkjtcsunQgJhXLe5VMvaOAJpi6fgUFwebGQEmPQJsegSY9HCwmZGln4dXfh/jOWz9u1Nt2xE9Z1lnaI0qLWBoFYqNe0qQQg9Daxg74ig2fzApsDaEDTf6i2VVjB12BJvfnwhZjS4jv3Ar3kktD66GtOxAllExbtgRbN45KRL+SviR0cbQKsYOP4K3d0wEEPndLxhaDboJbQlLaZBhXuxTeg6gd8Pj6Fv/KPLvvgJoA/3Cj5pmrMS74FIIE+bZEkLMZOOxlIYpQg9e7RsL174dDpB6NrufFbilIgRWsgL3vQNp3zvoefkXRjviGcSmnDywcEhNViBLaTiBz2FtfrQpv2tSYSADpSTkVWfqqVWCnlbss2Rj5UU2MxJs+WU2MxJsaSu/yLKZkaBjqcHtkkWjDT37oeQOQOneP/D/HuP/cs9+aP3HoCsi5CO7IB/Z1aI9MbDZkSUx0MggZMo/d4wGmyllEMYzlq+LVn5vdO36IQi2gxjYDA4apnI5rC2MwlCYZdbzUl5NQ/7dl5Fb+2v0rv/TIBE/Mf10ZE67AemFlyKbEHBj1zb88ugs9NXM8afJoiECloTAiijYexhK+Xf9R43f9x2G2ncEuiJBl4tQju2FcmyvaXvoWHogazA9rCQQdh2XaVjOLqQTHZUvTyqZyRXBrk65ba+Rlaf1H7Pg5VLbEh0DIl56JJiMIeIZvyuPiSPApoYfNwY2IiYesdyOCGdQuq63z4hpk/Ky0OfeeAQsb2KC4iijKyKi7SFNCGwGadmB7UqYS1cjrKFIOTz7y2Ho6elBJmN+0a/y88TcvzsIJub9YmFqMYfN/zjScjv9puyXad/f3nQFXQCQj+yuiH2F7a9VMjMAQBh3ItILL0V6/qXgx8z0TOyLcHduwkpWYGkV4eKHG+qWhBlzBZ5iZAWesAjc8ElQ+45UZeA1LrmtntvRDBQrDAh5mfKLbJWQlxlZyloxxDyvy/Y0uWiIlT37ofQMiIKD/78fWr7b9DEpLm4IhFXZg8dnE44GHUt7Zl+QK5i2kyjYLvhRyisd2I6etb9G7tXfQDm6p/J7bsQUZE+7AZlTrwU/bKKjdjRC13XoYv+AKFgRC0v/9h0x/tZ7eEAw7D8K6DbGW4oGk+iAJhctldgCMMqXU8NKY94IMKnhpfGuJOyVs/MyI8GmhnmSjagWevHel6dEz1k+EqUqVUFTx190pIt8NKWhM9OHY7kUNA8m4o2oTyj9rli8qbDk2eWn38OQFVjGj+xAmtLQle7F0d50eGLeIUELfZSqN415UuOxHaj3PBDhHAb1/Sod+AC96x9F3/pHUfxww6C/xSadPCD2jTzB1nmdiH0MNIxiCjgoJ6CWVoAbCoKCmyXCx2cFKsZcgZWswDcgH94xkBX4yi9tnYdieTDlF9mKeDeyKkOlLPKN9FTssgPNxcAPm9hSkNDkYpUYOFgUrM4o1Ao90OUC5MMfQj78YdNjUnyikkHIdYxCpmsE1FFzwI2dDWHMTNMZPHWPXUeoCbJcuBVBXtvlseaAGq+MNe2AH2Kf2t+N3jd+j541v0JxxxuV39PxDDInX4HMkhsQn7K47jXPQMNILj9ojLfdVooCFUuBj6UAk+KirmnQCj1Q+g5XxMHqLEJlkHBo/F8r5ABdG7RyfSUzuaGIN6L083Awic5AFywBGj8PmEaljM1r/DiHT0TCXxVJvoCiEoIVZqoEnGQij+vOfwk//9NZ6M0nmu9HoJATVpLxouH3J5a39rvfWBX4vDyOyzEXtN9JniuwFrfnDkzGirh++Yv4v0+di94CYTHvEiQIfbU0i3mrX0yRHK+kkYgPhUIr/0kzEnphZEVIe7eid/1j6F3/KKSPtg58iKIQn7qkVMb7MXCd42ydy2lmX/llNcPI+Kuxb+Cf95yGbjU26G9BEJQw4WaJMMWwiE2cj9jE+eg8+zYAgNJ7aNBcgeKH66FJBVAMVxHxmMyIASGvJiuPzYy0VdoaNmguBn74JPDDm095okmFASGwqqy49metkIMu5SEf2gn50E4UAORqjsUNmwh+7CwIY2eW/p0FfvR00FzMlg1Blgu3wuq17eb1mKEl3Nm1Cd8+sgDHNHu+JQmv5+3TVRn9m59Dbu2v0bfxSeiKaPyBZpCcfQ6yp92A1LyLWsZphpHwNyM34Lv7F+GY6r/fKZo2Fg9JdgKjzO2jKxLU/qNQ+o6C5uNg0sNBC95nJrtJmokW9/CbqNQXAymj511/CCxPmPDXUnzRwXMKJJmFa+ueRQKhCTzwuxXcEvfCwKB4DNjvJgijuGJODNTBswokhVzf24FEsW8wwcV8GGPZrSx9RerBM78aYbsE5cR7DvtWgvL2t4cTX4JS9suEL/0P+jevRu/6RyEf/GDgAzSL5MwzkZr/MaTnXwI2M9LWedwS+wb9DjoESoWoM9BDPvb5IRq6ViKsymClHJRYJ0BFz6VeoUn5QRmEas8+qEd3obDvXRT3boWaO1h/R4oGN3IKhJIQKIydDX7MTPCjTgDFuDcfrdtiYJKjMGsYi3EpGpsPK9je7e98rs2uwXYYa/zI7ivueRu5Nb9C7rXfDVpwQxg3F9nTrkdm0dVgsyYVNLSH30ml2T1ZK/Rg21cclPp+/ZB/pb7fsv48SCJRxt8gCLjYLQs6lPsrPZptw5AWCD3wey1DSdxrRo0fJIWBMeN06eGJsDgMU1ZgGXPZgVRbLOpBvtB33B6BrebrR0YhudNpkH/dhpHd37uq8n+KFZCcvRzpBSuROulCI9vBBl6IfdXooNpmhc1aW70QAl0rEWY4KPFhLrTIG+zGnZtzJ7oBzSfAj5gCfsSUun9X+45C3LfN2PZurfyr5bshH9gO+cB29K1/bGAHhgM/ehqEUpkwP3YWhHGzwA2bZKu00M3swMlZBt9YlsLMYSyOFXUomo6fbSrgD+/5l+HdfLyhIJZKTYfSHciM2KfkDiL32u+QW/triHs2V37PpIYjs/hqZE+7AbEJJ1k+d/k6lsCAQmu/k3b9BoUbc+VGIqv/tMeTjEsk4gVIqo9KrgvCTjJexBXnrcXvn1mC/oLP6clDWCBMxgu44uy1+P3zS9BfiNs/UCTuWaJuvNf6kLB4C9NcgbVUi2TJWAFXnrUGj7ywFP1FBzE/xHAqbLk21vgAuSKedRLxQtBNaEsoPo7U3AuQXngpknPPBxNrvtBHI7wW+6rJMCL+YvR6/O/9C5FTBUfnJQ0/Vkm1WyKcoUXcMWIjHjw0DznNe7/7teiL2fMEJTDU+p1JdSExfRkS05dVPqPrOtTcAYh7S4Lgvq0Q926DtG8bNLEf0kdbIX20FdXLrVB8AsKYGeDHzDQyBMfNRmzyyWCSHbbaSekURiZonDeZx8LRHLpiNB7eWsBTO8WG+9y5OIkOgcZlvzmKPlnHfWek8amT4tjXp+K1fbKtdrhJlhZxR9dmPHh0Lnp8iPkgMSP2aXIRfW89idyrv0b/5mcrq7pTLI/USRche9r1SM4513KGae01mGFE/OXIDfjPgwtajvHtIvjXw++Fr5yW+lI6ZSqOnOLHOfwiEv6qECUOFOPhCTwQeUSZxbq3p0GUCe5Ku3YTJuBUI0oc1m2dDlEyebOJBD5XMBXv9XxNWCw1EkhIFgRFmcPr26ZDDCj7LEy4KYBZHmsiXCHytzfM+sfXoKfH2NrXT7GvmqLG4pnuyShqBD9nuQgpYmBRZ/F070Rb2ZbtsHKzGRu8EBPM+J2iqNKqwKORnL288ntd0yAf2wNp3zZDFCxlCEr734Uu5VH8cMOgxXvGfe7nSM27oO45GAqYmGUwo5PB6BSDd44qeH2vjPLtdVicwl8tSmB6J4utRxTszskoKjpYUKh3C541jMH4NIPfbC2iuwjoFPDAG/341tkZrJwWw2v7ZFCo1JIEQkFn8VTfeBTaJMO4Hq1EFF3XUdyxDj1rfoXeN/4ALd9T+VtsyiJkT70OmVOutJUh3uiaKmosnumZ5OkYb2dMcuv6JnU8FIfIPZUkIo9XoaosWLeEP5+EHkVh8c7O8b6cy3f8EstsiEKKyuKdD2v8Hol7nmM73gnPCixDcnagorJ4Z9eEoJtBJF5mutUdayI8R1WjxyMvUNgUrDxmBSX2DexPQwaNDb1jjZ8dHa0xOuHZIEGIgRINvJEfVfdvEQZeiIOSzlT8bhWKpisrE6dOHBD0dFWBfHjnQLlwKVNQGDur7nHSPIWvL0vh1LEccpKO7qKGK2bE8OpeCd9Z0w8AuPnEOOaN5HDD74+hqBj70RTQaDYPlqbQFaOxp7eUNaZT6Cnq2HJIwXmTeSN7qIltfiw8IukM3ijam9+UZMxkTMlHdiP36m/Qs/bXg+Z/ZTvHGWLfaddBGDXd8rnNXCOSzuDN/GjLx/aadh/3JL297SOR6Mm2Cp6T7C0sHaDgI/ASFs3djnWbp0KU+MDaEWps9F/k92Bwze8hyAosQ0p2oMBJWDTrPazbNh2iHMW8X2WtAidh0ez3sW7rtMjvPsJzDktQNAqU6kMJSoCry9ohTslo5lk3XnTcEPuqidMyzunYiee6J6OgeZMJWntOt/FCWPR6vsAkVJyb2YVncxNRAJn35zBgtbQ4Tsk4L7Mbz+QmoKC7E+8Uw4IfNQ38qGlIL7h08B/rrK0hqhqe+VDEj9bnsbPH+MD1s2P44uIkHnmniGNFHUvH8fjl5gLmj+RwwRQBRwoafv9uEXv76sf6wX4NwxM0qpe0LCrAnl4Vo5KGj5pFsJVyP7siYZyScX5yD57uH++a74PCVClvsQ+9bz6K3Ku/Rv6dlwb2FRJIL1iJ7GnXIzH9DMtzQ1q9j8RpeWCs8WiMjzj+npGod/FHeEok/FVB03rDb4oGQVBmF03pSCcKoH34JipigMjvweCp30MkBgL+ZwcO9ZgPav46mtaRThZA+7AaZ8QAkb+9od74QaLYVw0NHR1sEXSgRYDOqLXPDyHQOI99n9HQ0cmE0+9lX/ixirJblK9DlqbQRYtgdaryO7/nJ5MlGk+/b6TxUSXRd9tBDdkYhWNFHZquY/ZwFjMOsbhkqoD9fRpGJVncMKcDf/FED7YdOV5QOJjXoOvA8MTgayEn6pBVY7Xfftmd/rI6J1hZKKQBdDJiaGVuM3bruo7Cuy+j55X/h971j0GX8qWdKSSmn4HsadcjveBS0LGUpXM7uY+EeawhAbv3X6f+jr5gtU4k/FVRFAWwtQkVBIl89SiIAla9sND4wcv5CSMGURAFrHr55KCbYQ2rwgUhJabV+O73kJQIl/EyO7AgCVj16iLHxwkLgS5UURV3BYXDqhdLY7zZnHTC4zQMFMX2nlg9KPo1HgzIF/uq6dd4/PKg9dUiSaae7aSJgf0aj58fmet2kyzjJM7M7EuaOFjP742uV68FQY4GloznMHMYgzMn8vjHF/pxqBfICkbm3jWzYvjsYzms3S8hK1D41xUZfO7kJL7yXA5FBZU5+8r/bu9WMHcEiye2i5BLTR+RoLG3T0VWcE/4s0pZMMvrPP67e7bxu0Ba4h2aLKL39Udw9JkHIX20tfJ7buQJyJ52A7KnXgeuy/q0Jk7uJeXrM68J+MWhE43f2TgOadewW3gtePWHPKs1jETCXxU0rRIv9NWKNwytYtTIHhw4nIWqmlD+CBRzwghDqxg1rBsHjnRA1QhTXN0SLJwex4NYC9zvIcsKLONGdiBDqxjV1Y0DRwmMeZcgReyrxlbMW7mPhSB+PaeOv2g9+BUe2xFeA3QXXtTs72/93CylYoKQw24xA0Vvz7EPCE4MbPTSzEIb8LsLOVCkZm2QJg5a8bvdFZvNMixB469PTUDTAYoCLp0uYNNBBVsOqTha1PDeERVv7FNAaTRyeeDxdyV8/KQYxsZZ7Og22kEB0Bnj/0/vkLBiioBFYySs+cgY41dOF/DuURUH843brWsqxD1bwHaOAZMaBoryJpZYaJjI92KXlHYl5klA7TuK7hd+hmOrH4KaOwjAKOXNLr4W2dNuQGzKIsv+dHvuV6djjdWxhQShkITxkLU3wVqEAyLhr4oEW0BRyQbdjMG0eBFNxCVcfv7r+PkfzkJvf9zx8SJh0ByJmIjLz30dP//TWejNJ4JpRJAihRnstq9JDBLh91pClhVYxqoYmIiJuOKMtfjvP59Dju9dgESxrxrPY96sSEhiXHv4RV1CEB3tT6sUaB9KUHQfzuEmSUZCn8V93HhBcTKHXoqRcNuYDfiXncvQrQ5kKJTFhHYmiBLh8ktxipHwmZEb8U97T0W3GjO1b7vSzE63RQQzfm+Gm2Lg/j4N1/7WWNW1Q6Dw7fNS+OtTE7jzyV68c1iFwFLICBSOFgwfSJoOSdUR5wx/jU7RmNbJ4P1jKvb3afjlRhELRnK4Z2kKq7ZLmNLBQNeBR7aKTW8nSvd+fPjt8wAAFMuD7RgNtmMM2I6xYDvHgO0YA65jLNjO0cbvsqNAMdZfsdOMhL/s2ozvHDoZx2z4niSkA9tx7Jn/RM+aX0GXCwAAtmMMOpd/Bh2nfxJMosPyMd3I7qtHipFw++i38M97TrMV8262pRYn1zfp42OSjr5g9RtK13XC1QPvyeVyyGazOO+ag2C5TLCNIVnMiUTBYCA5JoIkLPFIomBiAVJWFXYT0sW+0NMq5kPgA0XO4ZnfjkRPTw8yGfPPBeXnifl/exSM4P3zhCrm8NY/d1lup9+U/TLzn3aCiZtrZxDZfccdQ/V//A6LoEj6SsQRBiRkFzXCrCDIUMaj8CXTePzlKXHc+ec+zBnO4K8WJ/DzTUX8fFMRFID/szINVQO+sKoXkgqsnMHjb5cm8U+v9OPR94xlhTpiFK6cJeDcyTz29mp4ZFsRaz9Smp6/+NFm7H7gWqh9hwAzr80UBSYz0hADO0aD7RxrCIWdJYGwYwzYztGg+fb5EhUoz9/3Co4+8yP0b3yy8nthwjx0nXsHMqdcAYqxXt7pleAXESxqMYdtX50UPWf5SJTxRwJhEXaibEHvCUsskECtr0iNv5CWB5cJVCRrF0IgdLnKULM3wlWCFvyCEPu8PL9XQqIf2YARzml1PQUpDLbKDmRp43ai6kCMBS6cykPTgcN5DX/+QMXsESxuPDGGxWNZjErSyMs6fvB6HlJpbY+3Dyr42VsFbDk8sNhHd1HHTzYU8ZMNRdPtjI2bi+nf2QJdkaD0HIDcsw/Ksb1QuvdC7t4HpXsvlO79kLv3QuneB2gK1J4DUHsOAB82sT/RURIDS9mD2ZGgWB4AZdQ2U1Tp/0B59jmq8rvqv1OgGu1DUQP7GAcYtH9lv/I+TY9ZjqWqY5b2UfuOofvFn0HctbFiX+qkC9F13ucQn7Ys8HLeiGCpd1/2ejX7iOOJhL8qkvECRMUHJdfFF+lUooDrLnkFv358GfryJkp9vWQICYOpRAHXXfgyfv3k6fb8Hokptmga72ERAoFQioGpeAHXnf8ifv30megrBDzWhAGXxC/HY02ELZLxQtBNaEsyjIj+Or8PupwXaCy4ZdkiPj/hVfzH7tPQo4Sv/K7WrrAIgVmmiC+MXYcH9i5CT8jLHkmm9tor+/3f9p8SiN/Lgk+ap/CXi2N474iKMRkKs4YzSPM0vr82j5xoPO/9y5o8Xv9IxqKxHNbskbF2j4ydPQNxt6Nbw0MWBL5WUCwPbtgEcMMmNPyMrmlQ+w4bouCxvVB69kM5tvc4sVCX8tDy3ZDy3YMWuwg7FBdHdskN6DrnL8GPmmZ5/yAEv2iscQer9+AM7WxKlQjrRMJfFUWRB+XFvM0eijxFkceza09EUaxdjphAnPiBMBGnKPJ49rWTWvs9EvhcxVK8h0kIBIgXA4sSj2ffmIeiFIKxJig8yHQzPdZEuErkb28oaIPLvILO7gNaZ9jlVQ6PHJyDvNoeKxCGRQjMaxx+d3gW8hrZfjcbg2HJiCz7vaDwldVmq/ErQ7Cg6BidorFoLIucqOOt/Qpe+FDEpgMqaNDQaA2aDqz+UMbqD8mZK4yiabCZkWAzIxGbuKDuZ3Rdh1bIQeneV8oSNDIFtdwBZKg8elQOmg5jKWK9/B9jP0A3flf9f+g1f0Pl/3ppX9TZt9E+x/2tZn990HFKf6NpJGefg84zbgWT6rLstyDLeQuKgP85NBsFRQClG+0Iy/XqN25m6RV0ZzIUpVG+ZHa2U/ZoJPxVoWoMWDeEPx/FHkVlsHPPKN/OFxhe+9SiKKSoDHZ+VOP3SOTzHEfxXq9/IjHQNIrKYOfe0YGcm2g8LmutO9ZEeI7TlasZlQLjx8IbIVvcQ9ZpMAhe8LNSTivrDLb2j3B0PpIhVQiUdQZbC8M9aUszvCo/a3VcUoSGVn6vd+16IQYqGvDlJ+vlBxt4vaKwl1AUBSaRBZPIQhg767i/D6WcsyAFv/I1KQPYmh9R929mIeX6dQO/SnBl3Ytsq4hmkJNOQgACJ9nbUdUHbz4SEyScs2QTYoLNtkcY1PZhiy3Gijhn8UbEWDGQfh+quB7vAV67tlG0wZtPxHgJ55zyFmJ8NNb46f8YL+GcUzdGfvcZ288DEU1JQnX0skZptKOXEkqlLc+hl6AlXDlyCxL00IiJso+8nuuw3JeN+jNBy7h62DYkHK78WH0eM1tQkNIuO34vZ95Ub0FAa3TTjXQStIxrO951HPOk47RPnMZY7TWVoCVcNXyrozE+DGOM2bb6RbvHOYlEGX92CItAEBERYY2wlQcDRGUFti3RYhUREYFBxOq8OgCNNrYybZTh0QgSswFJeHEOgrBkDJbxKzPQCmaFprBkDoaNIBfsIGnc8CObkCR7I8ghEv6qEGUebKOpRAgV+4oij+fWnhR0M4Yckd+DwXe/h1EIBDwRA4sSj+femO/oGKEiaLGvFHvFAofn1pRjvsl9KCyxGRJEOZrjzwvyOguzxT1ErM6r0chrMTxy4MS6f/MMQoUHP4XAgibgfw7NMX725CzthVvCYF7j8Lsjx5efugGJYmA9zAhUXoiDeY3Db7pnuH7coCGhnLcZeY3H/xye7eg8XtKuIl5BFhztH02pYp32jCSbMPTAcu+klwBSqgZK1cBBxpSx+8FBrvyuvEV4B8uomDz+AFhGbf3hgKmNCzc3vwnc74SPC02pLRG2KGyxjIrJY/eHIuZtE0AJ9SDqxJbpmLcyXUHEYOr4iIESdKvaEg6tr60gynkHUc7sK7WBo1TMTh4ER/k49lW3wenmIdVlwW6XBnOUitmJQ/76vY0xW97HUSpmxw/75ndSyoSt0qqs2E4pK0epmBM70jYxT1I5bzOiscY7au8R1Vvkb/+JhL8qSJ6vrZHgEhMknLNsc905z0gSbNqNmCDh3CVvEzW3YhB97bd4SJzfwy6qWBADY7yEc09pw7nmCBT7qvEk5ttNILQ4R6sZO53GOV36Jtrrjbb4TfQLL7yAlStXYuzYsaAoCr///e8H/f3WW28FRVGDtiVLljjyRTXxBnP6uDG/kGuCXw0JRsKVozcjwYR07AupEJigZVw13PkcfxHmKF9/Sai4etg7pfk4g3lNDKsYWA8r4mCClnFtZ7jn+CNt/j4zRGONM5qJe82IM9EXrH4TlfpW0V+INy71DQAzokhfPo6f/Ooc14+tM5Em3Iy+fBw//u15gZ2/ncRbK7b09wr4ya/OITs+w1oeXKZBmXBfIY4f/+kC/9vjBYSU8Zoh0LHGivjnJM4JFBn7C/Ggm+AJ/f39mD9/Pj71qU/h6quvrvuZiy66CD/5yU8qP/O8e2XPOU0YVOpLSjlvM3qUOL693fpzFrHU2uthWbGT0uAeNYZv7TrT7Sa5itX486o02k1q/V7vGg1iPsGwlAnboSyS9WoJ/K+PTjd+F2SDAiDI+ftyUgLf3nG2cSyE4zr1Gy8We8opzkp9I6wTCX8EQZKY06wtRIsubQZJMUEStX4hOibDLgQCwQtlTmHp4G0gUNxylXa3r024+OKLcfHFFzf9jCAIGD16tKftCFzwa9M5k2wREiHQa7xexdjMOUjyRzNIFgOB9hEE2x0/5u9run+D67EdBX0z+DEGugnt0xx/ejTHX3uSShR8PZ8bJZnpZAGfvfkppJP+tZ20ed+CIJ0s4I4bn3TN70PZl1ZoFO+h8l1ISyrTiTzuuH4V0ol80E2xDqFlvGZwe6yJMIffzwMksXr1aowcORIzZszAZz7zGRw8eNC1Y3dQEpHlvM3oYAv4XzOeQgc7RGIioNLgWjrYAr455Tnbfm9Wfma1JM0vSGijXb83mzfQb+qVCoehdLiDKeLbE15AB1MMuimeEkQ576D9a66nDraA/zXtmSEz1pDSrizb3nFOIlHGXxX5Ig/a7HJzNvBCjMgXePzxz6cgXyBnBcKhkC2YL/D4w9OLbfmdaFGKcKzEe6izAgHiMgPzRQF/eHYx8sUoNb8pLgu5TsaaCPvki+Hydy6XG/SzIAgQBOvX6sUXX4xrr70WkyZNwo4dO3Dvvffi3HPPxRtvvGHreLX0a9bnU/GjnLcZfSqPh3YtQp8sAHrNuDwUMot8ygis7ec+isdD+xagT+WJeFkmAT8yBvvUAb87hZTMwHqYFZ78zB7sU3n8n4PzXPE9iZCa4den8njoo5N987sfGYVhGDP7VYLmVxsiRMJfFZrGuCr8+SHwqBqDvQe6PD+PW7jlk6BFHFVjsPdgc79HAp/7OIn3UAmBQGMBKSBBUNUY7D00LJBzE43HGZtmxpoI99E0Zw8DjM8lKBMmTBj0+7//+7/HfffdZ/l4119/feX/J554IhYtWoRJkybhsccew1VXXeWorQCg6AzMejbwct7SS6oCFjvzDa5BrzKHSBYUfRICVYXDTiW651jBDWFQ0RnsKHa61aTjIFkMrIcZscotcVABjR1ihyvHIokg5+8zcx9RdAY7C97FvFPCIOKZpqo/lUj48502iiTnxHjR0f5BlBrGYhIuXL4BsVhIV5uziRuryTpZcTYuiLjozPWIC2JUpusjbsZ7aPsroFLhuCDiotPfRFxwNk62BT76vnqsifAPp88DfrN792709PRUtrvvvtuV444ZMwaTJk3Ce++958rxzKyaGEQ57+D9qUGCXpIRceO49UgyPsZEuQ1ubJ631ZvS4CQj4cbRbyEZ1tWUCcRMGWKSlnDjyE1I0v75naQyYTuYKS02I34laQmfGLbZV997hdOyaj9XeY/GGpepvSc0uD8kHPqbUf3b2oUo468KrbaEowUkiAW6RqG3Lw6d0Pkqwk6jPtYVoLcvBj1aidxXvIz3en1NfFZgGR9KhTWdQm8+bnmcbBsCmotR0yn09seGrt8DImz+zmQyyGQyrh/3yJEj2L17N8aMGePK8XTU92vQ5bzG/vXbpuk0jslxaHpI7ge11NrldTahSxmBmk7hmDKE7zkBoasMuuU4dJWpCC9BLF4QtsxAM7QSwXTQOKbEoGt0688SmhVMajlvM6KxxiYO+0qP/O07kfBXhSTzYJtknZIg9NUiShxeWTcz6GYMOSK/B4Pffg9deXA1LouBosTj5fWzHTQohBCw8IpUYPHK60bMUxiIx1DFYgiR5PacY6mvrw/vv/9+5ecdO3Zgw4YN6OrqQldXF+677z5cffXVGDNmDHbu3Il77rkHw4cPx5VXXunK+QsaO6jUl5Ry3mYUNA5PHJzl7DwkERIhsKBxeOLwDA8a5BJ2Yi8EwlU9v9e7TkkRA4HwC4JlChqHx49NM/VZUhcosYvT7D4nVMb4Nokj1/EoA7dgY87fCGdEbw5VMOzx6VuklwKyrIKZU/aArdP2CO9gWQUzT9gbTr+rWv0tBATt99CWB5dxUCbMsgpmTh4CY03Aqy3XxlijmHdjyoIIg3o+Y6n2LEFZt24dFi5ciIULFwIAvvSlL2HhwoX4u7/7OzAMg02bNuHyyy/HjBkzcMstt2DGjBlYs2YN0um0I3+U4Skjjkkr520GTylYmP2o0va2I8jS4CbwlIKF6b3++L1ZaZqJkjVXzxMwZv1OwqqglbbUKRUOW7kwAPCUioXJ/eCpNqotbILTvnIl7jQavK5hYWYveF3zZxwgkQBsdDq207p/W7sQZfxVIbAKZCkEL0lVL3KCIGHRgh3Ys7cLitjg4owyQ1xH4BUsmr8de/Z3QVEIvoysvPR7LRC4EIek+T3UGYFlTGYGCpyCRSe+jz0HhhPhe1cJOLOvmTjnRsxbEf9CGcNwPyNf4NpT5Fm+fDl0vXG8P/nkk56eP6bryDsV/JxgQ9iKMQrOGb4d2/uHQWq3sa8efmYENskGjNEKzunage35LkiqSb+3w4t4Kxs8zkqy5fcSpGQGljErKJGSMRijFZzXsRPbi52QVBdXmySMIMp5B1Fz/hij4Jxh242YtzrGW7Ul6FgjaIwUmPZ8ziIZSm/2BDhEyOVyyGazOP+yfWA59+fIcYyXgkxIX/IiahhqWT0hiduwiih1CWg1Yc8gWOwLC17ENyl+UeQcnv7jGPT09FiaO6/8PLHsjh6wgvfPE4qYwysPZi2302/KfpnzzY/AxCy2MwCxr5ZmL6qkiAa+0U7pD+1KCGIySEHQLkPuWncZ0gS/0GA17kJip1rMYcvfRc9ZfjIEvrq0AiEPM5ZefHTwvAJJYoEGk2bbPlc7iRauo4PnFEiyTb/bhZCX4uBoEO+ExmqoFwypRdWCiXkzmBUlQyn2BTTWmIAUkc4bCHkeaDMoK34NWPArv6RS0CHQMkSNrbs4iVclhcSKDD5lBBp+Vxr6PaIJDrIG/fI7admBZjBzrTu5binoECgVos60VcwHOX8fgJbXA/FjTUiEvKbUuR9TZF/ubUkbRJJ7pBJiMCd2MNdaOlXEp298AelU0ft2hXBOOK9IJ4v49A2rkU564Pcykc+Po2G8h8hPYZ2DLZ0s4rZrn/U25u1Sb+5CB/MZuonTfvZlrIk4jsCeB9qcDGvCrz7O31eP2jmnslwB98x6BlmuYL9NDtrhdPMcj+YIzLJFfH3aamTZaOxznSbzeWVpCV8/4YVA/E7SvIF2cXJdZhkR9058GVkm/PefwOfvszBHXTTWuETtvaDFfSHDOfM3remgVR82rX2+CI4y/qroL/Jg/JhSwcUX/f68gN/88VT05wXXjmmaIZwt2F8Q8JtHl6C/4ILfQyL8kIDpeK/1KeHxGIbMwP6CgF8/vtSdmG9z3BRzXR1rIkzTX3S2qi+j6GB8KInUlXA9kPYpfP0nT4LLeXvlGH64fRl65ZjjcwRBPbs8zSZ0KSOwVxHwHx8uQa8SjX1+UvG7FMdx+SEBZKGGMTPQDPWuyz4thn//aBH65BgoD3NzvLz+w1jOG401FnHpC54+OfK330TCXxW6RgNeCH8eCjuaRuPIUXdW23OVNhcFNY3GkWMW/R4JfI6xHe/1fE94HDYSj4ISBDWNxpHucM9t4RVeZm3aGmsiHKO3Q2kNgaigBz9mEVLO2wwVNPaL7TX21dpNohBo+J3Qsc9J3BE+R2JTv9e7XiIx0DVU0NgveR/zpK147Ec5bzOIHmuCxONV3tWo8NR3Io9XEYu5lFrtY9lhPC7isoveQDweorTwViXEdjaficdEXLZiHeL1YoaQNrYjrsZ7SPsnqFLheEzEZee9Vj/mhyB++b/pWBPhGa49D0QMIslIxn8IK+dtRooR8alJryLVBuV3jfC1PNhkaXCKEfHp8eu883uzsrRWm9fnDRDLfq9XMhwA9cqEw1YynGJE3DZ6fVuPNdX4Wc7b+BgUUpRkxDwl+TcOkERA9iWHSJyTRJTxV4Vqd/AJUDRQVRp793fab3u74HMfqDKwd38HVNn/cw9lPI33kJUHV+NHqbCq0th7sGtIjzVBzMeoqjT2HojGeL+J/O0Nqso4G1t9yPCrRdFp7Mx3QdGHTkyQkBGo6DR2FDpb+72dXsDLmLHJo8xB035vBiGZgdWYFZiCzBxUdBo7ih1tP9YEvjpvzfWl6DR25G3EvJ2xJ8iMX8LGStVhnNOqsXmNH+fwi0j4q0KWObCciQ8SJPRIEod1G04IuhlDjsjvweCr30MsBALui4GSzGHdpmlOmhRKgl58RZI5rNs4NdA2DEVk2czDQIRVihpnfUaVAMS+aooah+f2z2j8AYbs0k03CEIILGo8njs09O45pml1XdgUGIoah+eOeHDPIVAMrEeQAmFR4/Bs9xTXj0sKpAl+ZYoah+cO+zTW+CEWEibw1VK+n4jRnIq+E643WY9hOaX+HwguCeQ4BSfN2QWuUdsjPCHyezAE6neCxwGz1CsTNitscayCeTN3gmPbP+aJWHG5FGccLeGkmTvB0RKxUx+Enjo+ZGnJ0SHL30T7sYUJgbYwfvhYzlsXlQJUCoKuYOmwHRBouennXN8Ixo/SYIFWsLTzQ2sxEzGAzVJFgVawtMMnvxNSJmyHVqXFdspYBUrB0sxuCFT7xLzjcmuXynmb3UuIH2v8nIrARVqtaE2sv9uY8IywPsAxpQAMy0uUpoGjZcycug8cLQOaZmwRnsOxKmZO2weODdlbVzlGnGwBQpTf20hwMSMGcpyCmSfsbVuxmySxrzqWbMU8wfOjeoqLc8RybJv5hhA4My+0hAh+ZXhaxYLOj8D7rbKGSET0QgjkaQULs3vBRy+H3lFHNOChYmFmH3gE9JwVYjGwHlbEQZ5WcXJqv/9jjQe4Nn+f7f3NC2HRWOOcZgJfI7g29feDDz6IefPmIZPJIJPJYOnSpXjiiScqf7/11ltBUdSgbcmSJS2P+4Mf/AAzZ85EPB7HhAkTcOedd6JYLFpqW1TqW0WhnwfLEfywX0d0yRcE/PYPi1t+DgBAh/vmSRL5goDf/vG0oJvRGC8FugDFv3w/R7bfQ14eXE2tAFbo4/HbR40bE4WBvwW1yrAbBF3Ga0Z483ysseoDv/o74L4pFPhAz9+u9KkxMPWqqAMu5wXQUCDrVWJ48P0znB8/SGpt87g82Y3S4F4lhh/uXOpWkyJM0tLvQcxRFpIyYbuUBbI+NY4f7jbu90HnbdktZSa1nLcZ0VhjHjczvPuUmKP9Kc3YvMbqOcaPH4/vfOc7mDbNKB//2c9+hssvvxzr16/H3LlzAQAXXXQRfvKTn1T24fnmz5y/+MUv8LWvfQ0//vGPsWzZMrz77ru49dZbAQDf//73TbctEv6q8SN6rGBCYKEoDamkiL5+AXrLCZCbHC8SBS1hye9eM4SyPClKQypRGOx3kmO3nYRASkMqIaIvPzjmgxLP7AiOgQt9gGVBi6ixBrDWfoYOXMCzDWnPA20CjRq/Bi34mciGo6EhwxWRk2PQ2qVQJgRCoOF3ETlZIMrvTmPO0/kRXaCl3+tds5EY6Ao0NGRYETkl+Jj3dSVkN8QkB/cSUseaIPF8dXfUeR5oE1auXDno529961t48MEHsXbt2orwJwgCRo8ebfqYa9aswemnn44bb7wRADB58mR8/OMfx2uvvWapbVF0V5FKOJvTxzE2SipTSRE3XbcWqaTDJbEJLe0klVRSxE3XvOLc71aI+qd+vIfJJyEut0wlRNx01UtIJXyM+SY0mq+w2RYYDvo6kLHGLUIS2/Vw+jxAqbpvW5hIsyW/ElbO24wMV8SXZj2PDGetpCZUEFganOFE3DX1RWQ4d8e+RvNOmd38On9Q2PI7KfOM1SsTDlHpcIYVcdfkV5BhQ3i/t4OP5byNoDQaWUbCXVNfRJaRiL42vSBIG9Mhu6fmcrlBmyi2vk5VVcXDDz+M/v5+LF06kFW6evVqjBw5EjNmzMBnPvMZHDx4sOlxzjjjDLzxxhsVoe+DDz7A448/jo997GOWbKB0XQ/XU6MH5HI5ZLNZnH/pbrBsh38ndkGgCDwbhORsKw/x1O8kC1cBY9vvYYxTwrIDG2X8RTTAJdEr8DF+iKIo3Xj60Qno6elBJpMxvV/5eWL5LcfA8ub3s4si5bD6Z52W2+k3Zb+ceN9eULEOW8fwspy3GW2Z8WeVAFYupmilbhZOu714O8GL7EFPs5+CyAx0gs8ZhCRl/HlKAOW8tVSPI36N8UFm+5I4burFbmz6x9Ghec6q5e///u9x33331d1n06ZNWLp0KYrFIlKpFH75y1/ikksuAQD86le/QiqVwqRJk7Bjxw7ce++9UBQFb7zxBgSh8UrHDzzwAO666y7oug5FUXDHHXfghz/8oSVbolLfarx+qfJA0NF1Gr19cdePa5ohWj7sit8jgc8ytv1e6+swxGYj4SggQVDXafT2BzjWkI5H2W2Bj/FDlUhk9QQNNBiL+/hRztsMDTR6pKTRlgaf0amQCRpW8bk0GAB0jUWPaLymBD3fGamYuTasig0aaHTLHt1zSCkTNovZscclQUcDjW6lTe/3AZfzAo2vFyPmE46O7eT8rbB6DZMo8gE47j6iqVafBoJl9+7dgwTKZiLdzJkzsWHDBnR3d+N3v/sdbrnlFjz//POYM2cOrr/++srnTjzxRCxatAiTJk3CY489hquuuqru8VavXo1vfetb+OEPf4jTTjsN77//Pv7mb/4GY8aMwb333mvaBkIjIxjicZdLfX0oP0zERVxz+etIxAlMC2/j8uFEXMQ1l71q3u9t6IMgcC3ew9wXAZUKJ+JFXPOxNUjEw5Wa7yk+9IHlsSbCFVx/HogAAKRY8+OHn+W8dc+vU6B0ChlGxGenv4h0k7aXP+v2Riw+rBycZou444SXm/o9ojVWS4vTbBGfm7zGP7+TUibsBJdKjNOMiM9NeBVppo3u94SU8za7l5A+1vg9HYErmLhHWHkeIIHyKr3lrZnwx/M8pk2bhkWLFuH+++/H/Pnz8a//+q91PztmzBhMmjQJ7733XsPj3Xvvvbj55ptx++2346STTsKVV16Jb3/727j//vuhWXiPjTL+qpAVp6nH/gsIssLgnfdGQ1bCpZr74isPs7pkhcE774853u9hE5FChmfxHsaMwGp8yA6UFRbvbB8LWRnitw2f561rONZEeIrj54GIusha8/EjqHLeQW2oEdwkjcGGY+Mhaf5fg26Jf75kJLqcFShpLDZ0j4PUImYi3KF87ckKjw3d4yArPCiNDqY8sZHIQ3J2oBlajG8SOKzvGQtJ5Y7/bNgWLiGsnLcZ0VjjAAf3WzmAe2pQ6LrecE7AI0eOYPfu3RgzZkzD/fP5POiad1OGYaDrOqzM2hdFeBWKzILlLOxAgMgjyyw2bZkQdDPIxMP+kUUam94eXz6RZ+eJGIxv8V4vdsImBgL1RSqbYqAss9i0bZLDBoWUABepMGJ+YmDnH6oosrPHI78W3gjb4h6ixtYt9Q26nBdoLLKJGoe1h6c4Pn6Q1NoWBiFQ1FisOTrZvfZEmKLW7/WuzcDmKgtbqbBFRI3Fmu4Gz1mkZHK16vuABT8795JorDGBB1ndomZFdDkeUp+z7rnnHlx88cWYMGECent78fDDD2P16tVYtWoV+vr6cN999+Hqq6/GmDFjsHPnTtxzzz0YPnw4rrzyysoxPvnJT2LcuHG4//77ARgrBX/ve9/DwoULK6W+9957Ly677DIwjHkBNRL+quB4GU1FUwKEvlp4Xsa8uXuwcfN4SJKzCyjCPJHfgyFQv4c9K7CMzexAnpMxb/YubNw6EZI8BGKehBVpNa11zIc1Dkmizr2dY6NSXy+I0TLkqp+DFvzMZNTFaBlLRuzA2kNTUHT4okIKYRACY7SMpcN2Ys2RyWT43c0X3wAWSzGLGb8TLwYCoRQEY7SMpZ27sObYRDJivh5eCJA+ZvfVg7ixJmh8WNkdMPzejhw4cAA333wz9u3bh2w2i3nz5mHVqlVYsWIFCoUCNm3ahP/7f/8vuru7MWbMGJxzzjn41a9+hXQ6XTnGrl27BmX4feMb3wBFUfjGN76Bjz76CCNGjMDKlSvxrW99y1LbAn1jePDBBzFv3rxKrfTSpUvxxBNPVP5+6623gqKoQduSJUsGHUMURXzhC1/A8OHDkUwmcdlll2HPnj222sPU3ohDMA8Yw2gYO7obDENm+9qVyO/BQJTfQzA+WKLF3IEMo2HsqGNk+N4LApg3sS41MdUy5pvNpTpU5xZ1wSdtG+cBw1CaO3MRuTR/nxlYWsPk5FGwYSu1s0Ag8wu2mP+JpTRMThwFS7ng93rzTVnd3CSIc5rErt+Jm2+s3tyBhM8nyFIapsSPuRPzYcClufuc3ktYXcfk+DGwuk7kNekZAdvItOk99aGHHsLOnTshiiIOHjyIp59+GitWrAAAxONxPPnkkzh48CAkScKHH36In/70p5gwYXA12+rVq/HTn/608jPLsvj7v/97vP/++ygUCti1axf+4z/+Ax0dHZbaRulWCoNd5k9/+hMYhsG0adMAAD/72c/wz//8z1i/fj3mzp2LW2+9FQcOHMBPfvKTyj48z6Orq6vy8x133IE//elP+OlPf4phw4bhrrvuwtGjR/HGG2+YTn0sLwt9/sW7wXLeLwvtGFU19zkLqZ8RQwCzcUMqYYvnoZqJFdCqw7YgIasPIFuQCzqOA/KNIufw9BMT0NPTM2gVt1aUnyfO+cRRsLz3zxOKlMNzP++y3E6/Kftl7t8dBBOz2U4Py3kjWhPIysWM3n4v215AcAZhPQLLDnRCCDMIiSWAct7j8HtcCfoaJWwcpXQKajGHt789PHrO8pFAS31Xrlw56OdvfetbePDBB7F27VrMnTsXgLFU8ujRo+vu39PTg4ceegj//d//jfPPPx8A8POf/xwTJkzA008/jQsvvNBSeyhSb0RNBBua1tDZkcex7gS02oGwmdATNhGFMAy/9+NYd/J4vwdN2AW+Rqhq/XgnNZbbZZ7AEqZj3msxzamwSILYZ0HMCnyssSq8NYtxkgXOGoh9Hgg5jJ05cX0o520GQ2kYyfXhUDENVW8c33rQL3Ye43d5MENpGMH14ZCWaur3CJi7RkzGJwMNI4Q+HBJTUD0qDCOqVNgsZsUqBwKh4ft+HBKTnvk+MAIu561Q51phqKqY92qscXIfs3JvIUzgAxrfgxmHma2UpoPSfJjjz4dz+AUxo4qqqnj44YfR39+PpUuXVn6/evVqjBw5EjNmzMBnPvMZHDx4sPK3N954A7Is44ILLqj8buzYsTjxxBPxyiuvNDyXKIrI5XKDNgDo6uwDYLxopVMFAEZHJxNFsKwCABB4GbGYMfcPw6ilzxmkkkWwjCG6xAQJMcH4HMuoSCUHlqxOpwpgyp+LSRB4o8adZRUkE0VDuFEVpOP9oHXjb/G4BJ432sBxChIJsXROEdde/SZSSePnREIExxmf43kF8bhUZVNxwKZYHiwlAaoKgS0ixhUAVfXOJgCAjnSqALp0c4/HRfClz3GcgkTcsIGiDP9TpQEhEa+2SUa89Lkg+2n4sByuvWIdkolicDbF+0uxoiIV6wcLoz9jgoyYIDewqVgpYYvFJAjlz7EqksnyakM60qlilU31Y4+ijM9RpYd/07GXFMGyhl8Fodqm8ufq9ZNhUzIh4dqr38SI4b0DNsX7wUA2bOcKZMdePA+WkgFNQ4wrIsYVG/QTeddTV2cvrr3sNaRThWDHCFUDpRnjI6UpgKohwRfA0RKgauAZEXG+AKgaaF2puk40JIW8v2N5tU1QAE1DXChY6qdkQsS1V6zDsK5eU/3kq031+omRkBAKgKaB0hWkE/2gdMN2EsfyRjaVnwfsUn4g9WMjkUbPWSNjRhwz0NDB5UGV+jzDFsFTRp/HaQlJRjRKsDTjc2WyXAEcZfRlgpGQYIw+5ygVWW4gNjq4PDhooHQKSUZEvPQ5nlaQKX2Ogo4OLl95+UixYmXOIYGWkaFEUCqFLF3AZ2e9hEypHWm2CKH0uRgjI8WWxnFNRydTAK2itF8Rgq6CUikkICNFSaBUCpymoZMpgFIpUCqFDroIXtNAqRSSkJGEDEqlwGsaOujiIJvYku12bUqX2kqX/E+XhNhBNtEyUqxxbTJUTT9xBfC00U8JWkaKlkDpFDjY76dGNo2J9eBz019Gmi14axM7YFOcKcUeAJZSXbcpw/rUT/VsKl9PdKFS0peli+A0DSjFaAIy0lwRn5v6CsbGuxvbRJdsohRkSm2t2FRqa4qptklpYZMCSqMRh4o0JYPSaLAa0MEVGowRck0/Dfg/yzbpJ7a6nwo1NskNbCqYtKlg2KRRSNMiBKiARiEGBSlKAjQKjKajgymirHfU2jSS78XnJ61FB1dAB9vAJlpCgm5gE1ttk9TYJraJTUyVTWxhoJ8Yo5+AUuyV/M+UPtewn0q22+2nTqYITtdBabT92KOM+KdVve71lGaL+Nz0lzFKMO5TxI0RKoUUJSGmK4BKQdBrbKILoFUjOzrocY/SKaRoCQlaBqVTECi14f1pRMnfEf4RuPC3adMmpFIpCIKAz372s3jkkUcwZ84cAMDFF1+MX/ziF3j22WfxL//yL3j99ddx7rnnVpZD3r9/P3ieR2dn56Bjjho1Cvv37294zvvvvx/ZbLayleuqTz15BwCgs6MfN123tiJ2XPGx9Zg6+RAA4JSFO3H26e8Y5xmRw03Xra0c99orXsf4cUcBAEtP3Y6lp24HAIwfdxTXXvF65XM3XbcWo0YYwX726e/glPk7AFXF1IkHcMXH3gQA8LyKmz7+Gjo7jItvxblbMe9EY+7CWTP345KL3gaAymIk5X8vuehtzJpp2D7vxD1Yce7Wkk153PTx18DzxsV7xcoNmDqlbNMunH3me4ZNw7oNm0qC0rVXvIbxYw4DqmrNpoU7AQBTJx/CFR9bX7JJwU3XrUVnR79h0/ItmDe3ZNP0fbjkgo0ADDHzpuvWVsTMSy7YiFnT9xk2zd2DFcu3BNNPVTatWL4FP/75GRAl1h+bVBWnzN+Bs5dtA1TV6KePvzZg09VvYPz4Y4ZNSz7A0iUfGDaNP4Zrr35jwKaPv4ZRI0s2nfkeTlm4y7BpyiFcsXJDqZ/MxV4qKeKmj782YJPT2BuZa2lTb5+Ap5+dWWlDXZvqXk8Ex56mYfyYw7j2slcrc47ddM0rA7G3bCtOWWCMTVMnH8QVl7wxYNM1rwzYdPbbmDdnd8mmvbhkxYYBm655ZcCmFRswa/pew6Y5u7Hi7LcHbLrmlQGbLnkDUycbX7ScsmAHTpm/Ez/+5VlIJozjVWy6/NUBmxa/j6WL3wdQup4uf3Wgnwi06exlWwf6yQubNA08Kw22yWLs9fbFsH7jBCxdvH3ApoDGvXYcyxvZVH4eiLBHo+es80YY4/0IoQ9fmv5C5UXytslrMSezH1ApLB++HZeN3gwAGJ/oxpdmPV857uemv4Sp6cMAgAvHbMOFY7YBAKamD+Nz018CYGQXfGnW8xif6AYArBz/Ns4eaVzDc7L78empRgwJtII7Z6/GCMEQea+ZuB5LRuwApVI4ueMj3DTViCEd1KB/b5r6OhYOM+J9yYgduGayEUMjYr344tznIDCGTZ+evgZzOox4P3v0e1g5YZNhU7IbX5z7XMWmO2a9gKkZI94vGLcVF4wzxqWpmUO4Y9YLFYHwztmrMSHWA0qlcNm4t7F8xPugVApz0/tx2wlrQakUYlBx5+zVGMn1gVIpXDthPZYO2wkAWNi1BzdNMWzKcEXcOXs1MqUvn26a8joWdlXZNHF9pZ/unL260k+fnroWc7LGff7ske9j5fi3B/VTeX7Az01/CdNSzfsJwKB+umzc21he7qfMflw7cQO+vfl8iCqHL816vtJP107YgKXDDZtO7tyDT0xeV7HpS7Oer9j0icnrcHKnYdPS4Ttx7YQNFZu+NOv5gdib+qoRewCWj3wfl40bbFMZM7HXyqbbphr3D4FWiLWpp5jAb3fNwycmvlkRCL80/QWMLwmBl43ZjOUjtg/YNHngevrS9BcGbBq/oRJ7J3fswScmvjFg0/QXBmya+AZO7ijZNGwnrh0/YNNdU19EDMa8oLdPfA1zU8b9e/nw7bh8tHH/GB/vwV1TX6zY9PkpazAtecSwaeS7uHDkuwCAackj+PyUNZXP3TX1RYyP9wAALh+9BcuHGzbNzRzA7ZNeq9h019QXKzZdN24jlnZ9aNiU/Qg3j19fsknEXVNfRIYz7nU3j1+Pk7MfGTZ1fYjrxm0cZJNAK4BG4fYJrxs2aRSWd32Ac4btwLfePQcZRsRdJ7xUmQPv85PWYlr8KKBRuHDEe7hwxHuARmFa/Cg+P2lt5XN3nfASxsdKNo3aguXDjHeBuemDuH3C6wM2nfASRgjGve66MZuwtNN4Fzg58xFuHleyiTXakCkJRzePW4+TMyWbOnfhujGbSjb1464TXqrE3u0TXsfc9IBNdvupPHefo9hTKZycaX099chxvHhwSuWajsaI1jZNSxk2lcf8L816HhNK15PZe+75o99DhL8EOscfAEiShF27dqG7uxu/+93v8F//9V94/vnnK+JfNfv27cOkSZPw8MMP46qrrsIvf/lLfOpTn6oIgWVWrFiBqVOn4kc/+lHdc4qiOGifXC6HCRMm4NKrtkNRhoOmNSQTInr7YgAoJBNFiBILRWEh8DIoWkexyINhVCTiEnr74gCM7INikYOiMpXMg6LIg2VUxGIy+vpjAIwMpXyBh6rSiMUk6DoFUeTAsioEQUF/vwAj+0BEf56HptGIxyWoKg1JYsFxCjhORT4vgKJ0pJIi+voF6DqFREKELDOQZRY8r4BhNBQKfMkmCb19gmFTUoQoslAUBoIgg6LKNmklm2J1bJJLNnGDbWIYpFOFkk2MYZNGQZQ4sKwCgVfQn4+hnEnWnxdKNoklmzjDJlZFviCAorQqm2gk4iJkpWyTXLJJ8L6fgrBJl73rJxgZf20Ve3ZtSinhjb2YFl1PJNtUZNrPpnbspxY2sexhPPo/U23PPXPujUd8m3vm2V8OI27umUbPWaf+w24UuRFgoCHNFdEjx6GDQoYqoqhxkDQWcUYCDR39qgCWUpFiRXTLCQBG9kFe4SHrTCXzIK/y4KEhwUrokY3Y6ODy6FMEKDqDJCNCA4WCyoOnFcQYGTk5Dgo6slwBvUoMqk4jTYlQdAZFlYNAy+BpFb1KDDQ0ZPgiclIMGmik2SIkjYGocYgxMlhKRZ8SA0OVbJJKNnEFFNUqmygd/UrJJk5Et9TcJo5SB9vE59Enl2xiRWh6A5v4Anplw6YUW6xrE8WoyHBF5OQ6NtEyWFpDnyIYNrFV/VRrk8V+YmnFfD/RMnLK8f2UYkUoGo2iVqef7NjEFhzF3nH9NJRsYmXEGAU5JTZgkxyDChopRoSil21SwNNKE5tYiBpr2ERp6FOF48cItoiiykLSWcTp0vVUsinJF9FdamuWLSCvNrCJkdCjlG0qoE/hB2zSaRQ0Djyl1NhURK8smLBJRE4WTNgkokeO1bFJBk1pVf0khcMmWkWaFdGjxKBrtGObeF2vsakm9nQKBY2vY1Mp9lQmvNcToWNEQRac2dTgnhtTDuHVfxxn/znrBh+fsx4m7znLDoELf7Wcf/75mDp1Kv7zP/+z7t+nT5+O22+/HV/96lfx7LPP4rzzzsPRo0cHZf3Nnz8fV1xxBf7hH/7B1DnLAXTZ1e9Dkke4YscgPJxzLZkUccXKDfj9nxaUBA7CIHX+NYckE0Vc8bH1+P1jC0svjRZp13n4PMazeA97nPowd2AyUcQVl7yB3z9+ir2Yb1c8nrfO8VgTYQueO4Q//m5aJPy5RNkvS/5xF/LsyIE/BDx/H2Xi/BmugE9PX4Mfv7cUudJLTjsSxByFzeYJzLAF3Db1VTy0/TTklGD97sWiMIEslmICx34nbK5L4ucOrCLDFnH7pNfwXx+eipwydO73QS/WQdJYEzR+LoCVUA9gzT/YX0QtEv6sE3ipby26rh+XwVfmyJEj2L17N8aMGQMAOOWUU8BxHJ566qnKZ/bt24e3334by5Yts3xuUXLp5b9UJlvZPEQUWax7YxJEMdB1WhpT6wsffOIHosRi3frJEKUWfm9T+4PCs3gPe/+USoSP21xElFis2zCldcwPBTzycT1MjzURruL0eYBSdd+2MCGqbKV80MmLWrm8yPb+pfJZMxRVDqv3T0dR5WyfLwyUfWLFN47PWerH6q1MUePw3IFpKGr2/F7v2HY3Lwjy3M1w6vdB17fD69wNyiWjZragKaosnjs8FUV1aNzvXfG7CzEmqjxWH5gOUeWJuQ79IGg7xTa/p5JIoCPLPffcg4svvhgTJkxAb28vHn74YaxevRqrVq1CX18f7rvvPlx99dUYM2YMdu7ciXvuuQfDhw/HlVdeCQDIZrO47bbbcNddd2HYsGHo6urCl7/8ZZx00kmVVX6toCosWDsxGKBQoCgM3nmv/qrHRBOkuOJCdpeisHjn/TEDvwijWBRCfIv32v4Ma0ZgI2HKRoagEfNjHTYoxAS0Iu1xY02EL6jK0Hjx8htJ4cDYdK0bLyV2BC1JY7Hh6ATH5w4btb7yKyOw3M+yyuGtY4bf2/O12xxm496tDEJJY7Ghe7wrx6pQ77ojLDMQMJ955lUWoaSzWN8zzpNjk0LQ2X2VdlRdV5LOYsOx5jHv5P4TdHYvScJl9X1FViLhz28C/XrjwIEDuPnmmzFz5kycd955ePXVV7Fq1SqsWLECDMNg06ZNuPzyyzFjxgzccsstmDFjBtasWYN0Ol05xve//31cccUVuO6663D66acjkUjgT3/6ExgbL+rlicVbQlB2kCDIWLZke2V11ggTNMrCs7AJbBHLFr8LgS0GHgNDicDinaBr3hVsZAcKvIxlp75bWRG17fEwe9IKAi8PjDUR3lBnjOfZ+pUHEc6IleYIsoJb2X12s9gSkHHR2C1IQAatUg23dqc2I9DrrMA4I+GiMVsqK15GNMetDMY4I+FiP/xOWGagFbzKIIzTMi4eua2yGm87QUp2X71rwOuxxs+M46Cz+Aa1pcU9I0Y78zel+VRZoZH3JYVdAv1K+6GHHmr4t3g8jieffLLlMWKxGB544AE88MADjttD0TpQ752e4Bd9itKRThdBETpXSLsS+T0YiPF7vTEhrFmBZVpkB1K0jnSqYIyT7UqAAt8gquKL0pWBmLd6Lwp7TNrFhXt24GNMm0LDvF/9mL+vGWUxj2Z1dPB50C1iwivxTyMwM6qMl1mBNHR08AVLMRNhjmbXFqMDHVwxGL+HJDPQLFaELp3WQFMaOrkCaIqQZxEXcEXsc9qGFvcS0scakjL2GmHnftvqnhrhPlEtSxVikTNKfQkW+mop9rN4ctVs44ch+o4XBMUijyefmht0M4YcRPu9XcqDaymJYcU8iyefPqn8S3P7+rDoiGMIFPuqcRTzdu5lpMatz/dlsRiVoHhBXhXANHFtUOW81dQKeHlFwK+3L3Z0TCe4ISj6JR66KQT2qwIe/vAUp02KsEi132sjL5CSxTYTAxtBaTTyWhz/b3d93zvFz0VOSCznbUY01ljDrWzvvErgoqRtTiT8VUFDIV/0UwcP3AyjYdSoHA4cyDRuOhOCl++QwTAaRo3M4cDBDFQ1BP5VCRE3HDI43mmyY7vNhECGUTFqRA4HDmWgqiZtcVNUc1NEJFzsq8b3scYvsZDwey3t9MVS1QDFhzgL2djOUmrdnApSsvvqwVAqxqeOYU9fJ1Q9nON4rX1BCYGAeTGQpVSMT3RjT74DSkj9Hkaa+b3edRqJge7BUirGx7uxp+B+zJOweIkpfBT8ykRjTWO8nNKBrVtmGeElIRkF/CERJ3AeEVUbvNWQSEi47LK3kUg0aXvtMZocL8IcibiEyy7dSF7MtHk/HxfvYbI15Cs8J+ISLrtkQ3Ax32jlYjtbUNjoe2LHmmrszJVKOET7O8Qka+ZO9HN13nqYmZ8vxYm4ZeZapLj2mfcxyDkKzc4TmGJFfGrqq0gFON9mvTmq3NpIxarfiZlTrN6cgSGbQzDFivj05NcDjflAcHGldzvxR8JYQwJ+j1NJp/dUN98LSH1vcBlK1/Xwf0XikFwuh2w2i/Mv2AmWywTbGFKEC5IzqSLIiZMwENZYDnmGYESJEIhcEcejyDk8/efJ6OnpQSZj/rmg/Dxx3jUHfXmeUOQcnvntSMvt9JuyX+Z+/RBYIev4eF5m+EUYBDm3oJ0SYZLFNKf4taKylwS9sqll2sDnxBNAdl/dYzRpRztce/UgYbzU871465+7oucsH4lKfYOGVAGnUbvCKqKEFVLjI0zU+jAsMdxIMIoEQfKJxL6IiLo4ze5zQiT2WaOev4IsER7KWPEHqUIFMWXCZjHrc0L9TSyEiH2AuevKjbEo6GuShPG03v0kelL2n5C8AftDMulxiq8HZYmpVBGf+tQapFJFFxpogjYvJTVLKlnEpz75MlJJl/we+dUUrsR72H0cUOlkKlnEp2560b2Ybyc87AvXx5oIU3j+PDBEyXAFy/v4Uc7bjCxbwFcWrEKWLYDSqKZbu+NneXCWK+BrJz2JrI2YGco4LTfOcgV8be6fffE7MWXCTjBTYmyyjDXLFnD3zKeRZdsw5l0ot3YjRurFv9djjZ/TApAyrYCZe0U6Gtt9J8r4q6JY5EC5KYX6ICoUixyee24GikGvQNjM1rBkWFmgWOTw3PMz7fk9jGITIXgS72HNCKzF4wzBYpHDcy/OCn6sIQWfsvocjTURtnHsb1UHaB++5VfDlW1SUHjA5JAUdIZfWcjLKzz++MEC5BXe9D5uo/sRSzbwMiswr/D4/a75pvweYY9611hBE/CHD+ejIAqBpIc0EnaIzg40S4sxKa8JeGTPPOQlASj7IewZhS6IfW7Q7H5C+lhDQsZeM+zeawuqQ39rurF5jR/n8IlI+KtCVWmwTm5yAQg6isJg585hvp/XEm1YNqyoDHZ+OLz5hyKBz3V8ifd6/RbiWHVLEFRUBjt3jXChQSEmgBJeU2NNhOuEYrX2ECLrTFPdL2ixDzhevFM0Fu90j3F8XCc4FRT9FA7dWkFY1hls6xntRpMiLFDtd6rOLS+ossXQlQrbQNYZbMuNGvxLL0Ufr/qSkHJes/eTaKwxj5uZ3ooWTV3kN9GTbRWCoFjbgYCSwVhMxjnnvItYTA7k/I5ottpw0FsLYoKMc85+BzFBjsp0fSSweG/HvrVYMhwTJJxz5lbEhCG02ikBK9EOGmsivKHO+C1wQyjOfSTO1Pdr0OW8zcp146yIy6asRzzEKz4GWZZsdwXhBCPhiolvIdEgZiK8oZXfSSklBNqkVLiKBCPhyvEb/Yt5K2XKLpY0N8PNcl6zRGNNfbxe/T0W+dt3oow/K7TLC39Ea1r1taYBul5a4jv6xmLI0S7lwfWoJ3ANpQVFSFqYQ9UGjzVDbEoFR0T361AQdIbfUJiXrxG1tocxK9AL/FwEhiS7ndDoOg4iO9CsaNRu2YJhxs/svoj6hHHxK0rVQflw36JCNqVKMyLhrwpRZMFWT+sTgheH8pxnEf4S+T0YiPV7OwuBAKCqKOYZPLe67HuL4hjpwiEpYl+de47pmLd7vwpTrPp4TxbFaE5FLyioPFja+QuGn4JfQRHwxx0LHZ0vDNTziV9iYL3+zMOYd8vMZ8OKVVv8EArzan2/26GeGBP0CqdlrIhNfomEeZXHI3vm+XIuEiBF8CtKAv64YwGAgVLIdhHl6xH0GFq+14iyEGg7hiKR8FcFQymhEPsAQFeMsmSWVTF+Qg/27M5CUYyXa4qNutVrWFbF+PHd2LOno+L3MFGOn7BRG+/Exnq7zRMIgGVUjB9/DHv2dEJRLca8U2HNbeGQFKEPaHnP8XyssXPPczOWCb3nMoyzGKFUDRTtvW0Uof5rBK9psNvioLL7WFrB1MwhbM+NgKIRes/xiCCzAnldq/J7+J6zvMDKNWBXuOAoteJ3WXff7ySLgY3wSyTkKBVT04exvXe4J74nAVLEPmDgemJp9bixxi1xLGgBMWiRD2h872XocL6Lhplwv4m6DMnz5OmKMmgrE4spOPf87YjFlIafrd0nwjlhmluxnWKhNt5DZVfI54GMxUpzzQUR843mI7S7BY2V+URJHGt8nE81KIjydxsRZ63P6ePW/H12SVMyLjthA9KUDEalmm7tjp9zBSZYCZdP3oCEjZiJqD8/V7OtTIItzXfmo99JmjfQKfXmHWy01ZJgS3P8tWHMBzF3Xz0axbxXY43V69DpvHpezslnBiv3iGhORf+hdF0n+2sWH8jlcshmszj//B1g2XTQzQHgb0YWsVlTEZYgXvgKgNDGdsizAyNqIFjgiqiPovTi6aenoKenB5lMxvR+leeJy/aB5czvZxdFzuHpP46x3E6/KfvlpK8dASOYa2fQ8/eRJuSphGdFVeNnZmCE9wSdtVSG9MxAvyF9nkISs/si3MPpPVYVc9jwL532n7NW7vXvOetPY4l/zjJDSN+K248gRZtG5w6taNLmRAKfeer5KhRxHS3iEH4isS8iwjJBi30AeYJfGSft8ls0DLJEOMJ96l2XQYiBYSwT9hK3VzF2S0gkRfCLxD53GcqLYbUL0RtkFalU0bdzuVWimE4XccdfrUU67X7bo5LhxqTTRXz2sy954vcykf+Px414D70/AyqZTKeK+OxnXkDax3EyVHjUH36MNRHH4/h5wM1y6JCWS9cjy+Xr/j7oct5m5bpZIY97lv4RWaF+28NA0GXJdkqEs3wef7foUWT58Po9jJj1u9OSRLeoVyYc1nLhDi6Pf5j3ODoajJNeY6VM2UoJs+nzu9R3VuMxGmuOx49pHTIBxflQJgSpL/6Rz/OgPZJCvRIY8nkef3hkNvJ53pPj1yPKEDT8/sc/nuiK30MpPgWEF/Fe6//QxnEjAcClDMF8gccfH52HfMG/sYZ4fBBd3BxrIswT+dsb+mUBqFrIL+gMPzMCWJ8k4Oebl6FPaq8VCOvZ7mdmYKuswD5ZwM/eWYI+H1Z+DDKThbRsSCd+JyUzsIxZAYmUrME+RcBPtp+GPqW9xppWBJ3d5+dYQyJBjX/9QyzOSSCkb7jeoGm0K8Kfn0KOqtLY+1HWt/M1YygJgqpKY+/eDkv7RAKfc/yI97YRAsu4JAiqKo29+zqctyfs+JxhZWesiXCOpkUFEV6ggAEXsnJeVWewKzfc8TnDQK1fghQCNbDY1TPC+JtvrfAfq/HstVCo6gw+7HUv3kkTA+thRXjyUiRUdAY7+4d5dnzSCFrwK6PqTGWsAWFCvBcEJfQdd39RHL5fqRpA+/BMHrLKimZET7ZVCIK91WWCLB2Mx2VcdMk7iMfJXYGwHUtWYzEJF164BbHY8THTjvaSQhDx3rb9aLF0MBaTcOGKzXVjvq0JuKyy2VgT4Q71xmuBLQTdrLYkCftx7GU5bzMSrIirZ76GBCvaPndYCbJEOMGKuG760PR7M+qV4LXarJBgRVw39XVP/U5KmbAdmpUWOy01TjIibpj0BpJM+8a8G+W8bsVN+fpI0lJlrLFzffm52rlVgmxbq3tHPBrbfSfkqSzuopucl4Ckl39No9CbE6ARNMiYhSQ/WkWTNfT28NBkLdR2hA0S4j20C4ZYoY7ApSs6enOC6XEy1BD07V69sabt4s0jnIzNYbynhgHNRu5W0KvzUiqN3kIClEqbOlaYVt+1g18lwppOoVtMQBsK9xyPsXIN6SqNbsl/v4chM9AqVjMJNVDoluK2xknSISW7D6iTXezBWOOmwGY2yzdowdHqvbYd45x0oreHKiSJQ733KZKFHVFk8fJLk4NuxpAj8nswkOr3tisProMocnjllRNKP9kQxkhejZggoQ8YHE+icnzM270ntUtc+nFPliSHvtI0Y/MaP87hIqLKgzHhWhJW5y3vXwSPZ3ac5Nt5G0GyoOiFGFhUefx514mOjhFhnaLK46kPDb9X92oQcxG2oxjYCEqlUFQFPLlnrvGzzeOQMl8hQLbYVw3pY03Qgl493LjPiUo0l7LftMdbgEswjAqAbKGvFpZTMXXKYWzfMRyKzATdnCEDy6mYOvUItm8fFvm9Farq2qFYTsXUacew/f1OKBq5N4x2FAJZVsXUqYexfftwKIqNmHcirnkhGhIk9jW757g51pAsGJJ232VY98atiAFYWkGz19Kgs/vqHYOjFcwcvhfvHB4LWQtuLHdiWxCiodP5Ajlaweyufdh6dEygfh9qNPJ7vWszEgPdhacVzOnYhy3dYyDZjHk3VzO2KyKGRfArE401rfHiCy2Wdvjcp+vG5jV+nMMnouiugmeKkCSyXj7qUiWkCHEJi5Z8hD27M1CKNUIIEwlSXiHwChadugd7dmfDJ/y5KMT5jSCoA/HeV8cOQmO+HcqDBUHBokW7sGdPhz3hzwl2RbpawTAkYl81JIw1pIlyfiDwQ89mP4jRMurNnhi04Nds/xgr44yJ2/Bh9wjITjNBAyLoFXzttCHGyDh73DvY0TM8ehn3ESt+J1kMrCUM4mCMkbF89Hv4oHe4beHPTdwUEc3gp9hXTTTWDMavuVxjLLnrE7QrlK63kYxpk1wuh2w2i/OWvweWTQfdnMF4IdIQKo5EuEyIBT7XCGmsh00UjGjNUBTPwoyi9OKZ1dPR09ODTCZjer/y88T5F+8Gy5nfzy6KnMPTT0yw3E6/Kftl/t8eBSMY7SSpnDfCgIRyYq/bQGKfk+B3LwlCDHRCGETCdiIowS/CIIgxkVEpKGIOrz+QjZ6zfCR6uxwEAQO9ZbFGB8+rkCQGpmeEaHSOkIokwWDD714xpAQ+i36v9U1IYryZSBScKEhQzIcEd8S+yO/BQMDzQFuiB57dZ/0YOgRGgaiyaPdrkKzMwKHt91Z41y/u+52UzECzWBGi3BQJqSrf620e82SJfdFYE8x5HV47qgrQPrwDt9F7NsGzrftPKhXAstKqOnizSDot4bY71iOdltxvi802DQXSaRG3/cU6pNM+xkzUP87jvQ18pytK3c1r0mkRn/70Wn9jPmR40SeBjDURzp8HGo3XXmwhIssUbe/LqJSjl5by/laPkREK+OLSx5ER6hUptz/VfnPaB1bICgXcdeoTyA5Rv7eiXr+Y2VqR5Qv4yimrkOW99TulUXW3sEGrlOmtFVm+gK/N+7Pnvg8Ss75ohpvxwqgUutgivnLKKnSxRdvXld/jo1mCapuZ8w7Ve2qQRBl/VfTnee8XnnT5Ib2/n8OvfzEX/f2cq8cdRJQheBz9/Tx+/fBJ6O/3YIGJkL3I+Ynr8R7SjMB6eJ0l2N/P4ze/WeBNzIcYr0VXT8eaiIb05yN/e0GfEgNl0bVBl/MWCjH8bN1yFAoxmE3uUcN7KzGFH5mBvVIM//XW2eiVYq4ed6jT6nrIF+OG3+Vg/B627EArtBK8+opx/OfmM9FXjIPWjc+2Q9kxWdl9x18Dbo81bgtsZsdWsrL5WtMXje2+Ewl/Vega7X4OpMcijqbROHI44ek5GlLPthALJ1Yw/J50fqBI5LOE5/HepjHdSJyyIghqGo0jR1JuNSnU+Dlfn2tjTYQldC0qiPACTadhZkT1v5y33v7GvxpoHOrP2trXbUgWFJ2u4luLptM4mLfm9wjnlP1OAcddq0HNRdjOYmA1mk7jQGFwzLshmgUlHrrRdjezQBvdE0gfa0jMInQDTY+es/wm8ngVsbjDctkASnDiCRmXXb0N8QQhK+O0QSmSGeIJCZdduRnxhMmYGSJ+8ZpA4r2N+6xR2XA9YSsel3DZZRsRdzpOhhC/y6qrsTzWRFinztgc4+2XpEY0JsE192tQ5byDjzFYuEtwRVw//6WWbfeDctvsbP631VkJXJIr4qY5LyNJgN+HEs38TlJpYzuUCdeSZIv45MxXkGTdjXkr5ch2y5TrncsJbpbytorTaKxpjlfXu2N/azqgat5vWvt8yRBl/FWhKhZ1UAJEAFWhsHdPGqpC+A3PrK9Ckl2lKjT2fpQ5PmYIiIl2hoh4b6Py4GbUClyKqOGjPWkoolb5WzuvPkzKKrwNx5qI1jgYj1WnD7flB1KvCdkDqaIxdb9yDrqct5kwpmoMdncPh6qFe6yvZ6PfGYRWSoQVjcGu3DAjZiJ8w47fSVgUBjCfHUZqtqCiM/iwdxgUnbyYd6tctxlelfK2IhprBvBTyI/87T/t+9ZmA1lm0fQ9lkBRR5JYrHt1XNDNcA8CfVwPqUBh3ZqxpZ/C0eZ2gMh4HyJCoCSxWPfahEG/syqOkSwUkiL0VSjFla2xpk1jcBAe3ytkidxYDTOSyoEpuZakct5miCqHVz6c5eg8pEKyGCiqHF7cY9/vpJXHtSKoMtpanPq9DCliYD2sCEx+ioSiyuH5vTN9Ox8pBCX4lXEr5sOI3+Nk9T1HkTxcnyCiLlEKQRUsW/PiF4ISP45XMW/BfnA8me1rVyK/u4yqmNo4RsS8eXvBMQSvcBqCccMOHKdg3vx94Dj7Almz0uIgVisOqny3IXXixtZYE+ZVYglpIxuN7Z7A0TKR5bzN4BkZJ4/bDp4hZEoVjwm6RNhoA4U4FJw26gPEoYR+ZU0zkLKCKM/IWDzam3gPYz81Wn3Yi1WJeVrGaSM/AE+3/1jjls/ciCUvY540/L7+mt1PhoK/SSP6SrsKjpEhSyF62FcVcLSMmbMP4/1tWcgqh8pX6RGewnEqZs45jPff64IsDYHsGsAQ3wKG4zTMnHsU77/bCVmqaQ+psd8mq2JzvIaZsw7h/feHQfbxXm1HlGuUWUiMwFfGhIAVyFjjRFhrFNdBC4oW4dhwtTcsxKHB7qw+fmT31YNjFJw4ehfeOTQWkjr0MhSCygrkGQUnjtyFbYeHpt/N4uS6qJeBx9Mq5o3cja1Hxvnid5IzA+3gJJuQZ1TMH74Hm4+NhaS1Z8wHnd1X7zhxRsW8Ebvx7qFxUFWLy87XQFLsBiGsW7nPcoyzZ3Jd06H7MN2JH+fwC0rX9faxxia5XA7ZbBbnnbkNLJsOujmNsSu8kCqIRPgPAeKdb4Q57kMmCkZYIGQC2FBFUXrxzIuz0NPTg0wmY3q/8vPE+efv8OV5QlF68fTTUyy302/Kfjnli91gBGvtDErwK2On0q8N1hmwDMkrDkfYhxQhg5R2kACpcxQ2gkSxL0yYjX3Shb5aFDGHtT/M2n7OOu/cD3x7znrm2ROIf84yQ4jfjN2HoggbSE2INBSlI5WW0NfLQ9cbXPCNjhNmYSRgKEpHKiWhr6+J34OkTQU+U/Fepp4PwhLzBGYJGjEvoq9PIDPmScWh0Ef8WNOmOH0e0BUFOrwfh4nLYm2JuQVP3Jn/z9n+5XdritKQForoFWPQdXMz5Hj1Xk6yoOh2ZiCFKr9HMxP5Rq3fScnII6UdXkJBQ4YvIic1j3knQpqfomFYBD/SxxpShEq3p36gTD4PRLgHedEdIMmkFNzJ681pZoJUWsInbt+CVNpG2xvNpRbRklRKwic+vRGpVIAxAwy5PnQU70D4/RTgnGeplIhP3LIBqRTB8yuSgov9QsxYM8QI9HmgjckIzQt93Zq7z+4LCq0PbGXSQhG3L3kK6RZt94Pq9lndgqB2ficr/ZIWirhjMRl+H0qY8Tspc/W1y/yOZTJ8EX+94BlkeO9i3uqchVbnMCRp7j6zx4nGmvp4Pd9rKvK370SlvqgqzTlrKxjGpxROl0QHSxlQTghLppRP+J6FE0aRygM8j/d2jXMXMgWjjL8meCi8Rhl/waCqOTz9wmz7JSjL3/OvBGX1dOJLUAZKfY+CETqO+zvJ5bx2Mv7CAikZhPUyA0nPwmlX3PR7GDLySGqj2Yy/diaIct5orDHwezEnXezGyz/sjJ6zfKRN33Lt4flLlQfija5T6M0Jrh/3OMJcNukBuk6ht9cjv0ciX0M8j/dq37dTfLtQOmzEfMylBrUBPs3V5+lYE9GQSGT1isEvVSQLfmV0nUaumHB2IkKptT8oIbC2H1UG0EEjJzrze1CrEluBtLkR3fB7mdrrmySRrYyZMcivduug0SO151jTDDezNO0cy82YDxt+j5HV9xylzb5ICwORx6uIJ1wu7fGhrDCRlHHtJ7YhkQxgSewhVGJaSyIp4dob30bCaTnYEPahHXyN96HQLxbKhhNJCddev9F5zIcZH0ury7g21kSYo3S9x4VC0C1pS5KcUdrjVkmvE8yWvyb5Aj6x6Dkk+faPCRLKgwGjbzNMAZ9a8BwyTKFuybCZLQyQZk+KL+DWBc8h5UG8h7Ukt1FJsdt2pLgiPjP3eaS4oVEC6Zb/nPaFlzFPIn50O3sZAABzUklEQVSPKY3uKYkh4m+SaKOUFufIigtfu/ksEMgyjXc2d0GWCdFwh0hmoCwzeGfLcMiyhZhpV/HIRwKN93bNBqxHHWFLLgLvbBsBWSJkrPGLgFfhtTXWRDTHxFgsKw7jXFUByofYCdkq0arMgmHJz/KrRlZZbN4/EbLa5uN+Hap95Xc2oKyyeHuI+r0RVmLfbiahpLJ4++BESD74PQwZgWZwK2tQUhm8dXgCJNLSQF2GtNV5pdIY70fMB0WQmX2NUJz6O3rOskz7RrgNFIkBa9UjAYs5ssRg4/qRgbahJbU+agPRRJYYbNwwuvEHIpHPE4iJ9zaM6VbIEoONb5Z93+ImGODqw65A0E2+5VgTcTwujL+KFPIYJhRJ5aw/Z5XwW/ArI6kc1u+Z6uzkbYDfZcGSyuHNjyK/28WuSCipHNbtDcbv1UJOWEXARpgRqSRweO3ACT60JhhIE/yMYwFq1Vjj9M5PkmZLothXjaRy3jQkoiFDLHWjORxv8mWBoPI/XlCwaOk+8ELwbTFNo5Vog9wswvMKFp32EXh+aK2qGzTExvsQ6PtBMd+KZqsP+7wasWmIbJMCni1i0am7wbNF18avtsDF8bweHGljTJsgMNanafCzrLceAitj2cStiFMSaFUHrbaXIGEXr8uCBUbGsknbbMVMhDWqS/8SkHHm+G1IIFi/h7Us2AkJKFg+5h0koLQsLw6TX9wu6XV+nMH3FTfHGrvTErhRfuv31ABO7wECG43tfhMJf1Uwjb5dIvgli2F0jB3f17jtEeawKBQylIyx43JgqGjQ8gtdVUFTCvnxTvB44QSG1TF2fC8Y1mXfBykQEir2VceOqTHepy88fCXgthM9xoQYlrZ2rbkh+DkRpWhVB6crGN95BExV28sCoFtbO+C2EMjQKiZ0HB7k9wjvqfY7SXMmhlHwsgpLq5iYOWJpnDQrEAbhO1IFv+N+T9hYQ/Kcpm6P8RH+Qum63h5PHA6oLAt95jZjWWjSX4giIkKK7oHAQoWprHQIlAQHTqt4IEnkKxOme45bMUy4zYrSi2deORE9PT3IZDKm9zvuecJjFKUXz7w4y3I7/absl8Vf6AErtG5nkBl+lWOEWJDTGPKEkaBWDI7wDpLKGtutNJhEzPiY1HLeCPt4tdCTIubwyoNZ+89Zp2/x7znr5TnEP2eZIXoLrYLSJeJfRqrRVRU0raFzuIhjhwVoGh0uESTE0LSGzmFFHDsSg6YNncRZL4Q7K9TGe22biI//RuNLCARBmtbQ2VXEsaOExzyJwl49TN5riBtrQnSPdAJFa84OoCoA5YOvQtYfNNXcryQKfjSlYViyF0f609B0Aq5BEzQSLYMUBK3OEUhTGoYlenEkHx6/twNW/F57vQYpBDYSisIkCNKUhuHxXhwukBnzfmQLBiH4RWPN8fixqnur54EI94miu4pkkvwHaF1VKxsAJFMKrr/lPSRTynF/D1qkaWeSKRnX3fwOkqlwlvrWxonZLWhq470W0tprmhCUYiaTMq67aTOSyXDGfODY7NuwjzVhJQzPA2EkxRfr/j7oefwANCy7TQlF3HTa80gJ9dseJkgqMW5VGpzii7hl0eqGMRPhDU78TlJpcBmSSl9bkeaLuH3+80gPwZh3sy+sxl801hh4OWdrPdJswZ8TRVSISn1RlTK6bBNYlqwUztbihQ5e0CCJNABzAybxWVGhQAcvqJBEBmb9HhShEsBaYj3ey7RV3AeSIaiD51VIEvkxTwyuiLfhGWvaCUXJ4ZlXTrJfgrLsbf9KUGyUJPvNQKlvN1ghO+hvJAh+zdEhsApEhUW7X4MklQhrlA6BUSCq1vzu10urU8gtfbbndzOQVBpsBf+yBr3zPam4KfbZZ+j5vYzf42X1/VaRevDSf3ZGpb4+Qn59ma8Ef7FbF2mo0guhs3O0lSjiCxQkkbzLp71EvnpYj/cytb4JdcwHUjJMQZLIi3nicD1Tk8yxpv0J/nmgPRnwa9CCH2B2Hj8KosI5P1kIqPVHsKXBFGSFa9vSJLPx679ASEFUvYl3kkqDrWBGnHJHHPTO96RBhuBXZuj4HQhW7BuMsxjQNRW65v17rx/n8It2vZ/aIpGUAjmvk9LEZErCJ/5iK5IpZ20nsayTZJIpCTfdttmx3+1Caimu17gV74Cz645YPCwZTqYk3PSptwKLeaLxsDw76LFmqOL0ecDudAphnILBCmm+4LgM0I1SJCulrimhgE8vewopYeiVJQVZGpwSCrhtyZ+HpN+rqS2Jbra5QYov4DOn/Rkp3nu/k1gabBc3SorTfAGfW/gU0j74Pii8XqHXDn7GfFD4XcZr5r6RbGN/k0qURlCFKDG+fMfv5oO6KDJ4/eVREG1mQTWjrTKkXEYUGaxbM9oTv9cSthc7L/Eq3ts+1l3IEBRFBuvWjvMl5kOBT3Mw+jnWRAwgSpG/vUAWOcBBYoX3Zb3HIyoc1u6YOWSy/prhZ0agqHBYs3NW5HcLWLk+GmUSigqHVwLye1gzAs3SSvCSRR4v7pmJYpvFPMkr9NI6IJfGGlnhHN1jSCvfJyezrz5Sm8V5GIiEvypUmQHrkUe8Em8UmcE7m7s8OXYtUYnwAIrM4J0tw1w/biTyNceveA/VSsFOsCAIKjKDd7YO97hBBBPQYitejTURzVGG9hzfniFrrK0HzyAEvzKyymLLvonOGtCmeCkEyiqLLfsjv3tFo2tKVVls3T+RCBGjWuRpNxGwHrLGYsv+SQAAu+aStIoxqYJfbey7NdY4vU+5cc2RLvZVI2sORRdVASgfns0JW2zRCVGpbxV8zL2O9asUR4gpOP2cvRBcbLsVwl52ZBchpuD05Xsc+X2o+s4JQcT7kOyjOuXCAlfE6WfuhMANIUWEgBWW3RhrIurTrHyWjw2Ra91nYqy1Emq3ynqdILASzp72NuKUBFqFqW2o4mZpcIyVsHzaJssxE+GMst8TjOR7eWAz2qksuBExVsJ5U5zFvJmSY69XOXa7nNet/m4Uy6SMNVbK+r0s92/ZTpfGeIGJxna/iTL+qqApHZrNfYMSBGgaSGcl0ARJuG1fNgkjVtIZCTTVetAbMmKRD5AQ70MmG7CGQTFvRQgLZAViBxD2zZ6VsSZiME7GXpLuqe2ElTgOWvAzjgGwjI5MPA/aQoOCEP80Am9HTjICKUpHJpYHFY19vtLI77XhH3RGYDuWBdMl3wd9v3czU8/e+d09XquhOxprWuPFHK+Rv/0nerStoliwVmtOQhZQIc9i1e8no5An9+W6HTPbCgUOq/54Ago1MdOOtpIEafE+lPq6Ucy3pNGCIx4sQGIbUtpRB9t+HyJ4tehFMe/wLVJTAE32YbMWsy+88AJWrlyJsWPHgqIo/P73vx/09/vuuw+zZs1CMplEZ2cnzj//fLz66qvOfFFFXhZafsZp5oIbmQjVmXsFScBjG05FQWrd9iAJQyailYzAgizgj2+fhoKJmIlwD7N+DyLTqBm1GYFhzA7MywIe2XqaqXGyHXG7v8zGZjTW1MfrhZ2KSuRvv4mEvypopnm+H4kv+QyjYeyEPjAt2k4afq546MVGQ8aYsT2gIRMXE+0M6fHezrHAMBrGju/1zvdmBUK3xDmCxT4ALccaM1u7EISNrZ4Hwkp/fz/mz5+Pf//3f6/79xkzZuDf//3fsWnTJrz00kuYPHkyLrjgAhw6dMiV8zNU4z4jTfArw9AqxnUeBkOCcuYQkoXAWhhaxfiO9vB7mLDrd9KEwGqaiYIkCYMMpWJC9nDTcbId8aKc10oMRmONgZ+ruNMqwOnO/K1rCnRN9mEj8z3BDpHwV0UicXzHkv4SlUgquOKGD5BItk9QhoHI7z5Sld2SiBdC4/d2E2ESSRmXX/c+Ekk56KbYEwlJyjCsQ6N4cTLWOPlyw09IakuZRCL812w9Lr74Ynzzm9/EVVddVffvN954I84//3yccMIJmDt3Lr73ve8hl8th48aNrpw/wYvH/Y6EefyMY9T/fYIXcfXiV+q2PeyQJATWvnQmeRHXLXgZyXoxU/PZMG2k08zvViBZCKyllTDolziY5EXceJJz34cBv+bvM4NbMR9G/Bybau81cW7o+TtoKF3XCR+OvSeXyyGbzeK8ZW+DoRJBNycioj3RPBSM6HCWQQ6lOQIjjqcdBOF61IvrsNmqKL149tX56OnpQSaTMb1f+Xni3MVvgGVTHrbQQFH68Ozrp1huJwBQFIVHHnkEV1xxRd2/S5KEf/u3f8M3v/lNvP/++xg+3P6q3mW/LPlcD1hhoJ0kC34RZM4bOFRwc4VkEgl6jkAvaId5Br3G7/n7Io7H7y8gGt1jFSmHF/6rw/Zz1jmLXvftOeu5dYttPWeRBhkTZRGCrqrh8kg9ISWkAkhEiPBSwLNLdZtCdA00E0MiUbA9CZsAZoehYCNp5HK5QT8LggBBsDd/zqOPPoobbrgB+XweY8aMwVNPPeVI9KtHJPiFg1ofRUKgf1iJ8TCKhKQtFuIGrUStoSwMuj13X4Q1SBH7IoIlKvWtIpkmUNCopnZSbwCptIzb/uYdpMptrzf5d4TrpNISbvvC20ilQ7wUud3J5APkuHivB0HtdQJJZY+AEfOf/tzGcMd8ADjtv7YYa0KI0+cBY+4ZfzYAmDBhArLZbGW7//77bbf9nHPOwYYNG/DKK6/goosuwnXXXYeDBw868keZDJ8PXPSzWtaaiuXxl+c8jlQs7+i87YCfpcFpIY87znocaSHyeyvcLDNOC3l87ozHfPd7mEqD7dKqnLiDzeNvlvjvey8hpZy34TFVHVm2H58//TFk2f62Kt/3u41W7w1Jp3Gua/5tbUKY8ts8p1hgQNQXTiZEi2KBwbOPj0Wx0ORrpCgz0HWKBRbPPjEBxUIILqEQi1+1mIr3WmrtD3nsB5UlWCywePbJieGI+YBxU6AN1VjTRlgaYwhg9+7dg0pQ7Gb7AUAymcS0adMwbdo0LFmyBNOnT8dDDz2Eu+++23E7izIP2ByCg8ryK0o8nnp7IYoS7/j87YaXGYH/f3tvHidFde7/f2rvfVZlWIZFQPZFAdmMgIKi4m4gJhr3azQx8asxuTGLmGh83eSXxNx4TW68Ksa45mpiNNELiBAVUQQHQfZ9F5itp/dazu+P6u7pnumZ6a26qrrP+/VqmO6urq7nqafOOfXp5zknLItYvvUshGXq92KRzTUUjQj4v+1nm+73cswI7IuwLOLt7WcjFhFhxPpSpcw4tHKGX9froNC2ptC+qZgZu3bK7IvStr3kWCbj79FHHwXDMLjnnnuSrxFCsHTpUgwYMABOpxNz587F559/nva5aDSKu+++G/X19XC73bj88stx+PDhvI5BVSzgjhwzlRSFxb5dXii5HnuZZEWZhaKw2Le7Kne/G43FMvSKTbbxftrpPMZPdmL8ZCdEsUuHWqa+AYzNElQUFvv3VFsv5i2AkVmZlm1ryhxLjAdywOfzpT0KEf66QghBNFqcSbgVLXcB26jVerNF0XjsPdk/r2OvNIqZEahoPPacon4vNYrGY98XDdBkzlIZTZWQEahoPHY3Gxfz2Sxikuujp/0XihHnuqd4NrutKXSxIKtn9vUEbdtLjyVGtuvXr8cf//hHTJw4Me31X/ziF/j1r3+Nxx9/HOvXr0dDQwMWLFiAjo6O5Db33HMP/vrXv+Kll17C+++