fig_17_density.ipynb

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    "# For data collection \n",
    "import xarray as xr\n",
    "# For data manipulation\n",
    "import numpy as np\n",
    "from scipy import stats\n",
    "# For visualization\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.ticker as ticker\n",
    "import matplotlib.colors as colors\n",
    "from mpl_toolkits.axes_grid1 import make_axes_locatable\n",
    "import cartopy.crs as ccrs\n",
    "from cartopy.mpl.ticker import LongitudeFormatter, LatitudeFormatter\n",
    "import cartopy.feature as cfeature\n",
    "import cmocean"
   ]
  },
  {
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    "#file_path = '/home/exf512/gdp_v2.00.nc'\n",
    "file_path = '/Users/19082/Desktop/Shane/Drifter/gdp_v2.00.nc'\n",
    "ds = xr.open_dataset(file_path)"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:                (traj: 17324, obs: 165754333)\n",
       "Coordinates:\n",
       "    ID                     (traj) int64 ...\n",
       "    longitude              (obs) float32 ...\n",
       "    latitude               (obs) float32 ...\n",
       "    time                   (obs) datetime64[ns] ...\n",
       "    ids                    (obs) int64 ...\n",
       "Dimensions without coordinates: traj, obs\n",
       "Data variables: (12/53)\n",
       "    rowsize                (traj) int64 ...\n",
       "    location_type          (traj) bool ...\n",
       "    WMO                    (traj) int32 ...\n",
       "    expno                  (traj) int32 ...\n",
       "    deploy_date            (traj) datetime64[ns] ...\n",
       "    deploy_lon             (traj) float32 ...\n",
       "    ...                     ...\n",
       "    err_sst                (obs) float32 ...\n",
       "    err_sst1               (obs) float32 ...\n",
       "    err_sst2               (obs) float32 ...\n",
       "    flg_sst                (obs) int8 ...\n",
       "    flg_sst1               (obs) int8 ...\n",
       "    flg_sst2               (obs) int8 ...\n",
       "Attributes: (12/15)\n",
       "    title:             Global Drifter Program hourly drifting buoy collection\n",
       "    history:           Version 2.00.  Metadata from dirall.dat and deplog.dat\n",
       "    Conventions:       CF-1.6\n",
       "    date_created:      2022-01-14T11:16:01.998226\n",
       "    publisher_name:    GDP Drifter DAC\n",
       "    publisher_email:   aoml.dftr@noaa.gov\n",
       "    ...                ...\n",
       "    metadata_link:     https://www.aoml.noaa.gov/phod/dac/dirall.html\n",
       "    contributor_name:  NOAA Global Drifter Program\n",
       "    contributor_role:  Data Acquisition Center\n",
       "    institution:       NOAA Atlantic Oceanographic and Meteorological Laboratory\n",
       "    acknowledgement:   Elipot et al. (2022) to be submitted. Elipot et al. (2...\n",
       "    summary:           Global Drifter Program hourly data</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-d86fdfca-f100-4fed-8c55-4ae393851c56' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d86fdfca-f100-4fed-8c55-4ae393851c56' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>traj</span>: 17324</li><li><span>obs</span>: 165754333</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9e5a492a-dc98-4a0e-b41e-2da8507910cf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9e5a492a-dc98-4a0e-b41e-2da8507910cf' class='xr-section-summary' >Coordinates: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>ID</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-edf366d2-d6f8-4f5a-9676-a13e2b5ddd57' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-edf366d2-d6f8-4f5a-9676-a13e2b5ddd57' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1bb1d3de-8e27-4054-a33d-498e36b79949' class='xr-var-data-in' type='checkbox'><label for='data-1bb1d3de-8e27-4054-a33d-498e36b79949' 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>long_name :</span></dt><dd>Global Drifter Program Buoy ID</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e26b666f-ab8a-4ad0-8a3f-980d9ddb9617' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e26b666f-ab8a-4ad0-8a3f-980d9ddb9617' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-29d5798f-f2d5-4f1f-b779-645f209da24e' class='xr-var-data-in' type='checkbox'><label for='data-29d5798f-f2d5-4f1f-b779-645f209da24e' 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>long_name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dfc7f06c-a9a3-4500-b8b8-7f33ceadad25' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dfc7f06c-a9a3-4500-b8b8-7f33ceadad25' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1caa30c2-e9b3-4419-a35c-2ae660ee435b' class='xr-var-data-in' type='checkbox'><label for='data-1caa30c2-e9b3-4419-a35c-2ae660ee435b' 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>long_name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3a9b3021-8dcf-422e-a769-563af3d62969' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3a9b3021-8dcf-422e-a769-563af3d62969' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fa0d8503-aa58-43ea-acb7-45f35917c637' class='xr-var-data-in' type='checkbox'><label for='data-fa0d8503-aa58-43ea-acb7-45f35917c637' 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>long_name :</span></dt><dd>Time</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ids</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-00c34d7b-21a2-4901-944f-02c034767d60' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00c34d7b-21a2-4901-944f-02c034767d60' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b66fe5ca-7570-42a9-b66e-b2a66212e104' class='xr-var-data-in' type='checkbox'><label for='data-b66fe5ca-7570-42a9-b66e-b2a66212e104' 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>long_name :</span></dt><dd>Trajectory index of vars[&#x27;traj&#x27;] for all observations</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=int64]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1a7ef89f-2846-4eb4-b066-e22124191a90' class='xr-section-summary-in' type='checkbox'  ><label for='section-1a7ef89f-2846-4eb4-b066-e22124191a90' class='xr-section-summary' >Data variables: <span>(53)</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>rowsize</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-debc0fd0-044f-4d6c-841b-8e986684ad64' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-debc0fd0-044f-4d6c-841b-8e986684ad64' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b4ceebeb-056b-44bd-b130-6ee0660834c2' class='xr-var-data-in' type='checkbox'><label for='data-b4ceebeb-056b-44bd-b130-6ee0660834c2' 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>long_name :</span></dt><dd>Number of observations per trajectory</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=int64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>location_type</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-9539aefd-8217-42ed-ada7-8a06f068d720' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9539aefd-8217-42ed-ada7-8a06f068d720' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4b5409d9-5c20-4c3a-ab70-e02c987be647' class='xr-var-data-in' type='checkbox'><label for='data-4b5409d9-5c20-4c3a-ab70-e02c987be647' 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>long_name :</span></dt><dd>Satellite-based location system</dd><dt><span>units :</span></dt><dd>-</dd><dt><span>comments :</span></dt><dd>0 (Argos), 1 (GPS)</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=bool]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>WMO</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1b4853e6-4098-439d-9562-d95ffd3e22a4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1b4853e6-4098-439d-9562-d95ffd3e22a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-223ba35d-5d62-48b0-b171-b3f268e13cc9' class='xr-var-data-in' type='checkbox'><label for='data-223ba35d-5d62-48b0-b171-b3f268e13cc9' 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>long_name :</span></dt><dd>World Meteorological Organization buoy identification number</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>expno</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>int32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-83d0803d-b1cb-4415-8c33-7daad78bf32e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83d0803d-b1cb-4415-8c33-7daad78bf32e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7e3b0ab0-059f-4715-97b9-62dd569cab9d' class='xr-var-data-in' type='checkbox'><label for='data-7e3b0ab0-059f-4715-97b9-62dd569cab9d' 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>long_name :</span></dt><dd>Experiment number</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=int32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>deploy_date</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-23706e29-e040-4e51-9b5c-63e3fe690353' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-23706e29-e040-4e51-9b5c-63e3fe690353' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e314bb60-01a3-46ea-911e-2b5d698579d3' class='xr-var-data-in' type='checkbox'><label for='data-e314bb60-01a3-46ea-911e-2b5d698579d3' 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>long_name :</span></dt><dd>Deployment date and time</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>deploy_lon</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8854cece-0d89-48dc-80c6-65c18e938687' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8854cece-0d89-48dc-80c6-65c18e938687' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-48db80b3-5345-477c-bee7-5030b85797f1' class='xr-var-data-in' type='checkbox'><label for='data-48db80b3-5345-477c-bee7-5030b85797f1' 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>long_name :</span></dt><dd>Deployment longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>deploy_lat</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f68763f8-b8b2-4d2a-a3e5-ac4eb42e576f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f68763f8-b8b2-4d2a-a3e5-ac4eb42e576f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a657375f-eceb-4e2e-91e0-c6c8c0294bf0' class='xr-var-data-in' type='checkbox'><label for='data-a657375f-eceb-4e2e-91e0-c6c8c0294bf0' 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>long_name :</span></dt><dd>Deployment latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_date</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-02aea37c-fc9d-40a6-87db-06331af246ea' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-02aea37c-fc9d-40a6-87db-06331af246ea' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-172ad7db-7197-41ff-ac78-4cc5a7282609' class='xr-var-data-in' type='checkbox'><label for='data-172ad7db-7197-41ff-ac78-4cc5a7282609' 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>long_name :</span></dt><dd>End date and time</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_lat</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a01be98d-6acf-46ba-8514-154833927021' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a01be98d-6acf-46ba-8514-154833927021' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-97f48d26-6e11-41f2-bcbd-1d4b36615d67' class='xr-var-data-in' type='checkbox'><label for='data-97f48d26-6e11-41f2-bcbd-1d4b36615d67' 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>long_name :</span></dt><dd>End latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>end_lon</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-082209e5-7024-471f-9a45-ef1107ea4ec8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-082209e5-7024-471f-9a45-ef1107ea4ec8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b45f28e-bf61-4731-8349-3f03a8129657' class='xr-var-data-in' type='checkbox'><label for='data-0b45f28e-bf61-4731-8349-3f03a8129657' 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>long_name :</span></dt><dd>End longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>drogue_lost_date</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-88d65a17-f882-4bb8-abf2-a74d3a9b89fe' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88d65a17-f882-4bb8-abf2-a74d3a9b89fe' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-356eac09-1cfc-43e9-b774-4486f1fa2173' class='xr-var-data-in' type='checkbox'><label for='data-356eac09-1cfc-43e9-b774-4486f1fa2173' 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>long_name :</span></dt><dd>Date and time of drogue loss</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>type_death</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-77a5d32a-250d-49c2-8ae3-c644861b9575' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-77a5d32a-250d-49c2-8ae3-c644861b9575' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ab906a65-cb79-450f-809a-29a8c63a0926' class='xr-var-data-in' type='checkbox'><label for='data-ab906a65-cb79-450f-809a-29a8c63a0926' 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>long_name :</span></dt><dd>Type of death</dd><dt><span>units :</span></dt><dd>-</dd><dt><span>comments :</span></dt><dd>0 (buoy still alive), 1 (buoy ran aground), 2 (picked up by vessel), 3 (stop transmitting), 4 (sporadic transmissions), 5 (bad batteries), 6 (inactive status)</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=int8]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>type_buoy</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f59f1a7a-37b4-431d-bf32-9db21e74591e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f59f1a7a-37b4-431d-bf32-9db21e74591e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7d0bcd9b-d80b-4f4e-86e4-0ff87b805921' class='xr-var-data-in' type='checkbox'><label for='data-7d0bcd9b-d80b-4f4e-86e4-0ff87b805921' 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>long_name :</span></dt><dd>Buoy type (see https://www.aoml.noaa.gov/phod/dac/dirall.html)</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DeploymentShip</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-126d34da-e94b-4ab5-acbd-ea5820fead4a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-126d34da-e94b-4ab5-acbd-ea5820fead4a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2d95ff35-e2ba-4078-9e12-708e1b971e06' class='xr-var-data-in' type='checkbox'><label for='data-2d95ff35-e2ba-4078-9e12-708e1b971e06' 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>long_name :</span></dt><dd>Name of deployment ship</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DeploymentStatus</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-201c511a-e5f1-44c1-aa2b-60178a287287' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-201c511a-e5f1-44c1-aa2b-60178a287287' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c77a0403-3872-4e11-b719-f9c6f4eda374' class='xr-var-data-in' type='checkbox'><label for='data-c77a0403-3872-4e11-b719-f9c6f4eda374' 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>long_name :</span></dt><dd>Deployment status</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BuoyTypeManufacturer</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-83e41d62-5bac-44db-8562-417a07ddfe93' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83e41d62-5bac-44db-8562-417a07ddfe93' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-92369902-91dd-4db2-ae8e-6d42c9449850' class='xr-var-data-in' type='checkbox'><label for='data-92369902-91dd-4db2-ae8e-6d42c9449850' 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>long_name :</span></dt><dd>Buoy type manufacturer</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>BuoyTypeSensorArray</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b43abc49-1682-4581-b5bd-5dd830520234' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b43abc49-1682-4581-b5bd-5dd830520234' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a77242d5-4a37-4551-8368-0a2429d4f613' class='xr-var-data-in' type='checkbox'><label for='data-a77242d5-4a37-4551-8368-0a2429d4f613' 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>long_name :</span></dt><dd>Buoy type sensor array</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>CurrentProgram</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-02449af4-b567-40d9-9f95-2ad5aac23208' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-02449af4-b567-40d9-9f95-2ad5aac23208' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4fa6c65b-1650-4ca8-9b3e-72d4d7c4c26f' class='xr-var-data-in' type='checkbox'><label for='data-4fa6c65b-1650-4ca8-9b3e-72d4d7c4c26f' 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>long_name :</span></dt><dd>Current Program</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>PurchaserFunding</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-88a81041-4593-4a2d-9374-4892fe444dd4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-88a81041-4593-4a2d-9374-4892fe444dd4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9bd5e448-1244-4f35-a0fc-717097a571be' class='xr-var-data-in' type='checkbox'><label for='data-9bd5e448-1244-4f35-a0fc-717097a571be' 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>long_name :</span></dt><dd>Purchaser funding</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SensorUpgrade</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4050a242-a656-439b-8c16-57ee61c1ea6d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4050a242-a656-439b-8c16-57ee61c1ea6d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-39d49001-8d7e-4309-9a4d-b4b9745ebf94' class='xr-var-data-in' type='checkbox'><label for='data-39d49001-8d7e-4309-9a4d-b4b9745ebf94' 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>long_name :</span></dt><dd>Sensor upgrade</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Transmissions</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-991af2e4-0c9b-4ec3-a2ee-b0d280f35830' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-991af2e4-0c9b-4ec3-a2ee-b0d280f35830' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-05aace6c-d10f-4ece-9f8c-552e41e00a3e' class='xr-var-data-in' type='checkbox'><label for='data-05aace6c-d10f-4ece-9f8c-552e41e00a3e' 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>long_name :</span></dt><dd>Transmissions</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DeployingCountry</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-08ccdd4c-4ffb-4d82-afc5-5f219a97e78b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-08ccdd4c-4ffb-4d82-afc5-5f219a97e78b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fb4040b2-ef9a-4f11-b96a-2dda4320d3d0' class='xr-var-data-in' type='checkbox'><label for='data-fb4040b2-ef9a-4f11-b96a-2dda4320d3d0' 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>long_name :</span></dt><dd>Deploying country</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DeploymentComments</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-fb843034-8ee1-4c61-ad37-715ac6b15ca5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fb843034-8ee1-4c61-ad37-715ac6b15ca5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7994ade8-d38d-47b2-89e0-c9a7ec7e8131' class='xr-var-data-in' type='checkbox'><label for='data-7994ade8-d38d-47b2-89e0-c9a7ec7e8131' 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>long_name :</span></dt><dd>Deployment comments</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=object]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ManufactureYear</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cec98dc8-f56d-479a-a924-36ede787c38c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cec98dc8-f56d-479a-a924-36ede787c38c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-69c3bff2-cd09-4f29-8ca6-ea9f0b739396' class='xr-var-data-in' type='checkbox'><label for='data-69c3bff2-cd09-4f29-8ca6-ea9f0b739396' 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>long_name :</span></dt><dd>Manufacture year</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ManufactureMonth</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b0ff275f-0d95-4244-9702-ef6f6332401a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b0ff275f-0d95-4244-9702-ef6f6332401a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-10f1e2e5-7a16-4713-a7f0-7fef15eefb28' class='xr-var-data-in' type='checkbox'><label for='data-10f1e2e5-7a16-4713-a7f0-7fef15eefb28' 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>long_name :</span></dt><dd>Manufacture month</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ManufactureSensorType</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S5</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1051a7df-ec4a-4b31-9cdf-91f9fe702e48' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1051a7df-ec4a-4b31-9cdf-91f9fe702e48' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ef586f9-848a-45dd-b94c-84c38174c8cd' class='xr-var-data-in' type='checkbox'><label for='data-1ef586f9-848a-45dd-b94c-84c38174c8cd' 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>long_name :</span></dt><dd>Manufacture Sensor Type</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S5]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ManufactureVoltage</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e533b336-c11f-44ab-a9ec-8675ed124942' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e533b336-c11f-44ab-a9ec-8675ed124942' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-31622d96-afde-410d-afef-36544a468be4' class='xr-var-data-in' type='checkbox'><label for='data-31622d96-afde-410d-afef-36544a468be4' 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>long_name :</span></dt><dd>Manufacture voltage</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>FloatDiameter</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d2178498-7f84-41c7-b776-819ed77ebd79' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d2178498-7f84-41c7-b776-819ed77ebd79' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6239092d-4577-4702-b5c5-b74096665aaa' class='xr-var-data-in' type='checkbox'><label for='data-6239092d-4577-4702-b5c5-b74096665aaa' 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>long_name :</span></dt><dd>Diameter of surface floater</dd><dt><span>units :</span></dt><dd>cm</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>SubsfcFloatPresence</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>bool</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-16d19628-05fb-4016-991b-c7f2e0ddaaa9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-16d19628-05fb-4016-991b-c7f2e0ddaaa9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b2e45e48-4fa0-4824-b60c-beb067f7fc37' class='xr-var-data-in' type='checkbox'><label for='data-b2e45e48-4fa0-4824-b60c-beb067f7fc37' 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>long_name :</span></dt><dd>Subsurface Float Presence</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=bool]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DrogueType</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b84d2cb3-f9ac-438a-97b7-46822c7ed912' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b84d2cb3-f9ac-438a-97b7-46822c7ed912' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5063c3e7-d83f-4da7-9339-efafcdf8d0ae' class='xr-var-data-in' type='checkbox'><label for='data-5063c3e7-d83f-4da7-9339-efafcdf8d0ae' 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>drogue_type :</span></dt><dd>Drogue Type</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DrogueLength</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-421884ed-4131-4b72-94c3-270cda0ff716' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-421884ed-4131-4b72-94c3-270cda0ff716' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-487d42c5-ca30-43af-93b2-2fa078dab5ec' class='xr-var-data-in' type='checkbox'><label for='data-487d42c5-ca30-43af-93b2-2fa078dab5ec' 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>long_name :</span></dt><dd>Length of drogue.</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DrogueBallast</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4bc261e4-3baa-4244-a209-cbde3e60a9c7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4bc261e4-3baa-4244-a209-cbde3e60a9c7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d18caa0a-a62d-4bd2-8b1f-42ac4ea61d48' class='xr-var-data-in' type='checkbox'><label for='data-d18caa0a-a62d-4bd2-8b1f-42ac4ea61d48' 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>long_name :</span></dt><dd>Weight of the drogue&#x27;s ballast.</dd><dt><span>units :</span></dt><dd>kg</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DragAreaAboveDrogue</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-e840c57d-6456-4422-80f5-1291e9d1015e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e840c57d-6456-4422-80f5-1291e9d1015e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-57673d75-3d91-47d4-872c-8e389a716e47' class='xr-var-data-in' type='checkbox'><label for='data-57673d75-3d91-47d4-872c-8e389a716e47' 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>long_name :</span></dt><dd>Drag area above drogue.</dd><dt><span>units :</span></dt><dd>m^2</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DragAreaOfDrogue</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-41b8aee2-74c9-46c4-b855-51f920c0f440' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-41b8aee2-74c9-46c4-b855-51f920c0f440' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fdab94e6-70a0-4667-81df-3898cc045ab5' class='xr-var-data-in' type='checkbox'><label for='data-fdab94e6-70a0-4667-81df-3898cc045ab5' 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>long_name :</span></dt><dd>Drag area drogue.</dd><dt><span>units :</span></dt><dd>m^2</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DragAreaRatio</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b6ab3e8b-a54a-4f31-af12-98b9f63b1d2f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b6ab3e8b-a54a-4f31-af12-98b9f63b1d2f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-924079f1-004b-457f-a889-72a8090900d5' class='xr-var-data-in' type='checkbox'><label for='data-924079f1-004b-457f-a889-72a8090900d5' 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>long_name :</span></dt><dd>Drag area ratio</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DrogueCenterDepth</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-485b8450-cdfc-4e2c-bb18-d7a7aeedfdd6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-485b8450-cdfc-4e2c-bb18-d7a7aeedfdd6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2f7cc89-37c8-4c25-bc5b-814e1cdfb334' class='xr-var-data-in' type='checkbox'><label for='data-d2f7cc89-37c8-4c25-bc5b-814e1cdfb334' 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>long_name :</span></dt><dd>Average depth of the drogue.</dd><dt><span>units :</span></dt><dd>m</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>DrogueDetectSensor</span></div><div class='xr-var-dims'>(traj)</div><div class='xr-var-dtype'>|S15</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-743887e8-1489-46a2-97b9-2a8c0652afbb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-743887e8-1489-46a2-97b9-2a8c0652afbb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f8ab5233-dcf8-45cc-996a-3bf833dcebe9' class='xr-var-data-in' type='checkbox'><label for='data-f8ab5233-dcf8-45cc-996a-3bf833dcebe9' 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>long_name :</span></dt><dd>Drogue detection sensor</dd><dt><span>units :</span></dt><dd>-</dd></dl></div><div class='xr-var-data'><pre>[17324 values with dtype=|S15]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ve</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-dd1b88b8-cc0f-40e3-ad96-b5a6a49b13d3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd1b88b8-cc0f-40e3-ad96-b5a6a49b13d3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00c1c6d9-8673-41b4-91dd-37780000d621' class='xr-var-data-in' type='checkbox'><label for='data-00c1c6d9-8673-41b4-91dd-37780000d621' 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>long_name :</span></dt><dd>Eastward velocity</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>vn</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ef83702e-0eb3-4dd3-b442-2d672aac09c1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ef83702e-0eb3-4dd3-b442-2d672aac09c1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-508d6dca-1029-4997-9a63-32674f308988' class='xr-var-data-in' type='checkbox'><label for='data-508d6dca-1029-4997-9a63-32674f308988' 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>long_name :</span></dt><dd>Northward velocity</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gap</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-45f954e2-c795-4669-8930-f196e9bd9358' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-45f954e2-c795-4669-8930-f196e9bd9358' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b89f11a8-3b27-470f-9e22-855e6bd53f44' class='xr-var-data-in' type='checkbox'><label for='data-b89f11a8-3b27-470f-9e22-855e6bd53f44' 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>long_name :</span></dt><dd>Time interval between previous and next location</dd><dt><span>units :</span></dt><dd>s</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err_lat</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-260a2c24-63c3-4f06-81d9-2c211dd506a2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-260a2c24-63c3-4f06-81d9-2c211dd506a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0de30906-8593-4bd8-b3aa-1b34dd3f56fa' class='xr-var-data-in' type='checkbox'><label for='data-0de30906-8593-4bd8-b3aa-1b34dd3f56fa' 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>long_name :</span></dt><dd>Standard error in latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err_lon</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f9806c31-ee84-4546-a46e-ee58adc0a6bb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f9806c31-ee84-4546-a46e-ee58adc0a6bb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-57d45265-a94d-4649-bc1d-521c20039122' class='xr-var-data-in' type='checkbox'><label for='data-57d45265-a94d-4649-bc1d-521c20039122' 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>long_name :</span></dt><dd>Standard error in longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err_ve</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-57584a7d-5364-4fa5-ab83-4ff6cb731d0b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-57584a7d-5364-4fa5-ab83-4ff6cb731d0b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a541d31-c622-48e5-847c-86513c8ca1c1' class='xr-var-data-in' type='checkbox'><label for='data-0a541d31-c622-48e5-847c-86513c8ca1c1' 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>long_name :</span></dt><dd>Standard error in eastward velocity</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err_vn</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f8548460-9972-443b-b29b-ac9eaedddf4c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f8548460-9972-443b-b29b-ac9eaedddf4c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e5753ec8-915e-4694-97f2-cc32e8b11aa2' class='xr-var-data-in' type='checkbox'><label for='data-e5753ec8-915e-4694-97f2-cc32e8b11aa2' 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>long_name :</span></dt><dd>Standard error in northward velocity</dd><dt><span>units :</span></dt><dd>m/s</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sst</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-67fb91ab-016e-4cab-8c30-97ebfce21180' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-67fb91ab-016e-4cab-8c30-97ebfce21180' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-15c45068-d986-4dbb-a6dc-871bab69461a' class='xr-var-data-in' type='checkbox'><label for='data-15c45068-d986-4dbb-a6dc-871bab69461a' 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>long_name :</span></dt><dd>Fitted sea water temperature</dd><dt><span>units :</span></dt><dd>Kelvin</dd><dt><span>comments :</span></dt><dd>Estimated near-surface sea water temperature from drifting buoy measurements. It is the sum of the fitted near-surface non-diurnal sea water temperature and fitted diurnal sea water temperature anomaly. Discrepancies may occur because of rounding.</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sst1</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-b8b966f9-8c86-44a5-9b62-1903f78ae8af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8b966f9-8c86-44a5-9b62-1903f78ae8af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3feb151-2363-4365-8c77-206b2b8265a7' class='xr-var-data-in' type='checkbox'><label for='data-a3feb151-2363-4365-8c77-206b2b8265a7' 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>long_name :</span></dt><dd>Fitted non-diurnal sea water temperature</dd><dt><span>units :</span></dt><dd>Kelvin</dd><dt><span>comments :</span></dt><dd>Estimated near-surface non-diurnal sea water temperature from drifting buoy measurements</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sst2</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a86dc721-5bf5-4831-a4df-5131aedac60b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a86dc721-5bf5-4831-a4df-5131aedac60b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5ca3f811-bfdc-4dec-9cfd-af83b4c7db07' class='xr-var-data-in' type='checkbox'><label for='data-5ca3f811-bfdc-4dec-9cfd-af83b4c7db07' 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>long_name :</span></dt><dd>Fitted diurnal sea water temperature anomaly</dd><dt><span>units :</span></dt><dd>Kelvin</dd><dt><span>comments :</span></dt><dd>Estimated near-surface diurnal sea water temperature anomaly from drifting buoy measurements</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err_sst</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-7ea21eea-68d4-4a99-8e79-ff63c635e133' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7ea21eea-68d4-4a99-8e79-ff63c635e133' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2bf1bdd5-68c3-4621-9af7-5e857aaf7dd1' class='xr-var-data-in' type='checkbox'><label for='data-2bf1bdd5-68c3-4621-9af7-5e857aaf7dd1' 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>long_name :</span></dt><dd>Standard uncertainty of fitted sea water temperature</dd><dt><span>units :</span></dt><dd>Kelvin</dd><dt><span>comments :</span></dt><dd>Estimated one standard error of near-surface sea water temperature estimate from drifting buoy measurements</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err_sst1</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1fa99147-fd72-4fbf-b308-6c0bc1274331' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1fa99147-fd72-4fbf-b308-6c0bc1274331' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f208bce8-fe87-4427-bf78-405859d6f6b3' class='xr-var-data-in' type='checkbox'><label for='data-f208bce8-fe87-4427-bf78-405859d6f6b3' 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>long_name :</span></dt><dd>Standard uncertainty of fitted non-diurnal sea water temperature</dd><dt><span>units :</span></dt><dd>Kelvin</dd><dt><span>comments :</span></dt><dd>Estimated one standard error of near-surface non-diurnal sea water temperature estimate from drifting buoy measurements</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>err_sst2</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2e2a1eee-b136-4b1d-98d5-9362e4c936e8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2e2a1eee-b136-4b1d-98d5-9362e4c936e8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5a5ef28c-0d96-4488-826a-a470dc5b4d5e' class='xr-var-data-in' type='checkbox'><label for='data-5a5ef28c-0d96-4488-826a-a470dc5b4d5e' 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>long_name :</span></dt><dd>Standard uncertainty of fitted diurnal sea water temperature anomaly</dd><dt><span>units :</span></dt><dd>Kelvin</dd><dt><span>comments :</span></dt><dd>Estimated one standard error of near-surface diurnal sea water temperature anomaly estimate from drifting buoy measurements</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>flg_sst</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-d2465705-60a3-4b25-b8d1-35d87a2dbcf0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d2465705-60a3-4b25-b8d1-35d87a2dbcf0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-109c36ae-33bc-46b8-9992-c0de03ad9e94' class='xr-var-data-in' type='checkbox'><label for='data-109c36ae-33bc-46b8-9992-c0de03ad9e94' 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>long_name :</span></dt><dd>Fitted sea water temperature quality flag</dd><dt><span>units :</span></dt><dd>-</dd><dt><span>flag_values :</span></dt><dd>0, 1, 2, 3, 4, 5</dd><dt><span>flag_meanings :</span></dt><dd>no-estimate, no-uncertainty-estimate, estimate-not-in-range-uncertainty-not-in-range, estimate-not-in-range-uncertainty-in-range estimate-in-range-uncertainty-not-in-range, estimate-in-range-uncertainty-in-range</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=int8]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>flg_sst1</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-33be65ed-e167-4250-aaba-b9beb30cd4ab' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-33be65ed-e167-4250-aaba-b9beb30cd4ab' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1b7a3c83-2de1-4526-9c25-63a09898d85d' class='xr-var-data-in' type='checkbox'><label for='data-1b7a3c83-2de1-4526-9c25-63a09898d85d' 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>long_name :</span></dt><dd>Fitted non-diurnal sea water temperature quality flag</dd><dt><span>units :</span></dt><dd>-</dd><dt><span>flag_values :</span></dt><dd>0, 1, 2, 3, 4, 5</dd><dt><span>flag_meanings :</span></dt><dd>no-estimate, no-uncertainty-estimate, estimate-not-in-range-uncertainty-not-in-range, estimate-not-in-range-uncertainty-in-range estimate-in-range-uncertainty-not-in-range, estimate-in-range-uncertainty-in-range</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=int8]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>flg_sst2</span></div><div class='xr-var-dims'>(obs)</div><div class='xr-var-dtype'>int8</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-06420f4d-fdbb-463b-a3e2-efb438fc4891' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-06420f4d-fdbb-463b-a3e2-efb438fc4891' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1bf24c89-0604-4697-9e95-f6117b84bf6a' class='xr-var-data-in' type='checkbox'><label for='data-1bf24c89-0604-4697-9e95-f6117b84bf6a' 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>long_name :</span></dt><dd>Fitted diurnal sea water temperature anomaly quality flag</dd><dt><span>units :</span></dt><dd>-</dd><dt><span>flag_values :</span></dt><dd>0, 1, 2, 3, 4, 5</dd><dt><span>flag_meanings :</span></dt><dd>no-estimate, no-uncertainty-estimate, estimate-not-in-range-uncertainty-not-in-range, estimate-not-in-range-uncertainty-in-range estimate-in-range-uncertainty-not-in-range, estimate-in-range-uncertainty-in-range</dd></dl></div><div class='xr-var-data'><pre>[165754333 values with dtype=int8]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-afae6671-2b6e-4444-a218-a527a4ff7d2f' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-afae6671-2b6e-4444-a218-a527a4ff7d2f' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-0d08f331-ffc0-4b3f-b81c-4f98b960d813' class='xr-section-summary-in' type='checkbox'  ><label for='section-0d08f331-ffc0-4b3f-b81c-4f98b960d813' class='xr-section-summary' >Attributes: <span>(15)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>title :</span></dt><dd>Global Drifter Program hourly drifting buoy collection</dd><dt><span>history :</span></dt><dd>Version 2.00.  Metadata from dirall.dat and deplog.dat</dd><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>date_created :</span></dt><dd>2022-01-14T11:16:01.998226</dd><dt><span>publisher_name :</span></dt><dd>GDP Drifter DAC</dd><dt><span>publisher_email :</span></dt><dd>aoml.dftr@noaa.gov</dd><dt><span>publisher_url :</span></dt><dd>https://www.aoml.noaa.gov/phod/gdp</dd><dt><span>licence :</span></dt><dd>MIT License</dd><dt><span>processing_level :</span></dt><dd>Level 2 QC by GDP drifter DAC</dd><dt><span>metadata_link :</span></dt><dd>https://www.aoml.noaa.gov/phod/dac/dirall.html</dd><dt><span>contributor_name :</span></dt><dd>NOAA Global Drifter Program</dd><dt><span>contributor_role :</span></dt><dd>Data Acquisition Center</dd><dt><span>institution :</span></dt><dd>NOAA Atlantic Oceanographic and Meteorological Laboratory</dd><dt><span>acknowledgement :</span></dt><dd>Elipot et al. (2022) to be submitted. Elipot et al. (2016). Global Drifter Program quality-controlled hourly interpolated data from ocean surface drifting buoys, version 2.00. NOAA National Centers for Environmental Information. https://agupubs.onlinelibrary.wiley.com/doi/full/10.1002/2016JC011716TBA. Accessed [date].</dd><dt><span>summary :</span></dt><dd>Global Drifter Program hourly data</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:                (traj: 17324, obs: 165754333)\n",
       "Coordinates:\n",
       "    ID                     (traj) int64 ...\n",
       "    longitude              (obs) float32 ...\n",
       "    latitude               (obs) float32 ...\n",
       "    time                   (obs) datetime64[ns] ...\n",
       "    ids                    (obs) int64 ...\n",
       "Dimensions without coordinates: traj, obs\n",
       "Data variables: (12/53)\n",
       "    rowsize                (traj) int64 ...\n",
       "    location_type          (traj) bool ...\n",
       "    WMO                    (traj) int32 ...\n",
       "    expno                  (traj) int32 ...\n",
       "    deploy_date            (traj) datetime64[ns] ...\n",
       "    deploy_lon             (traj) float32 ...\n",
       "    ...                     ...\n",
       "    err_sst                (obs) float32 ...\n",
       "    err_sst1               (obs) float32 ...\n",
       "    err_sst2               (obs) float32 ...\n",
       "    flg_sst                (obs) int8 ...\n",
       "    flg_sst1               (obs) int8 ...\n",
       "    flg_sst2               (obs) int8 ...\n",
       "Attributes: (12/15)\n",
       "    title:             Global Drifter Program hourly drifting buoy collection\n",
       "    history:           Version 2.00.  Metadata from dirall.dat and deplog.dat\n",
       "    Conventions:       CF-1.6\n",
       "    date_created:      2022-01-14T11:16:01.998226\n",
       "    publisher_name:    GDP Drifter DAC\n",
       "    publisher_email:   aoml.dftr@noaa.gov\n",
       "    ...                ...\n",
       "    metadata_link:     https://www.aoml.noaa.gov/phod/dac/dirall.html\n",
       "    contributor_name:  NOAA Global Drifter Program\n",
       "    contributor_role:  Data Acquisition Center\n",
       "    institution:       NOAA Atlantic Oceanographic and Meteorological Laboratory\n",
       "    acknowledgement:   Elipot et al. (2022) to be submitted. Elipot et al. (2...\n",
       "    summary:           Global Drifter Program hourly data"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [],
   "source": [
    "time_bin = ds.time.astype('float')/(1e9*3600*24*365) - 17.75 + 1988 # in years"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [],
   "source": [
    "bins = np.arange(1988.01,2020.78, 0.027) # bin every 10 days "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_sst = ds.time.where(ds.flg_sst==5).astype('float')/(1e9*3600*24*365) - 17.75 + 1988 # years \n",
    "ds_vn = ds.time.where(ds.vn.isnull() == False).astype('float')/(1e9*3600*24*365) - 17.75 + 1988 # years\n",
    "ds_sst2 = ds.time.where(ds.flg_sst2 ==5).astype('float')/(1e9*3600*24*365) - 17.75 + 1988 # years"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {},
   "outputs": [],
   "source": [
    "hist_sst, bin_edges_sst = np.histogram(ds_sst,bins=bins)\n",
    "hist_vn, bin_edges_vn = np.histogram(ds_vn, bins=bins)\n",
    "hist_sst2, bin_edges_sst2 = np.histogram(ds_sst2, bins=bins)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "([<matplotlib.axis.XTick at 0x20084a4b0e90>,\n",
       "  <matplotlib.axis.XTick at 0x20084a3cfad0>,\n",
       "  <matplotlib.axis.XTick at 0x20084a47c490>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5ccd10>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5ce910>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5d0250>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5d2690>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5dcb90>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5dee50>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5e4fd0>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5cd790>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5e7fd0>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5ee390>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5f0890>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5f2d90>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5e6f10>,\n",
       "  <matplotlib.axis.XTick at 0x20084b5f9e10>],\n",
       " [Text(1988, 0, '1988'),\n",
       "  Text(1990, 0, '1990'),\n",
       "  Text(1992, 0, '1992'),\n",
       "  Text(1994, 0, '1994'),\n",
       "  Text(1996, 0, '1996'),\n",
       "  Text(1998, 0, '1998'),\n",
       "  Text(2000, 0, '2000'),\n",
       "  Text(2002, 0, '2002'),\n",
       "  Text(2004, 0, '2004'),\n",
       "  Text(2006, 0, '2006'),\n",
       "  Text(2008, 0, '2008'),\n",
       "  Text(2010, 0, '2010'),\n",
       "  Text(2012, 0, '2012'),\n",
       "  Text(2014, 0, '2014'),\n",
       "  Text(2016, 0, '2016'),\n",
       "  Text(2018, 0, '2018'),\n",
       "  Text(2020, 0, '2020')])"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "ax = fig.add_subplot()\n",
    "xticks = np.arange(1988, 2022, 2)\n",
    "plt.plot(bin_edges_vn[0:-1],hist_vn, color = \"dodgerblue\", label = \"Position and Velocity\")\n",
    "plt.plot(bin_edges_sst[0:-1],hist_sst, color = \"firebrick\", alpha = 0.8, label = \"$\\hat{s}$$_{m}$\")\n",
    "plt.plot(bin_edges_sst2[0:-1],hist_sst2, color = \"gold\", alpha = 0.95, label = \"$\\hat{s}$$_{D}$\")\n",
    "scale_y = 1e5\n",
    "ticks_y = ticker.FuncFormatter(lambda x, pos: '{0:g}'.format(x/scale_y)) # scale y-axis\n",
    "ax.yaxis.set_major_formatter(ticks_y)\n",
    "plt.legend(loc='upper left')\n",
    "ax.set_ylabel(\"Count in 10 day bins (10$^5$)\")\n",
    "ax.set_xlabel(\"\")\n",
    "ax.fill_between(x = bins[0:-1], y1 = hist_vn, color = 'dodgerblue')\n",
    "ax.fill_between(x = bins[0:-1], y1 = hist_sst, color = 'firebrick')\n",
    "ax.fill_between(x = bins[0:-1], y1 = hist_sst2, color = 'gold')\n",
    "plt.xticks(xticks, rotation = 45)\n",
    "plt.savefig('density_histogram.pdf')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [],
   "source": [
    "lon = np.linspace(-180,180, 360*2)\n",
    "lat = np.linspace(-90, 90, 180*2)\n",
    "\n",
    "ret1 = stats.binned_statistic_2d(ds.longitude, \n",
    "                                ds.latitude,\n",
    "                                ds.sst,\n",
    "                                statistic='count', \n",
    "                                bins= [lon, lat])\n",