/j0AggEWLFkHN4+ZLcppQRlegSONwKjj/kqNwOAtcpbLMBaNi43AqOP/iQ4X7PV8sWIZrJCwHuNxsVvF+8eVV+NUfGvHAQ/3x7ftPx133ng7J0cOvaRXiv2KsmOpwKJh30QE4HNZbEdcMSlV+bXpbU6GYMh4oAYFAAE1NTWhqagIA7Nu3D01NTTh48CCCwSAeeOABrFu3DgcOHMDGjRtx22234fDhw/jyl79clO935LCKn9mCXwInF8WCcZ/CyUXBaDDtYUcKEQIdQhQXjvk0p5ihFE4mv1uxtLEchUAnH8XCURvh5O0T81ZanbfHffYRt3Zua+wm9qUi2SjOywXTpdZAIICvfe1rePLJJ/Hwww8nXyeE4LHHHsMPf/hDXH311QCAZ599Fv369cMLL7yAO+64A+3t7Xjqqafw3HPPYf78+QCAP//5z2hsbMTKlStx0UUXmWJTr9hJXKAlwtbATjGTI04Xg/rTBFTVcDhyMIbWls4eZdHVVZi/0IfGISIIAQ7uj+GtvzdDRc9zTQ0/U8Ld3z0dv/v/TmDFP9sxZrwTP/3lQBw9HMMrf27t+4BsukhIIfQkXNHFRdKhC1ZQcoGoEZASDLGIGslp+08++QTz5s1LPr/33nsBADfeeCP+8Ic/YPv27Xj22Wdx6tQp1NXVYdq0aXjvvfcwbty4oh53XxRD8CsGjAbAIk1hMcQ/YvLP/XSxkPIg0/Vp9gIjvYlFlVAmbHeMLuel5I7VF+ggmgyiGn+PTMroPtz0jL9vfvObuPTSS5PCXYJ9+/bh+PHjuPDCC5OvSZKEOXPmYO3atQCADRs2QJbltG0GDBiA8ePHJ7fJRDQahd/vT3sAABNvdVhWg9cXA6A/d3ti4AU9+iWHAqdLz7zguMR2Oh5vDDyvj8wcTiWZocGzUXjcoaSo4PXFwMUnb3C6FEgOfd+8oKVMKE7g9cXAxo/J6VYgSvp2gqjC5dG3i0Y4rH+/HtGIPnpyeWQIor6dKKlwupW4TSTdJq8MXtDiNqm92CSn2ySFAU3Owqa47YIKtyexv4RN8e3ccrpNbn1fDKNvxzD6sbrcXW2SjTlPvJY2gX5vNnGcFp93iyueTZoMFjF4PUFAiwGaDLc7lN95SrOps8EqZux1synH2Bs73oGf/Lw/Hv3tQPzy8UGYOsOZZpPTqWH5P9pw/7cO49479+LTTzpw7wMDcezgUPB8Z4eeatMlV3jw+eYQVvyzHWA07N3jxyvPt2D+Qh8GNqq52aTJcLlCEPgIoMmWib1SXU8uZxgcGwNRVYhCFCAqVv1zEGIRAo87nBTC0mxyKMmMwO42RTttcsq92BTttMklQ5SUHmyK9mCTAqcr1aZoz+fJKaecp85fHhM2EVWFJEYhiVHTzlMkzOP9VQOM658sGHslt0mTAU1ve1nozxmUz0Avlblz54IQ0u2xbNkyOBwOvPbaazhy5Aii0SiOHj2K119/HdOmTcv5e3oaZ7HxWGAZDT5HCIlz7pHCEDgFrErgZKJwxjMvOFaNb6fjlULgWf38OYRoMkODZ5XkhPisCngdIXDxuxanGIXE6/EgcAo8Uji+NwKvIwQ2rqi5xAhEXj/vIiPDI+iialQR8NHuUYgq+o9BbikCgYtvx8twiZGkTV5np03uuE0AIAkxOMVOm/TtdDyOnm1KXVDE6+xik9BpkzvVJmdmmwROt4nRAJZo8EkhMPHt3FIEYk82ZThPACDxXWxy5G5TlRCCQFSwKuDm0s8Tz2pYvu0sRGQRvi7nSUqcJ06GO36sTDymkjaJnTZJXWzKFHtJmwqIPQDwpcae0HPsWdWmiCxh1Y4JEFLu+rOxiVU1VAtB8JoKViUZbAr3YFM4Z5scOdrEEkBkFFTFFxdiCVAthSAwKlgCuPkoHAmbWAUeMeU8SSnnSYhA4jLYhPj1hAw2cTJcQopNUopNYhgC22kTwwBv7zgbMZWPb9fdJicfTWYEdos9KQSOUePHag2bXInzxKjdbBIZBSwBXHz215Ojj+uJVQk8XDin6ykiS1iza3yf/RNQ/m2EQFRUCaGk6Jd1/5Rjn8toAEeoOFtqTBX+XnrpJWzcuDHj6nPHjx8HAPTr1y/t9X79+iXfO378OERRRE1NTY/bZOLRRx9NW/2usbERAHDBwoMAgJr6KG64YztESb+IrvrqHgw/sx0AMHXmCcy5UJ9DsN+AEG64Y3tyv0tu2onGoR2AJmPWnCOYNecIoMloHBbEklv2Jre74c496DdAvwjmXHQMU2efBAAMH+XHVV87AAAQJQ033LkHNfX6BXbh5UcwaWoLAGDMxHYsuvYQAKCqJoYb7tyDqhr9Alt07SGMmagf66SpLbjw8iOdNt25p9Omrx3A8FH6QHzq7JOYc9GxuE1h3HDnnk6bbtmLxmFBAMCseScwa56ebZVmkybjhju2o1+DH9BkzFlwEFNn6tsNP7MdV311T6dNd2zvtGnRQUyaots+ZkILFl27D4AuYt1wx/akYLXo2n0YM0G3fdKUk7hwUZHOE4BZc49h1lzd9sahHVhy087O83THdvQboDdqcy48nGbT1V/dg2Ej2uFyK7nbpMlYdM1ejBl/CtBkTDr7C1y46IDx5wnFjT2PV8YNd+5JOU+5xZ6qAq1tJ/HWPzYg0KHhtH5Kmk21DU3Yvu0o9u6KYsSYIzhydCtCQQ1zL5S72dQwMByPDxbRWDs4nknatLkpjJo6DjfedaIwmxLnSZNRUxs0LfbMup7mXXQIw0a0Y0BjIGkTUVUsvmEbBjW2gagqZp53GDPPOwyiqhjU2IbFN2xLlsNef9tW9Ouvx+icBYcwdYbeRg8f2YYrl+yK26RvV1OnD1QWXLofE8+O2zSuGZdetSduUwzX37Y1Ke5cetUejBnXDACYePZJLLh0v25TXQTX37Y1KUpduWQXho9s022acRxzFujnvV//IK6/bWvyWBM2WeE88byGOQsO46LLUtqICou9otiU1j8dAzQZw0e2pNuU0u5dcMkRUPKnp3HWRaM3AgDq3B24bcYKSLx+Q/GVye9hVJ3u8xnDdmL+mE0AgP6+Vtwye2Vyv9dPX40htXqsnTdiK84bsRUAMKT2JK6fvjp5s3LzeSvRUKVneZ8/dhPOGa7Hw4h+R3HtOe8DAERewc3nrUStR4+hhRM34KzBe8BowNhBB3HZlHUAgGpnADfNWYlqZwAAcNmUdRg7SI/dyUP34KLJGwAAtZ4O3DRnJcS4TdfOeB/DG44CAM4ZvhPnj9NtaqhuxU1zOm366uzVGFyv23Tu6K04d7Ru0+D6k/jq7NXJ7W6asxIN1XGbxnXaNLzhKK6d0WnTTXM6bbpo8gZMHqrHeKpNHkcEN81ZCa+oC4GXn7UOYwfoNp01ZA8WTuy06ebzUmw6532M6Jdi09i4TVWtuPm8Tpu+NnM1BtfFbTpzK849M25T3Ul8bWanTV3P04yhO8GqwJn1R7F4yvsYUXsMHi6CW2avRL2zA6wKXDJuA84etAesCoxvOIgrJ60DqwI+Xt/Ox0fAqsCVk9ZhfMNBsCpw9qA9uGTcBrAqUO/swC2zV8LBKGBVYPGU93Fm/VGwKjBj6E7MH70JrAoM8Oixlyhvu376agytPglWBc4bvhXnDd8KVgWGVnfGHqsCt8xeiQGeVrAqMH90p00jT9dtAgCJV3DL7JWoc+vn6ZLxG3BWo36exg04iCsn6+fJK+k2eSW9T7xy8jqMS5ynxj24ZLx+nurcuk2J62nxlPcx8nT9POV6PfGsgulDd+L66Z3n6ZbZK9Hfp5+n+WM2YcYwPfZ6s2nRmE8wZcBusCrBhH4HcNXETptum7EiadNVE9dhXH/dprMH7cGlYz9J2pTaRiw56z2MPC1u09AdWDCqKWnTbTNWJI/1hmnvJm2aM/xzzBmuzw0/pPYkbpj2bnK722asSNq0YFQTZg3ZAZYAo047iuvOeg8sAZycgn+bsQKnuTrAEuCysZ9gyiD9PI1vOIhrJnTa9G8pNl0zQY89AJgyaA8uS9jk6sC/zVgBKS64XHfWezgzbtPMITtw0ZmfYkTdMTRWn8K/pdh049R3MbSmu01Da07ixqmdNv3bjBUYkLDpzCbMHLIDAHBm3CYAkOI21bn082S0TQvO1M/TAF9r0iaW6Dblc55mDNVtGnnaUSyJ2+RkZNw2YwVOc+j3S7leTzyr4PxRm3Dp+M7YK9b1lLCp0OvJ0DYipd0rVlueqc+VWL3PTcTe/ImfglJaGELMkVsPHTqEqVOnYvny5Zg0aRIA/ZfoyZMn47HHHsPatWsxe/ZsHD16FP37909+7vbbb8ehQ4fw9ttv44UXXsDNN9/cbdLpBQsWYPjw4fjDH/6Q8buj0WjaZ/x+PxobG/HlRevQ3no6WFaD26Ogwy8AYOD2xBCNclBkDpJDAcsC4RAPjtPgcivoaNNzyD1eGZEwB0Vhk5kHkTAPntfgcKoIdOi/Fnt9MYSCPFSVhdOlQNMYRCMceEGD5FAR7BCgZ1TICAYEaBoDp1uBqjCIRTkIogpB1BAKCPD6Ylh8y1688vQZ6PCLcHlkyDEWcoyDKKngeIJwkAfLErg9cqdNXhnRCAdFZiE59EyoNJv8YnFtCrpSbOKhaSycbhmqwnbaJGgIBQUwDIHHKyPQIYAQBi63DFlOtUlDOCjkfp6SNsUQCfM92KQg0CH2YBMQjfDgBRW1dRFc9uV9eHnZSDAM07NNfBShQAabrHqecoi9Ytr0xLMjsHqFH3975Tja2zLbdMFFVbji2jps37UOz/+xGl8ccyVtioR5yDKLx/44CIcPxvCfvzgJjaiQHCpqa134/55oxJOPH8Wq/wsbY5OPlCz2JElFMCCW/HryemO44it78ZfnRoBorOE2EUaA0yVDVRnEonwGm2IIdIgZbFLAcQThUMImOX6sGdoIhiAUYC19niRJxZKbduD1l4fj1AmXqe2eWbGXlU3xX5SL1e5V1ZzEX/55Ltrb29NWy+0Lv9+PqqoqzJ28Bjznyfpz+aKoAaxumpPzcRpNT+OsK+7fj1Z5CFhGg0eKIBB0AGDgkcKIKgJklYfEx8AyBGFZAseqcItR+CPx9l4KISyLUDQ+mXkQi0jgWQUOMYZAYjtHCKGYBFXj4BSj+jlXRAicAomXEYg6oWcfhBGMOkBUFi4xAkXjEFMECJwMkVcRjDrgdQZw3aw1eHHtHHSEPXBLEcQUDrIqQORl8KyKUMwBltHgdkTQEXYCYOCWwoglbBLiNsV0m1xSFB1h/Vg9jhAisXSbInIGm5whhKIpNhEGUVm3SeRlBBM2OcMIRhzQSM82MYwGjyOCQMQBQtgebWI4DW4pgo6IM/N5YlNsEqPoiORoUy/nqcbtx1VT1uH5D+eAAYNgtLtNIidDSLVJiiAQ7bRJVjjEMp0nk2zKFHtdbeJFGQKnIhjTbfJKEXQkbBIjkFXdJomXwaXY5JEi8PdkUw7Xk8CquH76u/hr00wc99cC0DOUggmbhHjsZbDJ5wgjkGKTqnGIJs5TF5vaFWfcpjBklc/JJj07LnubEufJKcTQEXVltIkQBpGcbVIQjDk7bYo6QNDFJi5ukxy3SYzAH43bJMZt0nSbvFIISyZ/gD9vOA8a4eCPdrcpke0XVjLYJMVtIhxc8fMUUUQIbNymWNwmKYxALG6TELdJ7WITUmKvAJtYhiAkS+AYFd4inycnE8sr9rpeTxIv4/rp7+LVjbNwIlBT1OspG5uKcT3l2kb4+NK0eyLTc/9ULR3Aq78dlvc4a86kVSUbZ63ZdL7lxln5YJrw97e//Q1XXXUVuJR5pFRVBcMwYFkWO3bswIgRI7Bx40acddZZyW2uuOIKVFdX49lnn8WqVatwwQUXoKWlJS3rb9KkSbjyyivx0EMPZXUsiQA6f/om8Lw3OwPKqN7bNMppDjUaD3nBcYCqAr/5YyP27Y7iiV+fgJKyhkG/Bh7/74EGTDrbCUKA555qxl9fbkUknN5ssRygqcCPHukPnmfwy58dRzCgZw8NGCTgoV8MwF9fbsM/X28vjWHlFNs2INf5CG01Xx+da7WTErazihLAqvVTqPBXJBJ+mXVnO3hJP04rzONn10UzzMLsOQIpnZTb/IhmzxFYKipxvkE6f581KNWcfdn2q0rMjzVPV1Phr4SYtrjHBRdcgM2bN6e9dvPNN2P06NH4/ve/jzPOOAMNDQ1YsWJFUviLxWJYs2YN/uM//gMAMGXKFAiCgBUrVmDx4sUAgGPHjmHLli34xS9+UdwDpsJO8aE+rXgSXXfzSQW1dTw4noGidHboLc0qfvfLL0AIcMYICTfdUY/aWh5/+O0JqCrAdBlA7d8bw5TpLtTWcUnhz+liEY0QlHSYUIGLhJiJrYS8vsimXSy07bRyTJZJv0A0BYQpxaTT9lvtuRg3bVT0M4euPqNCoHlkew3YRSDs2i6UqxCYjwhmR7HQLmJfoX2J1a+vUi7QQftU62Oa8Of1ejF+/Pi019xuN+rq6pKv33PPPfj5z3+OkSNHYuTIkfj5z38Ol8uFr371qwCAqqoq3HrrrbjvvvtQV1eH2tpafPe738WECRO6LRaSDXppYfyJhW8+CFHhD36O5vYP4Q+uxWkNHYgFpsAhTkaVZwKcUiOYrooIpah4ffrcis/9fniy7KzcIUSDonYgJrdCVloRk1vi/7cm/48prZDjz3nOhxkT/zerfZ/8QsHo8Q4IAqOLdPGb2VgUOHxABssCRw6G4fHKuO1btfjkIxYffaAhka9M4h3blqYQZpzrxszzPDj0nD7XxJTpLjicLD7fFM701cZTJhlbXl8MN9yxHc/99+iKifmS0Ut/Y0hbU4z+Ld8YtnDfmoonZRERSvGoEoIIkywrKzJghuDndYZw05yVWLZmfrI8l6JjpBDodYRw83kr8cy/5ifLzii5k8s1o3F6GeIts1fi6Q/mJ0sYzaBShMBUfI4QbpuxAv+zbkGa74stomVLPoKjHQS/rtdEIW1NIX2SUaKhXcS+1MVBKKXBNOEvG773ve8hHA7jrrvuQmtrK6ZPn47ly5fD6+0cNP7mN78Bz/NYvHgxwuEwLrjgAixbtiythDhbQgECtgS/0OcKIQShyAG0tK9Fc/uHaGlfB0X1J98/0QwAnwP4EwCA56pQ5RkPn2c8fO4JqPJMgCT2o2JgEQkFefzthcEIBS19CfWKqobjQl1LUrCLpQl6bSnCXgtkuQ0E2fcmAl8NoPeMFAKAaMAXx6KYPtsFjlNBtO7fkRD4OI5HOCjg1Al9v/Wn8fjS+T7s3hnBlk0xbNkUxofvBXDtdbXJz543z4sP1gRwcL+FbuR7Ez8sKgqGgjz+9tIZto55y5CD+GXZtsYmAl6+WM7fZUIoJoHJo4kzM8MvFJXw2sezEIpKhR9EmZPJx/mKgaGYhFfXz0IoRv1eKlgVCId1v4fDEljNOhlNmQSgchMDgzEJrzTNRtAiMW+W4Fjq7D6z2ppiioZ2EftSCRfqb0L0m0ijKaPVhy01sl29enXac4ZhsHTpUixdurTHzzgcDvzud7/D7373u4K/X1NZsBbxSFRuRkv7h2hp08W+SOxo2vs850Wtbzpqq2aAYx1oD2yBP/g5OkLboajtaG7/AM3tHyS3F4V6+DwTUOUeD59nAnye8ZCEulKbVTaoKoujh9xmH0afEKIiFDmEYHg3AqGdCIR2IxDahVD0IDQtktc+OdYNUaiBwFdD4Gvif9dA5GsgCNXx//XnfZWhJdrSE8dlOJwsBKFzENcwQMCEs1xY/2EAHMdg/CQXLrmiFp99GsHuHbqI56vicN1N9Xjj1VZs/jQEOQa8/KeTOHEsisuvrQMB8K9VHXj9L2152WoKFhUF9Zg3fi6NsqQAkcwubU25oam0htEIVMLlNPC0QkmvqnE40lJf+IFUKPlmBaoahyOt1O+lpqvfu16DVhECgfLLClQ1DofbKjfmS5Hdlwk7tjWlFPoAY8p4VSs1JhWCRWQua+BwKVBMSgpS1BDa/J/EM/rWoiO0Pe19hhFQ7T0Ldb6ZqK2aAa97LFiGh9OlYO7FJ7D6rcsQDvHQtBgC4d3wB7bAH9yC9uAWBEO7EZNP4VTruzjV2rlEukMcAJ9nPKo8E3Qx0D0OAm/vSStLhdOlYM5Fx7Dm//ojHDL/MiKEIBI7Ghf2diIQ2oVAeDeCod3QSLTHzzGMkCLY1caFPF3QE/hqiEL8Nb46KeaxbPHKPGvreZw52oEJk12oqeVxz78PgKoSvPeuH03rg7j6K3W49a5+cLlZnDwu4/01bTjZ/DmcrnqEQzyOHIrh0Z8cweGDnTbKMYLl/2jH8n90LuTB9KHoE0LskRFroijodCmYc+FhrFk+yBIxb3mKlBFntbamUnC47Dd3nh1w8FFk49li3dQU42bFxUUwb8ImvLt5UuEZCiZDLCCMZCsEOsUozh+7Cau22t/vdqIvv2e6Nq1y/96bcGQHUdApRLFgVBNW7JiMsFw5MW+W4JeAtjWZMXrOvsQqwZTSQe8iUtBKOHuqRhT4A1uS5bttHZ+CkPQbRa9rNGqrZqLWNwM13ingOGf3/WgMOtqF5LGzrAifeyx87rEA9AVPVC2CjuB2+IN6VqA/sAXByD5EYkcRaTmKEy3Lk/tzOYbC506IgePhdY8Fz9G5VbqiaQw6/EJJYwbQBaqYfDIu7O3S/4+LfKoazPgZlpHgdg6HxzUCHucIuJ0j4HYOhSjUg2Ndpgpe4ya68L0HB+DYERlr/9WBaETDyRMKjhyM4eQJBQ/efwjRiAZ/uwpCAMmhYtq5XNLv0SjBp+sz251K18zDrkLgp9u/AY1EUVc1C3VVs+F1jwHD2Czjx2BRUNOAjnYRGp28NzMGlb6a1dZUOoX6m2gxkHxqWvP4HjtBSN9+tUKWHwAw8ZtRjWXgD7ugZXHsVofpcoNtZSFQ0+J+p21fScnH71bOCkyQjbhktjhICAN/xJVVO2l3zBb7UqFtTSelWqCDUUk5VdDaBoYQ6vbEstDnT9sAnjemlE2fp28vmts+RHP7WrT6P4KiBtK2cYgDUFc1My72TYco1Pawt8JRlAD8oa1JIdAf3IJw9HCGLVl4nCP0+QI941HlngCve3RRs74omYnJLXoGX6rAF9oFRW3PuD3DCHA7hsIdF/g8zpFwu0bAJQ0Cw1hwFGYRVDWMdzfMTBPeBb4mfi3OQl31bDilASYeocFYdE5By1Pmc9xVEpomIxI9imBkP8KRgwhFDkDTZBw+8RLa29vh82WfCZ8YT5w3/i3wnPEl2ooaxL+2XJzzcZaahF/OvaMNvJj5OK0m+FUiVhACyw268rE1hcB8MFsYLAesJPhRdEop9qWixPxY/WwNHWeVEJrxlwInaPpqA0UiGjuJlvYP0dyui33R2PG093nOh9qqGcny3XxW4xUEDcNHB7BnuweynP3oguc9qPWdg1rfOcnXYnJbZ1ZgcAv8gc8Rlb9AILwTgfBOHD35GgBdYPK4ztQXEIkvHuJ2jQDLVE448YKG4aP82LPDByUHv2dCVjric/Dt0st043/H5FM9fIKFyzFYF/dcI+F26kKfyzEEbJmLOPnGe2+wrAMzJrwav1bXotW/HrLSiuPN/8Tx5n8C0DNh66pmo656Fmp80yHw+a9KaTmyzBTkBRXDz2zHnp1VUOQyGcXngklCXzHbmkpG02IIRw8jFBf2QuED+v+Rg4hEj3RbuIjjyugatxACq3QbZllF8AMyi34Cp2B4/2PYc6w/ZLW8xzlWyggUOAXDG45iz/EBtvZ7trFpFYFQ4BSM6HcUu78ont+tXB6cC0ZnDQqcgpGnHcWuk/aO+a5YXewzIuatjlliXyo8R6dUKTWVEd1ZIjlUxML5f15RA2j1f4Lm9rVoafsQgfDOtPdZRkS192zUVs1ArW8mfO4xBWdiiQ4V085txqH9zoKFEFGoRn31uaivPjf5WiR2Iq1E2B/