    "ret1.statistic.T[ret1.statistic.T == 0] = np.nan"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Xt7GxwY4dO9QCTf/3f/+nddGDqtLSUvb/3bt317tejx49dG5DCCGE6ELBJEIIIYS0SampqYiLi2OXAwMDTR5sakhBQQESExPZZR6Ph2HDhhm9vebVv8eOHTO4/tKlS9n/L168GE8++SROnDiBe/fu4Y8//sDkyZPx4YcfAqgfBFy2bJnRfSHmwePx1JYlEonB9Y8fP662rHlMGBIdHa22v5s3b6KwsFDv+gMHDkTPnj0BAImJiejRowe++eYb3LhxA5cvX8bGjRvRq1cvdvB71qxZcHNzM7o/RJ2Xl5fackOZBYbWNTSYSsdQ29KZzgGjRo0Ch8NR239FRYXBPqsGC4KCguDv74/AwED4+/uz9zeUwVJYWIgHDx6wy6Zmr9D3g4a/H5iadSaTyXDhwgWt/msGkxiGMdhOU4OEnUFLZTO2lUxUQgghHQsFkwghhBDSJmkOfIwdO1Zt0Msc7t69q7bcu3dvk0ojRUVFqS03dDX2rFmzMHnyZAAAwzDYvXs3Jk6ciB49emDatGlqg01vvPEGevXqZXRfiHmkpqaqLXt7extcX/MYUi1D0xBbW1ut99jQMcThcPDVV1/B0tISAJCdnY3nnnsOkZGRGDJkCFatWsVmwHh4eGDjxo1G94Voi46OVltWLanVEM11DWWH0DHUtnSmc4C7u7taVoIxGSyqn82qgQZTMlg0P9/79etn0iA2fT9o+PuBqVlnujLOVP8FgJKSkgafR1PLF3YGLZXNSJmohBBCmgMFkwghhBDSJl25ckVtWTlAxzAMTp8+jSVLliAiIgKOjo6wtbVFQEAAxo0bh08//RSZmZlG7ePevXtqy6GhoSb1MSQkxGB7mjgcDn755RdMnDjR4HqvvvoqPv74Y5P6QpqusrISp06dUrtPc+4bTapzQwDNfwwNHz4ce/fuNTioGRAQgFOnTmmVWiOmWbZsmVpJoe+//x4ikajB7Q4ePIisrCx2uUePHoiMjNS7Ph1DbUdnPAeYksGiL3sFUA86xMXFGcxg0QxsjBkzpsF+qqLvBw1/PzA160z1PQkMDERAQACA+rmTVEt8Gjo+CgoK1LJcuFwuzZekQ0tlM1ImKiGEkOZAwSRCCCGEtEnXrl1TW+7evTsyMzMxbtw4jB8/Hjt27MD9+/dRWVmJ2tpaZGVl4cyZM1izZg3Cw8Px4osvql35qYvmFeiqZXqMoRxsUSotLTU4NwoA2Nvb4+jRo/jll18QExMDV1dXWFpawsfHB3PnzkVCQgI2btwICwv6mtbSvvnmG7VjxtHR0eBV1WVlZSgrK1O7z9RjSHP9lJSUBreJjY3FgwcP8K9//Qtdu3YFn8+HnZ0dIiMjsW7dOty9exe9e/c2qR9EW1BQENatW8cuZ2dnY968eQbPK1evXlUrP2VhYYEvv/xS7/p0DLUtnfEcYEoGy7Vr11BdXc0u6wsmlZSUaGX2GNqHqdkr9P2g4e8Hrq6uatlLCoUC586d07u+6nuiGdwwNutM87HIyEg4ODg02NfOpqWyGSkTlRBCSHPgNbwKIYQQQkjLy8/PV1uura3FwIEDUVJS0uC2UqkU27Ztw8WLF/Hnn3/qLVNUXl6utuzh4WFSH+3s7MDn89XmR6moqICzs7PB7TgcDubMmYM5c+aYtD9j5OTkNGo7BweHTj1JdmZmJj766CO1+1auXKmWmaJJ8/gRCAQmlUECtI+5huYrUfL19cXnn3+Ozz//3KT9NaS6utroK/c1+fv7d7gg6KuvvgqFQoG33noLUqkUhw8fRkREBJ577jkMHz4cnp6ekEgkSElJweHDh/HTTz+xk6pbWlri22+/NThQ3hGPofaqs54DRo4cCQ6Hw2YS3bp1C+Xl5TrLzqlmpQQEBKgFTEJDQ9GlSxfk5uay6+oqxZafn6+WvcLj8TB8+HCT+kzfD4wzevRo3L59m10+e/Yspk2bprWeZsaZavBIufzTTz8BeJR1pqusIJW4M445shlv3rzJLt+7d09vdp8yk3HhwoWoqanRuU5AQACOHDnS6TJRCSGENA4FkwghhBDSJmkO5CxZsoQdKLK1tcVzzz2HSZMmwdfXFzU1NUhMTMT333+P8+fPs9vcvHkTs2bNQlxcHHtlpirVK6wBwMbGxuR+2tjYqA0W6apJ35I053kx1sqVK/Hf//7XvJ1pJyQSCebMmaP23gUGBmL16tUGtzPX8aOqtY+fAwcO4MCBA43aVigUdsjJu1etWoUpU6Zgw4YNOHjwIB4+fIg1a9YY3GbcuHFYv349+vfvb3C9jngMtUed+Rzg4uKCPn364NatWwAeZbBMnz5da11D2StAfdBhz5497Lovv/yywTYAYMCAAbC3tzepz/T9wDijR4/G5s2b2WV9WUVXr17Vm3GmuVxaWoo7d+7ozHxrasZZZ9Aa2YzKTMaNGzfi2LFjePjwIXg8Hrp27YrHH38cL730Euzs7EzqAyGEkM6rY106SAghhJAOQSwWQywWq92nzLiJiIjA/fv3sWHDBowdOxZdu3ZF//79sWTJEsTHx2PDhg1q2128eBHr16/XuR/NwSI+n29yXzUHmDTbJG3fsmXL1Obg4HK52LlzZ4MZBnT8dB4ymQwWFhY6B501LV68GJ9//nmDgSSAjqG2orOfAzSDB7rmxZFKpQazVzTv0zdvUlMDDvT9wHgjRoxQyxZNTEzUWWpP9T3x9/dHYGCg2uNhYWFqGVy6jo/8/HwkJyezy5aWliZnnHUGrZXNqMxkfPDgAUQiEaqqqnDt2jW8+eabFEgihBBiEgomEUIIIaTNkcvlOu93dHTE8ePHDZbieO211/DKK6+o3ff5558bNYijq2xLc2xD2o53330Xu3fvVrtv3bp1jZo0nI6fjkcsFmPFihXo06cPvvvuOxQVFTW4zc6dO9GrVy9Mnz7d5LKTdAy1PDoHGDdv0tWrV9XKZOnLTFIqKytTK7GmpBmI0FeeSx/6fmA8Z2dn9OnTh13WN2+S6nui630FGp43SfN9HTRokMlBks6gI2QzEkII6dwomEQIIYSQNkcgEOice+XVV181qqb7Rx99BEdHR3a5rKwMx44d01pP82pMkUhkcl81t2ntKzwzMjLAMIzJt85Y4u6///0vPv74Y7X7Xn31Vbz++utGbd8Rj5/Fixc36vhhGKbDlbiTyWSIjY3Fli1b2AwLDoeDxx57DIcPH0Zubi7EYjEqKytx9+5dfPHFFwgLC2O3//3339GvXz+2fJguHfEYak/oHFBv5MiRWhksmqW4VAMIfn5+CAoK0mqna9eu8PLyYpc1Awx5eXlqJbmsrKwQFRVlUl/p+4FpNAOFmu+JVCpFQkICu6wr40zz/ri4OCgUCrXHqcSdcTpCxhshhJDOjYJJhBBCCGmTdF3R+uSTTxq97WOPPaZ2n64raTvKYBEx3bfffotXX31V7b7nn38eGzduNLoNOn46to8++gjHjx9nl21sbPDHH3/gwIEDmD59Onx8fGBlZQV7e3v06NEDK1aswJ07d7B06VJ2m5KSEkydOhWlpaU690HHUOuhc8Ajjo6O6NevH7vMMIxWBosx2SsA1DK6ND93NQMZgwcPhkAgMLm/9P3AeA1lnV25cqXBjDNAPZgkFAq1ss4031sKJhmnPWa8EUII6dwomEQIIYSQNkkzy8HT01Orjr8hQ4YMUVu+f/++1jqqVycDQHFxsdHtA/VXg2oOFnW07IyOaPfu3XjuuefU5vNYsmQJtm7dalI7msdPbW2t2qCcMTTLptHx0zaUlZVpBRW2bduGyZMnG9zO2toa3377rdrAa25uLj755BOd69Mx1DroHKDNUAaLZvaKoWCS6rF/7tw5tQwWc2Wv0PcD440YMQJcLpddvn37tlrWmWbGWXBwsM52unfvrjZXj+rxkZeXh9TUVHbZ2toaQ4cONUf3O5yOEqQkhBDSeVEwiRBCCCFtUnh4uNqy6uTPxvDx8VFb1pUZoFqSCgAePnxo0j4013dxcYGzs7NJbZCW9csvv2DJkiVqA5wLFizAd999Z/LVvq6urlrvd1ZWlkltaB5DmsckaR1Hjx5VCwoEBQVh8eLFRm1rYWGBf//732r37dy5Uy1woUTHUMujc4BuhjJYrly5gtraWnZZXyk0zceEQiESExN1tqlrn8ai7wfGc3BwQP/+/dllhmEQFxfHLqu+J4beV0B/1plmVtKQIUMaNRdQZ0DBJEIIIe0dBZMIIYQQ0ib16NFDbdna2tqk7TXXr6ur01qne/fuasuqV9YaIz09XW05IiLCpO1Jyzpw4AAWLVqkNoH77NmzsXPnTp1zcBjD3MeQZnukdagOgAP1g96mBBpGjBgBKysrdrm0tFTvsUHHUMuhc4B+0dHR4PF47PKdO3fYIItqsMDX1xchISF624mIiICbmxu7rNw2NzdX7bXh8/mNzl6h7wem0Zd1ZkrGGaA/60wzmDRmzJimdLdD60jZjIQQQjonCiYRQgghpE3q3bu32nJ5eblJ22uu7+rqqrVOz5491ZZv376tdvV1Qy5cuGCwPdJ2HDlyBPPmzYNMJmPvi42NxZ49e9RKAJlK8z2/ePGi0dvW1NRozTtBx1DboHn+8PLyMml7Ho+ndc4pKSnRuS4dQy2DzgGG2dvbIzIykl1WzWAxJXuFw+HozGDRDDhERUWZHARSou8HptGXdXb58mWjM840Hy8vL8etW7fU2tO3P/JIR8pmJIQQ0jlRMIkQQgghbdKkSZPUMgHS09N1Xj2sz927d9WWfX19tdbx9vZWG5SSyWQ4f/680fvQHECZNGmS0duSlnP06FHMnj0bUqmUvW/KlCn49ddf1a7Eb4yJEyeqLeuayF2f+Ph4tYHtfv36wdPTs0n9IeaheaW3qVeOA/VzpqjSV4qIjqHmR+cA4+jKYJFIJGoBsoayVzTXUWawmDPgQN8PTDN8+HC14/zu3bsoKSlR62OXLl0QGhpqsJ2ePXuqBd7Onj2LnJwcpKWlsffZ2Nhg8ODB5ut8B9RRshkJIYR0ThRMIoQQQkib5OPjo1YCRyqV4syZM0Zvf/z4cbXl6OhonevNnDlTbfmHH34wqv0HDx7g8uXL7LKtrS1iYmKM7h9pGadOncKsWbMgkUjY+2JiYnDgwAG1MmSNNWHCBLW5IS5evIgHDx4Yte2OHTvUljWPRdJ6NOdUuXnzpknbp6SkoKqqSu0+fdlNdAw1LzoHGE9XBoup2Sua61RUVODmzZtamUlNCSbR9wPT2NnZYeDAgeyyMutM9T0x5n3VlXWm+b4OGzbMLH9XHVlHyWYkhBDSOVEwiRBCCCFt1pIlS9SWN23aZNR28fHxuHLlCrtsYWGByZMn61x3wYIFaiWOfvvtN6SkpDS4j/Xr16stP/HEE+Dz+Ub1j7SMuLg4zJgxQ+2K9TFjxuDQoUONLq+kSSAQ4PHHH1e7T/PY0CU5ORkHDx5kl3k8HubPn2+WPpGm08y+uHDhAu7du2f09t98843acteuXeHu7q5zXTqGmg+dA0wzbNgwWFpassv//PMP9u3bxy77+PgYVVKrV69ecHFxYZd3796tlk1ha2uLQYMGNamv9P3ANJrBuxMnTpiccQZoz5ukGcSjEncN60jZjIQQQjohhhBCCCGkjZLJZEz37t0ZAOxt48aNBrcpLCxkQkJC1LaZO3euwW2WLl2qtn5UVBQjEon0rn/o0CG19a2srJjMzMxGPcemUu0HACYjI6NV+mEuZ8+eVXs+AQEBjWonISGBsbOzU2trxIgRTE1NjXk7zDBMWloaY2lpqbavw4cP611fJBIxUVFRaus/++yzZu+XMd577z21fixevLhV+mFO5jiGFAoFEx4ertZO//79mcrKyga3PXbsmNbx8Pbbbxvcpj0fQ+ZG54DWNWzYMLV+8fl89v/z5883up0ZM2bobAMAM2HChCb3k74fmObUqVN631cATHJyslHt3Lx502A7Fy9ebOZn0v7V1NQwNjY2aq/b/fv3jdp2zpw5att9+OGHzdxbQgghRF3TCkQTQgghhDQjLpeLzZs3Y+LEiVAoFACA1157DQ8fPsT777+vNYnx6dOn8fzzz6vV73d2dsYnn3xicD8ffPABDh48CKFQCABISEjAuHHj8N1336Fbt27semKxGNu3b8drr72mtv1rr72GgICAJj1Xc8nJyWn0tg4ODmpXkzennJwctatrlQoKCtSWZTIZMjMzdbZhZ2cHNzc3rftv3ryJSZMmqc1Z07VrV2zduhVFRUUm9ZPP5+stT6YUHByMlStXYsOGDex9jz/+ODZt2oTly5erlfy5f/8+li1bhoSEBPY+V1dXvPfeeyb1q7lUV1frfb2N4e/vDwuLlil+0JzHEIfDwbp16zBr1iz2vhs3biAyMhKbNm3ClClT1OZsAYDS0lJs3rwZ69atU+uXq6srVq1aZfC5dKRjyFh0Dmib79/o0aNx4cIFdlk1q8uYUmiq6x4+fFirDeU+moq+H5hGWX5OWe5R9T0xNuMMAHr37g0nJyeUl5drtWNnZ4cBAwaYr9MdlDKbcffu3ex969evb7CMYlvMZiSEENIJtXY0ixBCCCGkIV9++aVWBo6lpSUTHR3NzJ07l5kxYwYTEBCgtY6VlRVz/Phxo/Zx9uxZxsrKSm17DofDDBgwgHniiSeYCRMmMO7u7lr7mDp1KiOTyZr5FdBPsz9Nua1cubLF+q3r/TL1pi+LRjPbpim3kSNHGvV8ZDIZM2nSJK3tPTw8mIkTJzKzZ89mIiMjGQ6Ho3WMnjt3znwvrInM+VoBYIRCYYv1vTmPIaVXXnlF53aurq5MTEwMM3/+fObxxx9nBgwYwPB4PK31rK2tmTNnzhj1fNrrMdRYdA5om+/fmTNn9L4WSUlJRrdz/fp1ve1cvnzZbP2l7wfGi46O1vl+zJs3z6R2pk2bprOdSZMmNVPPO56OlM1ICCGkc6FgEiGEEELahW3btjECgcDoAUBPT0/mwoULJu3jzz//1DkgpO82b948prq6upmesXHMNWAKUDCpKQPJDMMwVVVVWiVoDN08PDyYY8eOmecFbSQKJi02uA+FQsGsW7dOayDZmFtAQABz9uxZk55TezyGGovOAW3z/ROJRIy1tbVWX729vU1qRy6XM46OjlrtODg4mD3AQt8PjPPvf/9bZ1+//vprk9rZsGGDznb+85//NFPPO6ZVq1apvX6WlpbMl19+yYjFYrX17t27pxVIcnV1ZfLy8lqp54QQQjqzlqlBQQghhBDSRM8//zxu376NhQsXwt7eXu96Xl5eeP/995GUlISoqCiT9jF58mTcvXsXzz33nFaJHFVDhgzB/v37sWfPHtja2pq0D9Jx2dnZ4ZdffsG+ffswZMgQveu5uLjg+eefx927d7Um4iZtC4fDwZtvvok7d+7gpZdeMnheUIqIiMDGjRtx9+5doye1V6JjqH3rCO8fn8/X2XdTStwBgIWFBYYPH651f3R0NLhcbqP7pwt9PzCOvvKCpp6n9B0L5ihf2Jl8+umnmDRpErsslUqxYsUK+Pn5YdKkSXjiiScwYMAA9OjRQ60sppWVFQ4ePAhvb+/W6DYhhJBOjsMwDNPanSCEEEIIMYVIJMKFCxeQk5ODgoICWFlZwd3dHX369EHv3r3Nsg+JRIILFy7g4cOHKCgogK2tLbp06YJ+/fohKCjILPsgHVtGRgZu3LiBvLw81NTUwMvLCwEBAezcFaT9YRgGDx48QGJiIkpKSlBZWQkejwcnJyd06dIFAwYMgKenp9n2R8dQ+0bvX8uj7wekPamursayZcvw66+/GrW+h4cHdu7c2eaC0IQQQjoPCiYRQgghhBBCCCGEENIK9u/fj40bN+LSpUs6H3dxccGcOXPwwQcfwN3dvYV7RwghhDxCwSRCCCGEEEIIIYQQQloRZTMSQghp6yiYRAghhBBCCCGEEEIIIYQQQvSyaO0OEEIIIYQQQgghhBBCCCGEkLaLgkmEEEIIIYQQQgghhBBCCCFELwomEUIIIYQQQgghhBBCCCGEEL0omEQIIYQQQgghhBBCCCGEEEL0omASIYQQQgghhBBCCCGEEEII0YuCSYQQQgghhBBCCCGEEEIIIUQvCiYRQgghhBBCCCGEEEIIIYQQvSiYRAghhBBCCCGEEEIIIYQQQvSiYBIhhBBCCCGEEEIIIYQQQgjRi4JJhBBCCCGEEEIIIYQQQgghRC8KJhFCCCGEEEIIIYQQQgghhBC9KJhECCGEEEIIIYQQQgghhBBC9KJgEiGEEEIIIYQQQgghhBBCCNGLgkmEEEIIIYQQQgghhBBCCCFELwomEUIIIYQQQgghhBBCCCGEEL0omEQIIYQQQgghhBBCCCGEEEL0omASIYQQQgghhBBCCCGEEEII0YuCSYQQQgghhBBCCCGEEEIIIUQvCiYRQgghhBBCCCGEEEIIIYQQvSiYRAghhBBCCCGEEEIIIYQQQvSiYBIhhBBCCCGEEEIIIYQQQgjRi4JJhBBCCCGEEEIIIYQQQgghRC8KJhFCCCGEEEIIIYQQQgghhBC9eK3dAUIIIaS9kUgkuHjxIk6ePIm//voLFRUVrd0lQgghhBBCSAcREBCAmJgYjB8/Hj169ACHw2ntLhFCCCHgMAzDtHYnCCGEkLaMYRjcv38fp06dwsmTJxEXF4eamprW7hYhhBBCCCGkg/P29sb48eMRExODcePGwdPTs7W7RAghpJOiYBIhhBCiQ3FxMU6fPo2TJ0/i1KlTyM3Nbe0uEUIIIYQQQjq5Pn36sMGl4cOHw8bGprW7RAghpJOgYBIhhBCC+uyju3fv4tChQzh8+DCuX7/e4DbOzs4YN24cIiIiWqz0xMGfE5u0/cx5fZrUtqHtm6qpz60lMWBQKypDjagMXK4lnOx9wLWwau1utTrV46M9vZ/mxIBBiTAdAr4TbG1cm9RWc/69kaZpzPFdVvEQAODiGGDU+prvvyn7NMex01n/hjWVBtrBNbOaXZ45r4/ZXhsGDIQVWeDxrOFg62WWNgHj3n96f1tPQ+9PWVkZkpOTweFw0K1bNzg6Opq9Dy35/tNnmemUJbUvXLgAiURicF1ra2uMHj0asbGxmD59Ory9vVuol4QQQjojCiYRQgjptORyORISEnDo0CEcOnQI6enpBte34HDh7hIGb/ee8PHoCRenQFhwLBrcz85DiwAAi2N3m6XfpPXIFTJk5V1FjagMHi5hcHcJw67DTwKg95cAMpkY/6QeRWjASNjauLR2d5qd8tzWmTTl7zw1Kx7LVw7D4sWLm3U/xLCdhxa1ude3oPgeqmqLERYwsrW7QtoQuVyK7IIbqK4tgbtLKDxcwltt3hxT/m4642dDYxjzekplYhSVPkBe0V3kF99FeVXDlRKGDBmC2NhYxMbGomvXruboKiGEEMKiYBIhhJBORSQS4fTp0zh06BCOHDmCkpISg+t3796dLSMxcuRI2NnZ6VzPlIGp1vqR3dqDZ6Y879buqyapVISM3EuQycXw9x4AO4Fba3eJtDESaQ3upZ1ARMgkWFnWl5tRPebNfUwbClI3NOjX0oPpbWFgsaHn21x9VN1valY8ACDUP7pZ9kXaN2FFFvJL7qF78AT2IoXW0tY+g9uL5JFeCI8raFIb+s5FCQkJuHDhAsLDwzFt2jRYWDR8MZMhbek9bgufEa3JlCBdbm4u5kz7AHnFd5Ff/A/qxJUGt+nWrRsbWBo4cGCTjxtCCCGEgkmEEEI6vLKyMvzxxx84fPgwjh8/jtraWr3r8vl8xMTEYPr06YiJiYGfn1+L9dMcAam2NDjQEYjqypGZewUWFlwEdhkCayvbFtmvOQakSMsR1ZUjOfMseoZNAZfbtssdNnbQzhznlrYyYNhawf+dO3fW79+IzKSGdJRzfUt9lrWVY68haWlp2LdvH15//XVwuVwArf9et5fXThd9r525nlNrvDcVVXnIKbwFvrUjAn0GtvnPHGO19PeetnxcG3tcMYwCwsps5BbeRnbBDZQI0wyu7+3tjRkzZiA2NhajR4+GlVXHOHYIIYS0LAomEUII6ZAqKipw6NAh/PLLLzh16hTkcrnedZ2dnTFt2jTExsYiJiYGtrbGBQyae7CrtQeQGqOjBEGqagqRlX8dfCsHBHYZ1GEGa0xhzEBLQ9kvpm5jzL4NDQ62xt9MVU0xMnMvoUfoZFhYcFt8/21ZQyU+W3owr7UDFOYMJhmjJf4emqOMa/LI+rmDND9L2vLgr5I5XofaunKkPPwbPUOngMu1VHusPbwGnUlz/I019D1KeQzk5+dj3759sLKywvz58+Hg4NDkDEx92yv/JgHg4ivjDbbRXMz5Wnuu4SI+wd3o76stkblqLEN9ycvLw5EjR3Do0CH89ddfkEqletd1dHTEzJkzMW/ePIwZMwY8Hs/kvhBCCOmcKJhECCGkw6itrcUff/yBn3/+GUePHjU4Ya2/vz9b9uH7zzNhYUE/ooyha5BDdZChtQJJun5cN+ZHelVNMR7mXYG9rTv8vAcYNSeWMX1pbH/MwZTB3o42UNncGSiZmZnYu3cvXn/99UbNY6Grf8YEZM0ZtG2O97wzlNBrTICsPWYmmft81trnmKa8bk35uzP1eZeVleHLL7/EmjVrKHugDWvqZ4w5/o4l0lqk5ySAAwsE+0XBksdvcpu6qB7/Lf29z3MNF4Xr9F8U1pJaOrDU2P1VVFTg2LFjOHToEI4ePYqqqiq967q7u2P27NmYO3cuhg0bRqXwCCGEGETBJEIIIe2aRCLBiRMn8PPPP+PIkSOoqanRu66zgx/8vCPh59UfLo4BRg3+ttQ8P+0lK6k1+tkcV75rqq4twcO8KxDYuCDAZ1CjgkgdXWsPAjdFcxw7H30xEj///DNef/11owdejO2HvqBteFyB2iAeoD2Qpy+ro7Ha0hXZ+rT2salv3iqt+8wUTGprnw+GjrnWfm/as9LSUmzduhVr1qyBpaVlwxuQFtfaf4uqf1/l5eX48ccfYWVlhYULF0IgEOjcZnHsbq3gzJJtCvzwQvN97zHnBRCNCSzp26atn5/MNdefWCzG2bNncejQIeza8QtE4gq96/r6+mLOnDmYO3cuIiMjG3WhDCGEkI6NgkmEEELaHZlMhr///hu//PILDhw4gPLycr3r9u3bF3PnzsXs2bMRHBzc6B/+rVm+raOUjmtOjQ361YjKkJl7CQK+c30QSU+Zss4yr4cpk0B3FMZmbGkeN+nZF9AzbAo4RgQeG1uCT9/fvmpgqaFzgynlCs0diGqIZt+Gfn6qwX17rqn/G1UODLbmsWjqleTD+i8HAIT6R5u9L6pBxuioYhSuk7PHR0f6e+1siouL8dVXX+Gtt96iMlREjb7M1oBTqbjMvwvvjDoE+UaBp6NMr75zwtDPT6ktN6WkXXMF2owJJpmaBaaZddXa5e8a0pTXlmEUKBamITP3Mh7mXjYYWAoNDcXcuXMxd+5c9OjRo9H7JIQQ0rFQMIkQQki7wDAMLl26hD179mDv3r0oKirSu66DrRcCfYcgsMtgONl3abDt5io9QtouUV05MnIugm/tgMAug1ulzGF7ny9GH2OfV2sHrkx9PZT9yMvLw5SxK9ErfGqDgSTN4IyuQTDNgStTMvGU8z7ooi+zyRRtLZDdFoIiTSlFtHPnTmzffMFgMMnQa64alDQU+DNUgip5pFerzXlCGqewsBDbt2/HW2+9BS6X5mUjxikpKcGePXtgZ2eHBQsWwNraGoBpn30NBVka+v5s6Hym7zFjv5O3xueBrn40JqvL1L6b4/ubrsoCCkaBopIHyMi9hId5VyGR6q/u0KtXL8ydOxfz589HYGBgk/tDCCGk/aJgEiGEkDYtKysLu3fvxs6dO5GSkqJ3PX9/f/bqub59++osy9DQVYlA68350xjGZiWYK4jQHDXyNV/3xr4Pxg4+SKUipGWfB5drhWC/YeDSXFmNZs5jq7H7bypT+y+WVONB+in06jrD5FKIpmQT6dse0B88iI4qxmQ/qdqgVksFg1pqP23xKnDVPjV0PKVmxQOoz0wy9FwaasfYQV3SceTn52Pnzp144403qOwUMUlhYSF++ukn+Pv747HHHmvUfDiLY3e3uYsLGmLMxRv67tOnKefZxl7A0tR2jCVXyJBf/A8ycy4iK/8GZPI6veuOGjUKixcvxuOPPw47O7tm6Q8hhJC2i4JJhBBC2pyamhr89ttv2LlzJ/766y/o+6jy9PTEE088gblz52LIkCFY8thPZutDewwutUWmBhyMnRfGVAqFDBk5FyGRiRDiFw0rS5smtdeeNGXQuiltG2JsaTlj1zWWKQP/mgNMMpkYd1P+QK/w6eBy9c9forldU4NIxlD+nRkK+LbEfGfmHJRTlltqK/Pw6Lsy3pT7VYNJptL8TGqOYKopxwgFr0xjjoHk1NRUHDt2DCtWrDBXt0gnkpycjN9++w2DBw/G6NGjW7s7ZsMwDHJzcyESiVBXV8fexGIx+3+ZTAYej8feLC0t1ZZV73v3X0dhYWEBDocLDscCFhY8WHDqly04FuBYcMG14GllJmuWYFVlSrlZUzXmO15D53qZXILcwkRk5FxCTuEtKBRSne3Y2tpi1qxZWLx4MUaNGtWoQCUhhJD2hy7HJYQQ0iYoFArEx8dj586d2LdvH6qrq3Wu5+TkhMcffxxz587FyJEj2TkEzDkw2t6uvmyr2kIgiWEYZBfcQGV1AYJ9h0Jg49Lotjqa1soqMmW/zRVIaojmMahQyHA39U/0CJ1sMJBECCHNJTQ0FMOHD8cPP/yAJUuWtHZ3yP8wDAO5XA6ZTKZ2k8vlYBgGHh4e7CA7wzCoqalBaWkpysrKIBQKweVywefzYW1tDT6fr3WztrY2SzZaeHg43nzzTVy8eBHr1q3D1KlT0atXrya321yqqqpw69YtcDgc8Hg8cLlccLlctf9bWFjglVdewdmzZ8Hn82FpaakzUMThcMAwDBQKBRQKBfveKP+ver9cLkedSMLep2D+969CDoWiPlDE4VhAYOMAgY0TBHxn2Fi7wGaJC7xmu8J+nDPEBx0h4DvD8n8XLi2O3d3gd5DGZnsbaltfm8r7lNtpXrzD41ohwGcgAnwGQiIVIafgBjJyLyGv6A4YRsG2U1NTg127dmHXrl3w9/fHk08+icWLFyM0NNTk50EIIaT9oMwkQgghrSo9PR27du3Czp07kZmZqXMdDscCPh69EOIXDT+vvuByrZqt5JqujILW0hyZGe0p46qpz7+oNBmFpUnw9eoHZwdfrceb+/3tKFfut1TQqTX/3gxdpcswCtxJ/h0n4rbh9eUnjGqnMfNBNWfgrC3MAWfOLLbm/ttqrtfL2DJ3LcXU47Qxr0tbeJ7NRfP1UGYmxCe4q82TBmhnKzTldTl37hyKiorw+OOPN7oNYprU1FScPXsWt2/fxv3791FcXIzS0lKUl5ejpkZ9nhllkIPL5YJhGHA4HHh5eaGqqgoVFRWQy+Wws7ODra0tbGxswDAMZDIZpFIp+69EIoFUKoVcXn/cWFpawsrKCtbW1lo3ZdDJwcEBzs7OcHFxgZOTE5ycnODs7Ax/f38EBQXB19eXvQCLYRj8/vvvePDgAebPnw9fX+3vSK2hvLwcR44cwc8//4y///4bbm5usLCwYAN2qgEg5X3+/v6YOnUqrKysWqSPCoUCEokEVVVVqKqqQmVlJaqqqlBTU4Pa2lr2fS4vLweXawVbgRMs3N3hLLGDjbULBHwXeC9wRVp+MIaP5aD6WztYWKjPhWZqJpMpWVGmzvunOk+f34kkZOReRFrWeQgrs/T2LSoqCk899RSeeOIJODo6Gn4ihBBC2h0KJhFCCGlxlZWV2L9/P3bs2IH4+Hi96znZ+yLEPxrBvkNhw3dSe0w1KKI6CK1rMEdJV/30xmiuAWBVzT2w3h6CSqYMtqm+D1U1hcjMvQJ3l1B4uXVvsT4Q8zN10KOx7RlyL+04/L0jYSdwb9Q+lRp7PJtre2M1FDgw19+EavsNtdlc5dZaKsjGXv29c2f9fhcvbpH9mqIxc6Jorm/MZ2xznVObq2RnY16XJdsU7NxlzfV8//jjD1hbW2P8+PHN0n5nU1JSgi+++ALXrl2Dvb097O3t4eXlhcjISAwaNAjPPvss7t69i6CgILi6usLW1hYCgQA2Njbg8/lsAInD4ahlETEMg+rqalRWVoLP57PrG1sOTKFQaGU7aWZAqQaglGXdlMEosViMyspKlJSUQCQSwcvLC4GBgYiKisI777wDgUCAPXv2oKKiAkuWLGnW+W+EQiEcHR31PvcePXrg3r176NatG0JCQtCtWzfY29s3W3+am0KhQHV1tVrAqaqqCiKRCDU1NaisrERpaSkkEglGjRoFX/unGr2v1rgwpaziIdKyziMjJwF1kiqd2/P5fMTGxuKpp57CuHHjwOVyda5HCCGkfaFgEiGEkBbBMAwuXbqE7du349dff4VIJNK5nqurK9wd+iPEPxoujgHgcDiNCnyYK3DUGppaW72xpTLMqSmDw8Zsr0t1dTX+7//+Dx4eHpgzZw7Vbu8ATJlbyZRtdNE1YJyWfQFO9l3g6hTYqDYB04/l1v7bNUZTgnnK83l0VHGjz9GGBvfbYlaW0piZ9eWB2mIwSZWp84mZ8n40Zb+mUO2T5meiubN+W+uig507d6Jv377o06dPq+y/PSkvL0dpaSnq6upQW1uL/Px85OTkICcnBykpKTh69Ci6du2KgIAANjBTW1uL4uJiZGdnQyKRYPjw4e16rqG6ujoUFRXh2rVruHv3LgYMGIDLly8DqL/I6/vvv4ePjw9mzZqFqqoqCIVC9lZeXg6hUAiJRAKGYdRuQP13fCsrK/Tu3Rv9+vWDQCAAAEilUvz222/YuHEjrl+/Dh6PBz8/PwQFBSE8PBxhYWEIDg5GcHAwnnnmGVy6dAljx46Fn58fPD09YWPTNua3PH78OMrLy+Hh4QEOhwO5XA6JRAKxWKw2N1NdXR14PB7s7OwgEAjUSuspFAq1ZYZhUFZWhr59+2L79u2IiIhoVN8Wx+5WC2AbYszFIsZevKFcT6GQIbfwNtKyzyO/JBFSqe75lbp06YKlS5fi6aefRkBAQIN9JYQQ0nbRnEmEEEKalVAoxO7du/Htt9/i7t27Otfh8XiYMmUKKvID0cWzD7gW9R9Pjc2eaa+BJGMHpCiQpE6hUGDfvn0oKCjAkiVL4ODgYNL2pG1q7eM4r+gO+Fb2TQokEUJIc1m8eDE2bNgAd3d3+Pj4tHZ32py7d+9i0KBBcHR0RElJCezs7Ng5dezt7WFnZwcbGxvY29tj2bJlcHHRPaeiQqFASUkJbG1tW/gZNF5NTQ3Ky8tRUVGBiooKtvRaamoqIiIisHbtWsyePRvXr1/HjRs3cPfuXSQmJuLu3buYM2cOOBwO7O3t2ewrGxsbWFlZsWXylFSzsGQyGYqKilBYWIiQkBD07dsXZ8+ehY2NDfr164eYmBhIJBI2QPXgwQNcvXoVFRUVKCsrQ2lpKQDgzJkzWs/H2toaXbt2ZbOWrK2tm/cFVMEwDO7du4fKyko8ePDAqG1KSkrUlgUCAXx9fREQEAA/Pz84Ozvj3LlzyM7OxsWLFzFq1CgMHz4co0aNQnR0NPr27dvgPFlVVVXIysrC3Gfd8OakvQiJLsa1P6vB4wlgxbOFlaWg/mb1v//zBJg98Uvwreyw+0j9nGua37NU519qaK4l1fX8vPvDz7s/6iRViJ6swM6dO3Ht2jW1bXNzc/HRRx/h448/xsSJE/HMM89g6tSpsLSkeSgJIaS9ocwkQgghZscwDC5cuIDt27dj3759qKur07mei2MAQvyiEeQ7BHzrRwEA1SuKjQko6QsembuUW3Nf8d4c80CZwtQyGQ3VVzdlm8a6evUqTp48idmzZyM8PNysbZO2pTn+3vT9nZVVZEFY8RAh/5vbRnPfHSFo21L7VT2vAYbPbc2VxdXcpfBUP4MM7astl7kzpLlKyOnah/J4ufgKlW8zhlwux0cffYRVq1Y1a4my9ujcuXMYOXIkHBwcMHz4cPj7+8Pd3b1Dl9oSiUTYsGEDO9eSkre3N9auXYuJEyfC29sbACAWixEWFobs7Gw4Ojpi5MiR6NKlC5ycnJCVlYXCwkL06dPH5FJzdXV1KCgoQEFBAbp06QJfX98GAyPAo7mI6urqIBaLUVVVhdTUVCQlJUEoFKqt6+fnh6efftqkfplDXV0dZDIZG5TUlwHPMAzq6uq05lWqra1FbW0t6urq4OnpifDwcPj4+KCkpARZWVnIy8tDeno6XnvtNbz77rsAgLS0NJw4cQJ3795Feno6Hj58iLy8PFRXV8PZ2RnOzs5wcHCAQCCAQCCAWCxms+tUM6eEZZUQi0VgAHi7d4ePe1/4ePSGncDN4HNubAm98socpGWfR1nNTeTn5+tcx8vLC0uXLsWyZcsQFBRkdNuEEEJaFwWTCCGEmE1paSl2796N7du34/79+zrXseQJEOwXhbCAUXBx9G/0vnSV2TGW5jxLgPpcS0B9CSbl/5sS2NEMEBkbHDO0b881XLzTj4ePb8ow2a++nMTRbEutgJryOSqfG9D4ScDb2sTrBQUFbImfCRMmNNt+OhORSITc3Fy29E9OTg6ysrJQVVWF5557DsOGDWvtLjbIHAGUWlEZMnIvwfLppWYJ6hqaGFuVob8XU55Xa8/zpSvw1thtdTE2iN3Yc5vyvKl6rm7Me6Nrm/YaTDKGuYOXrX0ctyfV1dXYsGED3n33XbMFSlpyzrSm7kehUCA2NhbFxcXo1q2bWtkxDw8P8Pl8ZGdn4/r166ioqIC/vz8CAwMREREBJyenJj6TtkUoFGLHjh3w9fWFQCBAZmYmiouLMXToUJw5c0atbNyNGzewa9cu7Ny5E+Xl5eDz+VixYgWbgSWTyZCYmAgA6NOnj1ZWUmupqKiApaUlW0qvoykpKcEPP/yAefPm4eTJkygtLUVoaChcXV3h6OgIR0dHODk5wd7evlF/78oMtQcPHiAlJQVDhgzBhQsX2MCY6t9mY8vSqv79ymQynDx5Et9++y0OHz4ChlHo3CYmJgbLly/H9OnTKVuJEELauLbxjYAQQki7xTAMzp07h+3bt+PAgQMQi8U613N3CUN4wGgE+AwEj9f48hSawRhTg0jKbZT/Vw20xCe4IzqqmP2/6jZN6auyHWMm8VYGkvQFkQC0aCBJoVBg3pSvIRJXQCKtqa+PzyggV8jg6hQIBoCw4iEqqvNRWZMPhVwCD9cI7P393w223RhSqRQ7duwAh8PBK6+8Aisrq2bZT0enUCjw4MEDXLhwAXFxcTh//jyysrLYQQrlVa62trZgGAbTpk1D9+7d8eGHH2Ls2LGt3X2dzDGYLZXVIeVhHPjPLDdDjwghpPnZ2dlh+fLl+Pzzz7Fq1SqztKkv+1K1DFZztN8Yx48fx++//w4AuHTpEiZPngwulws+n4+srCykp6ejuLgYY8eOxbhx42Bra4vjx49j+/bt8PLyQlBQELy9veHp6Qk7OzujsmjaKmdnZ7z44otIS0vDvXv3wDAMdu3ahYULF4LD4aCyshI//fQTtm3bhpycHPTo0QMjR46Evb09HB0d1Ur58Xg8REZGorq6GpcuXYKXlxdCQ0Nb8dnVc3R0bO0uNCs3NzfExMQgJSUF48aNQ5cuXcyaTVddXY2CggLk5ORg/PjxWLVqlVqGlWr5OuVvl/gEd2CkdlDJ0HlC+TiPx8PkyZMxefJk5OXlYcrYlUh5+DdqROqlAE+ePImTJ0/Cw8MDS5YswbJly9rE8UYIIUQbZSYRQghplOLiYuzatQvbt29HcnKyznWsLG0R4jccYQGj4OTQRec6xmTqqF4Zp6QMuGgGk1QzilSXVQNJynbkMhlEwirUlFXgynnA9dpDiMQVqJNUQCypgIUFDwHeQ+DhEo7yqlyUlmeirDINZRWZsLDgwtGuCxxsu+D9TxciIiICH7x6oVGDEMo+tdQ8Tw0NBOl7Dh4eHhAIBBAKhaioqFBbn8/nw8rKCjU1NZDJZACA+/fvo1u3bmbrd3x8PC5cuICnnnoKXl7GBxEJUFtbi6tXr+L8+fP4+++/ceXKFXA4HAQEBMDLywt+fn7w8vLSezWoVCrFrVu3cOHCBXz66ad49tlnW/gZmM7UgUqGUeB28hFEhEyEJY9v1DbGTGZtqE/mLr/WXNkc+rJ3NPepq0/6zvENvXZN1ZgynM2xP7V12nlmkr5AwuLY3UaXMzT0mU/ZSE1z8+ZN3L9/H/Pnz290G6p/H0u2KXA025K9cAUARvmYduw29PfW0ByXDR0T1dXV8Pb2RnR0NFxcXODi4gJXV1et9crLy5GUlISMjAykpqaCz+fDx8eHLQtWWVmJoqIiWFlZwcfHB25ubrCzs4NcLodCoWD/1bxxuVzweDxYW1vD2toafD4f1tbWCAwMVMsCainx8fE4f/48IiIi8MQTT+CFF16Ag4MDiouLsWrVKuzfvx8BAQHo3bs3wsPDTQpS5OTkID09HX369OnwAZ2OSCgU4tChQ6ipqcEzzzyDZ599FgEBAUZvr3qeN+VCO11/wwqFAhOGv4nkzL+RXXADDKP7HDB27FgsX74cM2bMaNF5sgghhBhGwSRCCCFGYxgGly5dwpYtW7B//35IJBKd63m6dkNY4ChInpgKC8v6zBHNHx6qZeXWzckDUJ9ho5kdpPy/ahaO6rLqdpr70MxAik9wh0xUg5Rv3kBdYQ7E4lrwbaxh72AHOzs72Ns6wsbGBnw+H7a2tqirq8ODBw+Qn58PDw8PdoDBx8cHCoUCxcXFEAqFyMstQlFxAewEbgjzH4sg3yijBqMbG0Rq7gG3lStXori4GD///DN7n62tLWbPno2KigrEx8ezkwtbWlrC19cXXl5e8PHxgZ+fH3r37o0xY8aY9CPVkOLiYnz//fcYNGgQRo8ebZY2O5OjR49ixowZkMlkEAgEGDNmDIKDg+Hs7Gxy8LOgoAA//vgjfv/9d4waNap5OtyCVAc6H2Scxi+H3sf7r5xvcrsdeVC8McGYhrIyzVVGztD6hrZVHSRTztVjzsAf20YbCCa19lxfys/i6Khi9nP8hxd0zzvS2trj3/GhQ4fg4eGBqKgo9r7Gvudf7q0fvHWwesLobcxZvs4YZ8+excKFC/HMM88Y/XmmUChQVVWF8vJy9lZTU4PKykqUlJSgrKwMXC4Xjo6O6NOnD9LS0pCZmanWho2NDQQCAWQyGbhcLtzc3CCRSJCZmQkrKys88cQTLZ5VwTAMNm/ejOPHj2Pw4MFqj3388cf4v//7P8yYMQPOzs6N3odcLsft27ehUCjQt2/fDj3/VHukUChw/PhxZGRkQCwWs/MmKYf87OzsUFZWZrYycpol8Ywt561KVFeO1Kx4pGbFoaqmSOc67u7uWLZsGZ577jn4+ze+RDohhBDzoDJ3hBBCGiQSifDrr7/iyy+/xI0bN3SuY21ljxD/4QjzH4XCqf0gA2ABw0EkAFg3J48NBgGPMomio4rZQNI49xr8eKESlQWlqCosgUdNIT7JKsHFv/9BnUiOAWt/Q3hcARSMAsVlKcjOv4asyjtQnKzGLQsZpBIZLE7wEP7MWrhdSoesNB/Dhg1h64337NlT7yS60dHRkEqlOsuphYSEAKi/4jUzMxOnT5/GpcQdyMq/hnFDVxt8TdtqIAkANm/eDAAIDg7Gpk2bANRnppw7dw6BgYF49913MX36dHh5eYHPNy6DozEUCgV+/vlnVFZW4l//+hddldhI48ePx6lTp3DhwgV89NFHcHNzg4uLS6Pa8vLywtSpUzFz5kxcvXq1w5QgySm4hfWbl/xvAuimBZPa4wA0IaRjiI2NxRdffAE/Pz/4+fmZpc1KyV6TAkqGmKtMnpK7uzvkcjl27NiByMhI9OjRo8EAh4WFBTv3jK6LXhQKBaqrq5GVlYXr16+jvLwc7u7uKC4uho+PD8LCwsAwDORyORiGgVgsRkVFBcRiMcaMGYMBAwa0+Hw+CoUChYWFkEgkGDBggNbjDMOgpKQEW7duhbu7O5ydnWFvbw8HBwc4OTnB2dkZLi4uDX6n43K56NevHyorK5GQkIDAwECzHWek6RiGwfXr1yGX6/5tERsba9b5iHSVxAOML+0NADZ8J/QKn4aeYVNQUHIfyZlnkZ1/HQqVbKXi4mKsW7cO69evx4wZM/DSSy9h9OjR7bokJSGEtGeUmUQIIUSvhw8f4quvvsJ3332H0tJSnev0Hx6BKfNHYvjE/rCytkR/t/qyHjdKRGr/17mtmw0+vllfEk0180haJ8Hp5ftRWHoX1TVlENVVw1ZgBwcHJzg5OcLJyR4Ojg44ceIEAKBfZChyH8pRXlkAGxsbRER0R7du4bCzswOPxwOXy0VqaipOnfwbvcJmwt2/BKWlpUhISAAALFiwgK0Vb2NjwwaWlIMFEolE61ZSUoL8/HxkZ2ejtrYWAwcOxJgxYxAdHY1Bgwap1Z03VUuWr2pIaWkp6urq4O3trTfg1hxu376N33//HfPmzUNwcLDBdZsjg6AjSk9PR69evfDqq682aSLtqqoq7Nq1C0uWLMH69evN2MOmM/VvZ3Hsbggrc1BWnoEQ/2iT9tWZj7OmZie15GtnbF8NleszV39NyUxq6ueAKe+Raqmxps5l05gss6a229S2NWleWa/rNWnLf/9PztiJxKRD6Bk6Re8clZrPqbHPp6UzkXSRSqXYt28f1q9fj6ysLISGhsLf3x9BQUGwt7dvUtsMwyA7OxtXrlxBSkoK+9np7++P4OBgBAYGws3NrcUHtWUyGc6dO4eCggIIhUKUlZXB2toa8+fPx7fffqt3O6FQiPT0dKSnpyMjIwPJyclISUlBZmYmCgsLsWjRIvj6+hrdj7S0NOTn56N///4tHkAjpqmursauXbvw+uuvm21uNX2aej6uE1ciLfs8kjPPoqqmUOc6EREReOmll7Bo0SLY2dk1aX+EEEJMQ8EkQgghahiGwZkzZ7Blyxb8/vvvUCgUWutY2wswfV40pi8ajduW9VckKoNB/d1s1AJJqpRBJeVjH9+UsRlJ4XEF8FzDxT+rU5Bw62u4ujsgKmownJyc4ODgoHUlHcMwyMzMhFQqhYWFBTgcDpycnODi4qL3R/2tW7dw+vRpvPHGG1i0aBHWrFmD/Px8FBcXo6SkBEKhEDKZjK2TX1dXB7lcDktLSwgEAvZma2uL0NBQjB49GsOHD0evXr0aXerD1BJOHV1VVRW+++47BAcHY/r06ex72ZyDkJ3FL7/8gmeeeQbR0dHo27dvozK9srKycPDgQSxatAjPPPMMzp49i/v37yM9PR2enp4YPHgwHnvssRaZ08ocg5hzJ3+F5Myz6Bk2tdGDgR39+DL0Ou88tAhDPz8F4FF5OGO3NcRcr2lbO78qg0l/HdQfmDc0z5ZmZq+heYkauiJc39xHxqyni2ZgQnUCdmODFpr7V5bEA+qPL3OXWDTmuenbp752W/t8oOyvRFqLB+mn0Ct8OlJGeeuds8yc+zS27f/85z8oLS1FQEAA3N3d4ebmBnd3d/j6+sLJyanR/WAYBomJiTh58iSOHj2Ky5cvw8nJic0sVwaGRowYgTFjxpjcfmlpKTvvUlZWFuRyObhcLvh8Pnr37o2xY8c2uu+6/Pzzz0hKSlK7z83NDWKxGCKRCEOHDsXq1avh7+8Pf39/ODo6mvw5VllZiStXruDixYv4/vvvweVysWiRaceGVCrFzZs3YWNjg549e1K2SBtWWlqKXbt2Ye3atXjxxRebbT/mCu4zDIPCkvt4kHEG2QXXwTDav0kdHBzw1FNP4YUXXkDXrl3Nsl9CCCGGUZk7QgghAOp/UO7atQtbt27FgwcPdK7jFuKHxc+OxdiZQ3G21A63oR1EUv5fk2qASZmNpJznyHMNF/JBDE4+tQ8PMk4gJmYc+vfvb/AHKYfD+V9JKuP17t0b9vb2WLduHU6cOIFjx46pXc3GMAyqq6tRUlICS0tL2NnZwdbW1qwlIVS1tYHO1vbnn38iOTkZy5YtU7uamAJJ5vHEE0/A0dERn332Gb744guEhYXB0dERrq6ucHNzg6urq1aASaFQsANXSUlJSEhIwJtvvolLly5hyJAh6Nq1KxwdHeHk5ITCwkJs3boVr732GsaPH48XXngB48ePb5U5FYx53+VyOe6nn0SvsGk0+EUI6VCsLAUI7DIIqVlxAOaavX3l9yU7OzutgGFDpey+/PJL5OTkwMPDA87OzhCLxaiuroZQKIS9vT2Cg4PRtWtXREREIDw8HGFhYQgLC9OZfVBVVYXi4mJ2DqOePXuib9++WL16NcRiMRITEyGVSsHhcHD16lX861//gre3d6Oes6urK6KiouDs7IyioiKEhITglVdeQVlZGV599VUEBASYtfRrSEgISktLIZFIUFlZCQD4/PPPER0dDTs7Ozg7O5uUMS6Xy3H//n1cvnwZ58+fR0JCAtLT09GlSxd4e3ujX79+CAwMNLmflpaWGDRoEEpKSnDu3DlERETA3d3d5HZI83N1dcWCBQvw3nvvITMzE+vXr2+WqgOq5e+agsPhwMs9Al7uEagRlSI58yxSMs+iTlLFrlNZWYkvvvgCX3zxBWJiYvDSSy9h8uTJNJ8XIYQ0I8pMIoSQTu7BgwfYsmULdu7cierqaq3HuVwLRE8egJlLxqLXoHBwOBwczX4UXHmnn/p1CfY1YrXlKltr9r4q2/qBamVG0ro5eQDqJ9++l3YMOcI4PDHr8UbP56IkFArZSZTLy8tRVVWFsrIyFBUVwcbGBkFBQejWrRu2bNnS4j94zVFWpqMpKirCd999h/Hjx2PgwIGNaqMpGRC6rqru6O9TUlIS4uLicP/+fdy5cwfJycnIy8uDo6MjHBwcIBKJUFNTg5qaGlhYWMDe3h7u7u6wt7dHWloaBgwYgAEDBsDGRjtwXFNTg8TERNy5cwccDgc//PADYmJizP4cjHnPDb13W7ZswcyZM9GlSxet9jrie94Ui2N3m1ymTrkNUJ9B05htWkJLvtf6MpNMLS3X1D6bsyScLqbMm9HU8nWmHi/K/f2dtxNrfvVh7zdHCca2UKJ29eU9anMx5hQm4v3/zEB0tGllPA1JSEjAyy+/jOvXr8PGxgYBAQHo1asXHIIVmN7HH5PG9cayZ+oHcnU9f7lcjrfeegt79uxBYWEhfH194eHhgaioKMhkMpSVlaG0tBRCoRBVVVUoKSlBSUkJ/Pz8sGLFCixbtgyOjo4AgH/961/YvHkzeDwem0nv4eGBXr16ISYmBuPHj0evXr1gYWEBhUKBlStX4tdff0Xv3r3RvXt3uLm5mfTcy8rK8P3332Pz5s1Yv349MjIy4OPjAy8vLwwcONDk9oyVlZWF06dPo7i4GBMmTMCyZcswYcIEvSVrVcvzXbp0CRcuXEBiYiL4fD58fX3h6ekJX19f+Pj46JwTtLEYhsHdu3chFovRr18/GtBvoyorK7Fv3z5ERETg008/Rd++fc2+j6Z+zqiWXwUezTUrk0hx5Ot7qL11APn30nRuGxgYiBdeeAFLly6Fq6trk/pBCCFEG2UmEUJIJySXy/HHH39gy5YtOH36tM513D0cMXH+SExbOBru3s4A0KggkmogSbWs3bo5efjhhUcDag9r4jF+5KhGB5Jqampw+/Zt3Lt3D+Xl5eyVrMrsC+WkwkKhEDk5OSgsLEReXl6LBZPa03wLLYVhGBw4cABFRUVYtWpVowc0KJBkuq5du2qVAxGLxUhNTUVxcTGcnZ3h7OwMR0dHnDp1Ch999BHy8/MRFhaGSZMm6czWYxgGdXV1EIlE8PHxQVZWFqRSKXx8fLTWbW0nTpxAjx492EASIYR0RL6efXD9+nWEhoY2OiNHVXV1NYYNGwYA6N+/P0QiEYqLi7F//34wDIM/fd1w/sibADz0tsHlcrF+/XqsX78eaWlpGDp0KDIyMgAATk5OsLCwAI/Hg5+fH7y9veHs7AyFQoGsrCzs2LED7733Hp588kmsXr0a69evR0lJCU6fPo3Ro0cjKCgIFRUVyM3NxS+//IJ169ZBoVBgypQp+P777/HFF19gwoQJ2LNnD3bt2gU7OzuEhobCw8MDNjY2bIaTjY0N+51EKpVCLBajrq4Of/zxB1avXo3z58+juroas2fPhru7OxwcHJo1cOLv74+lS5eiqqoKd+7cwdy5c7Fo0SJs27ZNa90FCxbgxIkTEIlE8Pf3h7u7OwICAhAVFQUHB4dm6yNQn0nSq1cvVFVV4cKFCwgLCzPLcUfMy8HBAQsXLsSlS5cwYsQIREVF4f3338eQIUPMto+mZicpA0nKoFJ4XAEK44DkkT547GVLxCeMg+vDB2BS9uHeiUtg5FJ228zMTKxevRr//ve/MX/+fKxYsaJZAmaEENJZUWYSIYR0IiKRCDt37sSmTZuQkpKic52Bg8Pw7AsTMX3mYFhbPxowtq8Rs5lFynJ2Sppl7ZQBpDhR/VWiP7xgAc81XLWSeMCjcndFKQ+x74VP8Nq/XjHpx7hcLkdKSgr++ecfpKSkYNy4cXjmmWfYwe558+bhjz/+gIuLC1uyjsfj4fLlyxg4cCBOnz5t1klbG5pbxFxXgzd1Eva2ECDJycnBjh07EBsbi549e5q9fXNfed8WXrOWJJFI8OOPP2Lt2rXIzc1FREQEgoKCUFdXh5qaGnZgTTWDSVmGx9nZGS4uLpg1axb+/e9/s4HclmDM+15dW4LcwkR0DdI9v0Vne69Nofn6GpOtZGibxtKXjaJ5JbMxmjJvjqlSs+IBAKH++rNEGvP6mDIPkaF9Kl9XQH+mj+oAoer6ANhs46PZlmwZ24baMIXqHEoAEB1VbPD9NuZ40FzHmM9qU7Opmvucorq/JdsUbMaVch4zmUyGjz/+GO+8847eTBZTHDlyBD/++CPKy8tRXl6O6upq8Pl8DBgwgC2VNmjQIKMyAoRCIf7zn/+gtrYWYrEYYrEYEokEEokExcXFSExMhEQigZ+fH9zc3ODt7Q25XI5//vkHDx8+xMqVK/H222/jjz/+wFtvvQUOh4O+ffsiODgYDg4OYBgGOTk5OHjwINatW4fly5ez+5ZKpTh//jwOHDiABw8eoLS0FGVlZaioqEBlZSW4XC4UCgUUCgUEAgHs7OwwfPhw7N27F7t378bBgweRlJSE1NRUMAwDNzc3BAQEoHv37ggMDDR7+TC5XI6MjAx2nsKrV68iJCREa73Vq1fj66+/xrRp0+Dt7Q07O7tWKeXKMAwePHiAyspK9O/fv9lKRpOmEYvFuHbtGq5evYpevXrhgw8+wKhRo5p0zDR1vkRd26t+Nio/e6KjijHZTwphSSX+3BOH4z/9jdycUp1tjx07Fq+//jpiYmKotDEhhDQRBZMIIaQTKC4uxtatW7F161aUlJRoPW5tbYnH50Qheu4ozBsboXfuI9WAki72NWIwidfZZU6fSACPgkqabdrXiBEnUmD9nFScvbIRYeHhmDBhnNp8OarEYjGKiopQWFiIoqIiJCUlwcfHB8uXL8eCBQtgbW2Nv//+G2fPnsXp06eRnZ2N5557ji3FVVdXh7y8POzatQsAwONZY/6Ubw2+dm2RstQDAJMGTo2dcN3UvqhqaBD0h98WYM+ePairq8OSJUvMeiWvqc/F0ET3Da3b0cXGxuLw4cOwsbGBs7MzXF1d4e7uDk9PT3h5ecHDwwPu7u7sjcPhwNvbG/7+/m36R7pYLMann36Kd999t1nmCehMWjNQrdx3Y/bXlKB/U5+fsszd4sWL1fqiWQ5Q30Cach1DGhOMMiaIZEpbyrkQgfrPKGP6pOyDMmtZub2yDSXPNVy804/Hfk9RzXAGGv8519TyiqrPV7Ndc5TQU9L1XHSVgwIeBZMAID8/H3v37sXKlSubtP+ysjKMHTsWlZWV8Pb2hq2tLWxsbMAwDIRCIWpqapCTk4OJEyeyx3tTMAyDrKwsdrD70qVLyM3NhVAoRHl5OeRyOXr27Ik7d+5AJpNh9+7d+Omnn5CQkABn5/qs+qKiIlhYWCAkJAT9+vWDhYUFuFwueDwe+vTpg9GjRyMiIkLtM0Eul6OiogJcLhf29vY6Py8++eQTvP322wAAgUAAa2trCIVCAICLiwu6d++OHj16wNvbu8mfixKJBFu3boW7uzsWLVqEJ5980uD8Rl9++SX+7//+D0lJSbCysoK3tzdcXFzg7u4ODw8PeHh4mLW8nSG1tbW4fv06AgMD4efn1yL7JKaTSqW4ceMGrly5gqCgIHzwwQeYNGlSiwSVmnreBurP3e6vA6nxN3Bz/0lkXb+nc5tevXph1apVmDt3bov9DRBCSEdDZe4IIaQDS0lJwaZNm7Bjxw7U1dVpPe7r54plz01A3+lDMTrcAzdKRLhRItIbRNIXSFIGkZRXJyiDSMCjQJJmEOmvahlS7mTiu9VJKBLeh4JhkPXwIQoLC9WCSTKZDPfu3cPt27eRkZGBgIAA9O7dG1OnTsU333yjVrZgyZIl2LFjBwAgPDwcgwYNwrlz51BeXo7CwkJUVFQgICAAAV36wZbvCSeH9vejtj0Hkv69MQpr167FvHnzzDpJNUCBJHP7+eefAUBrTiS5XI7k5GQkJibixo0b+Omnn3Dnzh1UVlaCw+Fg8ODBmDNnDmbOnNkmS9t88cUXWLFiBQWSCCGdire3N/r164ejR48iJiYGO3bsQFpaGng8HrhcLrhcLgoKCnD37l0kJyfD398f8fHxWoOtaWlpEAqFyM/PB5fLhaenJ1xdXcEwDDvPkVAoNFvQgMPh1H9vCwjArFmz1B5TKBRsQAkAeDwelixZgiVLlkAikeDy5cuwsLBAz549ERUVhXv37uH+/fs69+Pu7o6ioiJ2mcvlNlh2eeHChThz5gyuXr2KPn36wMvLC8XFxSgvL0dJSQk7V5G7uzsmTJjQ5O89CoUC3377LUaNGtXguitWrMCKFSugUCiQnp6OO3fu4Pbt27h+/Tp7sZUyY19Z3o/P58PKygrW1tbsfcqbtbU1BAIBBAKByf0WCASIjo5GamoqEhISMGDAABrEb4MsLS0xePBgREZG4vbt21iyZAmsra0xffp0TJ8+HSNHjoS1tf4LCnUxNgtV1wUixmSJqmYqJY/0QvIVIPxSf8zZOhAl6Tm4uf8U/jkaD2ndo1Lsd+7cweLFi7FmzRqsXLkSzz77LDsHGyGEEONQZhIhhHRACQkJ2LBhAw4dOgRdp3mP8EAMWjgFXccMhgWPy85/pDnvkSHKOZEM0cxIUs1smvPRGZxY+y169+qLwCB/BAYGsleRAvVXv968eROJiYkIDQ3Fyy+/jNmzZ7M/ZHX9wGAYBpXVBSgouYfCsn/A4VjA0dYXjvY+cLTrAns7T3At1K+jUP3hou9HS1NK1BkbiDC1fc2ruJuTajkJ1RJDxl7BzTAKpGbFw8KCh2DfoeBwWncgvzMGh5oiJycHu3btwr59+3D//n0IBAL2KmdPT0+4u7ujqqoKmZmZuHbtGsRiMVxdXVFQUGCWkkrmcuDAAfj7+2PgwIGt3ZUOxdB5sy0x5Rxrat+NbduYMnem0jXPm6H+qJaKMzXLyRwlCk2ha3+GLmJoTBaQ6mulerGG6vyOQH3pPlNLKOrql1JTy9Xq01C7q1atwsGDByGXy+Hn5weGYdgbn8+Hm5sb3NzccOrUKSxcuBDvvfeeznaKioqQkJCA+Ph4xMXFgcPhYOzYsRg1alSLzM3TGPHx8fjtt98gl8shl8shk8kglUqhUCiwdOlSjBgxolHt/vXXX1iyZAksLS0xZcoUNgglk8lQVlaGoqIieHl5wc3NzeS2FQoF4uLicP36dfTv3x/ff/+9ztJ2+uibA1IkEqGgoABlZWUoLS3FnTt3cOrUKZw+fZoNzuny7rvvNimjvK6uDtevX4ePjw+CgoIa3Q5pfgqFAjk5OUhNTUVGRgZKS0sxatQozJw5E5MnTzZpPkxzl542lucaLl4IqMP3357Cxv8eQ21ZhdY69vb2eOaZZ7By5Ur4+/u3Qi8JIaT9aTu/8AkhhDSJXC7HkSNH8Nlnn+HixYs61wka2geDFk6BX/8ItmzBO/14jQoiGdpGVxAJ/wskfXxThsJ1cjjLBsLe9iCCQwLRp08fKBQKiMViZGRkIDExEQ8fPsS8efPwxRdfqGUfGfpBwuFw4GjvDUd7b73zoSgZm5lCgaSmBZKqa0uQlhWPEP9o2AlMH0iRK2QQ1ZVDLKmGWFKFOkkVxOJqSGQ1CA8cCxtr0was2toAd1sllUqxb98+bN++HVeuXEH37t3RvXt3jBs3TmuesYyMDPz++++orq6GQqEAh8OBj48P5s6di6+//rpRA2jmlp6ejvLycq0r2wkhpCNZHLtb5+dcfn4+VqxYgVOnTsHb2xvz5s0zOIfNpEmT8Nlnn+Hxxx9Hjx49tB738PBAbGwsYmNjjeoXwzCtXgL1zJkz+Pbbb+Hh4cHOyySRSFBXV4fjx48jJiYGkyZNwrhx4+Du7t5ge3Fxcfj0009x69YtlJaWwtfXF+Xl5WwwicfjsSXlmkIoFILH48Ha2hpLlixBXV0d6urqEBQUhO3bt8PT01PvtqrfYVWPDRsbGwQFBeGPP/7ABx98gNLSUvj5+WHQoEHw9PSEp6cnrK2tYWlpCR6PB0tLS3C53Ca/h3w+H8OGDUN6ejoSEhIwcOBAmkupjbKwsIC/vz/8/f0hlUoRHx+PM2fO4OjRowCA3r17Y//+/QgLC2uwrcbOk9dUhevkeA+W8FwzDRkrp+DJ9edw9ac/UfYwj12nqqoKmzZtwubNmzF37ly89tpr6NevX4v2kxBC2hvKTCKEkHZOJBJh586d2LRpE1JSUrQet+BxETFxOCy6z4fA+9FVgMqrb1WzklTL2GkGi3RlIhlan0m8rlbuTnU5TqTADy9YoLA0Cacvrgc4gFwmAwC4OPnCYWws3CLHgse3Zfup1Ngrgw3RnOugMXMnmOuHkrHtaF5Brfo6GXvVuWpbSrquAjemHV2DV/v374dQKMTSpUuxdNaeBttQKGQor8pDaXk6SivSUVaRjrLyXFhaWkFgYwsXV0cIBALw+XykpKSgf9el8PXq26i+Ef2SkpIwd+5cCIVC9OnTBxEREeDz+Q1up1AoUFtby2YpnT59Gtu2bcPFixdx7949cDgcWFhY6Py3R48eeOqppxAZGWn2AUeZTIa1a9fSPEktxJhMJWPOk+b+uzX3HE+qZXkaalv5eGpWPJavHMbOmdRQPxv6LGqo/4ZeZ1OzjDQnPw+PK1C72EA5N5Kyv6pzHsUnuBvcl2rbyvl/ND+XlO1N9pMCqM8U0tV2U7OT9PXLEGPeJ3Mcf6sv13+O6no9DbWVmpqKESNGICAgACNHjmTLBw8ePFjn+sr5j3bv3o1vvvkGs2fPNqmfmv744w/Mnz8fAoEAgYGB6Nq1K9566y107dq1Se1qkkqlOHLkCFJTU+Hg4AB7e3t8/fXX6Nq1KzZs2IDU1FSMHj0aPXv2hL+/P4KCgiAQCKBQKFBYWIi0tDTk5OQgPT2dzapVHSpxcnLCzJkzMWfOHAwbNgyXL1/GpEmT4Ofnh5kzZzZrJu7Dhw9RVVXFzvVUXl6Os2fPYsCAAYiLi9Na39jSvbNiNiE9+wLySm6hrDwbvr4B6No1BOHh4XB1dW2W56JUW1uLa9euITw8HF5eXg1vQFrFrVu3EBcXh5CQEMTGxrLlDgUCAWJjY/XOc2tIY34r6fp91NA5WvVzCKj//OjrYo2nt13H1R//RPZN3WUvx44di9dffx0xMTGtHgQnhJC2iDKTCCGknSopKcGWLVuwdetWlJSUaD1ubSdA38fGQho0H1aOj34QqgYdlFlJqvMh6Qsi6Qsk6QoiAY/mTVJdVmYsKbNpem+IQFjFVhT9VwYe1xppo/3YL+31/axl222OIBKge+JqU8v4UCBJfRBLKBRi27ZtmDx5Mvz8/DArZiMk0hqIpTWQSGogkarcZPVZRqK6cpSV50IgsIWPtw/8gr0x2GckvL292dKGtbW1uH//PlJSUlBdXQtbQcMDHRRIUscwDB48eID4+Hj89ddfSE1NZScjV95u3LiBIUOGYPr06SYFXywsLGBnZwc7Ozvcv38fHA4HmzZtgq+vLztXhLKckur/GYZBYmIixo8fDzc3Nzz99NNYtGgRunTpYpbn/PXXX2P58uUUSCKEdDr379/HqFGj0K9fPwwdOpS938XFBVlZWWxZp7y8PCQmJiIlJQWVlZVQKBR45513MHv2bCgUCvz8889Yu3YtBAIBwsPD0a1bN4SFhSEkJAShoaF65xdKSEhAbGwspk6dii5dukAoFCIzMxMDBgzAhg0bsHz58kYN1ubl5eH06dMQCASwsbHBpUuX8M0330AgEMDLy4stYXf79m0UFRXBz88PTz75JHbu3Il//vkHx44dw+HDh+Hp6QknJydYW1vDysoKPj4+CAgIgIWFBQICAmBra8v2r7y8HHfu3MGBAwcgk8mwb98+JCYmYsaMGfjqq68gEAjUMnl4PB74fD4EAgH72WhhYYHa2lqIRCLU1tZCLBZDIpFAJBJBKpXCzs4OAoEADg4OcHR0hJOTExwdHdn36eHDh7h69SqysrLw/PPP45VXXtH5+hjKqlfNUDpw8lUsjnVH766xqBNXIa/oNlLu3cLFizshEAgQFBQEf39/BAQENGq+JEOUcyndu3cPubm56NevH31Ot0GVlZUQCARITExEXV0doqOjMWzYMAwZMkQrU91YjfndpDmv0uLY3WoXNej6vVK4Tq4WUDqabYmj2QqsmNsT/V8aiBd/SsK1PUeR/NdlKBSPAsdnzpzBmTNn0KtXL7z22muYP38+ZdARQogKykwihJB2pri4GBs2bMDWrVtRU1Oj9biVswe8RzwGj8ETweXX//DTzO5RmuwnRX83GwDamUmqbpSIAIBdV7m+kjJgBOgOIr2R/OiLvGbgZt2cPKz5tb7utvJHgWqgpCnzM6heNQ2oX9GsGXRRLR0HgO2TsrybOa5ObojmFXSar5UqzX6rXtWtfJ7Ao+ehuQ6gO/Ck7zUDHl0JrtxWtQ+hZ3NRWV2A9NwEFJcmw4ILCCtyIZXVwYZvCz7fBnwbPmz4fNgIbGAjsIbgfxM+29jYsANANjY2KC8vZ+v4l5SUoqRYiNKyEtTUVMHHMwIBXkPg590fVpa2Db6mHTWYVFhYiNOnT6O6uho1NTWorq5GdXU1KisrUVVVBZFIhAULFmDGjBnsVaV//fUXEhISoFAoEBgYCG9vb7YEnUKhAMMwUCgUcHd3N6rEjyEymQwKhcKkSbblcjkyMjLwzz//4MGDB9i8eTOeeeaZJvXjwoULqKiowOTJk5vUTmupqanB/fv3cffuXdy5cwc5OTkAACsrK3aidOUgqIODA/r164eBAwc2+f0zl4bm7tG8SEDfAKjqudHYCwuakrVjTqpB+eaYM0mpKfM8NVT2VfXxoZ+f0vkZpy+TSFND758p2UCaF1LoG1g01xxY+tpZfXmPzuelub6u9XS12VBGGWDc94xv986BtbU1fH19MXXqVLi5uYHH44FhGFRVVSEuLg5OTk7/u0CjGk899RQWLVqEgIAAODo6sgP78+bNw7lz5xAdHQ0ej4eysjKUl5ejqqoKZWVlKC4uho2NDQIDA9G3b1/Mnj0b48ePh7W1NcrKyrB69Wr8/PPPbEDLzs4OeXl5OHLkCHr16oWvvvoKISEhKCsrQ0ZGBuzs7ODg4AB3d3e92T4nTpzAxIkT4enpCUdHRzg4OKBv377o0qWLzuBUWVkZrl69ijt37uCnn37C9OnTUVtbiytXriA/Px+lpaUoLS1FcXExiouLkZeXh2vXriE4OBjdu3dH165d2c8zhmFw69Yt3Lp1C9u3b0fv3r1RUFAAkUikdquurkZRURHy8vKQnZ2NvLw8yOVyuLm5wd3dnS2B5+rqCldXVwgEAuTm5iIzMxPp6enIyMhAdnY28vPzweFwYGtrC0tLS6xatQrLly9vcF4qY7PhdK2nUMhRIkxDblEiioT3UVKWCRdnNwQG+sPdww0ymQwSiQRSqVRtDiq5XA6FQgGFQgG5XI6aajHkivr7eFweLK0sYWVpCSsry/99jvHg6uYKe3t75OXloX///nBycjL4vEjrEIlEyM3NRU5ODoqLi/Hw4UNYWlpi0KBBmDx5Mp5++mnY2jb8vVxVc3wOa2a3apbpBh791uvvZoMbJSLsuSzE9V+O494ff6OuVruMe2BgIN5++208+eSTJn2vJYSQjoqCSYQQ0k4og0hbtmxBbW2t1uOeXQNhP2geXHuPwIjoMrUggPLLsvL/qnSVt9Nc1sw2UqWaoWSo7F2cSMEGI5SDKfoGCA1ly7DPV6XkjWqQQ/N5q1K+BoB6kAWo/2Gh2s47/Xhq66s6mm2ptt/JflKtuYs0y/8o6fohP/TzUwDqn+uSbQq98yDpmhxcuV1D9A1ANSYTSyqrg7AyG2UVD1Fe+RDCqocor8xl5wcICAiAp6cnvLy84OzsrHWlKcMwqK6uRklJSf0ATkkpSiuFKC0thbCkDJZ8AQTuXeDGuMFO4I3qQd1g4+6Lng+44HGN+xHXEYJICoUClZWVqKioQHl5OXs7d+4cvvnmGwQEBIDP54PH47E3ZZCBYRjcuHEDZWVlcHJygp+fH7p06QJ/f3+4ubm1+bIdBQUF2LFjB+Li4jBo0KBGtVFeXo7t27dj9erVZu5dy9i0aRPefPNNuLq6wsPDA05OTrCzswOHw2EH6lRvEokEJSUlyMrKgoeHBwYNGoSoqCgMHjwY/fv3N3mQp6WYq/xcS2SGNvW8snPnTmzffMFgMMmUcoCea7gmZ6MqKT8TLr4yXuuKb1X6gke6GOq7MUEQQ0HDpl6s0ZDGlsRTBkCTR3rhxItC9v4bJaIG5zRs6JgzR8k+z/A7uH37Nm7fvo3i4mK4urqivLwcFhYW8PPzA4/Hw0cffYRp06bpvPJeKBTC29sbL7/8st5ziPKzqqysDLm5uUhLS0NxcTEmTZqEuXPnYtKkSSgsLMR7772HAwcOIDIyEkOGDIGlpSUSEhJw9epVODg4oKysDM7OzpBIJKitrYWfnx9OnTqFgIAAnfvdunUr3n33XSxcuNDokmyZmZnYv38/fvzxR8yYMcPgumVlZdi7dy9++OEH3LlzB4MGDcLIkSNhYWEBhmEQFxeHhw8fIicnB56enhg4cCBiY2Mxbdo0ODs7G9UfoL48X35+PioqKtRudXV1bEaTXC6HSCTC2LFj2efalFJhxlBtXyaXoESYhsKS+6gWFYLLtQbPwho8Lh9crhV4PGvwuNawsODBgsOFhQVX7f8cDhdyhQQymRgyef2/crkYUpkIlbW5KC3PRHV1KezsHODm5oqevXrAx8cH7u7u4HJ1B6ZJ62IYBqWlpcjJyUFSUhLy8/Px2muvYcWKFXB0dDS6HXMElDQvuFP+plP9van6u0mzSseNEhGOZltCVFENlytnsX3LMRQUVmjtJyAgAG+//TYWL15MQSVCSKdGZe4IIaSNKyoqYjORdAWRgob2waCFU5BZNxIjhpVgsl8h+5gymHKjRKQ3iKRZrk5zWXPuI1XKEniGyuQpS9upfqkHdA8aGRNEUt1WXyBJ87kCjwJJmkEkgAJJhsjlUpRVZKFEmIrSilSUVmSgqroEzk7u8PL2RECYJ8Kte6K83BdRUVFqZVAUCgUqKirYK32Li0pRVFyC0tJiyOVyONl7wt7OG17juyDMvx+shN0Q5N4FPIG9WtaTtbLvRo4ntLdAEsMwSE9Px99//41Tp07h4sWLKCsrQ01NDXs1srI+vbW1NRwcHLB06dIGB88iIyMhEokaVc++NSkUCty+fRseHh5Nmkdh69ateksAtWUMw+Ctt97Cd999h2effZbNHjOWTCZDUVERcnNz8euvv2Lz5s0oKChASEgIYmJisHnzZnA4HKSlpeHBgwfw9fWFr68vXFxc2nyQkRBimv/85z/s/4VCIdLT0+Hr6wsPDw9wOBwkJiYiOTlZbwmnw4cPIzg42GAw2sLCAk5OTnByckJwcDCio6MhFApx//59vPHGG1i0aBHGjh2Lvn37YuHChdi9ezeuXbuGQYMGYdiwYejTpw8qKyvh4eEBG5v6728MwyA+Ph6DBg3CqVOn0Lt3b639vvjii6irq8Mnn3yCgIAAiMVi1NXVQSQSISIiAtHR2kHbwMBAPP7441i0aBGys7PVBr2lUin++usv7N27F3FxcRg9ejQWLVqEixcvIj09HbNnz8aBAwcwffp0WFtbY9SoUQAenXOzs7Oxbt06LF++HBEREXB0dIStrS1sbW3h5OQENzc3uLq6wsXFBdbW1rh+/TrOnTuH27dvg8fjsSX7+Hw+rK2tweVyIZVKIRaL2edWUVGBIUOGYNasWfjgv9Px3r/ijToOlFRL3DVENVOUx7WCl1t3eLl1N2l/phBLqlFanonsghs49/fV/5VDFiEgwB8eHh7o2rUrAgMDm23/xDQcDgdubm5wc3ND3759kZeXh7179+Kzzz7Dyy+/jFdeeUVv+UtVhkoyGks1KxWo/623bk4esO3R78/oNY9+Qyl/R0VHFePjmzK8088G/d2AGyXWOOo4DbdXTsXen89j68YjuJ+cx7b78OFDLF++HGvXrqWgEiGkU6PMJEIIaaOKiorw2WefYdu2bTqDSJOnDsDqt2eB8fdGfzcbfHxTVn+/RmaOXUKC3mAQoLtEnb7HDM2rpEo1m6k6KooNzKhOmK2kaxJvJdVgx5JtCjZIVP/Fn6fVDyVlAEtJM+CkGmzSFWhTDSTpe0y1TU2GyvgYuhJZV9mnpl6NrVkKCNA/rxLDMKiuLUaxMBWl5WkoLU9FaXk2HOyd0MW3C/z9u8DHxwceHh5s9ktiYiJ4PB66deuG/Px8ZGZmoqCgGIWlpRCWFoHHsYSTgzc4IaGw9gxAaJE9HO27wNbGBRxO02rjt7egEVA/6FRXV4e8vDycO3cOp06dQlxcHKqrqxEcHAwfHx/4+/vD3t6eLV/WWQb4hUIhUlNTkZycDIFAgJMnT8LDw6NRbf32228IDg5G3759zdvJFrBixQrs378f8+fPb7CMkbHy8/Oxe/duzJ07F//3f/+Hu3fvIjo6Gm5ubmypKgsLC3h7eyMgIADdu3dHt27dEBoairCwMAQFBbX5+QIMlSYzVNKtqe3r26fO+3furG9r8WK9bRo65xvKRFL9vGzowgxjLiRo6lyA+vahfA6G9m/M515jsmr1MaaMorEDnqoXuwCP5ohcsk2hdjHLxVfGa21rank9fZTtaL5G+tr59ttvMXHiRPj5+Wk9Nm7cOIhEIgwbNgwCgcCozyOFQsHOWaT8Nz09HRUVFeyycp6gsWPHwsdH+yIfpWPHjqF3797Yvn273nUOHz6MoqIiODs7s/MfzZkzB5GRkRgwYIDObQ4cOIB58+ZhzZo1AOrLrHp7e8Pa2hqhoaHw9/fHw4cP2fn/nn76aaxYsQIvvvgiLl26hKlTp+rtd01NDfLy8tgycMqAUF1dHSQSCcRiMaRSKVxcXNClSxf4+fkZPfdMbW0tUlJSkJ6ejuTkZAQGBuK///0vYmJiDJanNIehn59SKwXdmIxFQH/WIvDo76Kurg5btmzBsf15ADgoKU9DcuYZ9O/fB2PHjaFspTassLAQv//+O8rKyvDyyy9j7dq1Rs+F1ZjPG10lT5Wio4rVzsWq677Tj6f121nzN9+1ohqc+/Madn5+GJlJuVr79vf3x9tvv42nnnqKgkqEkE6FMpMIIaSNKSwsxGeffYavvvpKZxBpxuT+ePXfs6Hw80Y/leCKriASknWXplMyVL5O8zFlFpIqXXMsKQNJ1VFRAMCWDlBqSiBJ+aWfAknGMSWQlJl7CVfv7oKCkcPHxxf+/j7oPyQKXbp00TnpslgsxpkzZ2BlZYXy8nIcPXoUrq6u4HODII0cAXcPf4xOtwHf2gEpo7wf7dOzUU9FS3sJJNXW1mLPnj3473//iwcPHkAur3+P7e3tERgYCB8fH8TGxsLT07NTTTzNMAwqKiqQlZWF3NxcZGVlobKyEqNGjcJrr72GhQsXNrosm3K+i8cee8zMvW4ZDg4OqKqqwtWrVzF06NAmT3qenp6OQ4cO4f3338eqVasAAHv37kVNTQ38/f3Rs2dPhIWFse9JeXk5kpOTce3aNVRUVCA7OxtSqRS9evXCjRs3Ok1wk5D2ytQr/ZcuXYpPPvkE77zzjtbfd48ePXDs2DFs3rwZVlZW8PT0hJWVFRsUUr1JJBI2gKJq6NChmDBhgtZ+GYaBTCZDVVUV6urq1G4ikYi98KKhcnS6Hj958iSGDx+O3NxcODs7w93dHY6OjqitrUVNTQ24XC42btyI119/HTweDxYWFiguLsa//vUvds6e4OBgjBo1Crm5ufjzzz+xbds2/PLLLxg3bhxWr17NZlZpBjZsbW0RFhZmzEtvMoFAgD59+qBPnz6QyWS4f/8+5syZg6lTp2Lrrq1Y8eRhdl1TspCMcfGV8WxAad2cPKyBcQElzX5oHp+qvwWGfn4KF18ZDz6fj1WrViE09BA++/Ao+nR9DGEBo3Hh5jbcu7cNYWEhCAoORGBgYJM/I4l5KRQK5OXlQaFQ4Mcff8Rbb71ldIZ8Yy5iCI8rQDwe/ZZUreIQn+AO/G95yTYpfnihAIVx9b+PPkYx3ulXPxz68c3634iaJeEHeNhiwJKRGDFlgM6gUlZWFp599lmsXbsWb731FpYsWUJBJUJIp0CZSYQQ0kYog0jbtm2DSKRdYk0ZROrbL5gNqqwPl7MBHWVAaaTNowFpXRlDuugKFKkGk3QFjZTt6ZszSTUooywxoPyxqFpWTvlFXrn+Dy9YYMk29YCQajuqgSR9wSxdz8lQ3+IT3LUmY1X+X58bJSKtKzMbuqJcSbW8guYV2pp1v5V0XXWnep++IJZmeTxdfcspuIkr/3yLWbNmISAgQG9Qo7y8HBkZGUhOTkZqahq4Flbw8egBT9eeEE0dCb6Leee0aC8BI13S09OxZcsWfP/99/D09ETfvn0RHBwMHo8HLpfb6Qbk5XI5CgoK2MnEs7OzIRaLMXDgQIwePRpjxozB4MGDzZL98sknn+C1116DtbXu81Z7kJGRgTfffBPHjh3DkCFD4O/vj+LiYpSUlEAoFKKgoAAVFRXgcrmwsLAAh8NR+1d543A4kMlk+PHHHzFt2jS1feTk5ODw4cPYv38/Ll68CD8/PzYjTnnLyclBRkYGYmNj8fLLL2PIkCGt9Iq0Dw0NgKVmxWP5ymEGM5OUNDN4NLNnND8rDJ13lZ+pP7xgoTO7yRzzERlbplaVoaCH5sUQhi7UaKjN5s5G05clpe91NaY/qvvWdbFJU+ja/z///IN//vkHTzzxhM5t5HI5srKykJSUhNraWtjY2Oi8bd++Hd988w3kcjkiIiLQo0cPeHp6sp95VVVVSE9Px8OHD5GRkQGhUAiBQAB7e3s4Ojqy5fJcXFzg4uICV1dXLF26tFHlzZKSkvDXX3+xc0bl5uayc9D5+PggJCQEb7zxBhsMmjBhAv7++2+4uLjAx8cH3t7ecHJyYkvPXb9+HaWlpUhKSkJqairmz5+P5ORkNlDl4OAAZ2dntu82NjbN/lnPMAzy8vLwww8/YNTAV+Dj0UvtcXN9j2pMZqapWSb6+pqUlIS9e/di5cqVsLW1xZSR/0Z+yT0Ult1FSVkm3N08ERwSiP79+5lcFpY0j+rqaty/fx/JycnIycnBpEmTsGjRIkycOBF8Pl/vdk0td6fvnOu5hstedKn8LamL6gWQyswl1XmXGIUCyX9fxZ1dvyHjQY7W9v7+/hRUIoR0CpSZRAghraygoIDNRNIVRIqdEolX/z0bffoGAagPGq0Pr/9iW2VrzQaRJvvB5ECSvrJ1qvMkGRuwUa6nGagBoDOQpPpFngJJ6m1oMncgSS6XorA0CblFN5FbdAsKRoSZM2ciKChIbfva2lpkZGQgKysLDx8+RGVlJUJDQ1FX6YQJw/4NZwc/cDgcJI/0gvKnYWcPJJWWlmLBggWIj49Hr169sGDBgkaXamvvKisrcfv2bfb4cXd3x7BhwzBjxgwMGzYMERERZi9Vc/ToUYwbN65dB5IAICgoCL/++itu3ryJVatW4cyZM+jVqxfGjRuHXr16oWfPnvDy8oJCoYBcLodcLmf/r/mvq6urzgE2X19fvPjii3jxxRdRXl6Oc+fOobCwEKWlpew8Z9OnT8eCBQvYK/UJIe0HwyggldVBIq1VudVgxw45ysvLIRaLYW9vj549e6JHjx6Ii4tDYWEhPD21U4i5XC6CgoK0vidoKi4uhlQqxdixY6FQKFBQUIDc3FyUlZUhKysLRUVFGDp0KObNm4eYmBhERESAx2ueIYmuXbuia9euRq9/4sQJiMVi3Lp1CxcuXEB8fDySkpJQXl6OiooKVFVVYf78+QCA0NBQXLp0CSkpKUhLS0NaWhqSkpKQlJSEW7duITs7G1ZWVnB3d4e9vT0bkFLOgcjlcsEwDBQKBfuvXC6HSCSCSCSCRCJBXV0dykorIRLVQiSqhb2DLRwdHWFnZwcbGxvU1tYiKysLUqkUy5cvx5Yt6/HUzB/VnpO5spNMyXZT7tPUDDl9fe3atSteffVVbN68GdOmTcPx82v/1+5jkMrqUFSajNyCW9i+/f/QtWsoBg4cCH9/f6P3S8zPzs4OAwcOxMCBA1FRUYF79+7h1VdfxaJFizB9+nQ8+eSTGDNmjNYFRE2dP0n1AgnV3yOF6+Q4uubRXLcf36y/XzOoVP/br/534Mc3//f43kdBJc81XHQdMxjhowbC7s4l7Pz8sFpQKSsrC88995xaplJ7/z5KCCG6UGYSIYS0koqKCnz66afYvHmzziDS1OkD4TIrFvitvoa9amBAtaQdoB5EAnQHWnRRDbioznGk+ZgmQ0Ek1SCMMoMKeFSaTnUeppSPMwAAYe8Eqc2tpBnI0Zf11N/NRqtNJUMZVarPr8rWWqu0neZjyv7cKBGx8x8A2vNXKINGqsEd1avhAKjNmQCoB4VUy/Cp9gl4lN1lCtUfU7UiIXKLEpFbdBP5xffg5OiM8K6hCA8Pg6+vLzuor1AokJqailu3biE1NRX9+vWDuKILPFy7orgsFd7uPeDmHNzgvnUNCJhj3pK27sGDB+jfvz9efvlldiLxzqakpARnzpxBUlIS+vfvj9dffx3R0dHw9vZu1v2Wl5djx44d+Ne//tWs+yHEFKrnvdSseDhMtUCvKSMA6M8WNYXyu4FmCVklXRczKNfRl02kK9NG2Y45+gyofwY0lKGl+Z1Hdf5Fzewq5Weq8vOysfMNNbXf5qK8wGakjQWeWqLdB32eeOIJ7N+/HxwOhw1gKAMaqvPxyWQylJSUID8/Hw4ODuDz+QgNDYW1tTX4fD74fL5aICQ6OhoxMTF6S4spFAqsWbMG165dg6WlJSwtLWFlZYWgoCBMnDgRw4cPN5iZ0JYxDIPr168jNTUVVlZW7HNT3pTzH3G5XMjlcuTm5iItLQ15eXkoLCxEfn4+8vLyUFRUBIlEAi6Xy954PB6srKzg4eEBd3d3uLu7w9XVFT9svQVrSztYW9lDJq9DragMNaIy1IrKwLd2xLc/voaePXtqZZSb69hs6txp5uwDwzDYs2cPrKysMHv2bPbxoZ+fQnhcASTSGiRnnsWDjBNwcXHC8OihCA8P71QlhNui48ePo7y8HBKJBIWFhaipqQEAjB07FqdPn1ZbtzmOM+U5VPP3F6D+eaH6WalZFl3196zq587iLTLEH7uOXZ8fRvp97UwlPz8/fPzxx1i4cCEdh4SQDoUykwghpIVJJBJ88803+PDDD1FSUqL1+NQZ9UEkz/BAtYwe1UlElTSDSIBxgSRdQSTAtECSvuCOkur8Rso2NQNJYe8EsfulQJJ5A0lJ0e5wOXgeNwtvIa/4JiqqChEYEIRe/ULxWNhIrUyD6upq3Lx5E4mJiXBycsKKFSvw5JNPYuVTv6PaoRhpWefRLXg8rK0aniS6IwSSlCX98vLywOPx2ME3Kysr9v8SiQSlpaXsraysDAUFBRCJRFAodGfYdQYcDgf29vYICQlBUlISli1bhhEjRmDy5MkYOXIkcnNzcf78eVy5cgXbtm1DcHDDwUljbN++HS+99JJZ2mrrqqurUVBQwJa7GzlypNETuBNC2jdjsk02bdoEa2trHDp0CEOGDMGgQYMMlhGVy+UoKytDWloaqqqq4OrqCrlcjpqaGlRWVkImk0EsFuPQoUPIy8vDqFGjMH/+fMyaNUstsGRhYYH169eb7bmam7L8Vo8ePUyaa+fmzZt45plnkJSUhMDAQCgUCigUCshkMvbf0tJSSKVS+Pn5ISwsDBEREejatStmzpwJd3f3hnfyP1KpFLW1tXB0dMSCBQvUvj85O/iprbvx34nYeai3VhtNzfBQamyWkTkp+8DhcLBgwQLcuHED69evx8qVK8Hn8+vnckJ9QKln2FR0D56AjJwEHD/2J+Li4jBgwAD07t3bLGV0iemCgoKQmpqKzMxM1NTUICgoCLGxsWy5V1XNcZwpf7ut25an9TuMrfawplitnF39BQuPfm8+mltJVn/xxv/maNr5UgGWbBuI6EmRiD92Hfu++B3/3M1i28/OzsbixYuxadMmfPbZZxg/frxZnxshhLQWykwihJAWwjAMDhw4gDVr1iA1NVXr8akzBmLGC1MR2jMAANQCC8qrcAH1rCTVwIsy8GEoEMT2RaWMnWowhtMnUqvEnWbgyVD5O13sEhIMPq5sz1iawSNln4FHwTBAd0BMdR4oTaoZVpoBLWVwR/V9ALTfC10l/lQpr3xTrdut/PGSPNKLLbenfEzXesY6mPgpqjLvAQDmzZuH4OBgrR/SDMMgMzMTt27dQlJSEqZMmYKXX34Z323MZOv85xbdRk1tCcICRoHDMe6qOs1BroauOlfSfI4tFXRiGAb//e9/ERcXh7S0NGRlZaGmpgZubm5wcHAAwzBsKTGZTMbeuFwue8U3n89nA012dnbo37+/2Uu4tUcMw0AoFCI9PR3Z2dnIzMyEk5MTfHx8cOfOHRw7dgzZ2dlITU1Feno6W1axrKwM9vb27PwTrq6ucHd3h5ubG1xdXeHq6oqRI0ciIKD+fHn27FlwuVyMGDFCb1927dqFjz/+GD4+Pmy5Jn9/f/j5+YHP54NhGPbm4eGBbt26tdTLZJSamhr88MMP2LhxIx4+fMjO0cHlclFcXIwFCxbgpZdeQs+ePVu7q+2CofOSOc49utpPzYoHACgW1V9Vv27Oo8Et5UUJ+j4fNLOBVEurapY0VWoo20iTaplZ1TK1mgzNj6Sr5Ksx+26I8gIOXRnaqmVnl2xTGF2Gdsk2hcHnaUr/NTM4GjqG9B1/yj6p9kf1fRnl0/B8W6r7v3XrFlauXIl79+5h/vz5cHFxMbgdAFy6dAm9e/fWG2yprKxkS7rl5+djzpw5ePbZZzFw4MBmnSOosrISJ0+eRH5+PmpqalBbW4vw8HBMmjQJrq6uDW5fUlKC0aNHIzc3F5WVlQgKCkJkZCR8fX2Rm5uLnJwc5Ofno7i4GFOmTMGXX37Jtjt+/HjU1tZi7Nixej/bGYZBbW0tysrK2AtMrl27hm+++QYLFy7UWl8sFuPGjRtISkrCvXv3cOfOHSQlJSErKwuurq4oLCzUuZ+0tDScOnUKf/75J+L+vgg/zwHoFhwDO4E7svKv4cb9n1FXVwVLSz6sLG0QHOrDzkfl7OyMXr164e/fpXCw0y5n2BT6jnldx6qujKeG5gZTbV8oFGJ01DIE+0Yh9GNvnd8fFQoFjh49irVr1+LBgweIjIzEgAEDOm3WeGtTfh/MyMhATk4OUlJScODAAcTExGita66Akr7PI9X7NOfnU36GrpuTp/Z70C4hQe03sOaFf0B9ZmZewl289/4+pN/P1np8woQJ+M9//oPevbUDwIQQ0p5QZhIhhLSAhIQErFq1ChcvXtR6rP/wCHy+YREUfo9KQKkGJnQFkjSDSMr7TAkkaQaRVB8DKJCk1N4CSeWVubhpfQ+y8iJYW9uge7fuCAkJUZuTQCQSITExEYmJibCwsMCLL76Ip59+Gh4eHlgcuxscDgcMwyDl4d+wt/VEeOAYo/ff3gJJAPDGG2/gp59+woABAxAZGYlx48bB3t6egkFmwOFw2MnIBwwYoPbY7du3MWnSJHh7e8PNzQ329vbw8PBAWFgYbG1tIRaL2fkjRCIR0tLScPfuXUilUqSlpeHZZ5/F2rVrIRaLcfXqVaxevVpvP3JycvDSSy9hwoQJ4HA4yMvLYyeSr6yshFwuZ/sL1M99NWHCBHz22WcNzhHSEtatW4e33noLAoEAo0aNwhNPPKE2uXtpaSlu3ryJqKgorF27FitWrGjlHhNC2oK+ffti7969CAwMNDozIzIyEleuXMGwYcN0Pu7g4MDOh5KVlYWDBw/i+++/x+uvv47JkycjNDQUvr6+5nwaAID+/fsjLS0NISEhcHd3h4WFBfbt24enn34a/fv3x59//qk3WFZRUYFhw4axmddSqZQtPXf16lXY2dmhS5cu6NatG2xsbBAXF4e+ffsiKysLHA4HlZWVaiWBdVGWFLS1tYWfnx+qqqpw9epVTJs2TWvdqqoqjBkzBtnZ2fD09ISjoyNcXV0xduxYODk5YcOGDRCLxex8K1evXsXXX3+NkydPQigUIiQkBH5+fpj9xAwk3rqDP/5+C94ePdHFoz/E4moMGz4U3bp1g0QigVgsRl1dHcRiMbKysnD9+nWkpKSAx7WFj3tfdPHoC0/XruBym5a5oy9jTle2ia6MJ+X3ZH3feVXbd3Z2xs17+zG071LUvlaG3ht7qG2nXHfq1KmYOnUqLl++jLVr12LLli3o168fBg0aBAcHhyY9X2KcgoICVFVVscsCgQDOzs6ws7NDbGwsSkpKtALX5spQ0jWHkvICDNWgkjLTKDqqmA0srfnVRy2gVB0Vxf6ute8TqfXbD6jPzPQd3hvXbwzEwQOX8PZbe5Cf9ShQdeLECZw8eRJPPfUUPvroI3Tp0qXJz5EQQloDZSYRQkgzSklJwZtvvonffvtN6zEne194zX0eU5cGYIr/o1rMykDEO/14WqXfVEuwGRs4UhKfToH1uDB22ZRAjr7Ak2Y7qvfpynhS7YuSap/0MdRX1cCWakk8ZQk8fRlYukrnKekL1un6v+ayvkASoHvuB1Wq80Aoqc5roTkvBvC/K2Hz0sH54ziyCi6jTlyJbt26oUeP7ggKCmKDSAzDICcnB7du3cK9e/cwcuRIvPzyy5gwYYJaHe+hn5+CQiaB9Icd8PceCEd74+e5MTYApPoDkWEYVNcW4fUPhyEsLAxubm5G788cPvnkE2zevBkLFy6kgYUW9tdffyEkJITNLjLFjz/+iPDwcAwePBi3b99GVFQUvL29YWdnB3t7e9jZ2an9f968eaisrDS6xIhIJEJCQgJu3LiB5cuX4+OPPzapJJK5ffjhh9iwYQPc3d3ZyeAZhoGdnR24XC5bVlEkEmHVqlVYu3Ztq/W1tekbgGqo/KYqc2TS6Nrvzp07AQB/HTR97gRdpVQNrQdAK5NH9TNG9Ups1UnIdX0e6ru4RflZqTqfhCZd/VWdf0k1o0r1NdccTFTNhgK0s4w021YtE6xJ17b6spc012nocaD+s1pfRpcx2wNQu8BEtcSuahsNtac89t577z38/vvvmDFjht51NaWkpEAgEOgd7CwsLERCQgIePHiA3r17w8rKCrdu3YKjoyOEQiHs7OwwcOBArF+/vtHZkgzD4PPPP8f+/ftx48YNODs7w9LSEgUFBfD19cXgwYMRHh6OqqoqfPnll+x+dSktLcXMmTNx584dDBw4EAMGDGADNbocOHAAo0aNwhdffAEA2Lt3L5599lk89dRTWmWC9UlISICtra3O3wAjRoxAVVUVpk+frnMulY0bN+KLL77Ak08+CQsLC8ybNw+JiYkYNmwYvL29tYJatbW1uHHjBvs61dbWoq6uDj179kTfvn21MrfkcjlycnLY8mOlpaUYOXIkpOU94ePRS21dffMmmTqfkikXCSnb1HWMa7Zz5MgRbPjwOIJ8hza4/6SkJKxbtw779u1Djx49MHjw4Bb/3tnZHDhwAHfv3gXDMOBwOOjTpw8GDRqEyMhIDBo0CH379tW7bWMDSoayZ01tY92cPLWy8nEihdrvRNXf45q/z0+Vi3Fk11/Y88XvEJZVq7VvY2ODV155BW+88Qb9/iCEtDuUmUQIIc2guLgYH374Ib7++mvIZOqDLDZ8Z3jPWAL3geMxYniZWnDhaLYlO6ijmSWjGSgxRFfgxlyBJF2BJdX1KJCkrrkCSaLCLJRcOYHy2/FgRDXo3q0bps+IQUBAgNogQ11dHW7fvo3bt29DIpHg2WefxcGDB+Hnp153H6gPJEmrhJDu+Rndg2OMmh9JydRAUnFZKpIfnkJByX2AI8WV2U4oKiqCQCBASEgIunfvjp7/z955h0dRtX34Tu+k994LIRBa6EWqiAIiIEWKHVEUwd5ee0Ff9VVBRUUBpTdBeoeEQAghlIRU0ntvm2z9/si3y26ym4J05r6uXGRnz5w5O2xm5pzf8/ye8HC6d+/O2LFjW1nn7Nixg+PHj+Pv788zzzzT4XGqs2zZMr788ktmz54tTORuAffd1/GMt5b07NmT4uJi/v77b5VtikQiQSwWt4rEFolEODk58fjjj3e4fzMzM0aMGEHPnj3ZsGEDPXr0YPbs2dc83n+DQqFgzJgxiMViLC0tcXV1xcXFBSsrK0xMTFRWd3p6eujp6eHm1rrItICAwL3LmjVr2rQA1UZgYCDHjh3D1dVVQ+woLCwkJiaGK1eu0LNnTxwcHLhy5Qpdu3Zl3rx5ODg4IJfLKS0t5e+//yYuLo6Ghgbi4+OJjY3l1KlT1NbWMnXqVObMmUP37t1V9/cDBw4wZ84cBgwYwNy5cxk9ejS7d+/m/PnzzJkzB4VCQXFxMbm5uaSmprJp0yaMjIxwd3enR48eOoWkoqIi1qxZw+zZs0lPT2f58uXs37+fPn36MGzYMCwsLDTaNzQ0kJKSglwu59133+WBBx5g8uTJXLx4kRUrVjBp0iScnbVbxNXX13PhwgXy8/NJT09n+/btWttlZmYybtw4rUISwEMPPcSbb76pqrXi6OiIi4uLzowvc3NzBg0aRP/+/bl06RJnzpyhsbERkUjEb7/9hpubG0FBQbi4uFBWVkZJSQmNjY3o6+tjb2+PpaUlhw8fprFxN726TqVrwHhV37rqJnW2nlJHan0pUfapfA5WFwRa9vPQQw/h7u7OM3O+ItR/DPo6LJmV+/3+++988sknfPXVV/z88894eXnRrVs3goKChIz0G8DkyZMZNWoUycnJpKWlkZKSgre3N7a2tgQGtj0PvNYMJfX507UGhyj7UGYoKQWloWb6HFWbE6oLSC3noqNsTBi18H7GTBnEgV/38NMPe2hqap4LikQiPvnkE1asWMF7773H008/LdT1EhAQuGMQMpMEBAQEriMikYhvvvmGzz77jJqaGo33zCxMWfzqBJ57YRxfpxrqrH3UEvVspLa2abOUa5mNBK0zi5TbOipUKWnLck6byKQLXWKRts/b8r22osG09QOtxSN1lIKOMuK6pWikrQ91EUg9klh9H13HVNZ1UNZDUBcTW+6nPp53HzrF6Qu/E9G9G127huHl5aWxIKFQKCgoKODcuXNcunSJ/v37I6sNx8O5B/r6uifKlTW55BefJ8x/DPr67cebXEuUaaO4lnPJG8gpimPgwP4EBATg7OyMvr4+crmcqqoqysvLKSsrIyUlhdLSUgoLC7GyslL1dejQISZMmIC9vT2hoaHs3r27w+NQsnXrVubOncusWbNwcnLq9P4CtwfHjh1j0KBBOhfkAFUdpLbatMXOnTuZO3cuCxYsuNZhXhPZ2dmsWrWK3377jdraWgIDA1EoFIhEIurr66mpqaGqqgqFQoGDgwPOzs64urri4eGBh4cHbm5uuLq6qn6cnJw07C7vRq41irnltaxGvIExP9gCV2sZQXNwQGctONXHpKyZFOA1uEPj6EhdnI5+ZvVIbfWsJEDDVlXba22M85Ro1HtSD3xoacmrzFxSzz7qTIaN+mfoSGZPW5lHut7vKC3PY2frGV4POlPDSSQSYWVlxauvvtpmJo42KioqyMvLIyIiguLiYo4dO0ZeXh5jx47l77//pmvXrnTt2hVvb2+t19eff/6ZwsJC1bXJ0dERNzc3DA0NSUpKIikpCUdHR+bNm4evry9PPfUUo0ePVtVkqqmp4ZVXXqGkpIQ1a9YwefJkVaaUXC4nNzeXU6dOkZqaipeXFydOnMDVtXU2dVpaGuHh4djb22NtbY1IJCI7OxsAPz8/rYECTU1NXLlyhStXrpCZmYlYLGb06OaAneXLlzNs2DB69+6tNdDF3NycOXPmMGLECHx8fLSe2xkzZlBRUUH//rqzaWQyGefPnyc6OprGxka6devGmDFjdLZXR6FQkJOTw5kzZygsLOTtt99m3759JCcnExISQt++fXFzc+PHH3/k3LlzmJubq+4bUVFRfPDBBzw5ZV2HjtUW7V2jOlNnqb39CwoKuP++BQxb9gAmFubt/m3+se0xampqWLNmDd9//z3FxcUMHjyYyMjIDh1boHOcO3eOmpoaLCwsqKyspKioiPz8fCZPnsxXX32l81m8rSy1a6Ejdf1atlE+A3wepPmdOipqnr9pmzMqnyHg6j13tl0lH763jg1rT7QaV1BQEJ999hkTJ068obXnBAQEBK4HgpgkICAgcB2Qy+WsWbOGt956i7y8PI33DAz0GT9rGHNenshETxud4oZ6zSP1wp7ahKaOCj7QcTGnZS0l9RpEcFWs0pVZpM3+rjNCUkuBqGVmUUezqXTVc+qIMKRruzrqE4TBA0rbtAdSR9eiXMvMNGX2kfpin3JC3CSuJyljF7klx5k8ebLW7KLKykq2b99OXV0dTz31FE8//TQ+Pj7tTub37NlDcXExs2fPRk9P7195lWuzPlEo5Ax9SMqSJUsICAhg+PDhraKB1ampqeG3337jl19+YfLkyartubm59OjRg1GjRpGQkMDrr7/OvHnzgOaI4NOnT5OVlUVjY6MqKlf54+vryzPPPIOhoSEPPfQQCoWiVR0fgTuHjIwMjI2Ntf4dXC9qamrYuHEjr776Ks8///wNO05LtmzZwsyZM1WLtT4+PloXaxUKBY2NjdTW1lJXV6f6t76+XiU61dbWUlVVRWNjI7a2tjg5OeHq6oq7uzuenp4aopOnp+cNPZ+3G7psm9pq6/yGgcZ1Wn3Bsr1i30oxSf7YlFbtOkNn7aW0oW7hoy3woaeDmUoEUlrktcyc1danukD06bQC1b1PWQ9Fifo5bPm7Luu76yUIdZSWC4zq//c34/jq41DS8ri6spdPLmq29IyPj+eBBx5g/vz513TsU6dO4ePjw59//smSJUuYOnUqUVFRTJw4sd16clVVVZiYmGBmpj1gSiaTkZmZSXJyMllZWdx///0amQqFhYXs2rWLkJAQxo0bxzvvvMPIkSNb2WLJZDKOHDlCamoqO3fu1Hpf//3335k/fz5ubm74+PgQFBSkyi5qb+FWoVBQVlbGxYsXSUlJYePGjcyZMwcLCwvuv/9+lQWqQqHg+++/58CBA21adwH8+uuv/O9//+Phhx9usx2AVColPj6eLl26EBoa2m77lhw6dIja2lpiYmIwNTUlOzubEydOsGLFCtLS0njssceorq4mNzeXwsJC8vLyqKmpITIykmHDhjFkyBCGDh3Ks9M3dfrYcP3/btX7U37PlTQ0NPDf//6XmTNnav1+6rpm/r51lipQ6eWXXxYylG4Aa9euJSUlRfXaxsYGCwsLVcDYN998w5w5c3T+Pc6ZuLrDdq9w9Xqt7TvXVm0uXcKS+v1e/V6wd0ElZ8tErYIxQHe93ZTzWfz5+UaOH7nU6vgDBw7kq6++Iioqqt3PKCAgIHCruLvDEwUEBARuAvHx8Tz//PPExsa2em/8Q32YsvhhHuvWHEnZGSFJV7bStWYOaUMQkm5vIUnS2ET08wcpr06nrCqT+voK/AP8mTdvHtbW1q36q6io4K+//mL+/Pm88847KruEthYcf986i19++aVZcJozp9327aFtkbOiOofi+u0ceq+ASZMmtVkjRywWc/r0aU6dOsWCBQtUQlJ2djYbN27khx9+wM/Pj3PnziESidDX12fRokUcPnyYpKQkXF1dsbOzw8DAQPWjr6+PoaEhmzdv5pdffmHNmjWkpKToLC4ucPsjlUopLCxk0KBBN+wY8fHxHD58mHnz5qkEy5uFlZUVrq6uWgu3q6Onp4eZmRlmZmbtZtiJxWIN0amsrIysrCxEIhENDQ2qbUuXLr2pwpmAgMCN49SpU1qzdTpKREQEP//8M8899xzvvPMO//3vf/H19W1XSALarS1kYGBAYGCgTqsrV1dXZs+ezYEDB/j888/55JNP+PTTT2loaGCA2nOqgYEBI0aMwMHBgeHDh/Pjjz8yc+ZMjb7mzp3LtGnTOHjwIFu3bmXTpmZhJDAwkICAALy9vXVmburp6eHo6Mjw4cOprq5m5cqVnD9/ngULFvDLL78QFBSEoaEh+vr6iMViunXrprUfdUaPHs3LL79MQkJCu5kwhoaG/2phediwYWzYsIGoqChKSkqorq7G19cXFxcX5s6di7GxMWZmZri4XBVpampqyM3N5ejRo/z111+UlpZy3333UVngjodz907ZIF8PyzFd/fX/er+GoGRubs5bb73FsmXL6N69e6tnBF2ZUnMnreGPbY/h6upKTk5Oh77fAp2jf//+2NnZUV5eTl5eHlVVVVRVVQHN37cXX3wRX19fhg4dqnV/5f+d8xsGbYpBSoo/lTH4jVKO0zrIQxncoK0P9e9X0NEi1evjMY4MfqNZUFL1HePImB9s2bsA4KrluXJ+p16rUP294Agf3l+zhPIzKbz75hqSk64GokZHR9OvXz8ef/xxPv30U8E9QUBA4LZEyEwSEBAQuEbKy8t56623+Pnnn2l5Ke3dN4D//mca3UdEAJoeyupC0UcJUg07GPX31EWjoyK5RvHPjghF6rQUY3Ttr0u06WjNI11Wd7poaWXX0X3Vxae27PDU27ZV86gttIlE7QlS6v+PZ8tEWq2AlBHb2qLaAXwPZnMk7iuMTZvoGh6Km5sbzs7OOv20Kyoq+PPPP3n55Zd58803Nd7TJQ5dHmhP4ZFNRDYGYWPlrhrD9YgclcrE5BScAfOLnD17lkGDBhEVFaUz2lMZeXvy5El69+7N559/jo2NDRs3bmTt2rWkpqYSHByMmZkZSUlJVFdXo6enR0BAAC4uLnh5eeHh4aEzAhqaMwhjY2NVljGLFi3SWWNB4PbmzJkzhISE3LD/P5lMxtdff83777/Pyy+/3Gbbv//+m507dzJ//vw2FwXlcnmHrfYqKipwcXHhtddeu6nWdCUlJaxatYp//vmn0zVW7nTUr5OdtbLrKH/88Ufzsf5fuO8o6mNTZvwArHyuY9+nlhk12iKt5y2Tt7Kl0xZh3VZ2UsvagNr2UbfBaxlo0bJvZRS6+nZlHy0p/lRG6lAXnVlNN4L2vicdtff6NwEc7Y1lzpw5HDhwgIiICHx9fXFycuqUhdLx48fJz89n1apV9OnTh1GjRmFpadlu5s315sKFC+zdu5fevXtTUVGhM6MnLy+PzZs38+STT/Lpp5/qfOaQy+WcOXOGbdu2sXXrVnJyclTCUmhoqM7rbn19PT///DObN29mxIgR/PPPP7z00ktcuXIFKysrPDw8GDt2LL1792bChAmYmprq/EwJCQmMGjWKXr16aYhjN4LGxkaSk5NxcXFRWQt3hurqalJSUsjMzOTKlSv07t2befPmcfRvI53fp+v1PNkZ1P8Otm7dikQiYerUqR3ef8mSJcTGxjJq1Kj2GwtcMwqFgtraWoqLi8nJySE9PZ2GhgYmTJjAlClTGDlyJM88ulHV/npfL53fMFAFBKrPxVvWLm6J+j1Nea/pSJaU8v6qLSAxrqiOPRtOsPLLrZQXV2nsZ2Njw4cffsizzz5719sUCwgI3FkIVyQBAQGBTiKTyfj111954403qKio0HjPy9uRDz6dyWNjIqmzbJ5AKgUPdTFDfaFGmwAhCEnt73c3C0l+h3I4eOoLutjq8+ijs9q126irq2PNmjW89tprvPrqqxrv6Zp0JUd1oeDAWgbq98f0/+sR/duJv0KhoLzqChm5R7mSH4uXlztdPbvy4osv6qzVIJPJSExMJCYmhsDAQH766SfS09OZM2cOmZmZhISEEBoaygMPPMCZM2c4efIkI0eOJC4ujjlz5nSqWK2+vj4DBgwgKCiICxcutGmzJ3D7Ultbi56e3g0VAg0MDBg/fjyffPIJM2fO1Fls/euvv+a9994jPDycYcOG0bVrV1577TX69u1LYmIiZ8+eJS4ujoSEBPLy8ggMDGTIkCEMHjyYAQMG4Ovry9GjR/nmm284efIkbm5ueHt74+fnh6GhISUlJbi5ud2wz9kSJycnxo0bx0MPPcTrr7/OU089hb29/U07/t1MQ0MD0dHRxMfHs337dgwMDOjduzcjRowgMjJSsFUSuCEsXbqUHTt2sHfvXjZu3IhEIsHPzw8PDw98fX2xtbVtU1xS2tTt3buXnj17Eh0dTUREBKampjg5OWFjY3PN9eg6Q7du3XB1deXvv/9uM/PHw8ODefPmsWHDBnJyclizZo3WRVh9fX369u1L3759+eSTT8jKyuLvv//mjz/+4PDhw/Tu3ZtevXppPLtIJBLS0tIwMTHhhx9+YMSIEfj6+lJYWMiCBQuora2loqKC06dPs3XrVp5++mlmzZrF008/Tffu3VuNITIyktjYWO677z4aGhq47777bti5NDU1/Ve1gKytrVXnSyQSkZaWxrvvvkv//v0xaRyLnp4elTV5VFRnU1mTjaW5E4GSoaSO9L+pgtKciatVwsOkSZOIjY1l+fLlPPvssx0SUadNm8YPP/xAeXk5Hh4e+Pn5IRaLyc7ORiaTERQUhJub2035zt/NNDY2YmZmpspMvO+++ygtLeXy5cs8//zzlJaWMmbMGCry3PF07a3x/9qZWoG6KP5UxkdvwNuRhrwdachHCc1z8nGeEj5KaN7ecs4IagEW6vasb7RfO2/lc/qwTPT/GUww5gdHPqJZjHo70hKDGUO5b2I/Nvy0h/U//INIJAaarUJfeOEFfvnlF77//vsbmo0vICAg0BmEzCQBAQGBTnDq1Cmef/55zpw5o7HdxMSIRa9M4J35YzEzM9Z477XU5gUideEINIUIdbGoLTorJCnpiO2celvlsdoSj7T1q826TimuqIs9tRYmNDVJyMspQ09fDz9/l1ZikDahSF2Ug/bFoLZoKUYpactiUH0sR0Vyrf7Y6pOPjkaNK1FGVV95t4yj8d9QUZWLk6Mrfn5edA3vqnNRWSQS8eOPP7Jt2zaGDRvW6v05E1driFWee1OIUZzCbfgUQmOrNdpeSzHkpT+PYfXq1fz000+Ul5cTHh5OREQEDg4O7X7mxMREDh06xMaNG5sjEZ95hr179zJw4ED8/f1Vi0BHjhzhyJEjvPfee6xZs4ZevXoRFhbWbv8Cdx/R0dFERUXdlCjNvXv3Ympqyq5duzQizGUyGQsXLmTjxo1MmzYNBwcHJBIJ58+f5+zZs5SVleHu7o6joyOOjo64uLhga2tLSUkJubm5FBUVkZ2djUKhwNzcnB49ehAQEEB9fT3V1dVUV1errJxsbW3bGOGNITs7m/j4eNLS0pg6dSqLFi3Suhh6t/Fvs5OU+6vvm52dzXfffccvv/yChYUF9vb2+Pj4IJPJKCkpUdV4i4qK4uuvv1YtlLe85qrXG1KPolYuaKnXJwLNaGn1fVvSkYhsbdHYytfKLCnQfc9Tz4RScnCPPqLVv1FYdoEuFi5YW3pi08UTWytPrK1c0dO72pd6nQz1e5mStharOxokoa3eVWf2v53Q9d1VKBQkJydz4MAB9u7dy/HjxzE1NVUJ4epUV1eTkZFBdnY2iYmJbNy4ERMTE6qrq4mJiSEhIYHk5GTEYjGurq506dIFhUKh8fPggw/qDCS50TQ2NrJx40ZCQ0PZtGlTp8Zx4sQJPvjgA6Kjo3F2dsbKygpDQ0PS0tIIDQ3lxRdfZPLkyZiYmPDEE0+QmprKyJEjW/VTWlpKYmIi58+fx9fXly+//FJru6KiIkaOHImhoaHKXk1PTw8DAwOCg4M7FTRzM2lqamLHjh3k5eVRV1eHvb09Li4u2NnZUVpaypUrV5g7dy4FKT5YWWgPyOgonamVA5p/A5cvX+bvv/9m8eLFHRLti4uLOXToELt37+bgwYNYWFgwdOhQjI2N2bp1K01NTSoRxMfHR8gYuQZ++OEHSktLMTe34KGHHsTf31/je15ZWcnly5dJSkrC3Nwcd9vxuDtFdCqrUp22MpvUs3111ThS3/52pKHWed68ZXKNQMF5y+Sq99TnlbrcSpTzy5y8Mha/tZbNO+JafY7HHnuMzz///F9ZlwoICAhcDwQxSUBAQKADlJaW8vrrr/Pbb7+1em/c+N7874NH8fNp7Wl8LwlJRPTkbGIWazfHUlDVgLm5MbV6+njbmWNjaEBlVQPpV0q5kldOfl4ZFRW1dOligUQqY9zICD599xH8fZsnm/eykKQ+URZLRJSUp5Bdth0LC4s2CzUrFywuXbqksWjSUkhy+SeReJMkXIdPIeREmUYfnRWSGsW1NBnvY+/evQQFBREeHo6/v3+nIuxra2v5+uuvKSsrw9bWlp9++only5czadIkjXY1NTVcvHiRnJwc5HI5jz76qBAZeg9SUlJCeXn5NRUhvxakUimbNm2isLCQOXPmMH/+fDw9PZkyZQrJyck88sgjrTKklAup7X0/5XI5VVVVNy2y/1qoqqoiPj6ec+fOERYWxuLFi5k0aRIGBgaIRCKqqqqorq5W/av+e2VlJZWVldTX1+Pp6an68fDwwNPTEzs7u2teGLpRXG8x6cCBA4wfP57u3bvTq1cvKisraWxspEePHkgkEhoaGsjMzCQuLo6CggIOHz6sCgi4m8SkpL6WGBibMWRwBXXlVZz+428Stx+lW2hXuvfoRlVVFcVFxRQVl1FcXISlmRMDejxLF0tnJBIRTosNMDIzoeRzhSAmdYCOfndlMhn79+/n8ccfx8XFhdDQULKzs8nOzqa8vJwhQ4Ywfvx4Ro8eTVBQEF988QWLFi1SLfoqFArOnTvHZ599xpYtW5BKpVhbW+Pr64u3tzfdu3e/pdc2sVjM5s2bcXNz4+OPP6Zv376dej7JyckhIyOD/Px8SktLGTVqFOHh4RpthgwZgrGxMYMHD9bZj1Qq5eLFixw9epT+/fvzv//9D39/f4021dXVLFmyhMLCQgCSkpIoKCjgueee01oj83ZBLpdTXFyMra1tK0u/8vJy4uLiOH/+PA42wQT7jMbBNgAjw2sTGP+NoFRQUMCKFSt49dVX27RDbg+FQkFCQgJbtmxh48aN5OXlERQUhL+/PwEBAf+q73sJuVzO0aNHOXr0qGpbWGg4YV1DCAwMVM1j5HI5Fy9e5NixYxjp2xMZMh0HW79rOubNFJSg+Xt6rYISwP7DF1n4+mpS0go1xmNlZcX777/P888/f9sKzQICAnc/gpgkICAg0AZSqZSffvqJt99+W1UkVIm/rxOfff04o+/XtI3oSIZNy+0d2Vf9fV3ZQC3RZh3Xcl9t41AeS91S7qjo6gOx+sKSqDSf8viDGKTup7paRFhoGF262CCVSpFIJP//rxQTE2NsbGywtrZW/WtkZIRIJCI65gRn4+OZPmsI4557gJGhzYs6Z8tEGgtc6ugSfrTZ3SlpT0BSHg/QOKa6oKW+H7S2vdO2mNaRhbw31rtp9d8uLk9h74mP6dGjBw4ODpiYmGj9kUql/PnnWvzcRtAt6CGNYygXyey2xVBamU6I76g2F3F1TbjUt1dXVzN48GBMTEwYPnz4NVvGHT58GAMDAw4cOICenh7nz59n+PDhLFy48Jr6E7i7OXbsGIMHD77pIkRxcTEJCQlcuHABExMT3N3deeihh+6ZibxEIuHixeb6Z6WlpUgkEmQyGWZmZpibm2Nubo6JiQmmpqaYmJhgZGSEkZERJiYmGBoaUldXR0NDA3V1dVRXV1NRUUFgYCCbN28mJCTkVn88Da5HPQYlDaJKth96BXcPLxobG2kUNVLfUItcJkUml2FkZEIX3zCsug3ErusAvnpG3KoP9XtDy8AUuHovemO9m4booa0ukvr2oKNFGgtdSpRWvNruTXC1fpG2bcrtx2McaSjKRu/vXeQWnaayuhCFQoGZqSVSmZiuYV0ZMnQQdnZ2rY4vk8mIiYnh1KlTTJo0ifXr1yORSFAoFJiammJmZoaDgwO9ApdgbNT6GUCXKHSj6KjY1BGBp+V379/U7uqMMFpdXc3ChQs5e/Ys48aNY+zYsQwYMKBVNk9BQQF79+5l3rx5qm1PP/00K1asICIigoEDB3a6JtONRiqVcvToUVJSUpBKpYwfP56HH36YkSNHXher28uXL9OnTx9mzJjRriVpU1MTMTExnDlzhvnz5/Puu+9i9f82w+pkZGQQERHBsGHD6Nu3778e461GJBJx9uxZLl26RHFxcbNNnNwBawuv5mzELp5YWTqjr3dtwqM22zNt3/nq6mr++9//8tJLL/HSvJ3tttdGfX09gwYNorKyEolEQlVVFQ0NDUCzPW5gYCC+vr4EBwdjY2NzTZ/nXkIikRAXF8e+ffsAsPENpS4vA9+AQLp3DSUoKAhjY2OkUilxcXEcPXocV4dwbOa+QLcLV5cxr8d1X72OUkvaCkLsiHjUMkBDGUhaa2GiMbdvOacXi6V88+NePvxsC/WNEo33unbtyvfff6/VkUJAQEDgRiOISQICAgI6iI6OZsGCBSQmJmpsNzMz5s2XH+LpVydgaqppaXetQlJb9X5atrkdhKS6skp2rbhA1dmDiErziQgPJSwsHB8fn2uOQq2urubQ4UOkpFxmyWsTGfHU/fe8kARQLyqn9/BGampqVJH+1dXV1NTUUF1dTW1tLaUllejrG2Bt5YqP20ACvIao9ldOsCw3HkDUVI2/50Cd44GOCUkAr732Gv/88w+TJ0++5v/zoqIi1qxZw4ULF/Dx8aGxsZH//Oc/fPfddx22IxG4d8jIyMDExAQPD49bNgaxWEx+fj7e3t63bTbRjUShUFBTU6MSiq71b1QulxMbG0tMTAx//PFHm1mXN5vrKSYBlJSn0thUg5GROcVllzE0MCHAZwjGhubo6xtoZNqoZ/kouRPEpGMn7BFXlSIqzsFWcpoL/8Qhqa8mLCiEsK4h+Pr6IpPJqKurw8jIiC5durR73goKCkhMTCQqKgpbW1skEglisRixWMxff/1FU6MCaytXLM2csTJ3wcTYinpRGYVdapGLRbg3OmFn7Y2ttTdmJtY3TOC43cSkCxcucPDgQXZtLMbexgdjI/N/JUq15Pvvv2fWrFmqhXKZTMby5ct56623cHFxwcjICH19ffT09NDT00MikdDU1IRYLG4WVBsbkUql2NvbY2dnh5WVFXZ2dtjZ2eHg4KBVXLkeKBQKSktLSUlJ4cqVKxQUFDB48GAmTJjA2LFjW2UKdYbly5fzwQcf8Pjjj2NsbNxu+4qKCg4fPkxhYSFLly5l9uzZGveTsrIyXn31VTZs2ICbmxthYWF4eHjQpUuXW2YbeL0Qi8WUlpZSUlJCUVEJxUUllJQU0yRuwtbaFQebIPw9B2Nn7dOpv9mOCkpNTU188cUXzJ07l7dfONJu+5YoFAoGDRqksiZtamqioqKCiooKamtrqayspKioiMbGRvr06cMDDzzQ4c9wL5Obm8tff27gkdHfc6mnMRXnjlOVeJj63AwCAgKxsrKkqrqS/Px8xE1SeoQ8gsHjc7Te8+4UQQmaRSX1+bau+sF5+RW88uIy1h9KbdXHo48+ypdffom7u3t7H09AQEDguiGISQICAgItKC0t5ZVXXuGPP/5o9d7D43vz5cxueLvoXgjRJdJoewjVJjDpEkTUI5Za/q5+bF2WduoPpkpxSN0iZ/CAUsa6N1GYXUr6pRxWbChHWluObZkCQwMTDA3M0NfXp6j8AiXlGYSFhRAaGkpAQMA1R+dLpVLOnTtHbkEhRSWFlBYW4+hiy4jh4fyw4hnOVTRppP7rsgTQZifY8tyqW9QpWfmcvsaCm3LxrGXR1fYs9ZTjUReZ1I+nTbBSr/1woyOoswtOo69vhKdL54ov65pYl5aW4uvry9y5c3F0dNTapj3Ky8tZu3Yt7777Li+88ALHjh1j3rx5GBsbM2bMmFtSJ0bg9kUulxMdHd2mlZDAncexY8cwNzdnx44dt+T4CoXimkSGaxWc0nOOAyB/bAqgKejoCp4A7YtQcPXeNOYHW62LaqB5b9uVa6TTskf9WNruUy1FKQC5Qk5yxh4uZzX//7m4uODo6EhQUBDe3t43LCCgqamJ8vJyjUVckUiEpaUlXbp0wdDQkPLycsrKysjLy8Pc3Jxu3brRu3dvvL29sbGxUf3Y2tpia2vLmwsOaXwXZDIxNXVFmJraYGbStvh1rQXhO7qftnuxXC4nNTWVCxcuMHr0aJUV2tKlS/n000/p0qULhQXFBPuOJMz/AUyMLbQer7a+BEtzR/T09Dq0mF5XV8cvv/zCSy+9pLG9pKSEmJgYVVa6MpvMyMiIoqIi8vLyyMvLA8DGxobS0lLy8/NJSUmhpqYGaM7seOGFF25KRkdtbS1paWlkZ2eTnp6OnZ0d48aNY9y4cQwfPrxNUUuhUJCdnY23tzd6enooFArGjx9PeXk5999/f4fHkJmZycGDB3F0dGT16tWtLPQaGhrYvHkzv/76K8nJyZSVlWFmZoatrS3W1tZYWlpia2uLg4MDDg4OWFtfP9FUoVBQUFCAq6vrTQmcqKuro6SkhLS0DM4nnke/iw1B9gPx8xhI7phgjeub8nt6rddhhUJOUsYeIt6KJLmo+blY2X9H/gYuXLhA//79mT59utbgFoVCQX19PXp6etcl++1eIDY2lpSUFObNm4eRkRGb1pxHX9+AxqYaMmovIJc04Wrqg6NdALZWHhgZmWFuaoepiebfqbq47/yGgWqOq82+VLld+bt6MIfy3vpRghTQtDTXde9UtlWibR9tASFKtM3/W2YrHfp9Gwu/PUJSdoVGOwsLC/7zn//w0ksvCTW8BAQEbgqCmCQgICDw/ygUClavXs3LL79MeXm5xntBnjb87+unGGXf2oJGHW1CkrbMFvXt6u/dTCFpR6Ye+7fWU1+QgY30PI0ZV8hMycVA3wA7Jzc8XJyw7tJFLRpYgkQsxdPLndDQ0Fbe6NdCQUEBK1etYcATD+Ec6sdj97kTYKqPvr4eBUamgpB0HUjLPoKVuTMujp2rMdPWhPrFF1/kxIkTPPTQQzrbtEVhYSHr1q3jrbfe4umnn2bx4sVs3LiRESNGEBFx7QV2Be5ezp8/j6enpyAy3mVs2rSJF198kSeffPKmHzshIYHhw4djYGCAu7s7Xl5e+Pv74+Pjg6enJ15eXnh5eeHk5KRaTFXWOXpy2ipksiYMDc3aFRrUuZvEpJq6Yk4m/oSeoYiJEx/E2dn5trx2y+VyKioqKCoqori4mMbGRsRiMU1NTYhEIkQiEbW1tchl4GDri6GhCVU1+dTWl2Fh0QWRqB5Lczuc7EJwtAvB2T4ICzMHjc96s8SklJQU1q5dy7Fjx4iPb37ec3BwoKqqis8//5zHHnuM1157jcOHD/Pwww9TVlbGoUNHyUjPIMx/HMdOr2TBrK2qfjNyjhOd8AsDejxOgPdQjfu+SCTC2NhYqyD4559/MnDgQHx8fLSO98qVK3z44YccPXqUrKws7OzscHJywtraWmVZJZPJkEql6Onp4eDggKurKy4uLh3K7LneyGQyCgoKyMjIICcnh7y8PAYNGsTOnTu11sDZtm0bkyZNwtHRkTFjxjB+/Hh69uzJkCFD6NKlC4GBgYSGhraqp6fr2MuXL+edd95p195XKpVSVFREbm4uubm5ZGZmcuHCBZKSkkhLS0Mmk+Hk5ISlpSU2NjZ06dIFCwsLzM3NNSxJjYyM2vxblclkXLp0ie3bt2NtbU3Xrl2JiIi45uChziKTycjIyCA+8TxXUtMJ8RuNydwnCI2tVrX594KSgrTsI/g+58mV+kFA5wSlNWvWMH/+fMaMGUO3bt06dMzc3FycnZ1vyXf8dic/P5+kpCQUCgVyuRyFQkGjSIJMLkMukyNBjkQqRSpqQtwkpqy8GAdbX8YOerdVX3e7oCSOP80PWxP5z++nqG3QXJfo0aMHK1asoHfv3lr7FxAQELheCGKSgICAAJCens6zzz7LwYMHNbZbmBrx9uy+vPRIJMZG7UfYtmU7p0SbTV1LEUiXNV1HqBswAKCVIPLC1CYaGqvIKTxDXtFpSiszsLGxwdXVFTs7O1xcXHB1daVLly43bUEoLy+PjRv+xm3Gy1Qnn6YxMZbaujIMDU1YFf0Bo8PdVJ9Fl62d8vzUDRig+swtC4mrCzpK1PtruRCnTnuTDfUJhXrdCEDDmkhbu0+nFfDGejdVW+VCnfpCYFuTn7ZYuWUmL730EhvX7aO4LBVzM2usrVywsnDH2sKNLpauWFu5YW5q22pRTBdFRUU888wzREdHM2vWrGta2M/KymLz5s18++232NjY8Oyzz+Lu7n7d6hcI3H1IJBLOnDlD//79b/VQBK4jYrGYpUuXsmHDBh566CGN6He5XE5aWhqFhYWqLAflj5GREb6+vvj7+1/zNaOgoICePXvSt29ffHx8NKxD6+vrqauro6qqivLycuRyOUZGRjQ1NSGTydDX11fVqhOJRDg4OBAVFcXgwYPZt6WK8gf7oG+ofbGw5PQ+XFKqCfDSnmGnLixps5PTxThPica9pGUNI2UbbfdC9XuT+sLXG+vdNAqSqwtJv2+dhYeHB0FBQQwePPiOtyRVKBRUVlZSUFCARCLByclJVaNQKpVSUFBAdnY2RUVFZGVloaenR0BAAF27dqVbt27s3VqMtaUblhaO11z3BcDq2XqkTWIe6WHBO1u8VNv/28+Sjz/+mCNHjtC1a1c8PDzw8PDA1rb5/p2VlcWBAwcoKyvD1dWVESNGaGRMFBYWcvDgEfLzCggPeIggn+Fk5Z/iQsZ6Bg8ezKFjR5i3bikW9tZ8ETWDuLg4Bg4ciEQiwdzcHCsrK3x9fXn44YeZMGEC/v7+fPnll7z22mtaP8fFixe5//77qa+v5+GHH8bT0/Oaz8mtoKGhgW3btvHUU0+xZMkSjfdqa2uJiooiNDQUJycn0tPTyc3N5cqVK3Tr1o3Q0FDy8/OJiYlR1c7p1q2bzmyBpKQktm/fzqZNmwgODsbb2/uaxAaFQkFRURGvvfYaq1evVmVMGRgYqGwH5XI5UqkUAwMDzM3NsbGxUQlNMpmM2tpaqqurqa6uxszMjNWrV+Ph4cGvv/7K2rVrAbC0tMTCwgIfHx969ep1XQLL2qKsrIwjR45QXFxMgPtD+HsNRl9PX2Uh/UXUjGsSlJTP0g71fzMswIxeQ7pqiOjaaPl8HBsby4MPPkh4eDhDhgzRmcEllUo5dOgQp0+fxs/PjylTptwz9RZvBPHx8Rw8cJTRA96mi6VLq/fV51BKtGXWatunZXChUhwq/lSm+s6p3ydbBiCqC0bt0XJeq0tI0oZe914UFlXx+vvrWb0+WuM9fX19XnzxRT744IMOCdoCAgIC14IgJgkICNzTSCQSvvrqK95//30aGxs13ps42J9vXxiKh2PH/NtvVyHJvq6Wxx+OIbf4NOVVufj5+dO1awgBAQG3fPG+sLCQn376CXtnN4L8fAkM9MfLy4vDRw4jlpSx59B7nK8SC0KSlvG0xcotM/H29qayspoBA/rRvXt3GhoaKCsro6ysjNKScsrKyikvL0UBuDqGEuQ9mn3Rn+kUEvfu3cvUqVMxMTFh/PjxuLu7d9pK4fLly+zcuZM1a9ZgYWHBI488wvjx4wkMDOxUPwL3FvHx8YSEhNzy65XA9UUmk3H48GFSUlIAmDRpEkZGRpw+fZpLly5hZGSEra2tajFU+a9MJqOyspKysjLs7Ozw9fUlMDAQfX19le2ZsrZcU1MTb775Ji+//LLGQt+OHTuYPn06zzzzTJv1exQKBSKRCJlMhpGREUZGRhrCiUwmo7i4mLy8PIqLi8nMyKa6roou7n6Ye3fFwicMm9C+GJg033PuFjHpP18Polu3bixevPieqx0ml8upqalR3U8rKiooKCihvKwUsaQJaytnrC3dcLAJwts9CnNTm3b6k1FQcp703MMUlidhYGBAk6gRYwsrTLrYAXoYiKro3bt3m4v3crmcsrIyHB0ddd7Hc3Nz2b//EGWlFSgUUmbPmYWrqys7d++iQq8J124B2BQ0cvLkSXr16kWfPn1oamqisbGx+fudmUlqaiqOjo5EREQwYcIEpk6dqvXa3NjYyNdff82nn35KWFgYQ4YMua2v4cePHyc3NxeRSERDQwM1NTWEh4dz9uxZVZtTp07xyCOP4ODg0EoAb2xsJCMjg6SkJHJycnj22Wfx8fHh999/JyMjgz59+tCrV69WQlF2djbnzp2jurqa8vJyamtrcXR0xNvbm1mzZvHCCy906nPU1dXRq1cvvL296dOnj+rzKEUiZa3NgoICZDIZ/fv3p0ePHoSHh+Pu7o6bmxuurq6tFqGV9QLLysrIz89nxYoVHD16lB49etCnT58bbk145coVDh06REMt9Aybiatj2HUTlFwku+nrrKD/qB6dFpRycnKYOHEiKSkp+Pn54ebmho+PDy4uLkilUq5cucKJEyfw9vbmr7/+Yt68eRQVFfHwww/f8SL8reDixYvs3LmHUf1ex9baS2e7e0VQAjh+MoVnF60kOVWz5qK3tzfLli1j3Lhx7Y5DQEBAoLMIYpKAgMA9y6lTp3j66ac5f/68xnY3V1u++/wxJo3XniKunm6ubqGmTSjqKG2JRros7ZSWbcoFpL0LKnlhavNYqmsL6XOfhHXr1pGRkUFwcDCBgYEEBATcVsV7FQoFTU1NrRZHZDIZK39bRU1NA8Ye3jiKbbE0c8ZzrjPW7k5YuzoxIfDqYon6YtjnQTKtlnhjfrDVKvC0NbHQhXIy0dZk83oXce8If2x7DJlMxueff87KlSvp27cvQUFBOtsrFApqampISkri3LlzWFpasnTpUiZNmtSq7YEDB1SLIrGxsYwaNYqBAwd2eGwJCQkcPnyYHTt20LdvX0JDQ+nVq1eH7UEE7k0aGxs5f/48ffv2vdVDEbhBKBQKCgsLSUlJQU9PD1dXV1xdXbGysmozS1YqlVJVVaUSkABMTU0xMzNT/SsWi9mzZw9BQUH8+eefuLhcXWBasmQJGzZsYNasWdf1vlhfX09+fj55eXkUFhZSWFiIu1MUwd4jKKu6AqAhJqnfT9oKJgDNBTL1gAT1IIeVz11d4Fa3+AFNYUqbtav6vtqyVGUyGX/++Sfvvvsujo6OjB8/vs1zca9RX1/fHLBRWkpOTg4pKSnY2/jh7dofL9c+mBg3iynKc5ucnMwDDzyARCIhPDyciIgIzM3NEYvF1NbWUltbi1gsxs/P77rVwVAoFGRlZWFhYYGTkxPQfJ3ds2cPpqamODk5qSzntP39yWQycnNzVfWaGhoa8PT0pHv37vTp04cePXrQo0cP3Nzc0NPTo6ioiNdff53NmzfTs2dPJBIJ5eXlmJiY4OzsjKenJ25ubtc1U0OhUFBWVkZdXZ3KytDMzAwXFxdsbGy0CqCZmZkcPnyYsrIy3nzzTZ588kns7Ow0xJ8PPviAjz/+GF9fXwICAnRa2RUXF3PixAlycnJYsmQJffr04bPPPuPs2bP06dOHPn366BQFxWKx6rq2a9cuVq9erbIU/u9//0t1dTXPP/98m5ZzaWlp9O7dW5VFpuscFRYWkpSUxOXLlzEyMmL69Om8+OKLeHnpXqRXJyUlhaVLl/LXX38REhLCwIEDcXBw6NC+14JcLicxMZEDBw5jb+1H/+7PqP6mdKF8Hle/dp5cNApotshTXn/PvpSAVNaIt1vzs0bL4C1tz/Xq18isrCyOHDnCR++toLg8GYlEhFQmw87aDX/P4Sgem0bw8VKk0iYOnV6Kq4cFDz744D0nxv8bzp8/z669ezi89RWievsz4HeXdoMB1YMr1Ns6v2GgugeufE5fQyRS3leDjhZpvT+r29P2dDDDMiYGgGNBkRpCkrIfaJ6jQ2unjfYsbKFtC3wlTWIpX6yN55M/4xBLNOemjz76KN988w3Ozs5a+xEQEBC4FgQxSUBA4J6jtraWt956i++//x71S6CeHsx/YiSfvD2FLl20exnfrkLSnucqmDU2nZzCOHKLTiOR1RIcHExQUBB+fn53pJ2CRCKhqKiIyspKKisrqaiuorK6isqKCuqqa+h3Xw/e+PZJjtfaqPa5E4UkUWM1enr6mBhboNdJexxRYzWgwMzUhj+2PYZYLOazzz7jqaee4tNPPyU2NpYHHnigQ33J5XJSUlLYt28fDz74IN9//73WAtSVlZU4Ojp2qkh2ZmYm27dv58iRI/To0YN//vmH8ePH4+rqirW1NZGRkQQHB3fikwvcK5w+fZqIiIgbbqUjcPcikUg4fPgwly9fZtWqVTzwwAMoFApOnTrFQw89hJeXFw8++OANO355eTlxcWc4l5CIiZElpqb2DO/zIsbG5sDtJyYpFArKKjN48a0B/18vsfmnvLycr7/+GqlUysCBAwkKCrotayTdTjQ2NnL58mXOJ14iJzcbF8dgrMxdeWL+aIyMjHjnnXcYOHAgffv2vSPPZWZmJnp6ehgZGVFUVERpaSnl5eXk5+djbGxM165dCQsLIywsDH19fY4ePYqHhwcuLi6q9mfOnCE7OxtPT08GDx6Mr6/vNY2lvr6ezMxMsrKyyMjIQF9fH3d3d+zs7LC3t6e4uJiLFy8iFotxc3PD3t4eR0dHVW0hKysrTE1NSU5OZseOHVy8eFGrEFNdXc2OHTv466+/OHz4MJ6enlhbW1NSUkJ9fb1KHPP29kYmk7F27Vree+89Fi9eTFxcHO+99x6nTp3iueeea1cgzMzMZNu2bcTHx2NsbExoaCgBAQGkp6czffp0Xn31VZ0BQzt37mTmzJnMmzevXUtihUJBXl4eiYmJ5Ofnc/LkSby9vTt87jMyMoiIiCAyMpJRo0Z1eL/OIpPJuHDhAkeOHMdAz5xhfRZjYWbX7n4dFZQSF1+kXlSBv2dzoFRnBSUlsyesol5UhqGBKaYmV5+jlbV8xBIRu46/zfgHR7UZ8CXQjFQqZd++/SRnpPDQ54twCw/g86DmOZggKGmuIVzOqeDZrw5y/LxmlpKNjQ1ffvkljz/++B15rxEQELj9EMQkAQGBe4odO3bw3HPPkZeXp7G9q489Py0ZwYAZ1x5l21LwUb5W/13X++ooxRB1zpaJWkUMKxQKTp8+zYYNG9i0aRPV1dUEBwcTHByMj4/PXW2f0NTUxO7de8lIy2ZwrxeomNhs76drQqE+AVQvzNoeLdvqmlB0FIVCTlVtPiXlaZRWXqa0IpXa+grV++fOnaN79+4696+treXo0aPs27ePvXv3kpGRQbdu3UhISEAkEvHxxx/j4eHBzz//zJUrVxg2bBg9evTo8PiguVbAnj17qKysZN26dQz4f+tEdWbOnElubi4jRozoUJ+lpaWsWrWK/Px8rKysUCgUnD9/nqlTp1JdXc3DDz8sRMwJtKK+vp7Lly/Tq1fnBHoBAW2kpaXxzz//MGDAABISEhCLxQQHB9O9e/ebcv2RSCTs2rWL8+fPI5fL6dOnT3MW6Te5QPP9Rin2qAcrKBesQDMLV5f4pLxPtexHndShLhoWdurtL2fuIyVnB46OjhgYGKh+9PX1CQkJISQkRFiMugbq6upIT0+nqqqKhoYGGhoaiIyM1Jk5cqdw7NgxBg8erPGdkMvlVFZWUlJSQnl5OdXV1VRVVVFSUoK+vj5WVlYYGxuTl5fHmDFjmDlzJjU1NSxevJjw8HCGDRuGkZEREolElVmkPGf19fU0NDTQ2Nio+qmtraW0tFSV9ezm5kaXLl2oq6sjKyuLs2fPUlVVxf3338+wYcMwNzfn4sWLxMfHk5WVRWFhISUlJRgYGGBjY0N5eTlJSUntWvDW1NSwc+dO8vLy6N27N/b29hw/fpxDhw5x4sQJRCIRpqampKenY21trdovMjKSgIAAwsPD2z2/J06cIC8vj549e3LlyhXGjBlDVVUVcXFxJCQkMGzYMN5++22tNQXff/99/vzzT2bOnNmp/8/09HTi4uJUmWvtcenSJSZPnkxGRga2tra4urpia2uLs7Nzm9lgnaGkpITNmzdTVVlHv+6P4+XaGz09PdX1UX2O1FG0CUHjhrxHZU0uQT7D29y3I9dZXSgUCk6d/wM94yKmz5jaqX3vNWpqatiwfjP6jmaM/2QhZy8HaARPqIs17c3H1O+xcDWgQv0e+HakoUrcUe9bV//fbTDRKfSoBzdqo6eDmWrfWgsTre3U2ygS41V29lb1Tar+1Y+vSIxHLlfw2+5LvPbjCarqNMc2dOhQfvrpJyGAT0BA4F8jiEkCAgL3BIWFhSxcuJBNmzZpbDcxMuDt2X1ZMq0XJr2v3UbpZglJcoWcJ1/2YcOGDWzevBmpVKoSkDw9Pe85u4Rz586xa88+3O+fxyCZ9sjetoQksaSerQeWYG5mhU0XL2wsvbG19sKuiye5Y0IJPlasanstQpJUJqa8MpOSilRKK1MorUjH0MgIL08vLCxNKS4upqSkhOHDh/P0009jbm7OqVOnaGpqUhWbF4vFNDU1ce7cOc6fP4+npyceHh74+vri6urKsmXL+P333/n666+5ePEiNjY2REZGEhYWds22OEqxZ//+/bzwwgu8//77GBkZoVAo2LVrl6og9aOPPtrhPtevX88zzzzDiy++yJYtW3jqqacICgrivvvuu6Zi0wJ3PydPnqR37953ZGalwO1JXV0d586dw9vbG3d395t+z0xJSUEkEmFgYMDx48cpKSnBxNiSQO9hmD/xLEOHVQO3TkxKfTOXPSfeZ97jczQsAQUEdJGXl0dTU9M1iWJ1dXUkJiZy6dIlZDIZU6dO5cKFC5w+fRqZTEZTUxMWFhZYW1tjZ2eHg4ODyobP2dkZR0dH1U9ERATbtm3j+eefV2XkGxoaYm5ujouLC8bGxqSnp5ORkUFDQwNLlizh+eefV9VMk8vllJaWkp+fT2VlJffdd1+HRVOxWMz333/PunXrOHv2LIGBgQwbNozQ0FAGDhzYKiDil19+4csvv2T69Ont9q1QKNi8eTOpqaka4wUQiUScPXuWmJgY4uLiCA0N1di3vLwcV1dXXn/99Q4HmCkUCn799Vd+/vln7r///g7to6SpqYmkpCQSExNJSEjgzJkzXLp0CalUSkBAAH5+fgQGBmJubt6pfqE5mComJobs7GxKS8pwdgzGxb4bbo7hvLTaFT09vesmKD04/COKy1MI8R3V5nfgWgSl/OJEElM3IZXXMXbsKEJCQjo95rsZhUJBbW2tyiI27nQ8vu6D6REyBde3mucKx2McBUGJtgUlgKKKel767igbj6Rp9GdsbMzbb7/Na6+9Jsy/BAQErhlBTBIQELirUU6KlixZQnV1tcZ7w3p4sPzl+wjyvGr/oC7utGU/p96+I+209a8uHKk/PCrT2pUFP2USKaPqnNiwYQPbtm3DxMSEwMBAQkJCVJ709zLFxcWsX7cJawtf+kU8gZGRdotCJeoTx61bt7JkyRKGDx9OUVGRqqB2fn4+KAxwcQxjSK+OFz9ubKptFo4q0jC1LubChQs4OTnh4eGBq6srnp6eGBoasnv3bpKTk+nbty9vv/02p0+f5tdffwXAx8dHo9i88nc7Ozt8fHwwM9P8fLt37+b06dOqegXu7u6dOHttU1VVxc6dO7GwsOD111/nyy+/JCcnh4EDBxIREdHhhdjk5GR2797Nhx9+yIABA7jvvvuYMGECAQEB122sAncX1dXVZGVltZmpJyBwp6EUk5QZo9XV1ezfv5+UlBRkMhl+noPp3fVRjI1a1wH5Y9tj9P96P6BZI1Hdyk5bJi20tttRb6duBXT06b3EX/oLTw8fgkP8CQwMvKE1UATuDo4fP86gQYOu+Xm0qamJ9evXU1JSwtGjR1W2c3Z2dh0OJlAoFNjb2+Pg4MB9992Hq6urzrZKK7fc3FxefPFFXnrpJWxtbZHL5ZSVlWFlZdXqWastCgoKCAgIoHv37gwaNIiSkhJycnIoLCwkKysLJycnFi1axKJFi6iurqa+vp7AwECeeOIJ7O3tO3R+iouLddYyOnToEO7u7vz111+t3nNwcGD69Okd/juWyWR88cUXZGdnX1PGZm5uLqtXr+bAgQOUlJQwadIkBgwYQGpqKlu2bCE2NhZvb298fHwICgrCwcGh09+b6upqMjMzycnJISMjAxMTE7qYBeLq0I1Fv4ay/T/tW9/pQjlHuHz5MrMe+YAw/zGtLKiVbdQt73S5HsxbJleJXGJJA+t3z2fMmDH06dPnrnaQaIuamhqqqqqA5r/b+vr65uzAsiIK8gub68QFexLcwwfDnr3xjYrQsChX//14jKNKHFK3dA06WqQRbKEuIL0deTXQTjn/VheTxnlKNCzmoHlO3rJ/aL7PKvtTWt1B83xfXehR/v7C1CYNezxt4tGuXCONPnWtHWgTkJoOaApHJiMD2Xkyk+e/OUxuSZ3Ge2FhYfz2229ERUW1GoOAgIBAewhikoCAwF1LTk4OTz31FPv27dPYbmtlwtL5g5k7NkxjAnM7CUnvnaznSux50g6eJufkeWxtbQkICCAkJAQnJ6d7XkBqSVNTE9u37yQ/t4QR/V7F0lx7YWJ1IamxsZFp06ZRU1PDsGHDNNrJ5XJiY2NJTMhkzIB3tfalUCiorS/5f/EohdLKVGrry3Bx9iAg0Bs3Nzc8PT1bRWDW1tZy8uRJ6urqqKyspLq6msDAQLp3746np2en/m8bGho4efIkffr00YhWvZ7I5XJOnjxJcnIyPXr0IDIyssMTYLFYzIEDB8jKyuLPP/9k5MiRrFq1iq+++oqHH374hoxX4O4gOjqafv363bOLLQJ3Jy3FJCVyuZz4+HhSLqeRm5tLsM9IQvzHYmp8td7GzRCTij+V0dhUS0HJBQpKE8gvvoCjkx2DBw8WaiQJ6KSkpISKiopryrLIyMjgn3/+ITQ0lPXr13c4IEYikXDs2DG2bdtGjx49mDNnDnl5eSxfvpwVK1Zga2tL9+7diYiI0Pm9LSoq4uTJk6Snp2NpaUlZWRkGBgbo6ekRFRXF+PHjGTt2LOHh4e1+97dv387s2bOZM2eOhkAklUrJz89n06ZNbNmyhfvvvx+ZTIZCoWD8+PH07t274ydLB/X19fzwww8kJia2CtIZNGgQ7u7uhIWFdaivpqYmfv75Z8LCwvj66687bTO7dOlSli5dyqBBgzA3Nyc9PZ3k5GQcHR3Ztm0bXl5e7N27ly1btrB7926cnZ0ZPnx4m+JfW8jlcoqLi8nMzCQ9LYvcvCysbMwxM3DFytyVLhZudLFyxdbKE3OztmtHKVHOFa5cucIj41+na8C46yYoHT79FWERLlptCe8FKisr+fnnXzAzsUZqZohRoxwTY0sI7crjUxwJDPfG3dcZA4Or51ubiCQISqj6VaJLUAKQDPTm3d9O8t2WROTyq8u/+vr6LFmyhPfff1+oTSogINApBDFJQEDgrkOhUPDLL7+wePFiamtrNd579L4gvn5+KE62mgv87QlJTQfSMBkZ2Kqttn1avn9UpP2BUfnQ+nakoephMD63jFmT/iEzNxpHB0fCugYTGhraocjFex2FQsH69RuxNOxBmP9YQLt9hdIyZNGiRVhYWPDAAw/QpUsXxGIxNTU11NTUUF1dzdmzZ3nrrbd45plngOaFi3PnznHixAmOHDlCdHQ0TU1N+Pn54ezsjKenJ66urjfNkqu+vp64uDgGDRp0zXZ2NwqFQkFqaiqHDx+mZ8+e/PHHHzg4OHDp0iUWLlxIY2Mjo0ePvtXDFLhNqaysJC8vj27dut3qoQgIXFd0iUnqlJSUcPLkSdLS0nj22WfJueiDqUnrYAFti2RfRM3QWNzUtuCpbv3aUnBSolz4TBnkiPG67ZxL2YiNrRVjxozEw8OjMx9Z4B7hxIkTDBgwoNPWkcpgleLiYvT19fH29iYoKIjg4GBV7SXlT3V1teoZraamBgcHB/z8/MjLy0OhUPDhhx8yY8YMpFIpU6dO5fDhwyxcuLDd57LKykokEglWVlaYmppSX19PZmYm2dnZZGRkYGhoyKhRoxg+fDilpaUkJydz+fJlMjMzaWxsVFnqVVVV4evry6xZs1od49KlS5w4cYLS0lJeeOEFzM3NMTQ0vG4CbXR0NKdPn+aNN95g4cKFqsyqnj17Ehwc3CmhTyKREBcXx8mTJxk9ejRffPEFfn5+Hdr3/PnzDB06lIULF6q+C3K5nLi4OOLj4zl9+jTe3t5As3D17bff8vHHHxMSEsKIESMwMWlt990ZpFIplZWVKqeBqqoqqqqqKCgoYMSIEbz11lv069cP0Lwu6qKuoZQrebGEBz6gISi1Z3GnLiypt806fZEjH/7C/Pnz7zlrcoBff1+JnWkk3YMf1riHgabYo35OledPXTRqiVLkGTygVEPwAXRa4qlvV2eo2dX/l6MiucZrdXFIOb+Hq8GgljExWsUc5RqC+npC04E0JO/OAZqFKuU9WH29YFeuEZ8HNZ8LRWK8VlFJl8WetvWM6FVxvBCXR+LFHI3tISEh/P7770KWkoCAQIcRxCQBAYG7ipycHJ588kn279+vsd3dwZLlL9/HA/19W+1zq4Uki1oRuw+c54vl+zh9Mp0ekT3o27ePICBdA3//vQN5gw8RwRO0CkkJCQksWLCAK1euMHz4cIKCggA4fPgwJ06cwM7OTpVRFBwczPvvv49MJmPBggVs3rwZa2trPD09cXFxwcvLCwcHh1syGbxdhSSFQkFGRgbR0dFIpVI++eQTZsyYwd69e/n888+Jj48nMjKSfv36YWHR2sZJQACErCSBu5eOiElKSktLOXnyJBcvJBHgPYyu/uMwM7VRvX8zxCTlgqhMJiE16xApOTsYMGAAUVFRQpaSgAb/JjsJrtZKqaioUP3o6+tjamqKiYkJpqamrX63tLRU7ZuamsqJEycwMTFh9OjRrF27lhkzZuDoqD1TvTPjKi4uJiMjg+LiYszMzLCxscHe3h57e3uMjY2RyWTIZDLkcjlmZmaqcbVkx44dxMfH8+STT94QUbagoIBjx45RWVnJRx99xJgxYwgMDGTx4sXXVBtFJBIRHR3NxYsXuXz5cods7xQKBUFBQTg5OTFixAiN+/iePXswNjbm6NGjGvuUlpbyzDPPEBMTw4QJE3Bzc2vZ7b9GJBIRHx/PmTNnCA4O5u2332bcuHHMe/jPdvetayjjSt7J6yIoKRQKVk57hVEDht6T9ZJ++P5HRnzwJMZ7m+dfgqB08wWlur0pfGdoyQdfbEMslqq26+vrs3jxYj744AMhS0lAQKBdBDFJQEDgrkChULBixQqWLFnSKhtp7tgwvlowBBvLzkW7qT8Iqj/0tdymRPlwp55+DrrT5+tqGvj6pxjOrtuLgUKPqF696d69+7+OyrtXiY+P59ixYxw+fJjIyEitbaytrenbty/9+vXD0NAQqVTKrl27EIlE7N+/v5W9SnR0NNOmTcPJyYnhw4ffMCu5zlBXV8eZM2cYPHjwbbXYnpWVxYkTJ6ivr+f9999n7ty5ZGRkMHnyZCoqKujZs6fw/RZoFyErSeBupjNikpLy8nJOnjxJUlISQd5jiAiapLOtehBFewLS8RhH1UKnLisgdYo/lVFdW8iRuK8IDPZizJgxNy0TV+DO4Fqzk64Xcrmc5ORkUlJSGDp06G0XlNXY2MiKFSsYO3YsgYGB7e9wjWRmZnL06FEqKirw9vbmkUce+Vf97d69Gy8vLzZs2NCh9kVFRUycOJHy8nJGjhyJTCajsbGRmJgYHnnkET777LNW+yhdJV566SXmzZv3r0VAXUgkEs6fP09cXBxWVla8+eabzJgxQ6vYpn4N1SUoKUkd6sLeBZVA87xPKcgr7cygWaRPHepCccxOGmO3MX3qI7fFvOJm8vffO7Ho68cH74wDNIWdlijvRdqEOtBu8Zo61EXD8k75uzbbOiVKIabWwkT1e0vRRkl74k1L1K3n1ANT1UWeY0HNc1bl+Fra3ytf93Qw6/Bx1Y+tPD5orl1cvFLGE5/v50xKicZ+ISEhrFy5UpXBJyAgIKANQUwSEBC448nOzubJJ5/kwIEDGtvdHSz5ackI7o/y6XSfN1JICm/KZvMvB9i7KQYvH2+ievXBz8/vnrQ7uB4oFApiYmI4d+4cBw4cICIiQms7kUiEubk577zzjkqE2blzJ4aGhuzZswdra2ugufhwdnY2v/32G99++y2jR4/W2efN5nYUknJzczl+/DiVlZW89957PPnkk5iYmLB+/XqeeuopVRS78P0W6AhCVpLA3cy1iElKcnJyWLd2M0aGZoil9ZgaW2JibIGxsSUmhpYYGVky6/Eh2NnZMXr0aP6z6IRq3+slJgE0ieupVmzn+PHjdOvWjYiICFxdXYVMJQFKS0spKysjNDT0Vg/ltkUsFmNkZHTD/14UCgWXL1/GxsbmmusRQbNAd/jwYc6fP09xcXGHA4LEYjEvvfQSGzdupEuXLlhbWxMaGsqvv/7aZtaDu7s7EyZM6FAW1L9BLpeTkpLC6dOnqa+vZ8GCBXh5eWFlZUWXLl2wsrLC1dWVd188ptqnXlROZm40XQPHo/8vBKXk/jbkbPyG8gvRhAYHERERgb+//z3xnHzu3DniT2fy6JbXVFk4gqB06wQlqUzOl+vief+PU4glV8+xvr4+L7/8Mh988IHKMlNAQEBAHUFMEhAQuGNRKBT8/PPPLFmyhLq6Oo335t0fxlfPDcFaRzaS+gOd8rU6bYlF6g+Z2tDWds5cOfklF0jJ2kNZRcY9Y2VXU1PDlStXKCkpobq6GltbWwIDA/Hw8PjXkyaxWExKSgpJSUnU19dz+PBhnZ7uzfWU1vPkk0/yyiuvqLbHxsaSk5PDhAkTVDYe2dnZmJiY4OXlxciRI7G17VjB3hvN7SYkFRQUcOLECYqKinjrrbeYM2cO586d48iRI+zfv5/U1FQmTpyo8sYXEGiPiooKCgoKCA8Pv9VDERC4IfwbMSkvL4/Dhw/j6uqKqakpPj4+iEQiGhoaEIlEiEQimpqaEIlEpKens2jRIt58802enb5Jq92dOi0X37QVkYfmeyk0i1MpKSn88ssv/P7775ibm3Pffffh69vaSljg3uJWZycJXD/q6urYsWMHpqambN269Yb/fUulUkxNTXnllVdums2WQqEgJyeHS5cu0dTUhEQioampiaamJsrLy9m7dy+DBw9Wtc/Ly+PBUYsIDxqP65vNgYItr5na7O9Sh7qoLNV25RpxPMYRSX0NZXH70Tu/FycnJ8aNG3czPvItpaysjBUrfuOFIz9z4qQT0Gw1pwy6LP5UpgpuaGlBpxSdgo4WaZxjJepWrUrUxSPLmBid49ImGimptTDREHOUtBR11C3vWo7502kFGlZ52izyWwakqgtcLbGqb1JtP1sm0tq3XvdeGvu2tX5x6Uo5T3wfQ9zZTI3twcHBrFy5kv79+7faR0BA4N5GEJMEBATuSHRlI3k4Nmcjje3ro3PfmykkVdc0MHr8cVKy92FoCP3697mnrL7++ecf8vPzmTNnDiEhIZw5c4atW7dSW1tLYGAg/v7++Pv7d9jLXS6Xk5WVRVJSEklJSXTt2pXZs2fj5ubGiRMnMDU1xcXFhUGDBtGzZ08AEhMTeeGFF7h8+TIjR44kODhYo78jR44gl8uxs7PDwcEBBwcHzM3Nb8j5uFZqa2s5e/YsgwYNuuVCUnFxMcePHyc3N5fXXnuNIUOG8PbbbxMdHY2rqyvu7u54eHjg5+cnRLMJdIro6Gj69+8vLEIK3LX8GzGpqKiI33//nYCAAExMTHjwwQd1ti0vL2f//v3U1dUR6D6FQ7H/Ba5NTGoS11NQcp78kgTyi8/TJG4AoE+fPpw+fRqJRMKGDRuYP38+I0eOpHv37p3+bAJ3D2VlZZSUlBAWFnarhyLQBsePHycrKwsfHx8CAwNxdnZGT08PuVxOdXU1BQUFHDhwgGnTpvHNN9/clHlLVlYWERERLF68+Lr1qfw8Uqm009Z5586d48KFC1y8eFFD3MrPz2f8yJeui6AEIKmvIfvbZ1U1ru5WxGIxmzZtobpCxugBb+PypqHqHNxKQUmhUFBWLSLFuFnc6t8nAENDzb47KigdaZCx6uu/id6bgIWlGeaWZmRU2aJvYs7MiQ68P2MgZmbNc97bTVCSyuR8dayI/3y2tVUtJSFLSUBAoCWCmCQgIHBHoayNtHjx4lbZSI+P68qX8wdjbWmieihTT1HXluoNrcUj0Hz4soyJUfXR+NW6VvupRzMdFclZ+Zw+1bWFpGTtIzM3moBAP3r27HlPWtkVFxezZs0acnJysLGxAZr/D5OSkti+fTubNm0iKSmJgIAAfH19CQoKUvmHKxQKqqurKSkpoaSkhMrKSrKysrCysuKxxx7D19eX2NhYNm3ahImJCf7+/kCzJ/3ly5dZvXo127dvZ+PGjQwYMIC+ffvekfUd6urqiI+Pvy2EpKqqKr799lv09PR49tlnaWhoYOPGjQwcOJDIyEhhkiFwzVRUVFBYWEjXrl1v9VAEBG4YLcUkiUSCoaFhhy2vioqKiI2NpaamhtmzZ7fZVmlzdfDgQXr27MmyZcvw9/dXCUrqxeGVzFsmZ6jrbFJSUtixYwdbtmzh7Nmz+Pr6qhadra2tuXLlCpcuXeLs2bM0NTUhFouJjY1lypQp9OnTh8GDBwu2d/cwQnbS7U98fDyJiYkMGzaMXbt2oVAosLKyorCwEGNjY4KCgnjllVeYNm3aTRtTbGwskyZN4tlnn/3XfcXFxXHu3DlKSkowMzNDT08PBwcH+vbtS2BgYIe+mwqFgrVr1/LII4/w8ccfa4jxDaJK0nOOEx6kaXmnbiOqLtArRZGWNmsfJTQv2sctPM2ZpN9ZsODZu/JZuq6ujtVr1yOz9cBv1pvoG2uKI7rsVVuiFIt02dUpURd5dAWApngFM/mRr8hJL6SxQYKdrT0GemKa6ht4KNiJiR89xrje/hgZGXJUJFcdc0dcFt++tQZ3HyfCevsT2sMPd99mW8YVn2xi76ZT3D9qDFKpVJXl1tTUxIVLF/HxsWXzjtextm4dtNhS6NIWzKqOusClzpDUhFZ9KNsrz03Lc6Juu3du7VmePZZK3OVijTZBQUGsWrWKqKgoredTQEDg3kIQkwQEBO4YioqKeOKJJ9i1a5fGdncrU1a8PZYxfZvttG6VkHS4XsonUy6RkrWX0or0W2Jl11KAqaqqIiAggJCQkJs2hpZs2bKFiRMn8v7772t9v7i4mH/++YdNmzZx+PBhXFxcMDAwoKCgAAMDA0JDQ+nevTsREREoFApSU1PZsGED+vr6BAcHExYWpoqoVJKUlMSWLVvo1asXgwcPxtLS8mZ93OtKfX09cXFxt421HTRHvBcWFlJUVIRCoaB///537PkVuH0QspIE7gUuX75MXl4ehoaG5OXlkZWVxYQJE+jWrdsNO6ZYLCY6Opq4uDiWLl3KqX1WQGsxSSIR4TIkmr2rzpCbm0tgYCB+fn4EBAS0spxKT09nzZo1qtf6+voYGRlhaGiIkZERTz75pHBfuIcRaifd/tTV1fHNN98gEonQ19fn7NmzVFdXExYWhouLyy0Rg0UiEQ4ODjz99NOqALRrJTk5mb///pv4+HhCQ0Npampi9erVfPrppzQ2NtK7d28iIiIwNDRss5/U1FTOnz/PhQsXAM3sznpRBZm50YQHPoDedRCUtk1bTklVEgMH9qNHjx4ddm24XSkpKeHKlSvU19eTmHgRN4fedJm/CD197fOZmy0o1TaI8Zz+Bw+Me4igoCD09fVRKBSUlJSQnHSJtKRL1DY1MnFcT6ZN6otR31BCLQ0Y2u8tnJ28MDExpaikgLzcfBQocPNyorK0ltmz5qgCI9WRyWT8vXMH4qYK/t7zFk7ONq3a3C6CUv2+FH4or+W9lbEatZQMDAx48803eeedd+7IAE0BAYHrhyAmCQgI3BFs3ryZZ555hvLyco3tTzzQlaXPDtZZG6mztOWZrC5OqT+8/fSUiPSc46Rm78fC0pDIyMibZmUnk8m4fPkyWVlZqkV+AwMDgoOD6d69OwEBAXz22Wfcf//9t2RSL5FI2LJlC6GhoWzevLnd9iKRiMOHD2NgYEB4eDhubm7ExcXx119/sX79eqRSKSEhIYSFhbVb8FsikdzRD7oikYhTp04xaNCgdie7AgJ3MlVVVeTk5BAREXGrhyIgcEM5deoUu3fvZtq0aQwcOJCXXnqJl19++YYKLw0NDRw5coSUlBR++uknpk2bxpyJq1U2Qm67L3IpfQdX8k7i5+9D9+7dCQoKajeAobGxEQMDAwwMDAQRWKAVJ06cYODAgUKG2m1KTU0Ny5cv58yZM6xcuRI/Pz+Cg4MZPnz4Lf0/mzZtGpcuXWLcuHFYWFj8q7727t2LsbExW7Zswc7ODmi2vduxYwcff/wx6enp9O7dm169eums0RQdHY2bmxu///67VpvQuoZSsvJP0zVgnOq8pQ51Ye+CylZt26uxE2lvys9bzvDntztJTcwlKqoPfaP63nbW27qQy+UUFxeTkpLCxQvJ1NXV4ebUjcYATyw8g+hfHay676ifn7NlIpUwpM1KTp2PEqS8HXl1TqRNYFG3eNOVlaRk8OocquJSmfLwI1q/96WlpSQnJ5Gedpni4irMTG3w8HJk8uRJqvYKhYLKykoKCwvx8vLCysqqzXN08OBB4i8kE+I2HH+vwTy/0kajjVII0rYmUWthoiE4abPHUz+f2tB2vuHqObeMiVEF3iaX1jL/WCqnW2Qp9erVi9WrVwsBAwIC9zCCmCQgIHBbU11dzcKFC1m1apXGdld7C355dWSbtZE6S2eFpCsp+Xz+xAEy82Lw8falX/8++Pr63pRFlfr6es6ePcu5c+dwcXFhzpw5REREqAQY9Qfiw4cPM2bMGJ588kmcnZ1v+NiUNDU1sXnzZnx9fdm6dWunbRt+/vlnPvzwQ0QiESEhIYSGhuLu7n5PLEw0NjZy8uRJBg8eLAhJAnc9MTExREVF3TbZdwICN4qUlBRiY2MJCQlh3bp1jBo1iurqaqKioqioqKCiooKGhgasra1xc3PD3d29w0JTU1MTly5dor6+noaGBpqammhsbCQ3N5eJEyfy1VdfqWqGqItJRn9uITrhZ8LDwxk/fvwdHw0vcHtQVFSkqo8pcPuRl5fHoUOH+Ouvv+jXrx/dunWjqKiI+++/n19//RWFQnFTA7LEYjGlpaWkpKQwf/58CgsLefDBBwkKCrrmPqVSKf/88w8pKSnMmDGDl19+WWPxOzo6mk8++YSjR48SGRlJZGRkKzeJbdu28cwzz6is97QJSjV1xeQVnSXUf+y/FpR6OphxtkxEyvksPn9qF/nFifTsFUlUVBS2trbXdiJuMAUFBcTHx5ORkYFEDG5OEXi7RuHiEIq+fvMcRnm/CTpadFsJShU1jfjOW0dTnQhrOxuc7BywsrLC0tISGxsbbGxssLe3x9zcnPLycnJycggPD/9XfxsKhYKsrCzOJCSSmpSEs0MQT74/lP6jemBs0tzv7SQoSeVyviut4T+/xyKRXv2+mpqa8vnnn/P8888LASUCAvcggpgkICBw23LkyBHmzJlDTk6OxvbJoa58M7Yr9uZXFzy02dWp03QgTaelnZL2CmFa1Tchlcr47O+zLH9zPxXV2fTsGUmfPr1VEW83msLCQuLj47l06RJjx45l8eLFDBgwQKfAIhKJmDBhAllZWUyZMuWmLRLV1taqahWtWrVK46G7sbERuVzeZqRddXU1bm5uTJ48+aYJdLcLTU1NREdHM2jQIGFRT+Cup7a2loyMDFUNGQGBu5mUlBQuX75MamoqeXl5mJmZ8dxzz3Hy5Eka6yyxMndjwcvjuHjxIjExMVy8eJGpU6eqagK21/e+ffuYOnUqLi4uODk54ejoSHBwMOHh4a3aqy+KJoaIyfv7R5py0xg16j66det2T913BW4Mx48fZ9CgQfdEENCdxqVLlyguLubo0aMMGDAAOzs7wsPD2bhxIzY2Nly6dImgoCBeeOEFZsyY8a+zhEQiEf3796e6uhqpVIpcLkcmkyGTyWhqaqK2thZzc3Osra2xsLDAwsICf3//65KxXFlZSXx8PAkJCURFRfHqq68yevRo1ffy8uXLfPHFF2zatAkbGxv8/f0JCQnB2dmZH3/8kX/++Yf/fZik6u+PbY8BmtfQ6toCznXJxmXwRI3vu7pgMuYHW9W2lnZmdQMGqN5Xtx81mV3O8Vd2kpF7gsDAIIYOHXRTAwM7wp69e8m7IiIydCqLVl91jWjPhg6uCkEtbdzU7dg6irZ9FInxWu3t1bfJFQpK6sXkVIso8LQmp7iGdSUm1BSUUVNYiqiihpEjR9KjR4/rfi0TiURcvHiRS5cuUVlZyqMzhzDnifvoGu6l8Vnay7BSp6WtXUsbvKFm+q3WN1qi7Xjn0kt57M2/SSrVrFk9cuRIVq5ciYeHR4fHKCAgcOcjiEkCAgK3HY2Njbz11lt8/fXXqF+irE0M+WZsV6Z21cy8uRlCUlNOGStWHeHrnw+gJzehX78+dOvW7aYt9ldUVLBr1y7KysqYP38+zz33nM6HtqKiIvbu3cs///zDgQMHcHd3Z8KECTctwrC8vJx169Yxa9YsvvzyS9WCVGpqKt9//z1//PEH+vr6vPfee8yfP1+rHeA333zDL7/8wpQpU27KmG8XJBKJqnD1zbBJFBC41Zw8eZI+ffoIGXgCdz1SqZTdu3dz6dIljhw50qqItXJhUrlQCfD999/z/fffM2XKlHb/RjIzMzl//jwJCQlttmt5PLgaNW658QDxSWtwcbNm8uTJwt+lwL8iLy8PsViMn5/frR6KQAtSUlJISUkhPj6effv2MWvWLJ599llkMhlxcXEEBARQXl5OYmIiubm53HfffUydOpUHHnjgmgLopFIppqamzJo1CzMzM/T09NDX10dfXx9DQ0PMzc1v+DylqamJc+fOER8fj4GBAZMnT+aRRx5h0KBBGBgYIBaLOXLkCBs2bGDbtm0YGBhQWVlJbW0tJiYmGtdMbYJSZU0eF+wKcRn4oMZx/62g5PyGAdn/qeLylf2kXNnLpIcn3NJauC05cuQItc6mdG2cAcC8ZVezV+4UQUkdk5GBZBfVsCjbmrL0XFIOxlJ2JZ+pU6cSFhbW4bF0luLiYhITE4iPjyf+4jd4ejlofJbbQVBqFEt5491dfHfqCuqLyDY2Nixbtozp06d3eIwCAgJ3NoKYJCAgcFtx7tw5Zs2axaVLlzS2D/ex56cHI/DocvWhtL2HQXWUbVsKSMeCIoGrD7vqD1OvpRqQ9FoGKVn7yC6II8A/gKh+ffD29r6pUZbFxcWsW7eOhQsX8vrrr2v19a6srGTz5s388ccfxMXF4e/vj6enJ/7+/jg6Ot608ebn57NhwwbeeustXnnlFaBZXJo0aRLx8fFERETQs2dP1YStsbGRL774gmnTpqGvr09ZWRmHDh3i5ZdfZvjw4QQEBNyUcd8OKIWk/v376/RuFxC4m6ivr+fy5cv06qXbYlRA4E5HJBI1Lw7Fx2NjY8OTTz7Jm2++qdGmpbCjLEQurhfx15SPqKotxMfbl6BgfwICArTaHeXm5nL8+HFSUlJ09t0WqUNdCDpahEwu5dCppdg5GjJ27Og26z9oo7KykvT0dIqKipBKpTg6OjJo0KBO9SFw93D8+HEGDx58q4ch0IK6ujq++eYb6uvrMTIyonv37vj5+REZGdmqbXV1NSkpKWRmZpKZmUnfvn2ZOHGiqh5rR+cYXl5ejBs3DldX13bbSqVSqqqqsLe3v+5zGLlcTn5+PikpKaSnp9PY2MhDDz3ElClTGDVqFCYmJshkMsYP+w8NjZX4uEe13+n/U16VRXnVFYJ8hqu2fbdBMzhMm62Ycv55VCRnV26zqHY8xlF1Lzge48in0wpIjE3h9Rn/Y/h9Q4mK6nttJ+A6c+bMGU7FJDFj81t8MKDZlrWleKFkqFlzgKH65xznKQE0haf2BKSWQodyfq9uS6+trV73XjR+tQ7QHYxas+cyQd8fprReDICdnR2RkZH07t2705bt18I3X3/H0g0LCQj3pqeDWatzof4ZW35ebQJQezZ4SgHz02kFqveV/0/KPpVrLcpzduRcHvM+20dOca3GsaZNm8ayZctummOLgIDArUMQkwSuO5cvXyYxMZG8vDxEIhGmpqY4OTkREBBA9+7d/1WavEQiITo6mpycHAoLC7G0tMTNzY3IyEh8fHz+9dj37t3L8uXLiY2NpbKyEmdnZ4YPH86LL75Iz549/3X/ArqRyWQsXbqUd999F4lEotpuaqjPR/eF8Gxvb/S1ZCPdCCGprq6RR389y5kf9lFbX0zvXj3p3ac31tbW//JTdp7c3Fw2btzI559/rvLrVtLQ0MDOnTv5448/OHToEL6+vgQHBxMSEnJLxIi0tDT+/vtvli9fzsyZM1Xbd+7cyYIFC5g5c6ZGto1CoSA1NZWjR49iY2ODnp4eaWlp+Pr64u3tTb9+/e4Zmx2ZTMbx48eJioq6KRMVAYHbgVOnThEZGSnYOQrcNWzevJn8/HwsLS0xMzPDyMiIzMxMRowYweuvv05aWvMzy5w5czT20yUmARR/KqNeVE5+8XkKyxIprbxMYGAgw4cPx8bGRtWusLCQf/75h9zcXJ19t4VSTAIQS0REJyyjtDIFc3NzPDw8cHR0xN7envr6empraxGJRDQ0NGBvb094eDh1dXXs27eP2tpahg0bRnZ2NmlpaYwfP55u3bp16jwK3D1kZ2cD4O3tfYtHIqDOmTNnyMnJ4dy5c+jp6XHkyBEmTpzIM88806YNtUgkIi0tjaysLNLT0zEzM2Ps2LFMnjyZBx98UOd+ACNGjKC0tJSoqKh2a6AWFRXx448/AjB48GCCg4Nxc3O77vMChUJBaWkply9fJj09HZFIxKuvvsqzzz6LpaVlh6+f6pRVZlJVm0+A11UR9XoKSlmp+bww/isiuocxcuR9t3yuJJFI2LxpKxVlTUz961U+HmYD3NmCUsO+VJLLakmwNuFkgYSY0xlkZBXh5OyIm5s7bi5ueHh44OTkdN3FzhUrVtDd/yleWesDcNsKStV1Tbz43VFW70vWOJabmxu//fYbY8aM6cSnFhAQuNMQxCSB60JVVRXffvstv/32W6v6NuoYGBjQo0cPHnnkEV5//fUO919aWsp7773H+vXrqaio0NpmwIABvPzyy0yePLnT4xeLxTz11FOsWrVK6/t6enq89957vPfeex3qT9tDxcCBAzlx4kSnx6bel4WFBXV1dW20vjPJzMxk9uzZREdHa2yPdOnCrxN6EOLQuvh0TuxV6xWvftJWD4Mtre10FbCE5oepHVf0yD59kaRdJ8g4cRZvTy/Cw8Pp2rXrTbd5EYlEJCcnk5ycTH5+Pr/++iuPPvoo0Bypd+DAAVatWsX27dtxdXUlKCiIrl27drhI941i5cqVGBgYsGzZMpUXuVwuZ9GiRRw9epRJkyZp3U8mk5GcnIypqSleXl733MKyXC7n+PHj9O7d+1970gsI3Ck0NjZy4cIF+vTpc6uHIiBw3SgvL2fLli0YGxvz4YcfIpVKGThwoCrL9o8//gDg0Nb/t39VK0reUcSSBs6nbiM95wihoaGYm5libGJMUlIKVqbeDOq54JrG7vyGAcWfyjS2pQxyZMUYd06fPs3JkydJSUnB2dkZb29vvLy8cHR0VNlCiUQi/vjjDyZPnkxBQYEqQ/r++++/7Wp8CNxcTpw4IWSn3UaIRCKWL1/O7t27GTBggGr7rFmzSEtLY9y4cR3qRy6XU1RURHp6OomJibz66qu8+uqrOtvn5OSo7K4NDAwICQnByMiIhoYGxGIxjY2NNDY2Ul9fT319PVVVVfj6+vLAAw+wadMmxGIxQUFBBAcH4+XlhYGBwb8+F9rGGBsbS0lJCatXr2bs2LE6BSV1S1IlyrbF5SkYjakmdFR/rfu+HWnIRwlS4KqQsivXSKuook142nexgGdH/BdnV2vGPziuTQHwZiCXy9mx4x9q64rYsfdt3NztdIpJSoakJmiIHNoEk5YCBrS2cINm4Ukpomizt9clLul176WxX8tjqW8XD/Amdu1ZTudXsdvAnJMHEnjiiSfw9PRs83N2FJlMxvnz59m3bw8HT3yktW6SrprO6p+nJUrhDMB08aOq39XPnfJ3detFdbFKnZaBvNsuF/LC/mTKaxo1ti9YsIAvvvjiln83BQQEbgyCmCTwr9m4cSPz58+nvLy8w/s4OztTVNSxifPu3buZO3cuJSUlHWo/c+ZMfvrpp04tys6bN4/ff/+93XafffYZr732WrvtdEWobN++nYceeqjD42rZ190oJv3555/Mnz+f2tqradL6evDqwADeGBSAkUHraKvrJSQpFAr+3H+JX34/Scr+WCwsLInoGk638HCNaN+bgVQqJT09neTkZFJSUujXrx9PPPEEEydOxMLCgpMnT7Jq1So2bNiAubk5ISEhhIeHa7W6uVVIpVLOnTvHqVOnCAoK4pdffmHhwoUkJyczadIk7O3tb/UQbzsUCgUnTpyge/fudOnS5VYPR0DgpnHmzBm6du0qZOIJ3HWIxWJ27dpFXV0dCQkJGoEe10NMUlJdW0hecQJSaRNSWRNWFs4Eeg9FT+/aotS1iUmpQ104uWhUu/tKJBLKyso07KsKCgr45ptvWLVqFc8888wtj54XuHWkpaVhZWWFi4vLrR7KPYdcLicmJoaqqirEYjFNTU1UVlYyZMgQNm7cqNG2tLSUwMBApk2bhpubW5v9njhxgurqaoYMGYKVlRXl5eWqv3WZTEZlZSWzZ89myJAhrebFMpmMgwcPsm7dOvT09HB2dlZlPjo4OKj+dXBwoEuXLujp6aFQKDh79iybNm1i/fr1lJeXExISQlBQEL6+vtddWEpJSWHXrl089thjLF26lGce3ai1XVuCUkHJBawmyQgYot3K998KSieyKlg4ajWFpecZe/9ounXrdlNt2FuiUCg4cOAgpWVZxCYsxcBA/64TlExGBtJ0II3DV8qY+vdF5j/7HBYWFv/qvMvlcpKSkjhx4igWtmZ88flMRo7podHmdheUiuqaWBCbwe5TWRrbQ0NDWbt2Ld27d9fx6QUEBO5UBDFJ4F/x/vvv85///KfVdi8vL4KCgnB0dKSxsZHCwkIuXLhAfX090HEx6ciRI4wZMwaxWKzapqenR8+ePfHz86OqqoqEhATKyso09nvwwQfZtm1bhyau+/fvZ/To0arX06dPZ/bs2Xh6epKRkcH//vc/Dh48CIChoSHJycnt1nHR9UDRtWtXEhMTO/XAe7eKSTU1NSxYsIA1a9ZobA9wt+aPN8cQWdD8OdWFI2gWj0B3WnrLhx697r14LbX5fCsXSWrqCgnvX8uqVauor68nLCyMrl273vRJrkKhIC8vj0uXLnHp0iW8vLyYN28eM2bMwNXVlcLCQpYvX86vv/6KRCJRCUi3e4SvTCZj//79xMbGEhUVxciRI294Ud07EYVCQWxsLEFBQYLQJnBPIZFIiI+Pp1+/frd6KAICNwSFQsHGjRuZMmWK6jl5zsTVpOccB9CwPwJNi7nrgVwhp7DkIg62/pgYWyCRNqJQyDA20gy0cn6j9fPo8RhH1VjUx6Vt0bQ9FAoF/v7+9OnT54YWLhe4vVEoFERHRwvZSbeAkydPkpmZycKFC7GxsVH99O7du5Uldm5uLmFhYcyePRsnJyedfebk5LBp0yYmT57Mxo0b6d+/P1FRUZSVlXH69GksLCwwMDDg4sWL2NjY8OKLL/Lcc89dk6Dc0gIUmr9PzjvjyS44TUFTHLUlFQQFBNO1ayj+/v7tOkrk5eVhbm7ebl2X2tpa/vnnH6A5eHbp2wla2ymvjdrG6iLdzSBPQ3oN6ap6T10wUkdpK1ZrYaISYXo6mLUSZNRFNd4PrwABAABJREFUpo8SpLjmnOfLJSsx0bdi/IPjbumcQi6Xs3z5z1iPmUf8rz0ATbs6dQGkJe3Z2umipeXb9UCX8NR0II2cWEN2FefzTUEqhdX1GBgY4GDTBRsbG6xs7bGyttH4WzMzM9O6NqS0ez9x/AimemI+faof9zfKMR0VpHNc6iKOrrWQ9j5XWzZ4us6fNsFNHZORgSgUClbsvMiSZcepb7z6/TY2NuaLL75g4cKFt1TsFBAQuL4IYpLANfPVV1+xZMkSjW3Tp0/njTfe0OqNLpfLOXnyJJs3b2bv3r1cunSpzf7z8vKIiIigsrJStW3gwIGsWLGC0NBQ1bampiZ++uknlixZolFr54033uCTTz5p93NMnjyZLVu2APDzzz/z1FNPtWrz2muv8cUXXwDwyiuvqH7XRVs3yt9++4158+a1Oy5tfd0tYlJsbCwzZszgypUrGtuffjCcL+cPwTA6C7i+QtKV98rJzj9FVkE0DU2lhIWFERYWhre3902NllUoFBQXF5OUlERKSgp6eno89thjzJkzh65du6JQKDh16hRfffUVO3fuJCwsjO7du+Pp6XlHRfUqFAoqKioEkaQNzpw5g6en520vDgoIXG8SExPx8/PDysrqVg9FQOCGUVJSwqpVq8jIyMDJyemmikkpVw5x6vzvGBkaY2lhT3VtCQb6Bni59SLIeyQOtgHNGQHXWUyqrKxkxYoVuLq64unpybfffsvhw4eZOHEivr6+1+3zCdx5XLx4EXd399sqo/5up6Ghga+//pr4+PgO1S2bPHky+/fvx9vbm9raWurr6xk0aBA9evRQtamuruavv/7is88+Y+7cuSQmJvLcc8+RmJiIm5sbdnZ2ODg44OzsjJ2dHRs3bqS6uprk5ORrDtrTJtLA1YxOo5klnH0vlvScw/Tq041hw4a12d++ffs4efIkrq6u+Pv7ExQUhLu7u9Z5llwuJy4ujmPHjvHJJ59w5qCN1nl+W4KSQ912RkfY0K3P1fnr9RaURjrW8+d3O1m3bB99+kQSFdX/ljkeJCUlsW/PcYLf/Y19L9QAd6egBOARJaGoromcahHZVQ1kV4vIMjMmrU5BbnYpBQXlGBoZYmVri7WZNba21tjYWqOvr8+ZhPOYm8p45/2pzBvfG/2LCar+2xKKbmdBCSA9v4rZH+/lVLLmM83999/P77//3qZQLSAgcOcgiEkC10RiYiK9e/dGKm1e3DcyMuKvv/7ikUce6dD+Uqm03aihJ554gt9++031esCAARw8eLBVFJWSbdu2adRkMTExISUlpd2Cr66urhQVFdGjRw8SErRHHEkkElxdXSkvL6d///7EqKX/aqMtMcnT05PU1FSdn6Otvu50MUkmk/HZZ5/x3nvvIZNdtVKxs7VgxcvDmTjIv90HJF2p7i0fTN+NriPv3GXcs5rYu3cvWVlZBAUFERoaSmBg4E3PlCkpKSEpKYnU1FREIhFTpkxh+vTpDBkyBH19fZqamli/fj1fffUVubm5REZG0rNnz1teB0ngxpCYmIi9vT0eHh63eigCAjcVuVxObGysRp0GAYG7lZ07d9KrVy9+/PHHNsUkbRZzbdHSHi91qIuqSDvA+b+PcOrHTVh1saEgNwdnZ2cCAgLQ19fn/Pnz1NU2YGvtjsLXF+ehjxCZZq4SltTHoX6clmJSU1MT+fn5uLq6YmZmRnZ2NiNHjsTQ0BAjIyMqKyvx8fFh0KBBHX7mFbh7kclknDp1Srj230Tkcjm///47r7zyCs8//3y77VetWkV5eTlubm64urrS1NTEzJkzCQsLY+jQoaSmprJr1y6ee+45PvnkE9UcVaFQkJWVxYULFzh//jwJCQlcuHCBzMxMoqKiWL9+/b9+3tUm0gweUKpxvaqx/YNT+y4R1bcfoaGhmJjoFi0qKio4deoU8fHxSKVSrK2tCQoKwt/fHz8/v1b1W4uLi9m6fQv9RoVT1P01rcdvifMbBhyPcWxuq1hHYLg3geFX1yXUBSF1mzGloNLS9q0tEUbJlcxivvxsK5s3nqRreDcG9h9w0wXcmpoavvn2f/R8fz0HX2leK9IlEinFiboBA9oVkrTZ0qkLPp0RkbRZwbW1f8vjtCW8pH10NVjWI0pCYW0TuTVXxaZsc2Oq6sTMHh3MA/18MPh/S39taxxtbdNFewJTe2JVZ9BlCyiRyvjgj1N8+mcc6qvNzs7O/P7774wdO/a6HF9AQODWIYhJAp1GKpUSFRXF2bNnVds6m23THmlpaYSGhqoEB2NjYy5evEhgYNs3vrlz56r86KG5FpK6IKUNY2NjJBIJ06dP56+//tLZbsCAAZw8eZKgoCBSUlLa7LOlANS/f38OHDig2vbFF1/wyiuvtNmHrr7uVDEpNzeXWbNmcezYMY3twweH8scLA3B3tPxXQpJUKiMhPoNDB86zemsiBZcz8XT3wNPTE19fXzw9PW+6gFRaWqoSkOrr63n44YeZMWMGQ4cOVYmpMpmMVatW8eabb2Jubk5kZCShoaHtiq0Cdy6XLl3C3NxciNIWuCdJSkrC2dlZyFoUuCeoqalh5cqVTJ06lbqCKK7knQRuvJgkl8pIO3aGC2fByNKGpZN68c4775Cfn09oaCg2NjYcO3qMmtoagua+R79K/w6LSWfPnuWBBx6guLgYS0tLJBIJgwYNIjExkYiICAYNGiRY2QhoJSEhgcDAQCFQ6iaSn5/P+vXruXz5skZNs46Sl5fH2LFjqaysRCwWs3btWkaOHNmhfSUSCYaGhtfletARMenRpQ0c3RnHulUxFF7OJNA/mMjIiDZrKtXW1nL69GnOnDmDSCTCyMgIfX19AgMD8fPzIygoSPV9ra2tZdnyHwh+cTmmju6dEpM+nVbA1pUH6DU4DK+A5npUN0JMUpKXW8Zjr23jwt/HCAsLY/DggTg4OHR4/3/Drj17yVF0wWfaYvYuaHaY6YiY1FY79fbqQo6u7KGO0BlBSZtopUtQUheT4KqzipL2so7aqwWt3NYWN1tQ0tXX0XN5zP5kL3mlmutXixYt4tNPP21T8BUQELi9EcQkgU6zdu1aZsyYoXo9YsQIDaHketCyFtOjjz7K2rVr290vOTlZw5PdwsKCsrKyNiMiHR0dKSsro1evXpw5c0ZrG5lMhpubGyUlJfTt25dTp061OY6WAtCxY8fo3bs3yj83W1tbMjMzsbGxafcz3Q1i0ubNm3nqqac0LAsNDQ344M2HWTLEBQMD/U4LSQqFgjQLdw4cuciOw0nEnEjC3NwcT29f/Hx88fX1xdzc/AZ/stZUVlZy4cIF0tLSqK6uZtKkScycOZNhw4ZpiFkKhYJ//vmHxYsX09jYyNChQ/H397/p4xW4uaSmpqKnp9euMC4gcDci1M0QuBepr69n3bp1uNuNRF+/OVDkRotJSpQLmScXjUKhUHD69GlWrlzJpg3/4OYYif7khzFzdCfoaFGHxaQpU6ZQXFzMkCFDMDIyora2lrS0NCwsLAgODu7wZxC49xDq5d08Tp48SV5eHmVlZZSUlLBy5UrmzJlzTX3V1dXx3Xff8fjjj2u1Zj5x4gTTpk1DJpOhr6+Pvr4+pqam/Pnnn0RFRf3bj6KipaCkvOapX7PmLZMDsO5MDadfP05WwQmaJHWEhgbh7e2Nn5+fVjFTJBJx5swZ4uLicHFxITw8nJqaGo4fP46DgwOurq64ubmRkZGOk58VouEfaj1+S9QFpU+m5rP+x90Me7AvLh7Nws6NFJQAXj9QxrGXdpKWdZjAoECGDBl0Q+216+rqWLZsGUGLlmNq3yxeCoLSvS0oVdQ08vSXB9h6PENje/fu3Vm7dq1G+QoBAYE7B0FMEug0w4YN4+jRo6rXBw8e5L777ruux+jRoweJiYmq13v37mX06NEd2rdfv34aYs/27dt56KGHdLYfN24cu3fvBprT+x97rLUn/HvvvccHH3wAwMKFC/n222/bHIM2AWj69OmsW7dOtf21117js88+a/fz3MliUn19PYsWLWLFihUa2339nPl11UJ69QlQPTCqP4QpH8zUH6CPiuTsyjWiKDmTU+8foKD0PFJpE76+fvgH+ODn59duIdUbiVgsJjo6mjNnzjBp0iRmzJjByJEjtWZDlZSUMHHiRNLT0xkyZAhdu3a9o+ohCVwbWVlZ1NfX07Vr1/YbCwjchWRkZGBmZoabm9utHorAbY5CoUAkElFXV0d9fT0NDQ34+flhZmbW/s63CIlEQklJCdbW1lhYWGg8v8XExJCZ0oCTXfOiSUsxSd1CTrlg+se2xzQWT5Wo1zlSj3pf+Zzu5wht9Y609a2Oer0k5THndWm24F2wYIFQ80zgmoiLiyMiIkKISL+B5OTksH37dr777jtCQkIICgrCwsLihhxLoVDQr18/unTpQnBwMAqFAoVCweHDh+natSubNm3qdJ/FxcXExsYSFhaGn5+fzqwiXdcw5fVqnKeE19e5IirMwmj3IYrKLlBcloadnQP+AX4EBPjh5eWlMVeTSCQkJCQQHx+PjY0NixYtIigoiLn//QtR1kXqMi4hEtUx7f5lmBhrP6ctxf55y+Qq0Ugul/PVF9uY+/gIHJ2sgdYiUkthQpvgAa0FDV28lmrAof0mFB/bQvGJ7YQE+NG/f/8b8iwWGxtL9PF4Htv4PlO6Nwd19nQwa1Mg0mYbp8vKTon6GoG2NYR/WzdJmziiq9ZQy/2gWchpGQjbmVpHHW2rS1BS1nRqKWJ1lvbG2Z79n173XjR+tQ6FQsHqJjGLvj+KqOnqmMzMzPjmm2946qmnhIxmAYE7DEFMEugU6enpGhH1Pj4+ZGZmXteLf1FRkUYavqGhIVVVVR1+CH799df5/PPPVa+fffZZli9frrP9pk2bmDJlCtAs3MyaNYuZM2fi6elJZmYmy5YtU4lN+vr6nDt3rt0iptoEoIyMDEJDQ5FImottmpmZkZaWhru7e6f7uhNISEhg+vTprSwBp88awtJvHsfKyqzDQtLeChHfrjzDuQ37qckvp1fPHoSGheLi4nJbiDCpqans37+f7t2789NPP+Hn56ezrUQiYejQochkMkaPHi3Y2d0jFBYWUlRURGRk5K0eioDALSM6OpqBAwfe6mEI3OYoFAo2bdpESkoK9vb2WFlZkZ6ezhNPPIGnp+etHp4GMpmMzMxMkpOTuXz5Mvb29hQXF2NkZISzszO2trZYW1uTmpKOvVUkFmbNhafvRDGp/Eo+f7/wBX379qVv375t7isgoIuGhgaSk5Pp1avtBXCBa2f9+vU8/vjjLFmy5IYfq6GhAQsLC+bOnYuPjw/QXBf0+PHjnD59Wqel86JFiygtLWXUqFE89thjqvncpk2bePLJJ3FwcKCsrIzGxkaCg4Pp0aMHPXv2JDw8HF9fX9zd3Xl62gYaRBXEJ/1FnagET+cofNyjsDR30BCU3ljfLJoEHS1CKhNTUp5KYel5isovUl1bjKeHD/4B3ri4uODo6EiXLl1QKBRcvnyZuLg4GhoaWLx4MRtlwegbm+J9IB1T47bFdHVBSZktpRSUJBIpX362ledfGo+VVfO2myEoHY9xRCqqp/jEdmpPbsPNzY2RI0de12BMsVjM3r37Sbp0mbEfPMnCmd0BQVASBKXmgOorQfbM/HAP59I1M6knTZrEihUrBAtsAYE7CEFMEugUK1as4Omnn1a9fuKJJ/jll1+u6zEOHDjAqFGjVK979uxJfHzHHwb+/vtvJkyYoHo9ePDgVnV61FEoFIwfP55du3a12/cbb7zBJ5980m47XQLQ888/zw8//KB6ryPn704TkxQKBd999x2vvPIKYrFYtb2LlRnLvprDjEcGtErhPyqSq9qtfE5f9dD90ndySmN2UB67F2cXZ/r27UVISMhtI8BUV1dz4MABSkpK+P7775k8eXK7wuoLL7zAnj17mD59us5IO4G7i4qKClJTUwVbF4F7mqKiImprawWLR4F2OX36NBkZGZw7dw5TU1Pef/991q9fz7Rp02710IDmyPKcnBwunL9EcmoSFg42mIWNxi5yGKb2rgQeKeBChD6NJXlYxSRRU19AjZs5I+weJlNHzSRdwpH6+/2/3g80C0cAQ830Wz0/wVWx6XiMo0oMUu9HnZbH1HYcAMuyCsaO+A/9ogbTp0+ftk+QgEA7xMTEEBUVJTwH3wDy8/PZtGkTubm5NywbqSWrV69mwYIF2NvbY2xsTGFhIYcPH9YpGJaXl+Pq6sqIESO4cOEC7u7uxMTEYGBgwDPPPMOuXbuYM2cORkZG1NXVUVxcTHFxMeXl5aqfuro6bG1taWpqokePHnh6epKSksLly5exsnDFx3Ugfp4DMTbStDxXt8c7HuOIuKaC6tSz1KWfo6noCg2FuYACe3snnJwccXK2RyQSkZaWhq2tLaEeT2Fl4ajTmlSb2B90tEglLikt36Jzqvjwsz30nzuR9/pqt+NvKb60tLxrSUtBRZsgpZyDvxtTR9zqnZxdt4fhQ4fRp0+f6xqgmZaWxq5du3Cw7sbhM5pBpO19Dl3oCj5V0tFz0xmRRpsI1JF929q/rT472//1QJvopd6/6eJHVedPV/3qltRamGAZE9Nqu173XjQ1SXhz4fd8vTFB4z0PDw/Wrl0rWGELCNwhCGKSQKd46qmnNMSPX375hSeeeAKFQsHBgwf5888/OXXqFPn5+UilUhwcHAgMDGTkyJE8+uijqoiltvjf//7Hiy++qHo9depU1q9f3+ExXrp0ifDwcNVre3t7ysrK2tyntraWqVOnsmfPHp1tXn75ZZYuXdqhBy1dAlBJSQn+/v6q1wYGBly8eJGQkJBO93U7UllZyRNPPMHWrVs1tvfvE8Can+fj6+3YISFJKpHy2PQtVCQcoUe3bvTu0wsnJ6eb90HaQSaTcerUKWJiYnjiiSf48MMPO2T3snr1al566SUef/xxofjwPUJdXR1nz55l8ODBQvq+wD1NdHQ0AwYMEP4O7kHEYjHGxsYdalteXs5vv/3GiRMn6NGjB4WFhQQFBTF79uxb+hwgl8spKiri0qVLnE+8iB5GeLv1p/d/BuHg56FaNATNhUP1mkZBR4tIzzkO3Hli0sfzvkUmsWbo0GE6xygg0FEqKyspKCgQbH9vAHv37mXo0KF8+umnN/W4BQUFpKamUl9fj5+fX5t1UKqrq7G1tWXkyJFERUXx3Xffcfr0aYKCgpBIJIwfP578/HwefvhhnYKjRCKhpqYGfX19bG1tVdvFYjFpaWkknD1Pdk4WPu5RBHmPxN7GR9WmpaCkjkKhwGNvMtW1+VTV5lNTl4+VfR2pqanU1tZiZ2fHqKiP8Hqv2aLu3whKh1NL+fK7I/SbO4F3emm/R95IQemjBCkladns+c+PWGLEuHHjrmtmSENDA3v27OFKZgHHTr+Dn7+LICi12O9eFZQA9qzYwrzP9lFc2aB6z8DAgI8++ohXX331tnCfERAQ0I0gJgl0isjISM6dO6d6HR0djZubG0888QSHDh1qc18jIyOeeuopli5dirm5uc52Cxcu5LvvvlO9XrJkCUuXLu3wGOvq6lot7FdUVGg8aGpDoVCwYcMGfvvtN+Lj46mpqcHR0ZEhQ4awcOFC+vfv3+ExtCUA/ec//+H9999XvZ44cWIr8aWjfd1OnD59mmnTppGVlaXapqenxytvPMxrb03G0LD5wVr9IfKjhOa0a/UH7SZxHcfi/4eltYxJkya1+V25FeTk5LB3715cXV359ddfiYiI6NB+W7duZfbs2Tz66KN4eHjc4FEK3A40NTURExPDkCFDhOhbgXua6upqsrOzO3y9FLgzaWhooLS0lNLSUsrLy6msrKS4uJjKykoee+wx/P3929y/urqaLVu28OSTT/L2228D8Pjjj5OUlMT9999/Mz6CBgUFBSQkJJCXW0hZWQk2tuY8PLU/06YPomdvf/T09DhbJmJXbnO9jXGeEp197co14niMIyWn9zElqhJ5f81ao+M8JVrFIHVaCkPzlslVx9a2YDl4QGmbheHVUe5zctFVZ4AjBX8A4FNWQVi/N1i48KXbumaVwJ3FiRMnGDhwoBBgcJ3ZunUrixYtYs6cObd6KG2SkpLCtGnTKC0tpaqqipUrVzJ16lQARCIRI0aMoKmpifHjx1/zonJlZSUJCQkkJiZibGBLoNcIJI9OwMDYtNX1VIny+lv8qUwjKEChUCBqqiY5SIaldyh6+voawQLKdur2esrrs5JxnhKV1d3ZMhEAjg31bNt8kudfGk+XBrEqQEDZTpvlXUtaiiod2UfJsaBIpBIpj88/TtHhDdw3dAhRUVHXbSFfWT/rQmENQc9+zr7nqzosImmzuNMmUKgLZEp0HaMzFnUd2aZOe8KPrn07amF3rf23pL3PYbr4UaD5XLV8X5uopN5ne3aM6m1qLUwoLanmuaeWs2+PZpbS2LFjWbVqFY6Oms9BAgICtw+C3CvQKQoLCzVeNzQ00KdPn3aFJGiOIFq2bBmDBg1q1Y86VVVVGq87G4lqaWmJqalmunh1dXW7++np6TFt2jT27t1LWdn/sXfeYVGcXRu/6R0ERECaIEWsiCJFir0X7FGjYtRo1JiYGMsbE001JtEkaow1sRfsXbGL0ixUUUFp0nuHhS3fH3yzzM7Ozu4iCurzu65ccWeecqawM/ucc59TiLq6OmRlZeHw4cNKOZLksWzZMoljOn36NMLDw5tt/DeNSCTCH3/8AV9fXwlHkrlFG5y9vBpfr5mssCOpvDIHl++uhU0HQ3zwwQetypFUU1ODCxcu4MSJE1izZg0iIyMVWhitra3FJ598gjlz5mD8+PHEkfSewOfzERYWhr59+xJHEuG958mTJ+jcuXNLm0F4DcTFxeHIkSP466+/8Mcff+DevXvQ1NTE8OHD8dNPPyE8PBzff/89Hj9+LHOMqqoqXL16Fdu3b8fIkSOxcuVKAEBCQgKOHTsGPz8/mX1fB5WVlbhw4QKOHDmCkSNHoov9NIwd+DuSX27DrxuD0MvD8b1aAD93ORr6+noSqYvfVkgMZevB3t5e4ncDoXmoqqqCubl5S5shFxcXF9y/fx/79+/HmjVrJGqK6ujo4NKlS6irq8PVq1eb/HdrbGyMAQMG4NNPP0XAgN7ILLqBxO9noSw5WmYfugOe7ixSUVGBrnYb9Mowhcr/O1qYClR6/4svNaQCDC6+1BA7kShnUYGuHgYNdcOe3ddRoaeFAJ2Gsal2FXpacushUQv19N/Z8vpQ+CdFQ11DHft29Yfrp38i/PFz7N+/H6mpqc3yfamiogI/Pz9oluegKPoWhv5tLOX4kdmXpfaRQRUPlT4+Eu1EsQ9ZFVxcY8pCURURm2NHUZUQsy9XP3mOH0XGZyLvOKj6Rio9ekntr91wRHwO2WyT5axj1lUCGq6lWTsjHD21HD+s+1C8XgQAly9fhpubG2epCgKB0LIQZRJBKbS1tcHjNT6sra2tkZmZCaBBNbNgwQIMHz4c1tbWqKqqQmxsrDhdCR1vb2/cvn0bGhqSETsAMH78eAmlzubNm7F48WKl7DQxMUFJSYn4c1xcHLp166bUGK+CPDXR5s2bsWTJEvFnrrpOrVmZVFxcjNmzZ+Ps2bMS242c3TH9j7nQMzWSiKylUgowo70AIKcgEaGPtsDfvy+8vb1a3ULNpUuX0KZNG+zfv1/hKJmkpCSMHz8eAoEAo0aNIqnt3hOEQiFCQ0Ph4eHRqhyiBEJLUFtbi/j4eFJn5R2jrq4OISEhePokBT07fQATIzsY6LWDqqqk83zv6RnIyMhAp06d8Pnnn0NLq3GBp6amBhEREXjw4AHGjRuHH374QZwOuaamBsOGDYOGhsYbcybx+XxERkXhduhdTJnihTU/fICXqpriRb8fo/nixUFqwY+eZo4OU61EVyZZPCuDcMYkAI3pjqjxgcYgm3VTslmVR3SYKqbwpYPFqeuo+pMXX2qIFzipdy+g8Z2MHkH/q+c0qWOpra3F6tWrsWPHDgwYMABubm6t7h1NHiKRCNHR0bh16xb8/Ejdp9bCvXv30Ldv35Y2451i27ZtuHTpEtzc3FralFcmPz8fXl5e6NChAwICApplzMTERFy6dAkzZsxAfKQIGura0FDXgbq6NrL62sIlugZampK1puhp66jvUlmp7Jh9RtjUY9XR9lJ2UN+/q3s21AGODH+Goue5mDK+ob4q0xmiHxYmpZDhXUtGRkRDf1svvtQcspwKXM4EQRc3DPvpOh4cvgQtoQa8vD3QrVs3hVPVyuL58+c4eeIcgqN/gZ6BjvgZKgtmWnyg8XnrnxTN6mhiKpiY/dlgS30nK32bomovNtvYUMaJpKgDqrnS4sm7x5jz0FMqyroOzP30e/xRYQ0eP3iO9Z9uw8uMxvIUqqqq+P7777Fq1SqS9o5AaGWQv0iCwvB4PAlHEgCxI6lz58548uQJfv/9dwwcOBAuLi5wd3fH7NmzERoait9//12iX3h4ONavX886D9NZwlQZKQIzDUdrcsAAwIIFC+Dg4CD+HBoaivPnz7egRcoTERGBnj17SjqSVFRhMzwI8/YsVcqRlJR2A3ce/oXx48fAx8e71S1S1NTUID4+Hlu3blXYkbRv3z706tULVlZWmDx5MnEkvSeIRCJERETAzc2NOJIIBEjXMSS8/RQUFGDv3r0wMzPDSP8fYW/tBSMDSylHEoWtrS3c3Nzw7NkzAA2OqLt372Lr1q0wNjYWR6d36NABfD4fO3fuhL29PQoKCuDl5fXaj0ckEuHJkyfYtWsX7idnwuWT37Fl+3yYtTN67XO/DWhra+P3339HSEgIQkND8fLly5Y2SSmKi4tx5MgR3LlzBw4ODrhw4QIKCgrk9qusrERKSgrq62WnLyS8Gm3btkV+fn5Lm/FOUVZW9lYokxShXbt2uHXrFp4+fYrIyMhmGbNz586YN28eHjx4gNK6u0jOOo3o5D24F7MJT//6FMdCPkValuRcdLUSPQ0eBfUbl+6spyuU6PXnKKjfyFQQgae3CzTMDHH5WhwAaSdIpY+PlEJGa5CTeIGfWvCno4jDgdlG7XEMrq0Zgnmn/kTfr6biQWQSNmz4A1euhCAjIwOZmZnIyspCVlYWsrOzkZ2djdzcXAgE3ClVHR0d4eTcAV+NPAlAdiAGBV1lRUE5oO4492R1XDAVTMz+bND7symQZDmruGCzjQ1l0tspmhrvVWswMceRdY8x5xHFPpSpJAMk1XJMJR3QoNTr0tsRWy6uxfCRjedNKBRi9erVGDZsGHlWEAitDKJMIihMdXU19PT0pLYbGRkhPj4eNjY2nP2/+OIL/PHHH+LPJiYmSE9Pl1pkHzJkCK5evSr+vGvXLsyZM0cpW62trZGVlSX+HBYW1qyp6uShiJro8OHDmDatMQK0a9euiI2NlYq6aG3KJJFIhI0bN2LlypXg8xsjVPTNjDHqu0WwcXeV6URiIhQJ8fDxIWQV3Mf06R+02h8/YWFhUFdXx4ULFxRq/9lnn+HQoUMYO3as3L8LwrvFw4cPYWNj06KF4gmE1oJAIEBkZCR8GClJCG8vcXFxCAkJwZo1axAX2k7iHWXv6Rnif1PqGArfkbXYsGEDOnbsiLCwMPTu3Rvr16+Hu7s7gIZ3izNnzmDZsmXg8/kICAiQCLp5XaSmpuLK9Zsor6nDwM8nYv9XvlBRUZFQIVGqndU91aUWqOg1k+iw9X1UWIPLwaEAgGGT/ST2/1IThTvOPSXGoI9LjUfVVQIkFy7ZoBeYZ9b28PMpEEfEU+mU6OPTryWdkSNHQlNT861RPSQmJuLChQuoqqqCmpoaunXrBjc3N9jZ2bEGLpWVlSEqKgpJz1JQXFIIAz1T8Ooq0NvDHe7u7nLrrxKUQygUIjw8nKiTmpENGzbgwYMHcHZ2bmlTmo1nz57Bx8cHPj4+6N2792udKz09HcePH0f/3v9DG0MrmK9SU7j2HAXbd7MsVSkFVU/p+NF7sHcwRy8PRzwqrJFS8NAX7annEF21BHA7DBRV2tDVMAmphfjzeCyuJhahqkQEEQBVfREgAnh1KkB1LVRUhOjt0Qu9erlL1a6mKC8vx7bt/+CvkysxuV8nAJIOBa66RxV6Wqyp7Jjb2I6J7ZiZjh7mdlnjMLfTz5Mi8zD3U9ctI0KdVfmjbL0muj1siiY2mH1kzSfLRi5kHT+bcozatnhSLe6ohCHj3C6IhI1/e5aWljh06BD69esnd14CgfD6IcokgsLo6uqyyku/+OILhRbMf/jhBxgZNUZ5FhcX49KlS1LtmM6lmpoaqTbyYPZpjaqQDz74QCI/dEJCAvbt29eCFsmnqKgIY8aMES/2UHTw6o5Z+35WypFUV1+D2/c3orzmKT7+eE6rdSQBQG5uLsaPH69wewcHB/D5fKVq5QgEAuTm5iIuLg5RUVEIDQ3FtWvXcPnyZZw7dw6nTp1SKJKW0HI8efIEpqamxJFEIPw/SUlJcHFxaWkzCM1AfX09Ll68iIiICFy9ehXLli1TSkU8adIkpKeno6ioCGfPnsXVq1fFjiQqLeiCBQvg7u6OoKCgV3IkCQQCPH36FIcOHsVvv23Ew4cPpWo/ZGdnY9/egzgWfBo6XoHouvJfdBrc+pTRLU1tbS3S09PF79UODg548uSJRCrp1kp1dTUuX76MI0eOQFVVFZ9//jkCAwPRoUMHmdc5Ly8Pjx49Qg+nGZgy/B+M6f8rBnqthKOjI3bu3Injx48jPj4e1dXVb/ho3k1UVVWho6ODqqqqljblncHe3h63b99uaTOaFRcXF9y6dQv379/H7du3X2vtMzs7O/j6+iI+bQfq6hv+zpmOn+aA+duYqqc0cUpfPIhKRmpKHtzb6kgpeOgODfpCvKK1dRRV2tDVMF3t22LXVwOR/t9knEz8BWP6/YpRvX/DnJMbsfD8BnT94Sh83T9DxosabPprM44dO4GMjAyp62RoaAhfXz9sWL4XD/Ib/ubpDiSuukcGVTxWZxNzG9sxsR0z0ynE3C5rHOZ2+nlSZB7mfuq62XrxWZU/ytZrotvDpmhig9lH1nyybORC1vGzKceobVuOaSMAfdH5043QNG5cH8rJycHAgQPx/fffy1XCEQiE1w9RJhGUwtDQEBUVFRLbUlNTxTnu5fHRRx/hv//+E39euHAh/v77b4k2M2fOxP79jRGtv/76K7766iul7NTV1ZVwKKWkpMDe3l6pMV4FRdVEISEhGDp0qPizra0tkpKSJGoKtBZlUnh4OKZMmSKR3kRFTRVzvhqPqYtGiB2N/y1UlcjTDzRExdIdS5XVBbgZtQF29u0wcuRI1tpZrYmQkBAMHjwYa9euVbjP0qVLcefOHYwZM0Zqn1AoRHFxMbKzs5GTk4OCggK8fPkSxsbG6NatG9q2bYs2bdqgTZs2MDQ0hKGhIWJjY3Hjxg1Mnz6dLHa1QjIyMlBZWYnOnTu3tCkEQquB1MN4NygsLMTp06fRpUsXHDp0CEs/YlfpcimTAGDDruEwNTUVP8PKysqwcOFCXLx4EX379oW7u7tCQRj19fWora2Vin7Oy8tDTGwMYuPjYdDOBNrdRsIpzwAPE/ejjbEuxgaORps2bRAfH4+QkEv4YvlYLFg8HE+rGxfrqPpIQGP6IQoqcpwOXdVDH+PTyQ2LIpuDJRVM8RfuYIydKqbP6CcxPj0Qh4pg33t6hvg80utvUOohevQ71YctBVNSgIW4NhO9LhOVeomq53FlUQk+ncwDr64KCclnUFiahJLyTKirq6O2thbt2rXDypUrER8fj8OHD8PZ2RkDBgyAoaGh1DloDVy5cgV2dnZYuXIlBg8ejEWLFsntIxQKsXnzVvR0ngFri57i6wcAguxi7Dt8F0fOPcKjh89hbW0JW1t7dOzoCCsrK1LPoYnweDzExsaiT58+LW3KO0FERAT09fVx7Nixljal2Xn58iUGDhwIIyMjDB8+XKmgPWUQiUQ4eeI0SotUMPn4l7gX2bCgTVcXMVO2s41xMfQb6PT2RfvB09HpXpFUG7rqif4d39NUG7+vP4U58wbDxNRAwskizznB1o6uZKLG4qoVpNKjl9iJRSmjRLEPWZ0H2l9+AKAxbV1xfinOH7yNM3tvQkdbB716eqBr167imksCgQBbt++EUb9p2P1Hd4k5mDbSlVfMY2FTaNFhU7zIqp/E3C/rHHOlmuNyzNVuOCI+T2znXdaY8vZTbdgcQPJQZBxZyiNFHWVc553NiVShpyX13pXxXTlCXu5HSUKYxPaBAwfi4MGDrToYmUB41yHOJIJS2NraSjgTzM3NkZvL/hLFxo4dOzB//nzx5/79++PGjRsSbT799FNs2bJF/Pmrr77Cr7/+qvAclZWVUgsMxcXFbzQ1hTIOoEGDBuH69eviz7///ju+/PLLJo31OhCJRNiyZQu++OILCTWSrrEhPlk1Ho5dbMXbzq1XxegVDS+T9/IaIldi4ozh1r1hEaN4jxAl5S/xKPEwuvfogh49erR6x0hVVZU4anrlypUK9/v444+hp6cHc3NzlJeXo6ysDJWVlaiqqkJ+fj7U1NTQqVMn9OjRA126dEHnzp1hamoqc7ykpCQEBQVhwIABsLOza45DIzQTpaWlyMnJgaura0ubQiC0GgoKClBXVwcrK6uWNoXwCjx//hwRERGYM2cOPvzwQ6iqqmLtsousbdf+PqLx3yxt6Pujo6OxevVqGBsbw8vLSyKIRhZCoRBJSUmIjY2FQCDAqFGjoKmpiefPn+NJ8gtUVlbCd1AX6Hl4wNjGAjFxxrB9VAShkI/kjFvIyLkPN7fuSHgch19+n4VuPRqepc9KGxc6XNo02vHvM8nI177mfIn9zL70MX5f1ZCWbtk6DXG7e3nqeHEvGn4Wqhg2wl1i/Ji4xndU20dF4vNFnUeTIFWxDefWN/w7w91Uqg/VrnhPo4Msw90UmyaVSxxTTJwxFg1uCPL5+2qDI2vTpHL8vqoetbxy3E/Yh5raUvj6+aJjx44QCoV4/vw5cnNzcfDgQZSVlWHXrl04d+4cPDw84OTUsOhUXV2NwsJClJeXw9HRUaqG6ZvixYsXiIiIwLFjxxAXF4ft27dj8ODBnH1EIhEqKioQHR2NovxaeHb/SHz9AECvpuGaVulooLqKh5hHKYgIe4aIsCSUl9XC0sYaWpqaqK2rQW0tD9VVtVBVFcLczByWFhawtLSEgYFBq3/vbQni4+PRuXPn1+YceJ8oLi4WZzVojZk5XpXy8nJ8/vnnqKysRL9+/V5bQGJ9fT0uXrgE3Q7t0Hf+RMQmmABo/K4FGr+D6dsoKqryERX/L4yNTVDGF8ByyEx0ypIuF2ASpCr+vqZ/z3fUU8fBfbcw9cMAGAsll+tEyU9YbVZxcpXZjtpXpaMh/i6j76+Laljf0exjI27/iNdgl7uWqrg91Y6O1vQhACBuDwACvgCxkc9w41QUMp7nwdSkLerr61FXx0N1TTU025ih44xV4ucQNQfTxiqdhuurGxcndSyi5CcSx8WEGoO+n76NDnO/rHPMPH7qfNHtYoN3MER8ntjOu6wx5e2n2lDb2NrLQpFxmG0o6NeAaz/XeadfM/r1Zr57Ff0nQIxqAnJDT0ukvWvfvj2OHTtGUmkTCC0EcSYRlILp+HBzc0N0dLTC/c+fP4/Ro0eLP3fv3h2xsbESbTZt2oTPPvtM/Hny5Mk4evSownMwi32bmJigqEj6Je91oowD6OHDh/Dw8BBLwU1MTJCSkiJOCdiSzqSqqirMmzcPhw8fltju08cJX62ZhFw0OIwox1HxHqHE4gYg+YKdlReLxBcX4R/g+0ZqIbwKdXV1iI+Px+PHjzFy5EgsWLAAbdq0Uajvt1+ew5XQHyGCCLo6RtDVMYavf0OOfmtrazg6OqJ9+/ZyFxRKS0sREhKCM2fOIDMzEx07dkS3bt3eyR+HbyvV1dVISkp6KxyjBMKbJDY2Ft27dyd/Fy2MQCCAiopKk1QTERERyM7Oxvr169G9e3cpBxHdOSSxnaNdfX09tm7dilOnTsHT0xOOjo5S/cvLy3H27Hmoq6vDwMAIRkb60NfXQ1LSC0CkCePBE6H58DHScyLAF9bDopMDRo1xQ1cPJ6hrNC5Gu7TREi9K9DXnIz05B/v+OAPTrp3QY8IgcTu6k4jubKGgAmI+tRWKF06qu3eXaE/v49a9BH3NG4JvKEfNosEFcGmjhcsXHyG3uh7eg9zE704A8JFLo92Ug+rcelWpc7x22UVx0A59bPpY1HjUONQ+yib6NvpxUg6nZ6U8nPkFyMqLQVpRKAR1dbCztkVmZjYEfKCfx9IGW34fgZiYGKxZswYCgQBVVVXg8/lwcHBAmzZtEBcXB09PTzg4OLyx74H6+npERUUh5cVLuHWaCBMjOzzPuAMNvTzWBafq6mqkpaWhoCAHOdl5EIr4cOhgjl49OuCTjwZwzkXdCyIR8DK/ApFPclHPF8JIXwsmzo4wbqMLgVCE2IR0RD5MQ1xiBtTU1dHewhLm5pawsLCAkZER+Y4EUFFRgfz8fHTs2LGlTXknuHXrFjw8PPD555+3tCmvBR6PhxUrVqCkpAS+vr6vbZ66ujpcunhZ7FBSUW34W6U764HGZxz92ZeZG4PiqkcYOmwwnj59ikePHmHixIl42KYnOsQ2fNdSziO2YAIAGLioGjfPRmHpgkHiuenODi7nBfX9pOLkKuVo0aupl3ICqDi5SvQBJBf7KWcO9eyj20Jvq1dTL/439QzKTi9AfnYRdHS10clCH/r6OihU1UB3S8ngXzaHgyxnBQXdHmo+6nlOt4Xt2NnOn7z5uJwo9PG4xlHG4cMG3eFHzfMqY8pyGFFwOSnZ2rE5Mdlgcxo+K+WxBu3cy1NHYWoWYncHIye7Mc2uuro6Nm7ciMWLF5NnKYHwhlGX34RAaKRLly4SziRFIknpMNvX1tZKtWFG9z9//lypOVJSUiQ+t/a0U7169cKkSZMQHBwMoCGi7JdffsG6deta1K6kpCSMHz8ejx8/Fm9TVVXBD19PxML/jUdMMQ9t0JDKztK0IaVKcaAF6G4O59u5gHGDU+xJSgiev7yGoNkzmxSpXlFRAVVVVejpSUd1NSdCoRDR0dEIDQ2Fj48PDh06pFTNj1mB+9HOxAkTh26CpoYu1NQ08NuOoYiJiUFKSgpevHiBu3fvIiUlBXw+HwMGDMCgQYNgb2+PmpoaVFdXo6CgAIcOHUJISAg6duyInj17YsqUKVBXJ1/ZrYm6ujrcu3cPw4YNI9G0BAKN8vJyWFlZwdrauqVNeW+pqKjA/fv38fDhQ/B4PJiZmcHY2Bj6+vowMjKCu7u7QqoRPz8/zJ49G6qqqmhr/FRin4eHB2sfWe0SExMxefJk1NfXY/78+RJ1NOnExMTAxqIPHG0CUFGdj8qqfJQVFKC742R0sPJCct/2cKr3gI1FLzh/Yw990zYYYSO9COXeVgeX1BocKJ1s6tHJzQFDJ/UVp+Cl6ERLX0e1f17amHbOsnND5LSHswAitYZFjMrejhLt6X0sOxeg0//bo/+sIYVcJzcDuLfVwdMnmVCpqEMnNwek0Ozo1bPx+a7y/6nzwo1Vpc5xW+On6OQmlBo7hXFMvXqqi8eh9nWinSNqG/04e/UuEc8fbqKKdiaOGLpyMnITU+CcBdy9XI12bTtBVaVhAdTDwwMeHh6YPn06rl27BhcXFzg5OYkdl9evX8ekSZNgYWEBZ2dnvG7y8vJw/vx59OzZE13tFkFbs2GhsrA0BVWCPIl3z7q6OoSHhyEiMgI9fVyx+CMf9PPtjM6d2ivseKXuBQDo42qBCQHcKY9KtTVwIjQJMeFP8Sj0CS6HRAMiwMrSDm49u8HFxeW9XgwrLCxUKNCKIJ+RI0dix44dWLNmzRv522sJJk6ciMOHD7929fNHc2bjwP5DeHTkMkas/QSq6mpQNZZUTmz56Sn2np6BC7c9xKlJ6+qrUVD+ADY2NrCxsYGHhwcuXbqEzJIbUJm6HL3SjIEzDent6N/DxbaNqfNiDwEffm2Okxcf4OdVgeI2BlU8wN2BtYaPmP/fD5RAxbWXdL0h8X6KEqhMGdnYh5lCrrdjQ7q5unxU0hzzstLJVehpoRcaUrx2cpMMIKWet48Ka6RSx0qlRJOykwHNHmo++hystZbo54Z5/uTNR/VhbUcbj2ucThZKpaSTIrPi/1PQ0a7Zq4wpHk8WjPMk89jYzg3LOabBTGtIXUP6fdELQKfCGlx82RFO/r2QsmkHLpx7AADg8/lYsmQJwsPDsXPnzte+TkQgEBohyiSCUuzevRtz584Vf3ZxccHTp085ekhy7NgxTJ48WfzZ29sbYWGSOVBzcnLQvn178Wd1dXWUlZVBV1dXoTlWrlyJ9evXiz8vWLAA//zzj8I2NgfKqomeP3+Ozp07o76+4Ye+jo4Onj9/LvWj6k0pk06dOoVZs2ZJ1MfSNTbEqO8XYefHblK5jOk1A6hc/kBjPum80NMovXUY06dPR9u2bRW2g0qr8uBBNJKTn8Hf3w/9+/d/pWPj4vnz57h58yZMTEywadMm9OvXT2L/rMD9rPUI6AgE9SguS8fgcW1w9+5dREVFIT8/H9bW1jAyMoK+vj7atGkDY2NjiEQipKenIzs7GxUVFdDU1IS6ujo0NTXRoUMHokJqxQiFQty5cwfe3t5KO9UJhHedyMhIuLu7t/p6eK2R2tpacWpU6v/V1dWor6+HlpYWNDU1oaOjAx0dHejq6kr8X0dHByUlJYiKikJ8fDzGjRuHVatWwdLSEqmpqUhNTcUva48j9tkpzJo1A7a2tpy28Hg87N61B+bGvdDTtfHdjV4biQ5bnSSgIX2Y55AKrFixAr6+vvD09JS5YF9SUoKtW7dh7IDfoKvdRmKfrCLoq//fEcNcRGJuo95dViQ1jsOsV8H2bKfPu7qnZFDHo8Iacc0hqjbkCJt6KYdVaJgZwoJysfdQKGq01TF9Rj+Jdyf6whdlH90W6pzT30MoB9qqo+0l6lJy2UyvmUTZTI3DtvhGP3/Uv/u1nyV1jtgQiUSwsrLC6NGjJd7rXwfZ2dnYvftf9HAZj99DhkNFRUVsc3lJJSb3/gKzgz5CYWEh0jNSkZyUBI+e9vjjp6no3KlxMZq+6KjP+H3CtSCmCPTC7hV6WhCJRMiKTsXN0Cf4ddMlqGvqon//QbCx4Y4Sf1fJyMgAALnfSwTFuHXrFrS0tHD58uWWNuW1sHDhQjx79gz+/v6vfS4ej9eQJaW+HXzc5kNVVU1uzaTK6kKcv/0/rFq1QvxbXiQSITo6GiFXrqGDlTf05yyGuo4e1k3JlqqF5+dTIP4+LypNQ2l5Jn487yNRw4iiqd9N9IV85nZAspYNsx19G/XMoj9rZNUnUgb6MVIOI4MqnlQ9JzabFYGrD/37mtu5BIXayaszxOYIyoiQDiK19eJLbWtKzSSqH9MutntJkeOn+lJt6deLgv5ewXQi/hjNl7h/qLqT1N8DVeMRANxMtPDnhrP4/tsjENFSQHbp0gUnT558Zx3oBEJrg4S5E5Ri+PCGH2iUDzIlJQW1tbXQ1tZWqH9CQoLEZ7aoZUtLS3Tv3h1x/y+n5vP5uHv3LoYMGaLQHLdu3ZKyubXj6OiIefPmYevWrQCAmpoarF27Fjt27HijdvD5fHz99ddSNaosu3TE2HWfYf1Qc+UdSXfPouTmIaUcSaWlpYiJiUF8fDyEfE04WPtDTe3Fa6tJk5eXh5s3b6K0tBS//vorpk+fLrXQpYgjqbK6ENfC10FXXw15B9rDwsICI0aMgLm5uUzlCknp8XYSHh4Od3d34kgiEBhQQRHEkcRNZmYmXrx4gaqqKlRWVqK8vBzFxcWora2FmZkZrKysYGtri169esHOzg6GhoYoKSlBYWEh8vPzUVBQgIyMDBQXF6OkpASlpaXg8XjQ09PDvHnzcOLECYl3LFNTU/Tu3RuHd2Tg8fOzrNHcIpEIlZWVKCoqQnFxMYqLi6GppYn4pPOwtfSAaRt7pY9TIKhDVPxeXIl4hhkzZsDCwkJm26qqKgQfPQGXDgOlHEmEt5OKigqp3whZWVkoKCiAm5tbs81jamoKx45OSMkMRerTbnBwbXTIGBrrw3dYL+zevQvuvZ0wZER3/PbXRPi7tGw9NxUVFbi6WMHVxQpzZ/bDXwfvYN2PwbCyskH/fgOUCr56F7CxsUFYWBhxJjUTPj4+2L59Oy5fvoxhw4a1tDnNzrNnz95YPWQtLS1MmTIF+/cdRFjMNvi4LZDbR0/HBEKBQKKWs4qKCtzd3eHk5ITLl0OQ8MtsWI/9BKLJ3Ivfpm06gFdXicgbcQgY6dYch0QAu2qJjeZyKHGhNchJyhlk68WXcihlRKhLOZR415LlKItkw6luawLUOdAPC5NQsAHSgSpcDqXNwVr4dDIPzrdzkRRggVVH24sdSjHFPHzxVSDce3XE1GmbUF3SkDby8ePH6N27N/bu3Ytx48Y12zERCAR2iDOJoBTt27eXUBPV19fj+vXrGDlypEL9mdFRfn5+rO3GjRsndiYBwH///aeQM+np06eIjIwUf9bT01PYCdXSfPvtt9i7dy+qqqoAAP/++y++/PLLNzZ/Xl4epk6dips3b0psd5swCP0/+xBrPXUUdiSJx7x3DiU3DmD69OkwMzOT2k9HIBAgKSkJ8fHxSE1NxYQJE/DTTz9h2/rnyMh5ABNjU85FKEXh8/nIy8tDZmYm8vLykJWVhcrKSqxcuRJffvkla9ofWdHWdBocST+jl0c3BAQEvLKdhNZLTEwMHB0dYWho2NKmEAitjidPnrw2x/+7QG1tLW7evImnT59i2rRpcHBwEKfBsbGxgaWlZZNTmtbUNDyTudLXZeXHwdDQEPfv30dVVRV4PJ5YDZWXlwehUAh7e3s4OzvDz88PoqpCdLO3gImRndL2VNcU4/bDv2BgpI7Zs2dz2lVWVoYjR47ASNdVQgVFeHtRUVGBl5cXMjIyYGJi0lAH8vpNPH/xHKqChsC0+/fvY+DAgeLAmpcvX8LS0hKqqqrIyMhAYmIiampqMGHCBM65tLS08MHUyYiKisLisT/hh91L4D6ucYFs+caP8NXvs+FtQ0ut2AyR882FpqY6FiwejmkzA7DiuxPY/e8udOnWHf38/N8bhbqKigoMDQ1RVlYmMwUmQXE0NTUxYMAAjB49GhYWFnBwcICTkxNcXFzQqVMnjBw5skm19FoLKSkpUhkkXidaWlqYMXM6Dh44gqOXF8Akwhoqzq4osOsMr4pOUFOVfG6rqKjCyNAcRUVFYmcShYGBASZNmoAXL17g7IWdmBhlg03/TUXIrxbixfPQMDP4rWpUJ7Vv1xXn/7gH03apmONhL+G4aKpDgFrcZypzqO3UPrZ29G3rnQVYkaQm4QyQpXpSBvoxUs6JCj0tBKBBnXS7RihWJzFtftVzQM1NnVt5jiJ57RQZpzkcSsqok6g+lG3046WjqJOMeYz6YWGo8PGRum8o1TDdobS6pzp+jOYr7FB6VFiDfgO64cGDXzBwzAbkPH4BoCGAZfz48Vi+fDl++uknUiKAQHiNkDR3BKXZtWsX5s2bJ/48YMAAiTpKsggNDZWQoquqqiIpKYlVmZGcnAxXV1cIBA0vUJqamkhISICTE3fUxezZs7Fnzx6Jz//++69c25qbpqam+/bbb/HDDz+IP48bNw6nTp1q0ljKEB4ejokTJyI7u1FCrKWtiS9/DULmdenCprO3NsjL3dvqSMmQKVn+i4xQRD87jKCgmWjXrp3MuYuLi/Hw4SPERMdCW6sNHG36w97aB2mDGvIrW19+ggt3vsHYwBHo1KnTKx1nZmYmTp8+DW1tbXh7e8PX1xfe3t7o0aMHNDU1JZxGlAqJerkB2FPOAA0vLl26dIGjoyNxJL3jvHjxAiKRiLVoPIHwviMSiRAWFoa+ffu2tCmtkqdPnyIkJAT9+/fH33//jeXzQ155TOrZG750sEKBD6mZ4UjPCYOWpiG0NAyhrWUEbU0D6Ggbw1DfArrabaCiwr3ASH/+0eekp/3JL0rCnYeb0NvDDf369eNctCwsLMTBQwcw8kM/JNtJF1FmSx/HTG0nj1VH2+PKooYaN/RUb9TCBDNVHTUfAImUdfR5mans1jsLWNPDUTwqrMHl4FAAwLDJfhIpeijkpRNii+pl7mMeI/2YAMl3GWbKPKAxdZDPHgtxCifqvY8KHJKV6pDJ+vXr8fPPP8PIyAjFxcWws/RFN6excJ/+HCtn/AE9q46oK8rBiKGDUVlZidu3b6Nt27bg8/nQ1tZGdXU1OnXqhMGDBys0X0pKCk6cPI4t577G9uiGelN+PgVS6QnpEdLU+btdI5Q6p3To55frGtFhpg5iu5Zs42VlF+Obn0/i2Oko9PH0gpfX+5FSt76+Ho8ePYKnp2dLm/LOUFtbi5KSErGKtaKiAmlpaRg+fDh279791jqUFi5ciH379qFPnz7w9PRUOEvKqyISiVBRUYHc3Fzk5OQg6dkLVFbUwr3zdFibu4mfXxk5DxEeswMzZ33IWdepvr4eoaH3EBERic4Ow9F/xxioa0o+c6jf2gDw+PklrNrvifEdTKTGotK/sdUkoqftZDoL6N99VDsqHSfAne6O2k5vB0h/9ynj8OJKP0ffxzYH2zEyz4uizqamqIwoZw5dKaSog4eero4txR0TtpR3is7BBts1p8N2PrjS4knV3WKMS10XOpsPxSMlLAYG5qYwMDeBm6kQd5+Voyq/BPy6evRbMg2RsbbidxPzVWrg19UjZfc+nNl7Q2Ks/v374/DhwzA3N5d5zAQCoem8nW8PhBZl9uzZElHHN27cwMaNGzn75OfnY/bs2RLbJk+eLDPFl5OTE2bNaszJXldXh6CgINTW1sqc48yZMxKOJE1NTaxZs4bTrtbGV199JaHgoTuSXgcikQhbtmxBQECAhCPJqoM5/j73TZMdSQBQwyuBrq6elHpDJBKhtLQUcXFxOHz4MLb9swMF2ero57EMI/1/gov9ILEjyfFmFkKjt8CtZ9dXciSJRCJERkbiyJEj2LhxI16+fIng4GAsWbIEHh4er+RIAhp+qOXm5sLExAQnT54UO0EJ7xb5+fkoLy8njiQCQQZZWVms6WvfdyoqKnDy5EncunULe/fuxfHjx1vsx629tTf6eXwJ7x7z4N55Cjp3HAYHm76wNOsMPR0TuY4kRUhKu4GbURswYuQQDBgwgHOxMjs7G/v378fUJcMxZ8UEKUcS4e1myZIlCAkJwbFjx/Ds2TP07jIdWpr66NO/O5aum4mO01fC5ZNfce/ePSQmJuLp06f4+++/cebMGdy4cQM1NTXw9vZWaK6ioiIEHz+J/22Zhw7OLZvC7lWxam+Cf7fMReS1NahGCTZs3IAD+w8jKioKJSUlLW3ea0NDQwMikQh8vvKLpAR2tLW1YWlpiS5dusDX1xfDhw/HrFmzcP36dXzyySd4W+OKt27divDwcBgYGGDLli24c+cO5zpBc0Ep6JydnREQEIC582ZjyLAAPHyyB9cj16OkPBPxSacRGb8LH0ydzOlIAhru+QED+uHjj+egtCYWZ4K+R8bDxxJtNgc3Lsa7OgzB+YO3EFIsfaxUIAA9yIL6Nz3lGNMpEKCjKtVOFPtQyvEtKy0cm4OcrRaPos4ZtvHY9nHV+6HPxTwviqS2Y46nKGz1ixRNQUd3RCniKFLE4SRrDjbYrjkdRespMa8LW90kAKwBNR1VivH4Qihqo9Pw4vhtHN8WitoHL2BYWIeimOeIOXUdfj4FjeUU1gmgrqkB50/m4H+bPoaWtqZ4rJs3b8Ld3R3h4eEyj5lAIDQdokwiNImrV69i2LBhEAobIwqWLFmCtWvXSuUvvnbtGj755BM8f/5cvM3Y2BgPHz6Evb3s/PuZmZno3r27xI+mvn37YteuXRKOBR6Phx07duDLL78U12oAgFWrVuHnn39+peNsKk1VJgHApk2b8Nlnn7Hua05lUk1NDT7++GMcOHBAYruNhTsC9y+AtoGeeNuvntOwPPIQAMnoVSoql62GkEgkQljMdghUctGlqyvy8vKRm1OAgoJciESAqbEddPqNhGdVJ2ioa4tfCoDGYqaPEo+grCYRQbNnyKw5JI/a2lpcvHgR1dXVOH36NLp06SKxn3IiUU4yuoSanrpPXhSutbU1srKyAABr1qwhC2LvGFVVVYiOjkbfvn3JtSUQZHDv3j34+PiQv5H/hyq2ffPmTUyfPh1lGT2hoSGd6k1RlQcT6vlFBUBQ/Oo5TaqNLLiKiLMpkKhtbONu2jsGX375Jc6cOYOJEyfKTU0rFAqxceNGbN68GR2GSN8z1DsGmyIJkF5woi90UYEgVH82Lr7UYH1/YVPrUMolehFoJgE6qnIXvw7uvwUAmD6jn8Q+NtgihOnjM1VZATqqrJHp1LsMve4jU2k0e6tQplIKAGtgDRuK3svMezdtTTEAQEe7Mb2Z97AqbN++HYGBgXLHKygowJFjwZg4rz8+WDhC4tpS9zilTANkn1M6sq4N1Z4r0p+tPf16sRWO55o3J7cUp+8m4vyZh7h1Mx66ujpQhRZUVdWgp68FNTU1qKmpQUtLC9ra2tDS0oKTkxNsbGykxmrtlJaWIjMzE127dm1pU95pqqurcejQIYwePRp///33W/3cjomJwddff43Q0FB4enrCw8PjjSv56uvrERERgbCwMJiYmGDChAkwMZFWD3EhEokQHx+PGzduwNTQFb06fwi7tW0QGtYQaEo9p+vqa/DS+iq8g8bim16Ni+eKqIbYnpd0NRKnfSxOG7bx5Cl/uObleoayHQ9d8cR0bMg6HkXtZHOUMJ0xyjiKFHU0MeegO43CbkiuA/kM0Bc7nqh2tl581rmYKFNnSRHHGpfalq3dj9F8qXcKgZCPMzeWYfyEUXBwcJDYl5GRgeBTJzDvzF/Y0FUVK5Ika1mbr1LD05WpuHV/Myqq8sT9NDQ08Ndff+GTTz6RewwEAkFxiDKJ0CQGDx6Mv/76S2Lbpk2bYG5uDn9/f0ydOhWBgYHo0KEDBg8eLOFI0tTUxOHDhzkdSUDD4vzJkyehqdn4knTv3j107twZHh4emDJlCoYNGwYbGxssWbJEwpE0atQoiXRxbxMLFiyQe25elczMTPj5+Uk4klRUVdDTdRKmnFz6yo4k4P9z5feYCw0VKyTG5UNQZQdn63EYGfAzpgzfDruVm+HLc5PpSMrIeYiUrDuYNHl8kx1JOTk5+O+//+Dq6oro6OjX5kgKCQlBZWUlBg0aRBxJ7yB8Ph9RUVHw9vYm15ZAkEFlZSX09PTI38j/U1RUhMOHDyMxMRGXL1/GP//8w+pIelup4ZUjPTsKMU9O4Nb9jTh1fSlMTU0RHh6Ojz76SKEah3V1daiqqsL06dPfgMWE1oyOtpGEIwlouD80NDRk9GigsrIS585dwK7//kXnwH6YNH8oHtxJwJUftuNG1K+IjNuDotg7r9P0N4KlRRt8OKs/jpxchrOJW7Du4Ofo5ToPPZxmYtu2bfjzzz+xbt06fP7555gwYQLc3Nxw9OhRFBUVtbTpStOmTRuUlZW1tBnvPLq6upg6dSrOnj2Lzz777K1VKAGAm5sbLly4gJs3b0IkEmH37t3Iycl5ozZoaGjAz88PS5YsQVBQkNKOJKDht3P37t0xf/58mJjzce7WSkQuvgdf73wAjY5xTQ0dtEvxRvSJaxKBE4qohpj1awBJ1RKnfSxOG7YUePKUP8x52cajw+akoLbRFU9Mh4csJZSidrI5UJgOGGVS2CmaAo85B12l5DNAsoZe2I1KCScS0OBUYpuLiTL1lRRRlSkSpEFvt7qnulQwlJqqOjp3HIVbt0Kl+tna2qKNXhs8vhiKFUlqWO/c6EQCGtakOv1ij5EBa2Fj4S7uV19fj4ULF2LBggWoq6uTexwEAkExiDKJ8Er8888/WLZsGaqrqxVqb25ujpMnT8JHwZcWALh48SKCgoJQUFAgvzGAqVOnYufOndDT05Pf+DXxKsokADh48CA+/PBDqe3NoUy6d+8eJkyYgLy8xogNIxMDfLP1E8Qd5o4CpEcwc0UzK0NNbSky82KRW/gY3Z0DYWTQHhVVebge9QPGjRvXJMeaSCTCo0ePcOPGDfz2229YsGCB1AInW0Q3M4oVAC7N9sDFixdx/Phx9OrVC19//bXEPL/88gvWrVuH0aNHw9nZWWlbCa0bkUiE0NBQeHh4cBaPJxDed6KiouDm5iYRAPI+IhAIxNHJjjaD0dVxNNTUuBfEmew9PUOh+kcU9GcWBf05Hb5UsXozbMiy42LoNzAyVoe5uTnatWsHc3NzmJmZKVXsuK6uDrt370ZlZSV8fX1RnNUWtu094PB9Y7pfesQpIJl+lqk4otcnomBTKF18qSHVl76NUo1QKp+LLzWkau7QYavbRFee0MeJv3AHPUz4GDbZj3Vceo0LedBr/bDNS99HD5ChQz+v1JhUtC8VDU9PYUyHed/R3we5gnDo71/M46dHKnf3y8exY8cwfPhwqTFKSkrw6NFDPHr0EIETPPHt9x9gyfQMPHxyEHxBJXq4dYWpqSnKyspw//4j+I/ugeMbZkJTU128KFZJKwwuazGSi6bWBFGkvoi8uYCGmlYUbH/jP/30E7Zt24ZZs2bJdcq1NlJSUqCtrY327du3tCnvPJWVlTh06BCGDx+O7du3NzmAr7UgEonEGUv69euH3r17v7VBLikpKbh06RL69OkDHf5Q6Gq3AdD43dvmVCheOACmPfzEtfFW91SX+l4DpOvXsH3/0GE6jmR9X7LVvWEqidnqGykKfX4mssZlUy8xj4u5ndony2nCto+uNpIH07nDpk7iso3ZRxbKqI1eFXnKLy7FG93ZRK8JBgACQR1uRa+Bm5sbPDw8JPYlJSXh/Lmr6O+xDIWlKSgpT4dIJACgAhWogNenG3b93hVCoRBHtl7E7vUnIBQ2Lnf7+vq2aKppAuFdgiiTCK/EJ598gri4OHz44YcwMDCQ2c7CwgJr167Fs2fPlHIkAcCIESOQkJCABQsWSKXQo+Pl5YXjx4/j0KFDLepIag6mTZsGNze3Zh93165d6N+/v4QjybGLLbZdWvNGHUm1vHLEJ53FpdBvcOzKEoTH7AZfUAtdHVMIBPVIzt0LDw+PJjmS6urqcP78ecTExODOnTv45JNPlHYkCXg1yA09DfWT38Pc3Bzff/897t27JxHNUlFRgcDAQPz9998ICgoijqR3lIcPH6JLly7EkUQgcCAQCCAQCN57R1J2djb27NmDkpISREVFoYfLeKUdSW8DvLpKlJRlYcqUKRgyZAjc3NxgaWmplCMJaFCqf/LJJ5g7dy60tLSQVXQLsc9OvCarCW8T5ZW52Ldvn9SzNy8vDwcPHsH2Hdtg56CBG/d+xKZ/PsbSxbsRGr0ZXj7d8OmShejfvz+6d+8OPz8/jBkzEucP3sLdiKQWOpqWYdWqVejcuTNCQkJa2hSlsbe3R2pqakub8V6gr6+PDz/8ENevX8ekSZPA43Gn/mrtqKioYP78+eI6bKdPn34jtZReBw4ODpg3bx5KSkpw/tYqPM+4A5FIJP793c7ECe0TS1CR9kTs/AckVTsUzPo1bPWN6HA5aeiOJrb0qFRgBhXMwVbfSFGofvS0onR75KmlmMcgy7FE7eNy6DP30dVG8mA6kdjUSVy2MfvIQhm10asiT/nFpjxjtgEka4IBgJqaJno5L0ZYWBji4+Ml9jk5OcGojTauhH2HvLJbaNu+GpZ2AljY1qOdDQ/553chaP5dqKqqYtriUVi3/wvoG+mK+9+9exceHh549OhR0w6aQCCIIcokQrNRU1ODe/fuITMzE7m5udDU1ISZmRl69OiB7t27N8scdXV1uHfvHtLT05Gbmws9PT1YWVmhZ8+erz013NtMfX09li5dir///ltiewcrT/xz+yNo6zQ8xOWlrmPCjEpli14VCvmo4ZWjllcOXl0FXuY9wsvccDg7O0NTUxMJCQn49NNP8fPPP0NVVRXr16/Hrl27MG3aNM6i3WwUFBTg1KlTcHd3x/79+9GmTRvxvlmB+8Xp7CioGggUIpEIn1kWYenSpTA2NoarqyucnJygq6uLHTt24PDhw/D398fTp08xatQoGBgYYMSIEe/9Auq7yrNnz6ClpYUOHTq0tCkEQqvmyZMnaNeuHUxNTVvalBahrq4OoaGhiIp8gB4uE+FiPxAqKrKVIPTnJFcNIqDhOato4Aaz1g+lRmmKQomyh+pLPd/r6qtRJjqD9PR0TJ48WeHxFOH0ubNo49MJa1YOEb+PUPxSEwVAcoGFUtAAjcfMpuqhlENsdZeG/t0QpLRuSrZEnSFAsgYSmxqK2d69rY7UIhZdaTN7qxCXg0NhZ6AprpnEtJFuP30b3SZqfGY6IHptHjaFEvXOQ91Pe0/PgPcfV8XHT50j+qIkAIQFNd5/zPMRGmYmHo9eh4nrnmOmTv5voapEmprnGXcQl3wEnp6e8PHxkVBKBAcfgm+AA/63ZhKMjRvS/QgEQrg6LMKggcPh5CS52BYXF4eQkEv4/a/ZmPphgITyS169DArmoirbuZe3CMgGW/Q211xci7B9o0cCaDjfopKGv90VSWqoKavEnvGrMGCgL9zd3WX2b408evQInTp1gq6urvzGhFeGx+Ph5MmTsLS0RHBwMJKTk/HgwQOEhYUhLS0Nffv2xaBBg+Dr68sZQNqaqKiowNy5c3H79m1MmDAB7dq1a2mTmkxGRgYuXryIzp07o43aKOjrtgXQ8IzODT0D98qO0Ndti6QACwmVEsBeX4irbpCyDh+6aogt7R3b2GwOHuZ3J9v3H10NxOWgkqcyYs4tCzaFFgWbg0tRRRcXbMoqRWo10dtof/mB1H5F5lfm2nOlFZSnRgIk62zR33eo94vHy5NwPfI3TJw4TuLZLhAIoKqqyqo4LCoqwoEDB+BoNQKuHYciKcACNQVZSNv8NcoqG2teamtr499//8XUqVMVPl4CgSAJUSYRmg0dHR0MGjQIQUFBWLlyJb744gvMmDGj2RxJQEMUa//+/cVzfPrppxg/fjxxJHFQUFCAIUOGMBxJDfWR/o1c8NocSXw+DwnJ53EsZDHO3VqJezF/ITHtKEzMqzFy5EhUV1cjIyMDe/fuxS+//AJVVVXk5eXhp59+wsCBA5VyJAmFQjx48AB79+7F0qVLcfbsWaUdSVXZKVA78R2++OILDBo0CB988AF69OgBXV1dVFZWIjs7G5s2bcL48ePRp08fODo6YuzYscSR9I6Sm5uL2tpa4kgiEBSgpKTkvXUkpaSkYNeuXdDR0cGofj+jk8NgmY6kt53SiixcCl2DvLw8BAYGNvv4efl5aOds1+zjEt4ORCIRUrMi8DDxIKZNmwY/Pz8JR1JJSQlevEjDF8vHih1JAKCmpooFi4YiLCxCrCAvKCjA4eCjuBt6HVdPLsfUDwPe+PG0BnSM9OHfawmuXb2Fc+fOKZyWvDXQuXNnJCYmtrQZ7w1aWlqYNGkSiouLYW5ujsmTJ2Pfvn0oKyuDnZ0doqKisHDhQpiamsLd3R0rVqxASEgIqqqqWtp0mRgYGODIkSNYsWIFgoODW7Wt8rC1tcWcOXPA5/NxNWINktNvA2gIDjDvOxpRqjHg83lwvp0rDgigK4MomAolNpRNRUeH7ghhq5vD5gCS5RSij0G1oauBuJwj8lRGzLllwZyD7kBiS73H1p5N0cUFm7JKkVpN9Da1G45I7Vdk/qakemXrK0+NBEg6C+nBOZQTtMuvzvBzX4zjx04iIyND3E9NTU1m6kpTU1NMnz4dyZkX8Cz1Gpxv50LHzApO//sb1hY9xe1qa2sxbdo0rFy5EgKBYmtfBAJBEqJMIhDeYWJjYzF27Fikp6eLt2mo6+DU6WMYObIhivFW9l7WXPrMVHbMz7JqOohEQvQPFGLFihVo27Yt/Pz8JHKeJyYm4tKlS/j222+xePFiaGtri/fNmTMH8fHxYtsUoaCgAJcvX4aGhgb27t2LPn36SLVhRt7So3OFQgHadozFzp074ePjA09PT6lUPfX19Xj06BFUVFSgpqYGS0tLksf9Haa6uhqPHj2Cr69vS5tCILR6ioqKkJ+fD1dX15Y25Y1SU1OD69evIyUlBV3sp6CDlRdUVFRYn5VNhatuEtu4t7L3iv/NfK6ztecaPynAQvzMdG+rg1vX4zB53B/o398fnp6ezV6DQiAQ4Od167Dg/BZM7KYtpaJh2gNI1iqiK3aAhkULqpYD1f7HaL64YDMzypi+aEVXijDHoCtbmLWS6DWQqEU8ugrKoIqHvYdCIXqZilnDukgsRNHHkjW+rH2KtKcfH2UbFQC0OVhLQmkEAFcWlUipodii2ik+ncyTUCYBDUol6jpeWVQicR7oYzwqrMHLF7lYNWk/KmtzMHbsKDg4OIjbZ2VlISIyHMnJyQicPQjb/5gptSiVJRAgaNpfePgwFTY2dkhKTsZXC4fgq09HwMBAsTS19EVAtvuD2Y4Ntvb0ftT5o99XspRHbEoltrnpke9UHSW60gwAasoqceXjA8jKj8bwEUPRtWvXt6KOzL179+Dj4/NW2PquIBKJwOfzZdbZqq2tRXp6OjIyMpCZmYmcnBz4+/vj448/xpgxY6ClJe1AaA18/PHHuHXrFj744IO3vi5UVlYW9u/fj8LCQiycfhIAUF9fgycpIejmPEb890JXFgPSzyMKNsWILLjqMLHB5lTSDwsTf1fSFSka3ze8wzCVR2x1mQJ0VFlrGFFwpYRTVGXKHFfRekTylD+KphVURCXUnLYpOmdTUFYRR7/2t8/fxy+f/YexY0ejU6dOCj0P8vPzceDAAVy+fBne3t4AGoKP16xZgx9//FGi7fDhw3Ho0CGJQGQCgSCfdzN0kkAg4NixY/Dx8ZFwJBnqWWCE/5pXdiQB7ItQldUFeJa7Fd988w1GjBiBKVOmSDhd6uvrcebMGaxcuRLLli2TcCTFxsYiODgYAQGKRY/y+Xzcvn0be/fuxUcffYS4uDilHUl8QR3uPNyEM2fOYP78+ejbty9rzQcNDQ14enqiT58+6NWrF3EkvcMIBAJERkbCy8urpU0hEN4KkpKS3ruacYmJidi+fTucnJyQlJQEe2vvd3qxUyQSYdnSvRgxYii8vLxey7EWFhZC11Afum3ejvRJhOahupqHneuOY/6wtXDsZIbFiz8RO5KeP3+O//bvxdFjh+E+yBFHon7H/K8nsY5jaKiLk+dXYeVfc6Dv7oA5xzbg+/9NUNiR9K6jY6QPb7d56NtzEaKionDs2DGUlZW1tFly6dChA9LS0lrajPcKFRUVmY4koCE9lIuLCwYPHozZs2fj888/h5aWFlauXAlzc3MsWLAAMTExb85gBdmyZQtMTExw+/btljbllbGysoKVlZVEPTQNDR10sPJCcvqtljOMoBCy0vIpsu1187rmVFYRR7UP0FFFwCgPePf4GJcv3sL2bbuQnJwMeXqIdu3aoXfv3ti4caN4m6qqKn744QcEBwdLpE+9dOkSPD098fTp0yYdG4HwvkKcSQTCO4ZQKMQ333yDyZMnS6SzsGrXHSMC1uD09RUAJCOYuWBzJLFRVJqG0JhfoKuri48++kgq9aBIJEJVVRUMDQ2xf/9+iZcAoVCIRYsWwcvLC/r6+lL9mPLjtLQ07Nq1CwKBANHR0fjf//7H+cOHgu5I4tVV4XrEehgY12Hq1KkwNDSU25/w7hMZGYnevXsrXUieQHgf4fP5UFVVfeujfBWlvLwcJ06cwN27d3H48GEcOnTovUjvF3r7MUqKqtCtW7fXNkdubi7MnGxf2/iE1kd1NQ+D/L7Bw2tJmDf3Y/Tv30/8Lpebm4vTp0/DeUI/BD/YiKAvA2FkIt/R6DmgO3znT4KeqdHrNf4txdKsC54+fYphw4Zhx44dyMzMbGmTOLGyskJ2drb8hoQWQ1dXFx4eHpg5cyY+/PBDJCYmwt/fHxMnTmxVjkBNTU38+eefeP78eUub0ix06NABv/32GxZ/3Un8m9pQ3xz6umbIzo8H0PjbnVkHD5BUE8mqv8cG24I/l4OATf1T6eMjVgDTlbX1384CAKk0dswagECDYoXp+KCrc9jSwLHZzTxWNmcKNS7XmGzjs6FsnSd5zp3mtE3ROZsK13lnm5t+/b896YbR/X5Bx/YjcPbMZezfv18i9R0b7u7uOH/+PPLy8iS2T5o0CWFhYbCza0yrnJSUBE9PT1y4cKFJx0YgvI+QNHcEwjtEVVUVZsyYgVOnTklsX7FiBX766SeoqamxKopeJQ0PAISEhGDixIkYOHAg3NzcJPYVFBTg7t27ePnyJXg8HubPn49vvvkGqampiIiIQEREBMzMzHDs2DHMmDFDwimUkZGBkJAQZGVlwdjYGG3atIGmpiZyc3Ph/ekUdBnhh5G2DalZ3Nvq4NPJjS+re0/PwK3svay1oH7+ewAGDBgAQ0NDDB8+/L1ZCCVwk5CQAGNjY1hZWbW0KQTCW0FCQgKsra3f+dQQIpEIjx49wtWQ67C37gu3TpOgod6grDVf1fD8oJ4xij5P5aWYA/6/FsL/j09Pn0Z/ntHnK68LxtC/jcV96XCluaOnraWenUBjurKLL7aip6UB+vbtq9CxKcqd26F48SINPB4PZeUlMPUNxP49gyXaXHypIT5eKo0affGJesbT0/cwU7ZRymR6Why2BR0q7Q61yHXHuadUCrkAHVWpgtFsUP0AySLaey8/Rq2TE6bP6CeRMo/Zlm4bWzo8evo6CrZaFcyUcmyLOFwLgXTY0sCt1GlQhIeGmUmcZyb0cybgC2BRV4uJ8/dBlFuOKRMnSdXJvHTlMvi2bfD7xoYi4tR1BoARNvUAGu/PzcHSi1IGVTylF+UUQdFURGy1NNhQ9NxTsBVml1Ug3qCKhxVJku+39O+Op6nXkF9+BzNnzlSqTumbJiYmBo6OjlLBZoTWS01NDe7du4fo6GjMnz8fK1asQLt27VraLKSmpsLNzQ1ffPFFS5vyytTW1uLevXtISEhA27ZtMX/+fMyYMQNffXwFSWk30eXrLqg/2HDOqfcIulOJ7ftaXro6JszvQ67+ssZgIi/1HFuqUAp6PSNA8bR3dOcWE961ZKm0e2zfu2ztlYU+JjN9HZujSZa99H6KzEXvx+z7KjWU5PVnS/nHlUbxUWEN/luoCoGQj+fptxHz7BgGDx6A3r17y5zjzJkzGDNmDNasWSOlqi8oKMDkyZNx69atxjlVVPD7779j6dKl73TGAQKhOWi9b44EAkEpsrOzERAQIOFI0tbWxqFDh/DLL7+8NkfS3r17MWHCBIwdO1bCkVRaWopz585hz549GDx4MGbMmIGJEyfi3r17sLS0xNChQ7Fs2TLs27cP//33HyZNmiR2JFVWVuLcuXM4efIkvv32W5SVleHevXvYtm0b/ve//2H64XXoOtK/SY6kzfvGYuDAgTA3N8fIkSOJI4kAoCH/uIqKCnEkEQhKUF5e/s47koqKinDo0CE8ffoU/ft8CY+uM8SOpPeBiqoClCXHwN3dvVnHzcnJwb2wcHQwH4HujjMwoM8KtB80tVnnILQejh+9hwG+32CS+1IMsZ8HT7dl4L0sxPixgRKOjKKiIpw8cRoxsbHoETigBS1+93G26w8tLS3Ex8e3tCmcuLq64smTJy1tBkEJdHR0MGjQIMydOxc3b96EtbU1HB0dMXfuXBw8eFCuouB1YWpqisrKSgiF0jV43ja0tbUxcOBALF68GB4eHti3bx/s7OxQUHcYWpoGeHo1HG2WNPw2pn4HU7WTgMZsHfR6RPIURkyYDgl5ziJ5ziZqDC61EFOtRA/qYDrxFVUq0Ws4MdEa5CSllGKrZ8fWXlnoYzIVR7JqLbHZS++nyFz0fsy+ytRQ4qoFJas9V9AH875yb6uD2VuFUFNVh4v9QAzx/h9u3QzD5cuXIRAIUFFRIZXNplevXli3bh00NDRgamqKjh07YsKECUhOToaZmRlCQkKwePHixjlFInz55Zf45JNPUF9fr/CxEwjvI0SZRCC8A8TGxmLUqFES6SqsrKxw9uzZZl8AohCJRPjpp5+wceNGTJo0SVxHqKKiAmFhYYiNjcWcOXOwfPlyTJ06FS9fvoStrS3at28Pa2trqKioYNeuXaitrUVQUBAsLCwgFArx4MEDhIaGYtKkSfj111+lUgjJc4jR9zMdZXw+H8OGDUNJSQlGjx5NIk4IABru2fj4ePgoGElMIBAaIvpKSkre2XpJAoEAERERCAsLg6P1IHR1GgM1NfZ0qsqok2YF7pdqTx+HUthQARJJARa4sqgEQKPihlJmUAETv3pOk3o2zt4qFEfsUmolQLZiid5/z38N/w+aDTx4fBA6hsUYPWakzGNqCgf2H4bl4B7wChqL1T3VpVQ+F19qSKixAHb1EQV1Ttzb6nAqhqgFKLqKg20BjFrMYs5NVxMxVT/0bfRx6Eqp/KgQfONbhlnT/CT6simSKOiR2FyKJFk2yJqHC3rUN/M4mfch1Y7Jo8IaVFXUYPmn+5H18AkGDxgIMzMzGBkZQUtLC+np6Xjy5Cn09HRhbGyM56kpePrkCXqMGwiPGaPw8ElH8f1K/c2MsKlnVaMxkaXYon+m3ydsSjI2FRBd9cO1DWi4bszC8fR52FRmilwneQXMmQt6zOtG/77IKXiM8Nh/8OmSRdDSkr/Q21KEhYXBy8urVSuoCLKpr69HdnY20tPTkZubi9TUVFhbW2P+/PmYOXMmzMyk07C9Dg4ePIjly5dj3rx57+RvwKqqKsTHxyMhIQFqamoQ1rWFf6+FeDHABoCkM4l6/6CU0OumZLOqSgF2tRAXbE6jH6P5WO8skNjP9QxVVLXCZiPb/LKUR2womm6Ofhy1G44AALS//EDK1tcBmwKKTZXElVaP3oZtP5s6ShZsai15Cl6mjWzXjX5Nmffg7RohSovKsXr2ZtRXqKCqqgo8Hg8eHh5wd3cXBykLhULweDzU1NSguroaycnJuH//PubOnYu1a9fC2NgYO3fuxMKFC8HnN75bDh48GMHBwe980ByB0FTIGxmB8JZz/vx59O3bV8KR1KtXL0RFRb02RxIA7N69G5s3b8bMmTPFjqSUlBT8888/cHFxwZMnT7Bp0yZ88803yM/Px8yZMzFw4EA4Ozvj8ePH2Lp1K6qqqmBjY4Nnz57h6tWr2LNnDzIzM3Ht2jXs3r27WR1JIpEIixYtQlpaGkaMGPFO/oggKA+fz8eDBw/g6enZ0qYQCG8Vz58/h6OjY0ub8VrIycnB3r17UVRUhMjISPToNEGmI+ldpp7Pw4uMO/Dy7tOs4758+RJZWdlwnzy0WccltB5EIhGi7z3BRwNWQy2/Ep98PB9du3aFkZERoqOjsXPnToSEhKCq2BTZaSqIDHsGzU6WmHNiIwKWTIOuMalj+SawNOsC0zaO+PffvXj06BHq6upa2iRWHBwckJKS0tJmEJqIhoYG7Ozs4O/vj8mTJ2PZsmXo06cP9u3bB1tbW4wdOxYXL15EQUEBqqur8TpinSsrK/HFF19g4MCB7+xvQD09PXh5eWHOnDnw9vaGQCUHJ65+BtX9wRAJBBJp7igHPeWwX3W0vZTzm44iqiIuVvdUF6fdlOWwp29TVLVCIc8Zr2jqUWpsLkcWfU7KZsqJRDmVXlfdIQo2BRSbKkmWgoqOLNUTmzpKFmxqLS7nH3N+QH4gDPMeDNBRRRtTQ/xxfAUc3MyRlZUFV1dXlJWV4cCBA2IFoqqqKnR0dGBiYgJra2v0798fH3/8MUJDQ+Hg4IAtW7Zg9uzZCAkJkXAcXb16FT4+PkhNTZVpO4HwPkOUSQTCW4pIJMKmTZvwxRdfSMj1AwMDceDAAejp6b22uSsrK2Fvb49Ro0ahQ4cOABryY+/cuRM7duzAhAkTxG0tLS0xfPhw2NnZIS0tDVevXoW5uTmWLFmCs2fPwtDQUPyfi4sLpk6dKpF6bnnkIYmX3/ClkvUU5FFQUICwsDCcPXsW58+fx6xZs17ruSG8XYSFhaFHjx7kniAQlIDP5+Phw4fvnBO2vr4eoaGhePToEX744Qd8+umn+GjCIYX7JwVYKFWrSB50NQbQoNZhqpLY1FCKjM9m1/LIxmMNDTNDTV4GXvz9JZYtW6qQvYpy6dJlFOdq4kHSIql9dLUIM0r6do1QfNx0VQzQoO7gUitR0KOTZUXDsi1a0BVKTEXJo8Iasa1sEdf0ekt7D4WiRlsd02f0k1nbSFa9CN61ZHGBcjYFFFs/rkhhLtjOCbXQyLwG9HpGWT/WIC0zHEnpV1FbV4rBQwaiR48eKCsrQ0REJB49fAT9jl3hZhQAy3bdoKrScN6SAizENTwoqDRMQGNEPVONJCtanmtRsak1oyi4ziVXzQj6vGw1uJj2KLsQJ28xj1pMpaeFBgCBkI/yPo8Qe/wa8pLS0Nu9F/z8/KCt3brSeYaFhREF+TtIZWUl4uLikJiYiIKCAvB4PKioqEBbWxs6OjrQ1dVFu3btYG1tDTs7O9jb22PevHlK1dASCoX4/PPPcfPmTUycOPE1Hk3rQiQSITQ0FAkJCdDS0sL48ePh5uaGbt26YePaGKiraYrb0ms1Uv+mK5nYnrkAuyOIruBlUwqzKVmZY0kchxJOCjaFEtt3KhdcdYfo+5jf7WzPdGUVSop81yvajq0OkrKp6BSZj22sprbnSue3IkkNeesEEAj5KO31ANWl5fDQrUEH+3YInOCFsf4hqOGVwM11MsIf/wB3d3d06dKFc/6XL1/ixo0bUFNTw+bNm2Fvb4+RI0fixYsX4jZmZmY4ffo0ef4QCAxk5wcgEAitFj6fj88++wxbt26V2L58+XKsW7futaeB+Pbbb2FhYSF2JAkEAly6dAlDhw6VcCQBwIQJExAeHo6YmBikp6fjt99+Q1BQEFRVVTFr1izOedgcSeXl5dDX15d5jCkpKbhx4wZu376Nu3fvIjs7G7a2trCwsMDUqVOJ04AgJjExEXZ2duSeIBCU5NmzZ3BxcWlpM5qVtLQ0XL58Ga6uroiPjxc/395nVDW0wOc3f854D4/e2LFjF54njYOjc3v5HQitHqFAiLgzN3D32jG0bdsW/Qd5olOnTqiursbFixcRHx8PG/M+GOa7Fnmj3GHFcLoSWg41VXV0GuyNToO9UZyejfLjUdi1axdGjhwJe3v7ljZPjK6uLqqqqsg72zuGvr4+fHx8xAu1QqEQ9fX1qKurE/+/srIS5eXlSEhIwJkzZ1BcXIwffvhB7tgCgQDBwcFYs2YNqqur3ytHEgCoqKjA398fOjo60NDQQExMDG7evIm8vDwUFhbCQN8MbQysYdbGBQ51vkgf3BFAo0MpNMxM7FCiB7MAkg4jCsqZQqWbdW+rw5p6lq0v53H8v6OccjTQHedM5wNlg0EVT/xv6rOsdG5MKNUPWyo5iX3/bxtznqbMScHlTOE6brZ2dPUSdSxs/RSxUdGaTcxrpWx76jNb3/XOAqxYpYbopQkIW78PLl1cEKqpiZPHHmH5F3vxwTQ/5CcFQFVFFTYmI3D58h5UVFSgd+/eUFdnX/a2sbHBjBkzkJCQgOnTp6Nnz57Yu3cvVq1ahdDQUAANgckDBgzAnj178MEHH8g9JgLhfYEokwiEt4yysjJMmTIFV65cEW9TV1fHP//8g7lz577WuUUiEVavXo0dO3bgww8/RJs2bVBfX48zZ85AT08PISEhMDSUTE0SFRUFHx8ffPzxx/j555+VzjtbXFyM27dv4/r167h27RqSk5NhaGiIwYMHY8aMGRg9ejSAhojy77//Hn/88Qc6duwICwsL2NjYwNLSUuYLBOH9JT8/Hzk5OejRo0dLm0IgvHW8axHit2/fxs2bNzFw4EB89dVXsLKygpWVFYyNjSXaef9xFYBk3SF6NC/1mb6fq34S0Kgi2nt6hvjfzDHptZTo6htKlcRWs0mWOolLKTV7q1BCDVJfWYrY76dj9eqvOY9BUYRCITIyMhATF4/Ex/GYt2oCfl4VKLcfXRXDVADRzwczcvq/hari+k9NhS3Smol+WJjMOjV0JVSljw8O7r8FnVo+Zk3zk4igZoskZiKvDoKslDd02xSJoFbp0UvmvkofH/HCIKVIurAvB7mH/oSGlhAjRw5D+/btkZeXh6fPniEyIgquw33gM288JvfUl+hHh3ntAOnodYMqnkJ1FyjYorjZamVxqYkoZNX0oNoqYhdXHQlKNURXuTHbV+hpcdb9YKZxYqs9Qp+PrfYVxdrAB4iK34MxY0fC1dVV5pxvktraWiQkJKB3794tbQqhBcnLy8PBgweRkZEBIyMjme1OnTqF5cuXo7a2Ft7e3nB1dX1va24JhULcuXMHffv2FdeR4fF4yM/PR15eHtLS0vDsWTLsrbzg0mEwjI1sZY5FvZ9Q+PkUiN9PuGoWMesP/hjNZ617J0uZy6a8pKjdcEQqJZvWICeZ34n0cRVF1vOF7Xkpr/aPLFu4VEPKOqUUfS4x51FkXKZdTBR5psqaT5YDqkJPS6yqfZp6DVWCGEyaNF68v6CgANHR0YiLi4Orqys+/fRT2NraYsWKFUhOToaVlRUMDQ1hamqKtm3bom3bttDV1ZWYo66uDhEREYiIiMC0adNQVlaGY8eOSbT5/vvvsXr16nc2VSaBoAzv5xOVQHhLSUtLQ9++fSUcSUZGRrh8+fIbcSR9/vnn+PfffzFjxgyxU+jBgwd4/PgxgoKCWFNi6OjoIDg4GFu3blXIkVRVVYVLly7hs88+Q+fOnWFhYYEVK1YgISEBnp6eWLVqFaZPn4579+5hyZIluHnzJkJCQuDh4YHDhw9j7ty5GD9+PHx8fGBjY0McSQQpamtr8fTpU3Tv3r2lTSEQ3jpKS0s5F3DeRszMzODt7Y2ioiIsWrQI/fv3h5mZGTZt2tTSprUoqpra4PPrJVLpNoW8vDxcv34df2zchJMnLqDQtBN2Xf0eE+eRmklvO4lX7uHJP1/B2FQLHTrY4uLV6/j5l19w7NxplOgKMdx3LYasmgP9tsbyByO0Guza94Fbp0m4f/9RS5siRltbG3V1da+lng7h7cHc3Bx2dnbYvHkzZ7u//voLOTk5GDx4MLp06fLeOpKAhpoxnp6eiIiIEG/T0tKCjY0NevfujYkTJ2LRok9gZiVASPhPePz8gsy/M2Yq39AwM7GjiCu9KFtADDM1LX0MCrb0Z2yOCGZqOt61ZCnnO31sZWsayarfJIp9yOkoYs7N5nDiOi5F0r/JslfRlHn0eRQZl2kXE0UcTLLmk+VkMqjiYXNwwzkrLU+HuXlbif1mZmYYMmQIPvvsM1hbW+O7777D2LFjsWHDBoSEhGDZsmXw9/eHSCTC3bt38ddff+HMmTMoLCwUj6GpqQl/f38sWLAA0dHROHXqFExMTCTm+fbbbzFz5kzweMqlxyUQ3kWIMolAeEuIjIzEmDFjkJ+fL97m4OCA8+fPv5GowU2bNmH9+vWYNm2aRJ5qgUCAJ0+e4MqVK/Dz88P58+eRnp6Os2fPYufOnUhPT