cAllpQ0fwc3QEPwfwMgC9nNTrHptcTbjKMwEuxzD7lUtmiV5yegqHD7izvhlX1BCC4T2d8/CFdyEY2o1I7FiPn3FKg/QyXedIeFwj4XEOh8t5Bji2MuegKGa8J2AYBh7ncHicwzG44Xpomoz24GdJ0d4f2IxQZD9Ckf049MXzYMDB55mIuupZqKuahSrPpPIVXFPELkmUMW32Fzi83wEl2sXeCrDfLPJpayoVVYsiHDkcv151gS8cOYhgZD8i0WMAeh7psqwDLmkwXI7BcDoa4fPUY/OuX5bu4CsEkZeRmNXH6oJfAlGQcc7IHTh0qr5ibgoTmCkEiryM6SN24NCp0yrC71YRCCVexvThO3Co2Vi/26E8OB8KEQclXsbModtxsLU8Yt7qgl+CUsW82VhB7EtFFMwfY1catNQX+Zf6apqM9sBnyUyh9sAmEJKqXjPwuseizjcDtVUzUe09CxzrKL4BJSSxiETq4iEdwa3dypYBgOPc8LnH6fMFxlcTdkqD7LGIQgFoWgzB8N7k3HuJ1XTD0UPoKaVUEvrB49Ln39MFvhFwO88oSQozpXdkpQOt/o91Qd+/DqHI/rT3Oc6NWt85yYxAl+OMso/xgrGqUGgBoY/SO6oaRih6KFmSm5a5FzuG3tL2OdYJp2NwXOAbEhf5dLFPEk5L+6FKUQJ4d8P0vEtQvjT27yUrQXlv6+WWL0HpWuprFdGvkst6iwUtD7YmVskgzJdyEQKNxorlx8UW/Iws5S2kH7HDNVYqsQ/IvT+lpb6lp3xl7bzoPWAJIQiGd6M5viBHa/tHULVQ2jZOqRG1VTNR55uBGt90iEK1gccLAASipCEWZQEY3/gzDAOnNBBOaSD61V2kHwHREIociJcIb4Y/8Dn8oW1Q1SBa/R+j1f9x8vMCXx0XARNZgUMAsNB1Et0GBgwQvwHTb8Tir4EFGKT8nXg99TOJv9NfZxK+Sf7NFijOEPBCDO3+w+gI6Zl7iSy+UPhAt7KxBCJfB7crnsHnHJEU++hqytlS2ngHAIH34vTaC3B67QUAgHD0aDIbsMX/IWSlDSdb38XJ+IrZktgQXyRkFmqrZ0ES6kpynMZTRN/nKrAZJRRaWOgLRw6jxb8e7YEmsKwKBl7wvAc81/ngOHfac/01l+0zrRU11CnsxUW9xP9dp8zoCse6k6JeUtiLZ/KJQn0O7T4VhIyAVUnBN3GlF/wIRF5BTOFRqn7HThiXFUj9Xgj5ZxBaw+/lmhHYOwQSryCag++NyKqzCkYJft2vjfxiPt++yGjB0MpiXzqFxS7RZBDG+HE8sfC9Qq5Q4S8Fj09GJF3HQyT6BVr8H6K5bS1a2tciKp9Me1/gq1Hrm5Gcq8/pGFTCIwa8VQq+ftd+/OmJoehoNyeLhmFYuJ3D4HYOQ//6RQD0VYuD4T26CBjUswM7QjshK21obn8fze3vm3KsmWG7i4WpgmGKwJgQDBkG0EgAipJ5fgKe83Vm8CUerhEQy0YEMgcrxLtTGoCBp1+DgadfA0I0dIS269mA7R+irWMjorHjOHryteScmPrq3PoiITXeqeA4e2b9en0ybrhzD577/XB0+Eu8uE+xhEKLdt764k8H0Opfn3xEYkfz3h/HunQhkPeASxMG3RkFw+TzLsKikYs4KWogTdALhw8gGDmAcORAt362Kzzn7SLqdQp9Al9blIxbTxWde8YIPFIYEVKV12fNyvDzOsO48fx38OyqC9ARdhV+EGVOsYRArzOMm+asxLI186nfDaTrdZXqd3/UOn4vl3kCe8PnCOOW2Svx9Afz4Y9Yx/elxIzsvlK3NUYIhvYR+zrxOAqYX42SF7TUF50po/OnfwJVA1r9HyfLd4PhPWnbsoyEGt8U1Pr01Xe9rlGmZlewLEFtfQwtp0TLL0OuaTF0hHYmhUB/YAui8gl0hiABIRr0XwAICAj0tb4JSGJuJpL42xphy7HOlPLc4cmVdCXhdFruaQBWj3dVi6CtY2NSCOwIbU97n2GEeMbsIDgdjXA5GuGUGvW/pUbDVhUvBixLUFMfRespyZK+txN69vjeeEa0LvRF5RNp2zAMD597HGp8Z8PrdaDDH4asBqGoAahqCIoaiP8dTP6dPtVE4TCMkBQLdYEwg4DI95yByHEuyHJLXODbnyb09bx4kY7AV8HZRdRLPBf4KsPbV03rwDvrZ9BS3yKR8Mvc21vA5lgJUYp5/HqDZTTUejvQ0uGFZofaLouTrRDIMhpqPR1oCVC/l5Le/G7102B3IZBlNNS5O9AcrLyYL112X4bvpm1NnxgxLYYmt2HVsjo6ziohNOMvhY+33IKO4OddyjQZ+Nzj9LI93wxUeSdbamEFTWNw6oR1jqc3WFZElWc8qjzji7I/EhcFO0VCvXXv/LtTPCQgQFww1HXGTO/rnyMJUTH5dwYRkhBwnAsOscH2ZXV2wurxzrGOZJkvAMTkZjS3r9Ozhts/RDR2PLlQCNq7f17gq+GU4oJgUhQcBJfUCElqMHXlbE1j0HzCntmKZkOIhkBoZ2dGX8cniMnNadswjIAqz0TUeKeixjcN1Z5J4LjOX54bqvv6DgKNxFKEwIRImPg7GP879b3ObVMFxMQUFoTIkJU2yEpbkT2iI/C1KaJeY4rI1wiB78Ngg6HitjFohEW2PabZgl8CjbA45e/MUrTzvIBWmI8v24xAjbA41ZFfdiglf3rze6Zr0ko6SV/ikdWFQY2wOBmonJg3U+xLhbY1mTG6rytUZCVaDIQxvvqLaDHDv6NUUOEvBX/wMwCAyzEkXr47E7W+cyDw1m0MXG4FF15xHMtfb0AoWFmnk2ES5bfxf0s4nu30u4ZQ0EKjHptDlEiv77vcKi66uhn/91odQkEODG9tIUoU6tC//lL0r780vjDOMYSjhxGOHEY4eij5dyh6GLLSkhRZ/MHN3fbFMDwc4oC4KDgoLVPQ6Wg0fJ5Ip1vBhZcfwfK/D0S4wtqaXCFERUdwO1r969Hi/xhtHRu6iWcsI6HKOwk13mmo8U1FlWdixsWfsm3jGYYBx0jgWAmiUFvw8StqqHfRUAsm/+6aeZiakSjwVcly3MRCGgmhz8pzmzrdhWVP0gFpZpxCBDL6Pu9WWrjDzYdx4ZSNWL7hbISi1u5z+sLMVXp7ItN5IhwDlxjBRZM34P+apiAUs7ff7USufu96rVpJCOyK1YVBlxjBJeM34J9byjvmrSL4JaBtTSel+mGLUQlcPC31LTX07i2FccN/gBrv+XBKA8w+lKxRFAZHDjqhKOYP3ioJ6vfs6EvIyxVFYXDkgJT0e9f9W1kI1BfGGaC3L75zur2vqMFuomAoclh/LXoYhMgIRw8iHD2YMVuQ56ri2YF6GXGqKOgQ+4MtcIEMVWFw9KALKo35bmiaDH9wa7J0t61jQ7eVzjnWhWrv5KTQ53OPz2oOPTPaGobhIPBeCLy3ZN9pNWjbbgyqxgG93FxbSfBL7EdhOBxproOiWjxdKA+sKAQC+nGpMoujp+qgyqxtsyyt4s9cUDQOR1rqoOSpglk9K7A3shGkjBQHVY3D4dY6vZ0sM6wm9qVSaMzbnVKKfamUY59qdajwl8Lp1Vdaeo6tVBKCR1QBPl7tBiDHH9YWP8qFWJTD+vcrc6GOYot5uRCLsvj4Xz1n4NpJCOwKz7nhdY2C1zWq23uEaIjGTsRFwEMIJQVC/RGTT0FR29ERbEdH8PMMe2fhkPonhcBOUXBQPPOqus8502JRDus/OK1I1tobTYuhPbA5Wbrb1rGx2wrvPOdBtffsZOmu1zUmL/G1ktsaM5GjdEBqBDFVAJ/BtVYU/BLEFAHrd3Rvl8sRKwmBMUXAx7vs7fdsYtJq4mBMEfDx7tFF3aedsgL7wkhxMKoIWLevuL43GysLfgmMiHmrY5bYl4qsmLNIYyVDhb8UeFEFSrgqTi70JLYIooaxk4PY2uSGHGN73NZOAogdEEQVYyb5sW2TD3LM3jeIZgp5uZIp3nvDzkJgKgzDwiE1wCE1oAZTu72vqiGEo0e7ZAp2lhJrJIpI9Agi0SOAf123z/OcJ1k67JQGpc8xKA0Ay4p6zE9sx7bPqmwf87miqhG0BzYlS3fbO5qgkWjaNjznQ41vaorQNwoMU7ifyqmtsRO8aODSghWMyMlpwywrC34JBF7GmMGHsO1gY8XdqPRUhlsKBF7G2EGHsPVwefs92/gtmd85GWMHHcTWw4Mhq8b43c5ZgdmQb0mxyMkYN+AgPj86GDGDfF8K7CD2pVKKmLcCVhD7UuF5ubAvIhpASjBWIxYVh/KACn8pCCKBbBENJFsxRhQJRk8KYvdWF+RepvqhYmBxEUSCMRP82L3N26vfrYKdxL3eyDbeeyLVD+UU/xzngsc1Ah7XiG7vEaIhJjfrmYLJLMFOUTAqn4CiBtAR2oaO0LYMe2fgEBvgdg3EFwEnmr8YAIbUQRBqIPI13f7nOKfxBhuMoobQ3vFpXOhbj/bAJhCSPkAR+FrUeKegxqeX7nqcIw1Z6MdubU25IIj2LC20OjynIgbrLNyRzT4ETsWYxsPYfWRAWQtQ2VKqrECRUzF60CHsPkb9DpROIBR5FWMGHsLu4wNLKoKUU1ZgX/QkjEm8irENh7D72EAoZSxA5YJRYl9y/yqBxCsYM+AQ9hwZAEXNThqxWqZub1hN8EsgcPQH1lLDEH1p1IomsSz0vCkfmVrqawVxppzEkErECjFkVyo19lUtgnD0SErp8KHk36HoYWhabpPvsozUoyiY+r/AVyf/NnuldEUJoLVjQ7J01x/cAkLSF3cQhdPiGX260Od2nNFneTTFvihKAO9umI729nb4fNkvQpIYT8w+8yXwKasyG4WihvDBzq/kfJylJuGX825rK8qiLqUQ/Cj5Yacb4krFjueonIVASneMFPzMbPtLde1ZVexLRYn58e6fa/MeZ5076pWSjbPe37HY8uOsbKAZfykwTGkbgmKINAxD4PGpCPg5EFJ4Y0IzA7ND97uCgJ8vit9zoZLFvWLHeyrlUhacKxzrgMc5HB7n8G7vEUIQU5oRjhxGJHYEDHcKgYAfMbk1uQJxTGmFLOv/EyJDI1FEY8cRjR3P4RhccVGwGgJfA1GogcDXQBCq0wXD5HvVWS2M0ROy0o5W/yfxx8fwB7ei6zwPDrEBNd5pqPbppbsuabApQp+ZbU0lkmwHchS8KdnBFlgyY3RZb8ZtGQ0eRwSBiAOEqg99UqzyYOp34+gt/hN+75CdlvJ7uZcHA3HfSxEEopUZ82aJfaVsa/Lpw7JtP+0g9qXtx+h0Tko3qPCXgtunIBI0bv9GCDYen4obv30Mz/5nf3S0G3M6K1UQ6Q2PT8HX79qPPz0xFB3txqTjV7LA1xOliPcENO71lYgloR6SUA9v1bheY54QAlULQZZbdTFQaUsRCFsRU9ogx5/r7+uCIYEKVQtBjYb0OQizhOc8cXGwu2DYKRx2lh/7A58nV93tCO0AkD5wcUqNaXP0OaWBhbqvKJSirak0smlb3V5agmIEbimCSB5jfTMEvwQeRwRfX7AKf1pxPjrCxmcXlCP5lAd7HBHceP47eHbVBdTvJaQnv1sxS7DcyoM9UgQ3n7cSz/xrPjoilRPzZmf3Wb2tsUJ2uhHH4HYUdp9LNBmEKXCewCy/p1ygpb7oTBk9f+o6cJy3aPsthXBjZAZUTsdRYaJIMbNwqMCXPVaJd4DGfDEghEBRA7oImBQKU0XC+N/x54m/i7EKk8sxrFPo806FQ2ooeJ9GQDP+8qPQdlXVOvDup3NpqW+RSPhl7q0t4ITqrD9npuCX/GyJM88YzZhhOWGt235kEpVoxp855OJ3K4qBvWH1MKqkjD+zxb607WlbkxGjBUdVbsOq5+rzH2eNfL5046xdX7P8OCsbaMZfCnYUcAhhDM98yuo4KqxEWPd7btk3VOArHKvEO1B5GYH5xHxfMAwDgfdC4L0ABmd5HBoU1Y+YnMgk1DMHu2YWJrIOdVGxA27nGclsvhrvFEjiaUW1xSiM8Hu5YGSbSkVWY8j2psoKgl8CQlgEgvqiRQzs+1t5JkHRKmJgpoxAQlhLZt+UO7n43cxVn/MhG7HJTN2HELasM/2sJPalQtuaTkpWLqwRQLVuW1GuWOMO2iI4PUpOq/paQchxe1Qsuu4k3nzxNAQDPawPbxLlLAa6PAouW3wEb7wyEKFA52VkhZgoZ+wS7+US56n0FPOlhmFYCHw1BL4awNCsPkMIse1CHFbxu1mY1aa63IWV+hItBsIYf76IZq+lnl1iBDH0/ou5lRbuYDQClyOCRTPX480PpyEUKa+2vasYaCUh0CVFcNmMj/HGunMQilrb71YWu3LFLUWwaNpHeHP9dATz8HupVn02CjPFQbcUweVnrcPfP52Rl++tilGCX7Ha+UJj3u6UVOxLwVlgqS8ldyrvLqIX5FjvnZMVRZ1YjMH2TW7E+jh2q2BFH+ZDLKRhW5MLsVAMRFH6/gClKNgl3ssxG1COMdi22ddnO2lF7Cb6pcZPMdsaK8eh1foGq7cxdkVWOaCH32ysJvglkBUO2w8OgqxY68cmI7BSVqCscth2aJAeMxbHyAn7S01M5bD9cCNiRfK73bICs6EvIStfYVBWOGw72lgWbY1Vs/syUeyYtwulEPx6m7qi0DgnWhSEMf6cES1q+HeUCir8paDEOPBdPGK1m5GuyDEWmz4u3ryElOygfjcHu/q9t3bEymJMKnKMw2fra8w+jLKkt/goZswb0Z/lEr9W709TUWQ6z48RyKoAvss43UplvUD3GxVZEfDZnmFF2bcdMSsrUFYEfLb3jJJ8lxlkG6+lFslkRcCm/cb63e5ZgX2Rb9ZgTBXQdHB48Q+ohFg9uy8TpYh5q2C22JeKotBpbEoNFf5SECQVWtQ+NyYAIEoaJk/vQNNHXsSi9EalVFC/F5dsV0wSJQ2TZwTRtM6d9DvD2rvj6EsMsYowKEoqJk1rw6b11YhFK+tX0WKSq/hl9bbGTmJeLghiYXcvqhYu0pFY43uKhcDLyVnyrC74JRAFGZOG78OmPcMQk+3d3xSDUgmBIi9j0vC92LTnDMQq+AYxm/gupnAm8jImD9uLpn2l83s5ZgX2RSaBTORlTB66B037h1d0zCcoiUilkpzbGrvFppXEvlQEobDVcuk4K3eo8JcChwg0SGYfRk7wPMHAIVFs2eBBrHwyUS0P9Xt2FHsJdJ4nGDg0hi2fuJJ+7/oddhcCu2IVYZDnCQYODuPzT6tozOdAocIYbWvMgefzGyiLooiGhgZ8tPeOIh9RzzQ0NEAUxZJ9XyHwjArFJoJfAo5VMaC+GVv2DQZQXv1LMTCqPJjnVAysa8bn+4dQEaQPipk9mPD7loPm+r3cswIzwbMqBtY2Y8vBoYhVcFtjtFDVdf+5tjV2KO03a96+XODY/OZSTo6z9n0z7+/OFTuNs3qDIYTYd4myIpFYFnru5DXgOY/Zh5MVvQkq5SZ8UKxFscU8o6n068EqGYOVQLlmv1UiihrA6qY5aG9vh8/X+2IUXYlEIojFSrfohiiKcDisfZ0nx1k3toIXc/NnV0ol+FGKh1UWDaH0jZ0ENjsdK6V3Si322YFc49sOYl8qSsyPVS/U0XFWCaEZfymwrHUbhZ7EFpYlqD1NQctJHprG9LhtpYsfxUb3u4yWk0LS73bGLmJepnjvi3LPCOyLbMSobMRBliWorY+h5ZRYFjFfDEoh9JVbW2MXChkPOByOshggGgFbwARQZgl+LKOhxteBVr8XmlHLeZY5+ZQHs4yGWm8HWjqo30sJp6nd/G5Vga3cSoRZRkOtpwMtgcqIeauIfVZta6wkVhrxQ1kh4wE6zsoP60S3BXB58ks5NQKiyWmPnnB7VVz3jWa4vb0fe9f92UXosSpur4qv/NsXffrdKmQ6/3aMhWzjvTfsaruRECXS6wMA3F4FS249CLe3Mlex7skvRmO3tqZcsNJ4oJxwSblfN4xKirPir0byunlxOyNYMu99uJ0WyejV8nxYiMS5SH10xe2IYMnc9+B2WMTvFUImvyeuwdSHVcl0rHY4bkD3/XWz15R9zBt5LvI517StyUxv7XMxcFmlT60gaKkvUkt9V4PnzFkxNH8BgkCUCGJRBkDhv3JVWjZU/hTX78Wi/IUs4/1Or4GeyM33di8xtk7ZrjXbmnJHllux5rP5eZWgULrTWerbAl6syuoz1inpJRAFBTGZR87XoMUEt25Y+Od/wgIiryCm5OF3SgGQvP1u52y7VMyzI3/fWx2rZPdlpnz9nislmwJDA5RYO1a9VE/HWSWElvqmUbqLvXgCDRO/ISwOtEw4W4rr91wof3GvN4z3e6WXBvdMbr7PRzgzSyy0jsiXCfPamnKn97aU+twYsvNrsTL8igODWLRM+4GuwqSFhEBGA+QYH48Y6+QolP98hUzei3qUS+ltX+2PcTbl73srYm2xL21PZeX3fCiJ4NfthzD7tQ12x0JdvPm4PMaVsBlVXuj2qrjxOycMLQOzc2moUbi9Cr5+91HDyh7LoSzXCEoR712h/tcxOuaBvkuOeytFLuR7rEwp/F7O5NuW0lJfY3A5wr2+X8yy3qKgAW4pjOsvWgW3s/djLwssVCLsdoRx/YWr4O4jZkpNpjLlXB9Wxu0I44b57xTN73Yqtc2WvsqJ87XTLYVx45wVcEvWivlcMPpcG7H/Yse8XShJm9RLX+KqhD7VYtCMvxRikeLpoKUSCGIRBh+t9iAWKa1qXumZgbEIi4/XVBUcM5UsJOWDWfGeSqVmBBYr5o3A6uJdIVjZ71bBiHZUplmWhhCTBYDr/rp1ynrjpNykRGMC1m8biWisMtr6bpiUFRiVBazfPhJRufz8nk2cmpVZGJMFrN9xpn6tGkC5ZAX2RTZtWle7Y4qAj3aPMjT7zI7iq9HHbHTMWwlzMvsyU7F9qonQOf6QOsffGvCcJ699UAEnM5UiivQGjY3KgsY8hWIMpWxLFTWINZ9dQOeeKRKdc/y1ghc7/WllwY+SA/R3CVMo57LjchQDKdlTKoEy177DjteclcS+VJSYH6teqqPjrBJCu+oURCn70h6rlP9JDg1fusgPyWHN0Wq5lqpKDhXnXtgKyaHHDC3NLQ1Wj3fAOm1Dseka85TSIIpRnLugGaIYLcu46opV2lJRsm4bY2dEIQbA/JV6u9FLWaskxDB74ueQ4sdOyYAB5cGSEMPsCdTvvWFEWbEkxHDuOPP9brcVeYuBJMRw7tgtpvveLEp1rrteH7m0NXYp7S/Z9xfQ5osVGudmQkt9U2DZnmPXqjdaLEvgq1bBsvbpEK3qy1xgoMJXJYOBDKLRG8RSUS7xbsesQJZF3PdmH0n5kilWeop5o9tRI2PUDn2AndoYO8FpGkgRFmooZYYfyxJ4XWEaE7mQya859h0sE/c7Q/1eCNleK4lMJt3vIUv6vasgVG5ZgSxD4HNa0/dGUgpRt7frwOi2Jp/+Kt/MQqtm92WC9qmlh5b6InOprx1uTCiUSoJonb8MMaxo4pGUBjuKg5TsoX2MtaGlvsUlMc6ad31LWqlvrtCS3jKC/ohkC+xW2lhuYmC5YrbYR8kRA/pMWupbemi3mwLL2K+MiuMIBg6JguNo41ZKqN+LB9FiWT0AgOMJBg6VwbLRbu+VG72VPJrRTukxH6ExnweFnDva1pgD9bcxcGx+UwWUoqS3JzhWxYD65ryP3WiyWWHUkmWSfawgbHW/lytd/W6V0sVsseW1EIdjVQysPVW2MV+Kc5BPnNK2pgcMXt2dpf4uOVT4S8Hptl8Aujwqrr6pFS6P/Y7dzlC/900ugl62uDwarrm5Ay5Pei9UyD7tTCnFQZdHxVVfP0ljvg+KfQ5oW2MOdhwP2AGnFM1p+6IKDXnevLgcUVx53jq4HLkde7ZkK9wVKmLYQgBJudF0iVFcee46uERj/E7JjMsR93sv8W43MbArVhUGXVIUV838EK4c20krY1WxL5VsYr6iMFDsAzpjwi1EjPsSSkZoqS86S1DmTHwHPOc2+3D6JBthoxJKISnmYEdhjV4PvUPLivPDTtnhlNygpb7FJZ9SX7MFv1ywpIiWB7RMsgdomkRe2K1MOBfotdIztIzXhpjQTyqyH++8Uk/HWSWELu5hA/IRWjJ9hooflN6wo6CXLfR66J1sBKxKFwepyEehlAarCX7lIuplQyZbqcCB4t0UV5iAmOlaLhcxMJt2oVyvHbPaRCr2FRn6o1jFUWFdUO+4vdYo7cmlbNFTpeKOf2+Fp6rvYy+0zJLSicen4t++/wU8PmvETDYUs+TWLHKJ976wo/1m4vZEcPv9h+H2RLIqMTZrLsJiYCUb7NjWlANWGQ+UG25nuMf3zJzHrycYlcDjDOOWK5bD08uxlzNmlUF6nGHcuuj/ysvvmeY17GWeQzPwOMO49VLj/G73MuFcyLWk2OMI4fYL34LHESradxjxKCWliBOjY95SlKCtyTZW3I4K8LfFoBl/KUTD5uighYgOkRCLFX9zIxLK79hpJlR+REIsVv6tKm+/G0W5C1iFxntvdPUdvQ7SKSTm8xXOSpFlaHVh0qptTTmRqd2MhBQTjqT8icREMFz6a1bL8APSsxQiMRGr1k9EJEb7BKB0WYGRmIhVGyZVnt+ziWMDu4NITMSqjaX1ezlnBvZG12spGhHxzqeTEY2IFZ0pVVIxWAMiERGrPpmESETs/fqz8zDM4B8V8onXimvbLQAV/lJQFAY81/d2hVJMcUaRGezdXtwLh4qBfaMoDPbucJjy3eUu7vWGEfHeE1QITMeMmC9ElMskGlpd5MuEmW1NOZFru6nI5X/TaQaqyiXHWVYX/BIoKof9RxuK9yVliBFioKJy2HeM+j0jBoqDVvF7JYqBisph33HzfW8GpRb7Usk65vPpa8wUCy1eyqtqJRBdKGnYWbsuOpLDmCvEyJJCh0vD/CsDcLiMvbrtWhpqFA6nhvlXtMHhLL7fy6Ek1yhKFe+ZqPTzYGTMG4GVynULwW5+N5NitpsS9bchSGLMsiW9Pd3AOMQY5k3bBIdYee1+IRRaHugQYzh/CvV73uRZVuwQYzj/bGv6vdxLhB1iDOdPbrKk742gZOeyj7g3tK3J5josZvmthUp5+0ISKiPOrQTN+DOAShEFaGZg/lRKjJQzNCOQQjEH2n7al6IJfkWiksvpSg1dOMSCZLqWNACkh/csRk/tSblnBtqZkgm2NojfjFj0uGlfWR4whJCKP5N+vx9VVVWYM/Ed8Jw758/Tm5DeqVRBhMZFZVOpcU+hFAOz209FDeJfWy5Ge3s7fD6fqcdSDiTGWed/tRm8mKc/qeDXO1ofDmKtX+RDhUAbYP0w6hMqDJYWKvbZFyP7SkX2451X6uk4q4SUQfNdPHg+u+C2UskfLxCcMToGXrDuILYcy1V5nuCMURFwXJSW5JYQO8R7gnKLh0TMZ9tOUgojETccF8WwMwO9tjV2nhrAqsdthzbGjnBcHqsll6iktyd4TsXQAcfB53PshaBpuT3y2Z/FSC0hE6BgWL9jEKCYvrJoJcFzKob17yXeLbgSca5kWlnYCmXEPKdiWIMJbY0BmFLGmyd9xnyFYXg7G+9/ONhzCh47Q4W/FHqa08dqNySpOFwaFlwZNGXOs0LI5wbWSg/JGcH8K9pt53e7Y9d4B7KLeSujz69IY77Y9BULhcZ8qdvGXI/BqtA5/owh5zmUTBT8EjjEGM6f9lnh8z8VW8grBhYWAvvyeyYxsNiPSiSv+c7KQAzsihnioEOM4YKz7DvHn53EvlTofKIlEPuAbv2MQ6pcf5sFLfVF91JfK9+MUCiVRk+LMmRatbVSoGXE9oT2LfaBlvoWl5xLfYso+BmCxUQyQ7FBibAdoGXMqLh0EzuUFNtmkZQKanJLRUl+3Oilr1RkP97539PpOKuE0MU9UiBaDISpXDGBQik1hay02vWzlSQEZisgUYHQHKjAR6HkiRUFv0oS+TKRyX4qBuZMXzFZEcJgpkupjEMpG1EtF3HQNiJdsajwptcoDBf8Kr3PtDBl3NzmjqfKfrX93moV336oBd5q+x27naF+7x2iyVk9csVbreE7P+uAt7p7p1KM/ZcbxZwHzlul4O4Hj8NbpRh81PbC6PJV2taYgx3HA3bA4wplfqNIZVtFLVWKlyV5XSHcueRteHs69kqkBCXCXlcId375nxXjd6uUHntdIdx19T9K5/cyLBPOhdTyWJ8jiG9e/iZ8jqBl5h0sOSWOA0Yl8ElB3HX1P+CTgmVb9l+qefty6Q88zspo260ELfVFZwnKvMn/BEM8Zh9On6QKGhxP0DBIxfHDHFSl81ejSsp+MgPd7wqOH+bT/F4JmCmo9RTv2UKvi/xJxPwXR1xQ1cqKecC8LL5KbmvMhDABvNt0CS1BKRKJcdb860+A5Ws637BBhh/HquhX14YvmquhalzxvqfcKTArkPo9PwrNHORYFf1q2/BFiwX9XubpKpb2vZGUUOzN1FcY0dZYIYPX7FLePj+qtmLFK/3pOKuE0FLfFFSFAW/BdrY3oUVVGBzZ3/00ZvoMFT2Kh+738vOn1bPkeor3bKnk8uBC6Yz5wmLEDuXHVirVLde2xupQkdUYNI3T791tIPglUDUOR0/WFe97KoUCS4Sp3/Mjm2uiN1FC1TgcPWVRv5d5qbClfV9MSpzV2dc1YURbk2vfVCyh0OpiX/puLCi6lDll1FwWjlVWq8ylXNHp1rDoq2E43X0fOy2FLB5Ot4ZLv9KRld+tghGlt6Uml3jPBrvZbybFinkjVo0t9rFYCTu2NXaka1sgOaJmH1JZ4hCili3p7QmnFMXC2RvhlGhMFEwOJcJOKYqFszZQvxtAb+XELj6ChTM+sY/fy6hU2ClGsXD6J3CKNvF9LphQwpttP2GFtqbQFcdLtiJvEad2cJRjnFscmvGXgllzURYiOGgaA38rA03L75cCumJqfmga4G9jLTd/abmLV4XGe1/QTNmesUrMW02YMxqr+L1cyLaNJIRm/BmBpjFAAa41Y9EOjTDoCDmh2SUmepoLzIorjPaSFahpDDqCTsP6e0pmNI1BIOAEkbtfb1YoX8yKbC5tC6a+2K6t6QuLZfb1hB3bmpLNO2jg4LNs4txG0Dn+0Dn3zHnj3wLPuQ39LjsLM1QAMR87x0+5QK8DCsXaFKOdVNQg3tt6OZ17pkgkxlnnf6UZvJi7Pyt+lV6jJva3ohiYD3SVYdOwjRiYDzSscsfk+fooRcDoPjLenymyH++81o+Os0oIbdJSEMTiNyBGlxIKIsGYs2RDjr0rdiwNNQpBJBgzOVp0v9u9FNdoShnvPVGp58SomKf0DvV7zxjZTlJ/GwPH5b4qeKlKenuC5xWMGnoYPG/AiuYaye5hFKX6njzIye9dS4iL8ahQeE7BqCGHwWd5rZbjCqhJMpURG1iyynMKRg0+lLXvS0JfPihxmbURcZZrzJclRrd9GfoZzog+ldIrVPhLQZQKb0RKLQpIDoIZ86KQHOZ0tJUqTkkOgulzw3n5nQp7+WN2vGeiUs5jITFPyZ9K97tZ7WUxxgOU7khi9uetaDd3Bd7MSIKCqeN3QxJyuEkxW9DLFwsdY15+LyYVKiBKooyp43bldK12Jdt5yWxPkYUwSZAxbfQuSEKR+7dcxTuLzZdodAwVI+Zti9HtVC/9iESFv5JDS31RWKlvud7kF5tKKo+kMUHpSiXFP4WSD1ZrN2mpb3HJpdS3qBl+xcaKYp0ZlEuJsFWo4FLlsi4Vzpa+Tr9FBLhSUpZCsVUoUSlvX9BS39JDF/dIhek7UK12cwKGQJSAWBSAhSfJzGfRBMv5OhWb+L3ssKnfe4tl24iCDIEoEcSijK18bze6xYqJMV/s2LR0m96VLMYDlHzo2a+WFfw0DaKgICbzKGhlknIi041d0cVAUjl+7ytmSyoMltbvma77ihMDk6e/gmK+C6YJfZqGrPxud3HeImJfOnScVWosE8WPPvooGIbBPffck3ztpptuAsMwaY8ZM2akfS4ajeLuu+9GfX093G43Lr/8chw+fDivY/D40i8KO5TweasI7vxhAN4q+108dp7Pzs5+tzPl6Pe+rgOrXBfeKg3f+EEbvFUV+NNzkcnl/JoZ87nGplVjNx88vvJpY6yExxXu9ppVSnq7708vUfK6I7j12lXwuiPF23c5UuQyYa8rjFuvfgfeDDFTcZSwpNjrCuPWK1eY6veKKRXugtcVxm2XLa+YmDfl3Ga4brJqa+xa3m9iKW9feFy0Ty01lij1Xb9+PRYvXgyfz4d58+bhscceA6ALf1988QWeeeaZ5LaiKKK2tjb5/M4778Qbb7yBZcuWoa6uDvfddx9aWlqwYcMGcByX1fcnSlDmTHgdLDxFtc1oWI6g9jQNLSdZaGpl/TpkJtTvxkO0WLfXWI6g7nSC5hMMNJUBw4omHJl9KGbGlh7zKlpOcjTms6QYYhdta8xBQwBrNl9BS1CKRGKcNf+6k2CFagAWXqm3y00My2qo8QXQ6vdA0yzze7k9ySErkPq9yGSZscQyKX4n1vd7OWUH6r7vQKvfawvf54MpAm4f/YPpbU2xswktmd3XHVVtw8r/7U/HWSXE9FLfQCCAr33ta3jyySfx8MMPd3tfkiQ0NDRk/Gx7ezueeuopPPfcc5g/fz4A4M9//jMaGxuxcuVKXHTRRTkdi6YyYLPTCi2DpjI4ddxmB10GUL8XTiZhry80lcHJY52DvEz7oGJgJ7kIT32JhHrMm95lWA6jM9loW2MOVGQ1Bo2w4Gwi+HV+BYvmNnpTUhRyKBGmfi8y2VwrLAuNsGhut4/fexKS7CgI6r6vMvswioq5JbzZbmpyW5NrP5ZJKLSJ2JcKoT/olBzT7+K++c1v4tJLL8X8+fMzCn+rV6/G6aefjurqasyZMwePPPIITj/9dADAhg0bIMsyLrzwwuT2AwYMwPjx47F27doehb9oNIpoNJp83t7eDgDw1vrR0aJnWLg8BAG/PpeV26shFmUgxxhITgKGIYiEWHA8gdNNEGjXA9fj0xAJM1BkBpJTvwCjYRa8QOBwEgT88e2qNISDDFSFgcOlgRAG0TADQdTn0Ap2sABD4PERhAJ6ZpPTrUFVGcQiDESJgBcIQgEWLo+Ki66N4v/+V0IowMHl0aDIDGJRBqKDgOMIwkHWVjYxLIHbSxDsYEA0xpI2VdWqmLVAxorXRHA8UxY2FfU8iTGwHBAOAiwHuD1Ahx8AAdxefb4yRQUkJ8CwQCQIcDzgcgMd+uUIjw+IhAFFBhwu/TWGAS66Nob3lws4FRcAvVVAKAioCuBwA0QLIhoGBBEQJSAUFMsq9gy7ntC7TS6Phi8tjGHV6yLAMAi0s2BYAW6fimiYzWiT5NQQ9HNxm1SEg2zSJk0DYhE2g00aQgG20yYFiEXZDDZpCHaw3W2SNHA8Us6Tpvu1i02iQwPLIuU8aQi068eayaZIUDXlPHE8wYXXRvDeWyJaTvDlGXsWtMlb6wcAWKAowpb0OM4SjiAQHQAGGtzOCAJhJwAGLkcY0ZgAVeMh8jGwLEEkJoFlVLgcUQTCeifgdoQRiYlQFQaSoP/wE5VFcKwKhxRDMOwEAHicIYSiEjSNg0OMQiMMYrIIjlMgCQpCEQcAAo8zjGBYAtFYOKQoVJWFrAjgeQUCryAcccDpCOOCGZvxzroJCEeccDoikBUeisJD4GVwnIZIVALDanA7ogiEHHGbIogqPFSFhyjEwDJxm1gVLkcMgZB+rG5n3CaVS7eJU+EQU2xyhRGKiN1t4hVIfIpNrghCQbHTJo2FLAvgJDVpE8NocDujuu2EtZ5NgooqTwjTJ+7Eux+PB89qCEYd3c8TFz9P0bhNjgiCEYdukxS3Sc1gk5QaexFEZR6qmsEmKSX2nGFEoiJUjSte7FnNJg1gWILzz/kMH20elRRDPO4IQhEJGonbpDGIKSI4VoEkyghFnCnXkwMELBxiPPYUATwnQ+BV3ab4tZ/YTreJg6IKuk2shkhMKryNkDOcJzGGYKTzPAVlh36epLhNifMkygiF4za5wgiFHdAIC4cUgapxkGUBPB+3KXk9xW1KXk8cFEWAIMjgWBWRqAMso8HljMSvEwYuZ9ym+HlyOSKYNWE71nw6DgzDIBBKOU+J60mM2xTLdD2F9PNksk2xMJ/9ecp0PXU5T1nFnhRMv55I9tcTz6s4f/omfNg0Bq1+rz3biJhBbYQUKnr/FIzofa5HOAqAjrNKiamlvi+99BIeeeQRrF+/Hg6HA3PnzsXkyZOTpb4vv/wyPB4PhgwZgn379uHHP/4xFEXBhg0bIEkSXnjhBdx8881pg0sAuPDCCzFs2DD893//d8bvXbp0KR566CGjzaNQKBQKhWJj9uzZgzPOOMPsw7AddJxFoVAoFAqlL+g4q3SYlvF36NAhfOc738Hy5cvhcDgybrNkyZLk3+PHj8fUqVMxZMgQ/OMf/8DVV1/d474JIWCYnlO8f/CDH+Dee+9NPm9ra8OQIUNw8OBBVFXZK8Xa7/ejsbERhw4dovXxJYT63Ryo382D+t4cqN/Nob29HYMHD06bU5iSPXScRSkU6ndzoH43D+p7c6B+Nwc6zio9pgl/GzZswIkTJzBlypTka6qq4l//+hcef/xxRKPRbotz9O/fH0OGDMGuXbsAAA0NDYjFYmhtbUVNTU1yuxMnTmDWrFk9frckSZAkqdvrVVVVtr3gfT6fbY/dzlC/mwP1u3lQ35sD9bs5sMWedLtCoOMsSrGgfjcH6nfzoL43B+p3c6DjrNJhmqcvuOACbN68GU1NTcnH1KlT8bWvfQ1NTU0ZV+Rtbm7GoUOH0L9/fwDAlClTIAgCVqxYkdzm2LFj2LJlS6/CH4VCoVAoFAqFQqFQKBQKhVLumJbx5/V6MX78+LTX3G436urqMH78eAQCASxduhTXXHMN+vfvj/379+OBBx5AfX09rrrqKgD6L8e33nor7rvvPtTV1aG2thbf/e53MWHChOQqvxQKhUKhUCgUCoVCoVAoFEolYvqqvj3BcRw2b96MP/3pT2hra0P//v0xb948vPzyy/B6vcntfvOb34DneSxevBjhcBgXXHABli1bljFjsCckScKDDz6YsSzF6tj52O0M9bs5UL+bB/W9OVC/mwP1e3Gxsz/tfOx2hvrdHKjfzYP63hyo382B+r30mLqqL4VCoVAoFAqFQqFQKBQKhUIxBjqbIoVCoVAoFAqFQqFQKBQKhVKGUOGPQqFQKBQKhUKhUCgUCoVCKUOo8EehUCgUCoVCoVAoFAqFQqGUIVT4szAMw+Bvf/ub2YdR0axevRoMw6CtrS3nz95000248sork8/nzp2Le+65p2jHRumkkPNEodiVSu8jcrF/6dKlmDx5sqHHA3Rv9ynWptKvIStAx1n2gI6zKJVIpfcRdJxVXlDhz2BuuukmMAzT7bF7926zD42Swtq1a8FxHBYuXFi0ff72t7/FsmXLira/cqLYjfasWbNw7NgxVFVVFW2fdseImM6WSrr5OnToEG699VYMGDAAoihiyJAh+M53voPm5uasPk9vprqT2m8KgoB+/fphwYIFePrpp6FpWnK7Y8eO4eKLL85qn9/97nfxzjvvGHXIFBOh4yx7QMdZpYWOs4yHjrNKAx1nFR86zqpMqPBXAhYuXIhjx46lPYYNG2bId8myXNLPlQtPP/007r77brz//vs4ePBgQftSVRWapqGqqgrV1dXFOUBKr4iiiIaGBjAMY/ahWIZixjQlM3v37sXUqVOxc+dOvPjii9i9ezf+8Ic/4J133sHMmTPR0tJi9iF2wy5tfaLf3L9/P9566y3MmzcP3/nOd7Bo0SIoigIAaGhogCRJWe3P4/Ggrq7OyEPOm1gsZvYh2B46zrI+dJxlb+g4qzt0nGU8dJxlHHScVXlQ4a8ESJKEhoaGtAfHcXjjjTcwZcoUOBwOnHHGGXjooYeSF1qChNLudDoxbNgw/OUvf0m+t3//fjAMg1deeQVz586Fw+HAn//8ZwDAM888gzFjxsDhcGD06NF44okn+vycpmn46U9/ikGDBkGSJEyePBlvv/12aZxkIsFgEK+88gruvPNOLFq0KOOvxx988AEmTZoEh8OB6dOnY/Pmzcn3li1bhurqarz55psYO3YsJEnCgQMHaCpylgwdOhSPPfZY2muTJ0/G0qVLk88ZhsH//M//4KqrroLL5cLIkSPx97//Pfl+pl/zXn31VYwbNw6SJGHo0KH41a9+ZbAl1qGvmP773/+OkSNHwul0Yt68eXj22Wdz9t8TTzyBkSNHwuFwoF+/frj22msB6L8irlmzBr/97W+Tvybu378fALBmzRqcc845kCQJ/fv3x7//+793a/PsxDe/+U2Ioojly5djzpw5GDx4MC6++GKsXLkSR44cwQ9/+EMAQDQaxfe+9z00NjZCkiSMHDkSTz31FPbv34958+YBAGpqasAwDG666SYA2V0XgDF9hBVI9JsDBw7E2WefjQceeACvv/463nrrrWQ8dy1BOXz4ML7yla+gtrYWbrcbU6dOxUcffQQgcwlKtv3kl770JTidTkybNg07d+7E+vXrMXXqVHg8HixcuBAnT57sdvwPPfQQTj/9dPh8Ptxxxx1pg865c+fiW9/6Fu69917U19djwYIFAICtW7fikksugcfjQb9+/XDDDTfg1KlTRfJoeUPHWdaGjrPMhY6zig8dZ5UGOs4yDjrOqsBxFqEYyo033kiuuOKKbq+//fbbxOfzkWXLlpE9e/aQ5cuXk6FDh5KlS5cmtwFA6urqyJNPPkl27NhBfvSjHxGO48jWrVsJIYTs27ePACBDhw4lr776Ktm7dy85cuQI+eMf/0j69++ffO3VV18ltbW1ZNmyZb1+7te//jXx+XzkxRdfJNu3byff+973iCAIZOfOnSXxlVk89dRTZOrUqYQQQt544w0ydOhQomkaIYSQd999lwAgY8aMIcuXLyefffYZWbRoERk6dCiJxWKEEEKeeeYZIggCmTVrFvnggw/I9u3bSSAQ6Hbu58yZQ77zne+U2jxLkuqbIUOGkN/85jdp70+aNIk8+OCDyecAyKBBg8gLL7xAdu3aRb797W8Tj8dDmpubCSGd56m1tZUQQsgnn3xCWJYlP/3pT8mOHTvIM888Q5xOJ3nmmWeMN84C9BbT+/btI4IgkO9+97tk+/bt5MUXXyQDBw7MyX/r168nHMeRF154gezfv59s3LiR/Pa3vyWEENLW1kZmzpxJbr/9dnLs2DFy7NgxoigKOXz4MHG5XOSuu+4i27ZtI3/9619JfX192nm2E83NzYRhGPLzn/884/u33347qampIZqmkcWLF5PGxkby2muvkT179pCVK1eSl156iSiKQl599VUCgOzYsYMcO3aMtLW1EUKyvy6M6CPMpqd+kxDdBxdffDEhRLf/r3/9KyGEkI6ODnLGGWeQL33pS+S9994ju3btIi+//DJZu3YtIYSQBx98kEyaNCm5n2z7ydGjR5O3336bbN26lcyYMYOcffbZZO7cueT9998nGzduJCNGjCDf+MY30o7d4/GQJUuWkC1btpA333yTnHbaaeSBBx5IbjNnzhzi8XjI/fffT7Zv3062bdtGjh49Surr68kPfvADsm3bNrJx40ayYMECMm/evCJ6tjyh4yzrQ8dZpYeOs4yFjrOMh46zjIOOsypznEWFP4O58cYbCcdxxO12Jx/XXnst+dKXvtStIXvuuedI//79k88BpAU6IYRMnz6d3HnnnYSQzgvmscceS9umsbGRvPDCC2mv/exnPyMzZ87s9XMDBgwgjzzySNpr06ZNI3fddVceltuHWbNmJX0hyzKpr68nK1asIIR0DnReeuml5PbNzc3E6XSSl19+mRCiD0gBkKamprT90gFpz+QzIP3Rj36UfB4IBAjDMOStt94ihHQfkH71q18lCxYsSNvn/fffT8aOHVt0W6xIbzH9/e9/n4wfPz5t+x/+8Ic5+e/VV18lPp+P+P3+jN+fKdYfeOABMmrUqOTAmBBC/uu//ot4PB6iqmretprFunXr0gZEXfn1r39NAJCPPvqIAEj6vytdYzdBtteFEX2E2fQ2IF2yZAkZM2YMISR9QPrf//3fxOv1Jm9Su9J1QJptP/k///M/yfdffPFFAoC88847ydceffRRMmrUqLRjr62tJcFgMPna73//+7Q4nzNnDpk8eXLad//4xz8mF154Ydprhw4dSt6sUHqGjrOsDx1nlR46zjIWOs4yHjrOMg46ztKptHEWX5y8QUpvzJs3D7///e+Tz91uN0aMGIH169fjkUceSb6uqioikQhCoRBcLhcAYObMmWn7mjlzJpqamtJemzp1avLvkydPJidBvf3225OvK4rSbULe1M/5/X4cPXoUs2fPTttm9uzZ2LRpU44W24cdO3bg448/xmuvvQYA4HkeS5YswdNPP4358+cnt0s9D7W1tRg1ahS2bduWfE0URUycOLF0B16BpPrX7XbD6/XixIkTGbfdtm0brrjiirTXZs+ejcceewyqqoLjOEOP1Uz6iukdO3Zg2rRpaZ8555xz0p735b8FCxZgyJAhOOOMM7Bw4UIsXLgwWR7UE9u2bcPMmTPT5geaPXs2AoEADh8+jMGDBxdquqUghAAA9u3bB47jMGfOHEO+x8g+wooQQjLOMdXU1ISzzjoLtbW1fe4jFx+ktjv9+vUDAEyYMCHtta7t0KRJk9KuhZkzZyIQCODQoUMYMmQIgPRzAgAbNmzAu+++C4/H0+149+zZgzPPPLNPuyoZOs6yLnScZR/oOCs76DjLGtBxljHQcVb5QoW/EpAYgKaiaRoeeughXH311d22dzgcve6v68XodrvT9gsATz75JKZPn562XddOOPVzPe27p4u/XHjqqaegKAoGDhyYfI0QAkEQ0Nra2utnU/3idDrL2k9GwrJssvNOkGliXEEQ0p4zDJO28lQqmeK263eUK33FdDa+6Wsbr9eLjRs3YvXq1Vi+fDl+8pOfYOnSpVi/fn2PE633tk87XjsjRowAwzDYunVrxjmmtm/fjpqaml4H6b2R7XWRiWL1EVZk27ZtGRdtcDqdWe8jFx+ktjsJv3Z9rad2qCup56Vr/6tpGi677DL8x3/8R7fP9e/fP6v9VzJ0nGVd6DjLfOg4q7jQcVZpoOMsc6DjrPKFLu5hEmeffTZ27NiBESNGdHuwbOdpWbduXdrn1q1bh9GjR/e43379+mHgwIHYu3dvt/32tsKdz+fDgAED8P7776e9vnbtWowZMyZPK62Noij405/+hF/96ldoampKPjZt2oQhQ4bg+eefT26beh5aW1uxc+fOXs8DJXtOO+00HDt2LPnc7/dj3759Be1z7NixGWP5zDPPtEWnmy/ZxPTo0aOxfv36tM998sknac+z8R/P85g/fz5+8Ytf4LPPPsP+/fuxatUqAHpmhqqq3fa5du3atEHW2rVr4fV60wbPdqGurg4LFizAE088gXA4nPbe8ePH8fzzz2PJkiWYMGECNE3DmjVrMu5HFEUA6OavbK+LUvURVmDVqlXYvHkzrrnmmm7vTZw4EU1NTVmt8Ge0DzZt2pQWE+vWrYPH48GgQYN6/MzZZ5+Nzz//HEOHDu12TJnEI0rf0HGW+dBxljWg46ziQcdZpYOOs0oPHWeVNzTjzyR+8pOfYNGiRWhsbMSXv/xlsCyLzz77DJs3b8bDDz+c3O4vf/kLpk6dinPPPRfPP/88Pv74Yzz11FO97nvp0qX49re/DZ/Ph4svvhjRaBSffPIJWltbce+99/b4ufvvvx8PPvgghg8fjsmTJ+OZZ55BU1NT2sCsnHjzzTfR2tqKW2+9tVva8bXXXounnnoKv/nNbwAAP/3pT1FXV4d+/frhhz/8Ierr6+lKckXi/PPPx7Jly3DZZZehpqYGP/7xjwseNN53332YNm0afvazn2HJkiX48MMP8fjjj1tuRa1ik01Mv/baa/j1r3+N73//+7j11lvR1NSUtnoX0Lf/3nzzTezduxfnnXceampq8M9//hOapmHUqFEA9JXSPvroI+zfvx8ejwe1tbW466678Nhjj+Huu+/Gt771LezYsQMPPvgg7r333rSbcDvx+OOPY9asWbjooovw8MMPY9iwYfj8889x//33Y+DAgXjkkUdQW1uLG2+8Ebfccgv+8z//E5MmTcKBAwdw4sQJLF68GEOGDAHDMHjzzTdxySWXwOl0wuPxZH1dlLKPKCXRaBTHjx+Hqqr44osv8Pbbb+PRRx/FokWL8PWvf73b9tdddx1+/vOf48orr8Sjjz6K/v3749NPP8WAAQO6lekAxvogFovh1ltvxY9+9CMcOHAADz74IL71rW/1Guff/OY38eSTT+K6667D/fffj/r6euzevRsvvfQSnnzyybK+kTYKOs4yHzrOsgZ0nFU86DirtNBxlnHQcVYFjrOMn0awsult8sy3336bzJo1izidTuLz+cg555xD/vjHPybfB0D+67/+iyxYsIBIkkSGDBlCXnzxxeT7iUkxP/300277fv7558nkyZOJKIqkpqaGnHfeeeS1117r9XOqqpKHHnqIDBw4kAiCQCZNmpSc1LccWbRoEbnkkksyvrdhwwYCgPzqV78iAMgbb7xBxo0bR0RRJNOmTUubYPqZZ54hVVVV3fZBJ53umRtuuIFcc801hBBC2tvbyeLFi4nP5yONjY1k2bJlGSfX7Tq5b1VVVXL1s0wT9/7v//4vGTt2LBEEgQwePJj88pe/NNgq88kmpjds2EBef/11MmLECCJJEpk7dy75/e9/TwCQcDic3L43/7333ntkzpw5pKamhjidTjJx4sTkJOyEELJjxw4yY8YM4nQ6CQCyb98+Qgghq1evJtOmTSOiKJKGhgby/e9/n8iybIwzSsT+/fvJTTfdRBoaGoggCKSxsZHcfffd5NSpU8ltwuEw+X//7/+R/v37E1EUyYgRI8jTTz+dfP+nP/0paWhoIAzDkBtvvJEQkv11YUQfYTY33ngjAUAAEJ7nyWmnnUbmz59Pnn766bQJyru2C/v37yfXXHMN8fl8xOVykalTp5KPPvqIENJ90mlCcu8nM7UzXdv/RLv/k5/8hNTV1RGPx0Nuu+02EolEktv01Bfs3LmTXHXVVaS6upo4nU4yevRocs8996RN1E7pDh1nWRc6zjIPOs4yBjrOKj10nFV86DirMsdZDCEVMiEDhUKxDAsXLsSIESPw+OOPm30oFACPPPII/vCHP+DQoUNmHwqFQqFQKJQCoeMsa0HHWRQKxWxoqS+FQikZra2tWLt2LVavXo1vfOMbZh9OxfLEE09g2rRpqKurwwcffIBf/vKX+Na3vmX2YVEoFAqFQikAOs6yBnScRaFQrAYV/igUSsm45ZZbsH79etx333244oorzD6cimXXrl14+OGH0dLSgsGDB+O+++7DD37wA7MPi0KhUCgUSgHQcZY1oOMsCoViNWipL4VCoVAoFAqFQqFQKBQKhVKG2HOJHwqFQqFQKBQKhUKhUCgUCoXSK1T4o1AoFAqFQqFQKBQKhUKhUMoQKvxRKBQKhUKhUCgUCoVCoVAoZQgV/igUCoVCoVAoFAqFQqFQKJQyhAp/FAqFQqFQKBQKhUKhUCgUShlChT8KhUKhUCgUCoVCoVAoFAqlDKHCH4VCoVAoFAqFQqFQKBQKhVKGUOGPQqFQKBQKhUKhUCgUCoVCKUOo8EehUCgUCoVCoVAoFAqFQqGUIf8/mlA0sRiiZNEAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1400x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "estacion=[15,-15.50,29.16]\n",
    "DS=data.sel(longitude=estacion[1],method='nearest').sel(latitude=estacion[2],method='nearest').sel(depth=slice(0,550))\n",
    "\n",
    "var='thetao'\n",
    "rango= np.arange(12.2,24.1,0.1)\n",
    "rangot=[13,15,17,19,21,23]\n",
    "rangoc=np.arange(13,24,2)\n",
    "rangop=[0,450]\n",
    "nombrevar='Temperatura'\n",
    "\n",
    "fig, ax = plt.subplots(1 , 2 , figsize = (14,8), sharey=True)\n",
    "fig.subplots_adjust(hspace=0)\n",
    "CS = ax[0].contourf(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rango,cmap=parula_map)\n",
    "CS2= ax[0].contour(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rangot, colors='k')\n",
    "ax[0].set_yticks(np.arange(0,500,50)) \n",
    "ax[0].set_ylim(rangop[0],rangop[1])\n",
    "ax[0].clabel(CS2, fmt='%2.1f', colors='w', fontsize=10)\n",
    "ax[0].set_title('Ciclo anual '+ nombrevar)\n",
    "ax[0].set_ylabel('Profundidad')\n",
    "ax[0].set_xticks([1,2,4,6,8,10,12], ['','Febrero', 'Abril','Junio','Agosto','Octubre','Diciembre']) \n",
    "ax[0].invert_yaxis()\n",
    "\n",
    "# Make a colorbar\n",
    "axcbar =  fig.add_axes([0.48, 0.15, 0.02, 0.7])\n",
    "cbar2 = fig.colorbar(CS, cax=axcbar, orientation=\"vertical\")\n",
    "cbar2.set_ticks(rangoc)\n",
    "#cbar = fig.colorbar(CS)\n",
    "#cbar.set_ticks(rangoc)\n",
    "\n",
    "ax[0].grid(linestyle=':', linewidth=.9);\n",
    "\n",
    "var='so'\n",
    "rango=np.arange(35.50,37.01,0.01)\n",
    "rangot=[36,36.2,36.6,36.8,37]\n",
    "rangoc=np.arange(35.8,37,0.2)\n",
    "nombrevar='Salinidad'\n",
    "CS = ax[1].contourf(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rango,cmap=parula_map)\n",
    "CS2= ax[1].contour(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rangot, colors='k')\n",
    "\n",
    "ax[1].set_yticks(np.arange(0,500,50)) \n",
    "ax[1].set_ylim(rangop[0],rangop[1])\n",
    "ax[1].clabel(CS2, fmt='%2.1f', colors='w', fontsize=10)\n",
    "ax[1].set_title('Ciclo anual '+ nombrevar)\n",
    "\n",
    "ax[1].set_xticks([1,2,4,6,8,10,12], ['','Febrero', 'Abril','Junio','Agosto','Octubre','Diciembre']) \n",
    "ax[1].invert_yaxis()\n",
    "\n",
    "ax[0].set_position(Posiciones[0])\n",
    "ax[1].set_position(Posiciones[1])\n",
    "\n",
    "# Make a colorbar\n",
    "axcbar =  fig.add_axes([0.91, 0.15, 0.02, 0.7])\n",
    "cbar2 = fig.colorbar(CS, cax=axcbar, orientation=\"vertical\")\n",
    "cbar2.set_ticks(rangoc)\n",
    "#cbar = fig.colorbar(CS)\n",
    "#cbar.set_ticks(rangoc)\n",
    "\n",
    "ax[1].grid(linestyle=':', linewidth=.9);\n",
    "\n",
    "fig.savefig('CicloAnual'+str(estacion[0])+'.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "b0ebffbf-ce4b-4274-a436-e0e824aa7d3f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1400x800 with 4 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "estacion=[5,-12.87,28.62]\n",
    "DS=data.sel(longitude=estacion[1],method='nearest').sel(latitude=estacion[2],method='nearest').sel(depth=slice(0,550))\n",
    "\n",
    "var='thetao'\n",
    "rango= np.arange(13,24.1,0.1)\n",
    "rangot=[13,15,17,19,21,23]\n",
    "rangoc=np.arange(13,24,2)\n",
    "rangop=[0,150]\n",
    "nombrevar='Temperatura'\n",
    "\n",
    "\n",
    "fig, ax = plt.subplots(1 , 2 , figsize = (14,8), sharey=True)\n",
    "fig.subplots_adjust(hspace=0)\n",
    "CS = ax[0].contourf(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rango,cmap=parula_map)\n",
    "CS2= ax[0].contour(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rangot, colors='k')\n",
    "ax[0].set_yticks(np.arange(0,500,50)) \n",
    "ax[0].set_ylim(rangop[0],rangop[1])\n",
    "ax[0].clabel(CS2, fmt='%2.1f', colors='w', fontsize=10)\n",
    "ax[0].set_title('Ciclo anual '+ nombrevar)\n",
    "ax[0].set_ylabel('Profundidad')\n",
    "ax[0].set_xticks([1,2,4,6,8,10,12], ['','Febrero', 'Abril','Junio','Agosto','Octubre','Diciembre']) \n",
    "ax[0].invert_yaxis()\n",
    "\n",
    "# Make a colorbar\n",
    "axcbar =  fig.add_axes([0.48, 0.15, 0.02, 0.7])\n",
    "cbar2 = fig.colorbar(CS, cax=axcbar, orientation=\"vertical\")\n",
    "cbar2.set_ticks(rangoc)\n",
    "#cbar = fig.colorbar(CS)\n",
    "#cbar.set_ticks(rangoc)\n",
    "\n",
    "ax[0].grid(linestyle=':', linewidth=.9);\n",
    "\n",
    "var='so'\n",
    "rango=np.arange(35.75,37.01,0.01)\n",
    "rangot=[36,36.2,36.5,36.6,36.8,37,37.2]\n",
    "rangoc=np.arange(35.75,37,0.5)\n",
    "nombrevar='Salinidad'\n",
    "CS = ax[1].contourf(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rango,cmap=parula_map)\n",
    "CS2= ax[1].contour(np.arange(1,13,1),DS.depth,DS[var].transpose(),levels=rangot, colors='k')\n",
    "\n",
    "ax[1].set_yticks(np.arange(0,500,50)) \n",
    "ax[1].set_ylim(rangop[0],rangop[1])\n",
    "ax[1].clabel(CS2, fmt='%2.1f', colors='w', fontsize=10)\n",
    "ax[1].set_title('Ciclo anual '+ nombrevar)\n",
    "\n",
    "ax[1].set_xticks([1,2,4,6,8,10,12], ['','Febrero', 'Abril','Junio','Agosto','Octubre','Diciembre']) \n",
    "ax[1].invert_yaxis()\n",
    "\n",
    "ax[0].set_position(Posiciones[0])\n",
    "ax[1].set_position(Posiciones[1])\n",
    "\n",
    "# Make a colorbar\n",
    "axcbar =  fig.add_axes([0.91, 0.15, 0.02, 0.7])\n",
    "cbar2 = fig.colorbar(CS, cax=axcbar, orientation=\"vertical\")\n",
    "cbar2.set_ticks(rangoc)\n",
    "#cbar = fig.colorbar(CS)\n",
    "#cbar.set_ticks(rangoc)\n",
    "\n",
    "ax[1].grid(linestyle=':', linewidth=.9);\n",
    "\n",
    "fig.savefig('CicloAnual'+str(estacion[0])+'.png')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "38183c7e-2e8b-4f00-b81b-428646711294",
   "metadata": {},
   "outputs": [],
   "source": [
    "ISAS.sel(lon=slice(24, 26)).to_netcdf('EN_Global_Jan2002_Dic2020_24N.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1a2ea0f4-d79b-4ac7-a55f-56b55a9f4dee",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.9"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}