4e6ujqCgoLw+++/S73MC4VCREdH48qVK7hw4QIePHiA9u3bw8bGBh06dICNjQ00NTWZ5uD8+fMoKSmBUCiEUCiEs7MzvL293+sfCwT5iEQi3LlzB97e3qz3FYFA4CYyMhK9evV65x31ycnJePToERITEyW2zwrcj5c5j1BVUwwtLX1oaehDX9cUhvqWUmNQKqDz58/jr7/+gqamJi5cuCAxFlt7+nY25RMFVWNm1dH24n//t1BVqh0Fla6GUjABDWokQLoGEwA882uHyGXD8L///a/J35eHg48jOysNA8Z64tO5/dC7j5PMiE5K8UKpo5g1dAButQpbgW22RR6uBR8mdGUShSzlCH0b3Rb6gtbey49R6+SE6TP6Se2TNRbbfmUXgmQt0LCl8aFsZ4ucph+XQRUP+QXlCJi0Adq62ujq0RFj+ndG7z5OaGvWoFKn15diq/NEH4vNXllKLbZaFrLasxUll9UfYI+glhcxTv9Mn4s5N1Wkna0/HWXrbnBFfbPZov3lB6iv52N1asM8dJUjpVQ6+bgO20YvxqwZM2Ftbc05/5siPT0dampqrcYeQsuQlZWFY8eO4cWLF1KLvRRCoRC7d+/GihUrYG9vj379+kllz3jfyM3NRUFBAbp16yazTVFREYKDgzFmzBjU5PpAVVVNZltA8h2CrU4h8xnMVCjR2yj6ncj1fSjru5e+TRHYnsVcNZvYlMay6jJSxyFvfPrzmauOEx1Z7eTV1OMaT5nzxoWi7zeUEp26j36M5ku8m56+/gUmTRkLGxsbzvkiIyNRWFiIyMhIqffOwsJCrF+/Hv/88w9cXFzQt29fmJqaSrSpq6tDTk4O7t+/j4SEBIl9vr6+OHXqFNq2lXRqEQjvE+/2SgCB8I5w9uxZTJkyBbW1teJtffv2xalTp2BmZsbRs3mIjY3F6tWrpRxJAKCmpoaysjJUVFTg4cOHMDQ0hEgkgoODA7p06YLAwEDU1NTg+PHjKCwsxL59+1BVVYVz584hODgYN27cgLq6OhwcHGBnZ4fPPvtMoXzoo0aNel2HS3iHiY6ORteuXYkjiUBoApTz/l13JAGAvb09zpw5g7i4OLGKkcfjITLuP+QUxaBDhw4oKqlGdXU1igrz4e02D3bt+7COtWrVKtTW1qK6uvpNHsIro6KqCjUNTdTV1TXpO7O4uBgpL17gTMKf0NHVUqpGAuHtoJ2ZIbZdWiP+TK7x20OHHl+Cr60LM5cOqE3ko5pXDMHUGvieWwlDY31oG+ph4LJZCN58FJ07d0a/fv1YMxC8SWxtbREeHk6cSe85VlZWcHZ2xujRo3Hz5k3W55OqqirmzZuHiRMn4uuvv8bOnTsxdepUtG///tbps7CwQGFhIXJycmBpKR0AAwCmpqaYOXMmTpw4gbrqCPj1+hQa6i37d/+2QHcoKYOyKey4oNdJaq55mtOhxGULFbgRoKMqdihRmK9SQ946ASqrC1BbV6nQ33GvXr2wbds2XLt2DYMHD5bY17ZtW/z2229Yvnw5fvnlF2zfvh2dOnWCn5+fOJOOpqYm7OzsYGdnBw8PDxw4cAD19Q0O07t378LHxwdXrlxpVbUFCYQ3CQnhJxBaOTt37sS4ceMkHEnTpk3DtWvXmtWRJBKJUFVVhfT0dMTExKCurg6hoaEYNmwYfH194e/vL/PFk8fjISAgAP369cOcOXOwbNkyTJgwAa6urlBXV4eBgQHGjBmDkydPYtKkSTAzM8M333yDmpoazJgxA4sXL8bIkSPRtWtXUliX8NpIT0+Hvr6+VOQRgUBQjJSUFDg4OLS0GW8EdXV1eHt7o0+fPvDx8cHGjRvRt29f1IkysGDBPIwfPxYzZkzF/PlzMG36VETE/YuyCmklDQAsXLgQVVVVKC0tfbMH0QyoaWqJfzwrS2xcPEy6+0JHVzoql0AgtCzGbfThYm0PG+ijcw8zDBjkgbryKmSnN2ZA6Da6H54+fQorKyts374dCQkJLZpmTkVFBRoaGqirq2sxGwitg6FDh6KwsBBBQUGc96SxsTG2bt2KzZs3Izg4GMXFxW/QytZH165d8eLFC9TU1Mhso6enh6lTp8LUXBUh935ATsFj1NZVsLal1NBAo8KZruRlqizZ0t1RbbgUtnQnDVc7LiUPV01CJlw199gUNnQFFrM9V9o7+hzM8emOITallSzYHEqK1J6SNZai88pDEUU11SZAR1V8H1H3jPkqNRSVpkJPT0+hNHPUe/yCBQskMvvQMTMzw4YNG5CSkgIvLy/s27eP9V3dzs4OCxculFBCJicnw8fHB9HR0XJtIRDeRUiaOwKhlSISifDDDz9gzZo1Etu//fZbrF279pUK//F4PGRkZEBXVxe6uro4duwYvvnmG+Tn50NfXx+VlZUAABMTE/Tu3Ru9evWCltarLQbx+XycOnUK7du3R5cuXRSqn0QgNBcVFRV4/PgxvLy8WtoUAuGtJSwsDD4sqcTeZWpra5GcnIwXL17A2NgYfn5+rOlUw8PD8eLFC3i4LBdH8e49PQPXrl3D559/jrKyMmRmZqKurk5cAJuCSmtHpbmTB1saPCqFnSKMsKkXK0ioH+v09HhXFpWI27p0WIjx46agXbt2Co8PNLzDbP1nC1ZtmYs5Y90lFpeYUAtQ1IIBW0o5ZpQqPW0atY9qKy/dDDPtDpVqjiu1Dpf9ATqqCkX73nHuicvBoQCAYZP9WFO/UXDVh1Ak5RobFXparMfKXOyjn2sq5SCVZpFKaaSoAokrSluRVEUUGRHqcD42kbWfootczMhqthRCGRHqsPXiy23Ple6IK0Uf1Z8rJSMbitQIUZZN4YX4c9stzAqaI/5O27lnH/QHzsKYeY4AGv4mqaLn2fkJiEr4D23bGiFw3JgWSxlWUVGBlJQU9OjRo0XmJ7QeamtrsW/fPsybNw9r166V2/7nn3/Gpk2bMHPmzPc6eLG+vh737t2Dv78/Z3p4oVCIsLAwJCcnIzs7G6ampjDW64oeLhMwf6fkM4Ce5o4J/XnBfJbSn4NNrb9Dwaag4foe5mqn6Pcq83uYK5WbIqnzZKmHZDmVXkUxxJUeVZlUeMqijO10G2/XCFFTVYtNqw8i8moChg8fDmdnZ87+IpEI165dw4sXL3DmzBn06SOZQaCurg51dXXQ09ODiooK1q5di+3bt2PGjBms3xG1tbU4evQoUlNTxdsMDAxw6tQpDBw4UO7xEAjvEkSZRCC0QgQCAT755BMJR5Kqqiq2b9+O7777TmlHkkgkQmJiIv744w8MHDgQbdq0gYeHB5ydndG2bVusW7cOw4cPx7fffosvv/wS5ubmGDVqFBYuXAgfH59XdiQBDdEhkyZNQt++fYkjifBGEQqFePjwITw8PFraFALhraWmpqbFUxy1BNra2ujWrRsCAwMREBAgc+HFy8sLenp6CI/dCZFIhLKKbAwePBhTpkyBo6MjPvroI6irq6Oigj26t7Wio6PZJGVSZmYmhBCih7fLa7CKQCC8KovnDYaRgTquhISAz29woBnq66OuvIS1fft2XTE6YB1UBZa4cePGmzRVAgMDA1RVVbXY/ITWg7a2NiZPnoy//voL+/fvl9t+1apVCAwMxLFjx95rdZuGhga6d+8uV1GhqqoKX19fzJ49GytWrEBgYCC0DYtw9uYKfDsmUkoRRgWGcMEWiMClTFLUwQSwK3IUcRyxtVM2SIFqz+aQoVBE7SSrRp8sJ9KrKIaUcXY1J8rYTrcxQEcVOnraWPHHHHz1xyyEhITgwoULEtl7mKioqGDw4MHw9vbGwIEDsW3bNon7dunSpTAwMICWlhbMzMxw4MAB5Ofn4+TJk6zjaWtrY/r06ejatat4W0VFBYYPH44jR47IPR4C4V2CKJMIhFZGTU0Npk2bhtOnT4u3aWlp4ejRoxg7dqzC4/D5fJw8eRLnz5/HlStXUFtbC0dHR9ja2sLBwUEcUSgSiV5J5UQgtHbu378PJycn4sQkEF6B6OhouLi4QFdXt6VNabXweDzs2bMHX375JbZv3w4LCwv4+fmJ6zls2LAB8fHxsLOzE/ehq4wA+eokZns6lGqEUhmZr2oonL26p7pUNDB90YcqbLw5WFqhMjVgDYb27Sc3J7xIJEJ5eTmys7ORlZ2NJ8+SMXiiO7b/MQtAYzQyfd7QsIZUvZQSikp7k7dOIFHUGwDWOzcWX2aqhdgWp5gKHFHsQ7EahKkAoaebkaUOYVM0UfNTiij6PrZxbtcIcTk4FHYGmpg+o5+EnRRsNiqioOKyk/mZzb4KPS2J8w803j/0aHPmuVYkfQ9be1HsQ4Wik7kUQLUbGhZutL/8QPyZuUhF7WOOIQ+2ou1ckdrKRonLGqvSx0cqSl/RyHquuZj3AnXucruaY+Yv1/AitwYjRwciPj4BtWWW6OEyDrO3CqVUgz9G81FTVok9E75EUFBQixUfT0xMhKWlJYyNjVtkfkLrIisrC4cPH8Y///yDDz/8kLOtQCBAYGAgUlNTMX78eKipqb0hK1sfT58+hb6+vtI1yF68eIHLly9j0aJFuGzY8MxaN6UxzS/zewOQfl6zPeNkKYrZtnGpd9mgf49mRDTYJUuFSm/P9V2r6DNMltOG7RjYVNTU9zVXyj42ZRQF27NE2eeuInA5z7hgvvew1Z6ij0W1H/CrGjJObAIvJR7jxo2R+56am5uLkydPIjAwENu3bxdvc3LsAo8+PdC1a1fU1NSgpqYGGhoa6NChg8yxhEIhrl69ivDwcIntf/zxBz7//HOFjptAeNshyiQCoRVRXFyMwYMHSziS1NTUsG/fPowZM0bhcWJiYuDu7o6vvvoKOTk5GDduHD7//HOMGTMGbm5uEqkpiCOJ8C6TkZEBIyMj4kgiEF6Rmpoa4kiSg5aWFvr164dt27YhKysL/fr1kygMrqOj89Ypk7QM9DijPgUCAc6cOYM///wTW7b8gzs3o5Gi1g7GQ2cj6IvAN2cogUBQGjsLQ9z6Yxy+n+mG/fsPoaKiHAXFzyAQ8mX20THSx4IFC6QW0d4kTk5OSE5+9RoehHcDKysrTJ06FYsXL8Zvv/3G2VZNTQ3BwcHQ09PDlStXWrQGWEvTqVMnpKWlcT7j2ejYsSOmTZuGjRs3YoW9tEqQCkCg10ViptZlC27gUiixOTiaUvsHaHQiUU4lLoc9l3pGkTZsSiOu+kX0OkvU+aCCIricQWzKKAp6DSZme1k20/spiiIpedmgAmXoTkW2mlLM9jeWC9Bx5mqYBy7E0SMncPHiJbHKlg0LCwsEBQXh0KFDePLkiXhbROQdhIVFoqioCNbW1nBycuJ0JAENqr2hQ4diyJAhEtuXLl2K5cuXQygUyuhJILw7EGUSgdBKePnyJYYNG4bExETxNl1dXVhbWyMrKwsGBgbYunUrxo0bJ3MMHo+HtWvXYvPmzfD394eHhwdnLmQC4V2muroa0dHR6Nu3b0ubQiC81RQVFaGgoACdOnVqaVNaPRERESgsLERdXR3Gjx8vsW/Xrl0IDg6Gt7e3xHZZaiMulRK9zhL1b0rNQ69zQ6lLKCg10Lop2TJT0uStE4j73f9xE/Rhht69e7O2TU5OxoVz1xDQ+wss2Wsm9c7BXEBadbS9RAQzsy198QlgV8UwVU706GdF6h9xqXIoBRR9MYVLaUPBHJNed4huN71mEiCpapIFc36u2jpc7bnUVXQUUR8pk3qoQk9LpopMPyxMSkXEFoHMFqVM7WOqu+SlC+I6Bqo/1z5Z49DvFTZlnKyx5EVvy1r0U7behKzof4rgm0n48OcQ6Ghrw829A1ZsXwR9Q13xNaOf51THLujusgQeHn3QvXsPmJqayrWluQkLC4O3tzcJiiOIKSoqwpEjR8SODq7fwMXFxfD09IStrS38/f3foJWti/r6eoSFhcHf31/pv6XU1FQcOXIMQ31Wo42htZSimK2GEnOfvGegLMcGvQagMihSV0meAqip9YsUUe40tRZSU/pxPeuY7ehwOcjk9VN0Dnn9qOc/9W6x9aNy3Lr/B9w9nKXesZlcuXIFZfmG6N11OpICLODnU4D0+wk49dVf6NzZFQMC/GFkZMQ5Bp24uDicPn1awoH04YcfYvfu3RIBZQTCuwZZZSYQWgEJCQnw9vaWcCS1a9cO8+fPx+TJk+Hq6gpNTU106dJF5hjh4eHo2rUrTp06hblz58LT05M4kgjvLSKRCPfv35cqtEkgEJQnOTkZjo6OLW3GW0F+fj4qKyslUtkBDalnCwoK0LFjxxayrGmYmBty1idJTEyEvZU/jAwsyTsHgfAWM7m/MzZumgM+vx4RYc+waPSPyM8qYm1r1s4IF6+vgbWdKv79dyf2H9iDhw8fKq1weBWsra2RmZn5xuYjtH5MTU0xc+ZMnDx5ElOnTuWsi2RiYoLr168jLi4O6enpb9DK1oWGhgZcXV0RHx+vdF97e3sMHNgPt+7/AV5dpTjFLuUoYgtY4drHhiynu0EVT+xQUAZF6yrJ2kd3Rilbv0gR5U5TayE1pZ+8gAt6Ozpcqfvk9VN0Dnn9KEciFeyw8F9D9HCZiMjIB3JVQT179kRWYQQEgjo4385FaJgZ7Dy6Yt6J35Gv0x5btv6DK1dCUF1dzTkORffu3TF9+nQJx9GBAwcwevToty4bAYGgDESZRCC0MKGhoRgzZgxKS0vF2+zs7PDBBx+I6x516NABx48fh4mJiVT/qqoqrFy5Env37kX//v3Rs2dPEqVHeO+JiYmBtbV1i+XzJxDeFYRCISIjI+VG+hEanNjbtm1DaWkpFi5cKBHZmJGRgVu3buHFixcy+3v/cRXOt3PFn+XVT2JCVzhRyiJ6XSKmCoWp9GEjbNsFnLuajmHDRkjt4/F4+P23DTgQtg7trNiVCWxRxyuSJGvxsNU8okOphphRzvR+suogyVPxyIIrzQtlP1sdJ6Y9t2uEYjt/jOYj/sId9DDhY9hkPwn7ueo/ybpuP0bzJZRmTLiuL1vdCuaxyDp39AUoZeoyMc8FIHkO6eMDTU+xw6yppDXIiVM1JUupo+giG3Oxk66mYtvGZgPbPq7FtUofH6mofEXqRHGlVaI+hx44i0k/XEV+QRkA4OrtHzCwm51Mm2qcuuL0xYdY/s0dFBS/wNy5H8Hc3Fym7c2FSCRCREQEeTYRpKitrcXJkydhaWmJc+fOwcDAQGbb+fPn4/nz5++1OgloUFeYm5sr/bcrEolw8eJFZKVXYYDnV1BVVZNSRNOhnlkUVxaVcNYqpJD1Pc0FmwpJVjtAsTRwiqaK40IZ9ZAytQXpKFvviAtFVLSKqHC5bGMqjdzb6kip0JnKcQC449wTQEOtUJFIiLO3VmDU6EFwcuI+x1v/3g4X23Gonx4IoPEdatXR9rC8GIf7CftQUJyEj+bMVvhvIjs7GwcPHpQIwOrVqxcuXLjwRp6JBMKbhoQQEggtyJUrVzBkyBAJR5KrqysCAwNx//597N69G4GBgQgJCWF1JF2/fh2dOnXCrVu3MG/ePLi7uxNHEuG9JycnBxoaGsSRRCA0AxkZGbC1tW1pM94K7ty5A01NTZiZmUmlyEhPT0e/fv1axrBXoF1bQ/Bq2aMznzx5grYm9jIdSQQC4e3Dt5sV4u/9hMCRHgCAG9fiONvr6mph2kQfDPJaCSvzbm9MLaSiogI1NTXOGhmE9xNtbW1MnjwZ5eXlcHZ2xt69eyEQSDuuAaB3794oKmJX4L1PdOvWDc+ePeNUc7GhoqKCgQMHIr84GbmFT16TdYSWRBHHFFebpjq2qOATtnSJFP5J0eJ/q6iowtl2ECIjHshsX19fj9Nnz6Oirg5tDNpLBHBRxLXLR0HJc3Tr3g3GxsYK29u+fXvMmTNHYs3u4cOH8Pf3JypawjsJcSYRCC3EmTNnMGbMGImUEO7u7tDU1MT27dthYmKC8+fPY+PGjVBXV5foW1ZWhtmzZ2PChAnw8vLChAkTYGho+KYPgUBodfB4PDx//pwzJSSBQFCc7OxstG/fvqXNaPXExcUhPj4eM2fOZI1AzMnJwYABA1rAslejnZkha6qP58+fIyTkOpxsB7WAVQQC4XVi1tYQJ/d/ijLeUaxcPVHhfnra7SQC5F43Tk5OSEpKemPzEd4e1NXVMXbsWAwaNAjffPMNunfvjpCQEKl27u7uyM2VXlB+31BRUUGfPn0QFRWlVD+RSISQkBBYmnWBpVlnAA11F2Xh51MgtU2RuoRUG2UVq4qoh9hSxMlSAinSpjls4rKNiTI1DJuKIinxuNrQbVQkbR1TrT3Cpl6sCmf290+KFtfr6mjrh/SMdFy7dg0PHjzA8+fPUVBQgLq6OhQWFmLHjt0oyqlHl2XbUTCmIRW+8+1cca3RdVOyUZn0CKoaanBxcVa65pGJiQk++ugjid9NSUlJ8Pf3R2pqqlJjEQitHZLmjkBoAY4ePYrp06dLRElREcvq6uo4ePAg2rVrJ9WvqKgI+/btw/r169G+fXsMGjQIenp6b8psAqHVc/fuXXh4eEBLS/4PEwKBwA2fz8ejR49I7TE5ZGRkIDg4GNevX0d1dTVmzJiBuXPnSrTZuXMnTpw4AU9PT9Yx6CnqAOVT3MkaLynAAlcWlQCQThcXoKOK2zUNP8CpH9LUQg+VTmRnVAq+mvQXln6xBCoqKhAIBLh+/SaiH8Xgm+1z4T3ITWJeZpo2gyqezFRoP0bzxbZQtRaoBQEqPR7bIpMyqevoCxhc6WLYinsDDQsaXOnimHUf2NLO0c/Jwf238Ps1PbTrMwR+PgXi9lR0bFKAhbgtdS2Y6QC5UuJxwZZ2jlkMnWtMarGHfq6Y14fNNmY/tjR5dBuZ9wt1j1IRyK+6SMaWmo5rTGr+AB1VKdu4+jNT3NHvJQrqfAXoqMpMiUel6wMaU9jJSlUnaxtzHxdcY8uCdy0Z9d/OwvHge1i94ihmB815Y4XHw8PDSao7AidCoRBxcXEIDQ1Ft27d8Oeff6JHjx4AGoLQ9PX1sWzZMmhra7ewpS1PZmYmqqqq4OLiolD727fv4NHDxxji8w0SX1xARVUOdLVN0cNlItIHN9aIZDqRVvdsCJSlP5dkpYvlQhT7UOazna22jyJp49hQps4SW3tF+zU3Ta2JxNxHf2YzU6w2Fyo9eonvAVlzsNnG7H/jWhxWfx6N6tpCVNcUorK6GNW1ZVBXU8NHy8fDYORoqKiqstbvWt1THSKRCH/uDcVfXx+AhbklrCytYWRkJP7PwMBAbo1QHo+HI0eOSDiQrKyscOPGDTg7Oyt3YgiEVgpRJhEIb5g9e/Zg2rRpEo6kIUOGwMfHB9HR0Vi3bp2EIyk3NxfHjx/HlClTYGNjg3///RdDhw7F2LFjiSOJQKCRnJwMW1tb4kgiEJqJ58+fw9HRsaXNaNWUlJTgxIkT+Pfff9GnTx94enoiPz9fImc6ABgYGCAnJ6eFrGw6HTvbglfHQ1FREUpLS3HgwAG8SM7DCP8fpRxJBALh/WbCJB+497bD+fPn8abiVbW0tCSyPBAITFRVVeHm5oYFCxZAXV0dvr6+mDZtGlJSUrBixQro6+u3tImtBmtra5SWlqKiokJmG4FAgOfPn+PcuXOIjHiAvm4LcPv+H6iqe4ZenvYoKItHXtFTiT7MWklUcAudptY45FLvMJ0piih9uOagkNdfEWXTm0CRYACumkbMoAKDKp444KG5EcU+FN8DsubgUjhR/QcM6o6whFnwc1+MoX3XYsLgTZg2cjdOxv6FDxaOwEi7hjU4ZjAN0HBfqqioYGmQP/bf/QX9JrhBx5yP9IIknD55GVu2/IMff/wRmzdv5nyn19LSwrRp0yRqN2VlZcHf3x8JCQlKnhkCoXVClEkEwhtk69atWLRokcS2/v37QyAQIDY2Fv369cNPP/2EsLAw3L59G6GhocjLy4OdnR1sbGzQo0cPks6OQGChqqoK8fHx8PLyamlTCIR3BhLxLZ9Dhw5h6tSpWLt2rVgNFBL2AwIGuMPV1VXc7vz585g1axYWL14scyymOolCWZWS9x9XAUgrW+hQCgmmWokeoUltm+P1D7T0y5GSngGzvmOwZ9cgeFg0LL4xCySPsKkXj81cGGJT+zBhqpcAbkUMsz19TmUiktmUSYoogJgLYlS0NcWjwhqJcxp/4Q4AoNtI9mLvzGvFNTddKUUpuRSBUtpcfKkhdz62OdiKolNQ55w619pffqBUtDldtUbBPKeK3CNsijbm9TSo4smMyGaqhLjGYdtHLxguS73EtShGVyMxFz+pz/Soe6bditzrXIuM9OvHhEvxdLtGiJqqWnwx5k9YW1vD19dX5hzNRWVlJVJSUtC9e/fXPhfh3aCqqgphYWGIioqCra0tAgMDYWBg0NJmtRoEAgHu3r0Lf39/iVrMaWlpiItNQOKTROhqt4GthRccbHyRkHwG2galGBs4Bmpqajhx4hR00AOdHKTT4JqvakhVRlfDUt/3TGWve1sdqe97pmKFdy1Z5nck2zZFlEnKpsZTxNEkaz55Sht5yPseV0RBxaboosbmUn1RbRRJbcel1FJGTUs9G+nnn6nYpSPP8UV/D7jj3FNiH9v9N2rID0h+VohevXrB3d0dampqnOPz+XycOHECT5401hMzMTFBSEgIevVq3lSEBMKbhiiTCIQ3xIYNGyQcSSoqKrCyskJERAQMDAzg7OyM69evw9fXF1u2bEF+fj6GDBmCr776CtOmTYOfnx9xJBEILIhEIjx48AC9e/duaVMIhHcGHo8HDQ0N+Q3fY2pqapCWloalS5dKbDcz7oS0tAyJbTo6OsjIkNz2tmBt7oG01Cw4zPoW1sNnQ02d+8czgUB4f9HR08b58+fx4MEDPHv27LXPp6+vL6UEJRC40NPTw+DBg/HFF19g2rRpxJHEQE1NDZ07d0Z8fLx4W0pKCo4cPgZ+tRWGeH+DUQG/oLtLIPR126K8KhtdunYWL6zr6uqgrl661iLAXk+JChigAmCotLuAdKAIm3NAlsOIbZsiyiRFUtHR+yuSAk8RBxVXwEFT0BrkpJCCitmGHqQg63zR28iyk348XEotRdLFUlCOI/r1pBxMXLWYZFGhpyXuR6XSpXhUWCNx/4lEIkSEP8WMGTPg4eEh15EENJSvmDhxIrp16ybeVlxcjAEDBiDsNaULJBDeFESZRCC8ZkQiEX788Ud8++23EttNTU2xYsUKqKur49tvv0Xfvn3RqVMntGnTRiIKiEAgcJOQkAAzMzPWovcEAqFpJCQkwNbWlgQxcPD48WNkZGQgIiICQKMiqGTzOrTvAAQEBIjb3r9/H1paWjhx4oTccWUplAB2lRKz/ebgRgUQILkww6VWotQU1GIPFUF8515b/DQpC2pqqlKqI67C2Ww1hmT1Z1OrUAoaqo9+WJg4cpSpxKHbQa9DAygW7cqlZJGFe1sdhVQq9PYH998CAEyf0U9uWwpZSp4KPS2ZtXvkFbum+lNzM+sxcamQ2CLEZc1Bv4aKqMhkKYvoNspSvDHbA5KKOWZKG7YaTMxjoxYuqc93nHuypsZhHqMsVRwbikTIs0Xay+rPFanPFanOFo3OpkxitqHbcTEiFV8cjEMPL2d0tfbBb7/9BkNDQ9jZ2cHOzg4dOnSAjo5ytb4UITY2Fo6OjiT9N4HQjERHR8POzg7Gxsb4d89uTF40CAX3Bki1Ox6yGB/NmYm2bdsCAK5fv47iHEP06jJF3IaqB0jVB6RDrxUINCqTVh1tj7CghvZsCtfmqofExesYkw6XM0ZWezqK1oVUtuaTPNiUsvKgK26ZdnApvNjUuLKOR55DSta7H/3ZzVQoUc/89O9KceLKEqz+ZjXrWl1SUhJ4PB5cXFygqakJgUCA7OxspKam4sXzNGRlvwSf3/jeoKenh3PnzqF///5SYxEIbwNEmUQgvEZEIhH+97//STiSNDQ08NdffyEtLQ2xsbH45ZdfMH36dHh7e8PY2Jg4kggEJSgtLQWPxyOOJAKhmamoqCCOJDmkpaVhzJgxUtvzi5/Bzs5OYlv79u0RGRn5pkxrVlRUVKCmRn4yEAgEbjLyK1CcU468Z9U4cOAAeDweNDU1oaqqitjYWGzcuBF79+7FjRs38PLly2ab19nZ+Y2ooAiE94kePXogLi4OT548QXlxHYZNlkxbSQW3qKtpor6+cZFcR0cH9fxKibZsTiRF9vnsaXA0sQVVNFc9JC5ex5h0uNLEyWpPh039o0iavVc9HuZcijjE2IIT6A4jWQ4i+hzU8co6HnnBQ8z9zCAXlR69pBRKVOCIzrRy6Okbylyru3M7DFevhOK33zZg9669WP/LrzgWfBaZKQLYmg3DcL/v4GDdqKyrqqrCiBEjcPnyZdbxCITWDlEmEQivCZFIhM8//xybNm0Sb9PW1sapU6fg4OCAsWPHQk1NDaNGjXotUXoEwruOUCjEnTt34O/vD1VVstBJIDQXNTU1ePr0KXr27Cm/8XuKSCTC5s2bce3aNfz5XWMx3dq6CpwI+QwrV66QSBMoEAiwYcMGPH78GB06dJA5rixVkiJRvdS+Pf81KkL+W9jw3cisU8BWL4dqSzF7q1BubSNAtjqJrtqRVVuHUn4YVPFY1ShAo4Kk0seHU6Ujzy62vrLmBKSLM1MKLz+fAvxSEyVhPxf083Bw/y3o1PIxa5qfRBumCovLZq5FG/r5pOOzx0KiDoWssZmwKb4o2GxV5F5gqp/Yjp1L+aaIKo7ZlkKRPrL6Mvsz1UvM7fSFsYwIybpPFLZejbWhqMWx5B9T5bZhW3STVTeJ2U4W1LxOq+0lttPVYrJSBlFz1XjZos+S07Dv2AW+vn6or69Heno6kpOfIysrE7m5uVBTU4Ouri54PB6cnJwwaNCgZkkzFhYWBp/XVBieQGjtpKamIi0tDbW1taipqQGPx4OKiop44Zv6t66uLnR1dWFkZARDQ0MYGRnByMgImpqa4rGEQiEqKytRUlKCrKws3L0bhl6uM2Bv3VBDk6mQHjJkCAwMDMR1y+Lj41FeXo7Lly8jaNwBqKioiN9T/HwKxLWRKJjvNUkBjc8r5nOYrpplKkGVUd8oqghSRIGjSF28pqCMKoottV9TxlRWKcV1zpnPJK7aSMpeOwou5xr1biGrpiSb8pppKzUGAETdjMO2NScwa8ZsiEQiHD4cjIKCAhgbm8DEtA3iExIwdde30NLTwY2TBdC3dUG3eMmldpFIhOgnx5CQfF68TUNDA8HBwQgMDJR5zARCa4T9zZZAILwSIpEIn332GTZv3izepquri4ULF2LTpk24ffs2fH194e3tTZRIBEITiYmJQY8ePYgjiUBoZp49ewZnZ+eWNqNVk5+fDxUVFfTo0QNAozMpvygJlhZWUvWm1NTUYG9vj1u3biEoKOjNGksgEAhvgDb6WrhyYhn6DPwO6uoacHV1RceOHeHo6AigYZG6oqICRUVFuHz5Mvh8PrZv3w4/Pz/07t1boRoUsjA0NERZWRmMjIya63AIhLcCgUCAEydOYNasWbCzs4O5ubn470AkEkEoFEIoFCIzMxMCgQCZmZlITU1FQkICsrKyUFhYCH19fRgbG4PP56OgoAAaGhqwsbFBbaUuzNq4wlDfUub83bt3x/3798Wf9fX1ERkZifbt26O2RgQb894Q2Q2Fvl2n134uCASKAB1VCWfQq6KmpobMl9nYv+8QLNu3Q3ZWHvx7fYqK6gJUVubDxMMKxjYWUNfUgKmb6//3knSUqqiooKfrJKiraSHmaUPa6/r6ekyaNAnHjx/H2LFjm81eAuF1Q1bgCIRmRiQSYeXKlRKOJFVVVfD5fFy+fBnq6upYsGABfHx8iCOJQGgihYWFUFdXh7GxcUubQiC8c9TU1JDaE3KIiYnBlClTpJzZ+cXP0KGDDWsfKysrhISEvAnzCAQCoUVw6NAOF45+gcTsVPy97R/89ttGHNh/GImJiVBVVYWRkREcHBwwa9YsVFZWonfv3sjJycHOnTvx+PFjNDVpirOzM5KTX08qKgKhNfPy5UuYmZlhy5Yt+OqrrzBz5kyMHTsWY8eORWBgIMaPH48VK1Zg6dKlWLZsGa5fvw5zc3MsWbIEN2/eRHV1NeLi4nDgwAGcOnUK2dnZqKysxNOnTxHQeyn8ey9GVl4chEI+6/xdu3ZFaWmp+LO+vj4yMzPh6uqKceNHQM+kGM+2LUf5izgAjbUbKZg1k4BGJTBdTc2EnpoMUL4OkCLp5RRJ5yZLcaNM+jpF5lakrbz28sZUNu0eV/o8WYoktvGVScPHVQOJeQ24HEpsSnamrXRVUy//Lgh+sAGBC3yQ9qIMbi6T0Na4I+ytvNDNeQwGG49D+INGBTsgeW/nFT1DVU0xVFRU0N1lLH7//XfxPj6fj8mTJ+PKlSsyj5tAaG2QNHcEQjPz3XffYe3ateLPampqGDRoEHr37i0VqUwgEJSHSm8XEBBAHLIEQjNDUtzJp6amBps3b0ZcXBy+/1Iy7dPF0NUYOtwPTk7SixrZ2dk4d+4csrKyZH53MdPc0X+IyqoroGgbZtqY9c4CAJJpxob+3eCgv7KoBIB0SjF6KjNm2jMK+o9vZpoRqi89XRaVJoyeCo0+tyj2oVQqMa4UbdQcP0Y3LHyt7tmYiIE6PuqHPpVuhzpv5qvUWM8Lve+6Kdky09GxLZbQU6kc3H8LADB9Rj/W42D2p6fyUaTNiiQ1iWOmpwqUlY6NDnNhhnn92BZlqPSIs7c2ni9Z15IrzRxXWjlmajzmfrZx2O5ZRdLecd1bXOmM5C3AsRVKZ0ORlHjMNtQ+ajtbajw2ZNnBlapIkSLv1L5yLy8kP8vGseuPsel/RzBlykQ4ODg0tufxcPr0aRgZGeGTTz7Bd999B4FAgICAAIl2ihIeHg5vb2+l+xEIbzPXrl2Dh4cHNm7cKLPNxYsXsW7dOoSFhcHKygrt27dHdXU1MjMzoa2tjTlz5mDOnDlY83moVN+kAAvUlRdD89RlOHcYAEAy1V1UVBTGjRuHjz/+GEDD77TExER06dJF/K6zdetW/PDDDwgKCoKmpiZEIhGuX78OJycnfHAyCYBkCjymw4n+HKeQ9WzkXUuW61hSNC2cIrxKejuu1G8UbHWFlLG5KX3otlGwpRPkSr3aFBQ5H0wUud4qPXrJfQ+gb2fOf8e54TcR3anJfH+kp3LMWyeQskFoEIKDBw/C19cXc+fOxfjx4/Hff/9hyZIl4jba2tq4dOkS+vXrx3k8BEJrgCiTCIRm5Ndff5VwJGloaCAoKAje3t7EkUQgNBPx8fHo3r07cSQRCK+B5ORkVkcIoZHo6Gj069cPHTt2lNheVJqGqpoicU2kuro6FBYWiiPtLSwsUF5ejrS0tDdsMYFAILx5VFVV4eJqjREf+MO7x1wcPXIce/ccwLNnzyAUCqGlpYWJEyeCz+dj2bJlCAoKwtKlS3HlyhUcPnwY2dnZSs2np6eHioqK13Q0BELroq6uDjdu3EB0dDSmTZvG2XbEiBEIDQ3FgwcP4O3tjfj4eGhoaCAgIAB9+/bF5cuX0blzZ6SV7EJqZoSECsn5di40DU1Q2NUCZRU5ACQDX1xdXZGXlwc+v6GPqqoqunbtKvE7zd3dHT/++CNMTEwwfvx4LFmyBBMmTICrqysSf5uHl5f2IPdpKny98wFAqq4SG1zBCYqoeZrSlo1XUSQp4jShO0qUUSu9Sh8229gUYLIcVU09p1zqJVnQnWxc48oKamHbzpyfqt1JrzXKVB9RTqXQMDNxnVIJygdhyZIlCA0NxeLFi2Fubo67d+9CX19f3KS2thajRo1CmIz6hARCa4IokwiEZmLTpk347LPPxJ/V1dXx4YcfchbaJhAIylFeXo7k5GT06vVqqQMIBAI7JLKbG4FAgH/++QfHjh1Dv379MCtwv/iHZP4f38LGXgv9B/QH0BAJ/PDhQ5iamorrhty7GwFzI3842QVIFbEGpJVJbFA/Un/1nCZuT21jRkOar1KTuShDj/xlRv2yqTOoH/lMJREFXTXCVJSwqY2YBY6ZbbigLzgwFwaYdrm31RGrcKjoUgoqlQ6l2qKratiOC2hQ/1ALCkyFEtX34ksNKXWQe1sdHNx/C9rJyZg1rAsASKmF2I5BXvFo+vj0+elQais2BQ11/qnFEjp09RPAHrlLnVOm+uxRYY2UHWzR5UzYFnaYyiRlFEVsRba52siCeS/Tx2Pew2xtmVD3JD2qmmthTpYaiYIrzRG1L/nHVDittgfQeG1rNxyRaSMTLjUSWxvm/VNVVYsjB+9g44YLqK2ux8jho2Bv32BPRkYG7t+/j5SUFEyfPh1t2rTB9u3bYW9vDz8/P5iamsq1r6amBk+ePIG7u7vCx0QgvI0kJibi+vXr6NOnD7Zs2SJW8mVmZmLPnj3IyspCTk4OcnNzkZ+fD6FQiM8++wzz58+Hrq4uMjIycOTIEVy5cgUREREwNDSEubk5ysvLkZqaCst2nTHYe6V4vr2nZ2Dm2H2ISzqD7s5joKKiKrHP0tIS48aNg7m5OafdJSUlePbsGXJyctC3b1+YmJggLS0NT58+w9OnSWhv1hNe3T8St6febeiL+BRc7wyylJRsTodXUSaxOT0UcRCxKXCUURApoipVBGWUp/LmloUiNslTd9H3M/cxbVbp0UvmNZClGpcH9bxmvrf+t1BV5j1KvV8Cje/beesESEq7ieinRzFwYD/weDyYmZkhNzcXt27dErc3NDTE9evX0bt3b4VtJBDeNESZRCA0Azt27JBwJKmpqeGDDz4gjiQCoRkRiUSIjo6Gm5tbS5tCILyT8Hg8aGpqtrQZrZqnT5+iXbt2CAgIkNjOKy3Ay9xoePTxANBQ1+3x48dIT0/H6dOnERAQgAvnbiAlNRmFpc9bwnQCgUBoUfT0tDHn4yHYd3cdFn43GUcOByM9PR0AYGtriwkTJuCjjz5CXFwctm3bhjNnzmDw4MHYvXs3goODIRBIpw6io6OjAx5PvjOaQHibyc7OxpUrV7Bv3z5cvHhR7Eg6duwYunbtipMnTyI5ORkikQgODg4YNGgQAgICsGPHDtjY2GD9+vUwNjbG8uXLcf36dZSWluLkyZOYNGkS6mt0YdLGGupqku+CswL3Q0VFBQ7WPkjJDJfY98GIf1BRUaHQ+6OxsTG8vLwwbtw4tGvXDurq6nB0dMSoUSMxZ04Q0jIjIBDUKXQeZKXaBZSro/SqyiRZc3PB5uxoao2kV4GpBFLEBmXnVuR45Km7uOoksdW1knUN6OMoErhEQQX+MGspzd4qFAdxMYNn1k3JhkgkQk1eBk7+FY20qATozimDk10/+PdaghvXb0NdXQMuLi4ICAiAr6+vuG95eTmGDBmCuLg4hW0kEN40RJlEILwi+/fvx6xZs8RpbFRVVTFlyhS4uLi0sGUEwrvFkydPYGxsDAsL6UKtBALh1Xn8+DGsra1hZGTU0qa0Wvbv34/Vq1cjKChIQhX06HgIiq7FIjAwEABw8uRJjBgxAtlPOkv0r6wuhIqKCvR0ZEfZM1Nm0NVF9OhGelu6yojaR0VLMhUydJhKD7Zc8rLyy7PVsWGql5i1hOgoUpRZkXQk8jCo4slVP92uEcrcxzw39HPCdd7Yzs/eQ6Go0VYX10yikKXgoo8nr97Po8IaKaUVE/e2OnLHMajiyY2sZouq5rqeshaKZJ0/WTDvLwo2NZo8dRC9lhITqt7WCJt6mfWxKOg1uqjIZGaNKaZiiQ5XPTFZ55RNTSQrzVBTF1PZ1FKyotjZ+ilSlP7g1RjMC/obVtZWcHZ0QadOncTPn+joaNy7dw9RUVHQ19fHkCFD0LZtW4kFNzaio6Ph4uICXV1ducdNILyN3Lp1C05OTtixYwcAoKKiAosWLcKFCxcwevRosdqPjczMTISHhyMrKwsnTpzAgAEDxPsUUUYDQHL6LbRv1x16OiYAAIeeKTh65BimfDDpFY6qgb1792Ljxo3Y9Wc8+PxamLftJFEXko11U7JlKngpRLEPWRUszDYUTandQ6FMjSMuFQ2XLcrUWuJCkdpSspSzTVUxcdVZUvS8K6o+UqQNsy1XjU5ZNTnpz/ZVR9uj/EUceOdOILcwEUIhH1ZW1qiqqkJJaSGEAkDX0gZCVQ2UpyXC09MTQ4cOhYqKCi5fvozIyEjxWGZmZrh9+zZcXV1lnwwCoYUgyiQC4RU4duwYgoKCxI4kFRUVTJgwgTiSCIRmprq6GmVlZcSRRCC8RsrLy4kjiYPMzEyUlpZi6tSpUvvKcwphaGgobpeeno6VK1dKtdPXbcvpSCIQCIT3hTGBnniW9g8++GwwKoT5+Pufrdi2aydu374NKysrWFhYYPDgwTAxMcGhQ4cQHh6OoqIizjGdnZ2RnNy8SgMCoTWRkZGB0aNHAwAiIyPRtWtXxMbGYt68eZyOJACwtrbG6NGjIRAIYGBgILGPLfUuGx1t/PAiIxQikQgikRC//PI7HJ0cmnYwDJycnDBt2jTcjPoVtx/8iczcaHFgDReU454LNgWLLJpSu4c5D9ucbDRlDkXsay5VVlOcSFw2cKVzVea8K6I+UqQNs60+o14RW6pcyolEOZXoQSfrpmSjMjUBqVlRCBw3Cl8t/xIfzpiK+QvmYvny5Vi4aAFG+vWBt4sN3Nx7ISe/ABUVFVBRUcGwYcMkUvkXFBRg4MCBeP6cZDQgtD6IMolAaCJnz57FhAkTxMUmAWD8+PHo3r17C1pFILyb3L17F56entDQ0JDfmEAgKE19fT1iYmLg4eHR0qa0SoqKinDo0CGsXbsWixcvBtAYxZsUYIGUfT/A06YN3N3dcfjwYRhq9EJnx+FSKqOkAAuFFkZkMXtrw4IJPRc7Bb3uD8CugqDScChSu4b5g1qRaE2mGkeRaGB6X3nqIC7kqXvo4zAVU1wLF/RoVeYczOhUCv2wMKn6TFTNJACYPqMfp32yjg2QPLd02xVVTFHIU5yxqZhkqUzYFmao66795QfiNk1ZNONCnnKNrj5iUy/Rt9MXg2TdS8rUagJkL3By1VJSJvVOU6LmAekFROoaMcelR3/L+rsFpOtJMPtwqdXoNSh4NXX4Zu5mRIc+hVAkgqamDpxt+6NHp/HYd2YWvv32Wxw9ehRTp06FioqKzOMjtf8I7ypVVVXYtGkTioqKEBwcjCVLlmDQoEHo0aMH598EnTt37kBbWxsXLlxosh1j+v+E8qo82Fr2xrPUa4hPPg1rayuMDRwFfX39Jo/L4/Hw8uVL2NvbIz09HUePHscgr5UwbdNB3IauyKbUoNS7DVs9Q1nfqVwOBVlt6EoducdC+55VRA3VFJSpCfWqSqJXUWspAtv54mrLpfYCuJ1KXMcg67nF9V7BfKYP2dIGXll/4/CBe5g+faZSgXpCoRBnzpxBbGyseJutrS3u3LkDOzs7hcchEF43RJlEIDSBW7duYdKkSRKOpDFjxhBHEoHwGkhJSYGNjQ1xJBEIr5GUlBRx3n2CJPn5+Thw4ABWrFghdiQxqS/Nh6GhIV68eIHy8nK42A98w1YSCATC242WjibU1dTg6OSIAQP6wcLCHIkpl3Dhztf46quvsHTpUvB4PDx79oxzHE1NTVI7ifBO8vz5c3h6ekJLSwurVq3CxIkT4ebmprAjic/nIzIyEj/++OMr2WFsZIvqmhLU1Vejk8Ng+PVajJTUF6itrX2lcbW0tODo6Ag1NTU4ODhg2LDBuBn1O0rKM19pXALhTaKiooIIq0UImtMPBw7sRUlJicJ9VVVVMWbMGHTp0kW8LSMjA4MGDUJ+fv7rMJdAaBLEmUQgKElMTAzGjh2LurrG4pAjRoyAu7t7C1pFILyb8Pl8ZGdnk0gcAuE1U1xcDFNTkn6NSU5ODg4ePIgffvgBX331lcx2tSWFMDIyQnh4OL7//nuoqckvRE0gEAgESZb8NB1pqS/Rrl07BAV9iBUrlmPk6AE4c+YMPv/8c3z99dd48OAB5xgODg5ISUl5QxYTCG+OtLQ0BAYG4sKFC9DQ0FD695GqqirMzc3x33//vbItTnYBSE6/BQC4n7APvr4+aNu27SuPW1tbi/r6BoVRz5490X+AP66F/4yi0lSptkxFEvWZjjI1FrlqvFEokhpOVp/mVvUok8ruVdPSvUrqP0Wgzy3vHNPrUTFRpm6jIv2pz2x1M2VlAriyqAQqKiq4YzYfCxYPwdatf2PPnj24evUqnj59iurqas7jU1NTw/jx4yVKZzx//hwjR45ERUUFZ18C4U1B0twRCEqQkpKCvn37Ije3MUXNwIED4efn14JWEQjvLvfv30fnzp2hp6fX0qYQCO8sQqEQUVFR8PLyamlTWhWZmZk4evQounWcDEe7APH2vadnwPuPqwAaUsuVFVdicq8vsGzZMly5cgUeHh74559/ZBazpuoS0NPkyUt9R0/rEhpmJv43APFnagzzVWoAGlKvyUrBwZbKTFbaDnpKOHmLCCuSGudmpsmjYBuDSgfGlaKOslFeeja2Qty1G44AkJ1qRhHYjp9pNwU9DQrFo8IaXA4ORScNVcya5iexn2k7dR4pRtjUyzw31EIH24KRrNRkdPuYKf+4kJUqpqkFrxXpI+v4uApoc9VJoKdVAxrPOVvKPOY5oj5T9zY99SFzHObiEleBeLbFK3m1HrhS0HH1o2jK+WO735n3I/O8ArIXc+n3HpVG06CKh6s3EzB2+hZ8+uki8ftfTU0Ndu/ejXXr1mHFihWYMGECrKysZBwtSXVHePfg8XjYtGkTYmJi8PHHH0NXV7dJqYkrKyvx33//4ZdffsHcuXObbI/3H1dRkvh/7J13WFPn+8Zvwp4yZSgoiAzFiTgQ9151T7SO1lpHraPWWm3tsN/WtlbrqNpalbr33lsUUUBkiQKiyN57hiS/P/I7MTnk5JwTCKC+n+vqVZO865yEs57nvp+H0DW1QEV2KlKO/Ylu3X2go6MDgUAAbW1thf+LxWKUl5ejrKwc5WUVMLcwg4uLCxwcHKCtLT3nSSQS7NqzG3l5eejbuw+6de0KAIiIiMCNG1dwbt1w+LV783dPP1bJn+upYwplR6vMAo9u0UlBP9ZXXo+X2YFSczDZg6oLn6CPKjs6TaGOzZ2qbWIaL36dNGjYeo3q+l+aQKuDN6N9rrzlMf0zOvQxPh1bgPDmuSh+EYHqiFDk5CfB0sIGLZ0d4eraCq1bt4ZAUPMaobq6GgcPHlRIjhg0aBDOnz8PPT2StEZoWIgyiUDgSFZWFoYMGaIQSOrevTv8/PwacFUEwrtLfn4+dHV1SSCJQNAw6enpcHCoWYPnfSYpKQmHDx/Gzp07FQJJygi9Gw1nZ2fo6emhT58+2LdvH2JiYupppQQCgfBuMaifF5rbdsatm3dk7xkaGmL06NFYtmwZhg0bhpCQEJVjUA+vCYR3hSdPnqBr165SC63gYLXt9U1MTDBhwgQsXboU9+/fV3s9D5YOgkWbbih8Fgqrjr3h13kBslMMkGeuhSzDakhMSlCpm4/oJ5mICEtBdHgGkl+IUJxjBYHQDS4uLrh69So2bNiA48ePIykpCSkpKagqr8DYP77AjZs3UFpaCgDo0KEDBg4cimm/3IJ8LryqwAYVCKJqGipTLVGBAfo4yoIE9CAS9bquUFX3iKmtPOoopvigjjJJ1TYxjdcQQSQKSUQYY8IStU75RCm2RAmKHafM0TWzORxHfATnr7dj8tDt6Og2E5VF9rh88Q62bd2BiIgIiEQihX46OjqYPHky7O3tZe9du3YNs2bNIuc3QoNDlEkEAgeKi4vRv39/BVsFLy8vjBs3TmkWAeH9RiwWo7i4GPn5+cjIyEB2djbCwsLQrVs3DBs2rKGX99Zw9+5d+Pn5kb8xAkHDBAcHo2vXruRv7f958eIFTp06BYcJyxGysw0AYMg2CwBSJRKdnxbthFaJCXr27AlAeuySSCS4ceMGYx0DStlEQamKKNWSPHSFE6U8yvxZpPB6uKMQexZIv8PZfzErZii4qDioz5lUDcqUG0yKJDry2Z309XEpjkxH2U0903hcVBlMr5X156JqAYCAg4GQJL/EzKFtZdv/OKe8hmqFrsYxWD6FdRvk56M/5KI/eFK2/UxKJVVt5bdX/v3HOeXoHRdeox99PErFQqFKfcWlKDZ9bVy2hQn6Nq4Lr66R2a5sfGXKHGXrVKY+UrVt9O+f/vejSm2oaj8w/a3JZ5Qz/daUZfwzZXEzZXAzkZ5RgJadv8LHs2fC1tZW9n5QUBCCgoJgb28Pf39/xv4pKSkQi8VwcnLiNS+B0BgRi8XYuXMnAgICcPXqVdy7dw/Dhw+v1ZgxMTG4efMmHj9+XKu/k3mn/kTyk2fwGt5Ldl1CseWoolJzzwJBjWuY4tIsXAr8DkOGDkDCyxcYM7Ytvvx6HEaN+Q26VU1kDjBisRi/r/8FIR/5wtnCCMCbc1uJr2+Na4+7bp0AvDkWMymKgJpKJAp5pQqXaxvqWElXQytrw6bwUXWc5qNiUofK6/EaVzqpmpsJpjVxsbTjq75Wdg3HNA7bNaG8gpn+2aKJ5UjOCMfj1PNAWQH6+PmiQ4cO0NHRkbUpKSnB7t1SxR7FkiVL8Mcff3Cul0Yg1DXkqQGBwEJVVRXGjx+vEEhycXHBmDFjyIM3goysrCxcunQJ27Ztw7p16/DPP//g9OnTuHz5MsLCpBcdrq6uDbxK1UgkEqSkpODy5cvYsmULzp07p1DoUSKRKNQK0yRxcXFo1aoV+RsjEOoBiURC/tb+n9evX+PUqVM4evQoLNv3ZG0vFovx6HY0Wrd+c4Pbo0cPREVF4eLFi5pcKoFAILyz2NuZw37AFJy/fFVBidC9e3d4eHiw2rI6ODggLa1m8J9AeBuJi4uDUCjEs2fPsGvXrjqp1dy2bVu0a9cOw4cPR3FxMQIDA9GvXz/k5ORwHuPq1atIvB+O6opKlOYVygJFqqAnwmTkxAJaIujr6yM+Lh5z5g4EAEz4ZDAeh4fJ1BoCgQDNnVrh9qtcpePSA+xMCQ3KUBXspj5TlgBDhwo0UAErPoocVdDb1kegR9NKJyZUbRuXNXGx42VCPlCkLEGFaRw2ZRuVgHKnXFzjs63HDOFk743R3t/CYcIyBEbGYfO27Xj+/LmsjYmJCaZPn67g1rJp0yb89ttvrNtEIGgKokwiEFQgFosxffp0HDp0SPaevb09Zs2aBX197sUcCY2D6upq5OXlITc3FzY2NmoVCRWJRMjPz0dFRQXKy8tRUlKC2NhYZGRkwN/fHy1atMDz588RGBiIlJQUuLq6wsnJCa6urrC0tNTAVtWe/Px8REZG4tmzZxCJRJgxYwbGjRuHM2fOYPv27dDX10d5eTnKy8tlfxOaDIxVVVUhJCREluVPIBA0R0FBAdLT0+Hp6dnQS2lwRCIRdmz/B67Nh+PywyEAatY9uZisi/Vu0gcbd8rFSIxNxrKJv2HJ4qUoLS3F8+fP0blzZzx+/BgFBQW4e/eu0rnY6inJt6HqJbHVVQIU6yXJYxIUxKjkoFCVtUlXF/C5OVemFGFSkygbn09tH6aHCKracVFm0PuxjStf20m+bcDlGGg5OmPmtF61qncjvz5lWdZ06JnVyn4LdEUNUz0oZdD/TuSVO1xVbfKw7Rv5/atKmUQfn2lcZe+rGofqw/VhoLwCi2l/yo/PZW5AsWYTn3GZ+ij7zXLZRvpvR9X3x/SZsm3+x3I3Vuk+wqhpE+HszN/6iNRNIrwrnDlzBgkJCWjVqhVcXV3h5eVVJ+OKxWKcPXsWpqamEIlECA4OhqOjI65du6aQJMPEwoULsWPHDgzy/RrZeXHQU1KDibp2oV/LUK919p/Aq/T7sLApxbhhnbB25RgA0kSn1j3XQAcGcG/tgdatWyMiIgImTcpwatd81tpF8ufIWbOln1FKKTrK6rdR0M+bqs7HfOod1XVAiO36h4vaiMvalM3DtG/qep/R4aL8UrUGdVRLTCoxtnXRx6BfC1FK34z/VeN1egjCYg7AzqEphg8fInuGlJ6ejj179igk9+7duxczZ85kXT+BUNfosDchEN5PJBIJli9frhBIsrS0hL+/PwkkvWVERkbi3r17yMnJgbW1NbKzszFo0CBewaTc3Fw8efIEUVFREAgEsLCwgIWFBaytrbF8+XJMnz4dX3/9NX755Re0a9cOPXv2hKOjo4JEubFQWFiI169fIyUlBWlpacjNzcWYMWOwevVq9O3bV1YE1dfXF2vWrEFSUhKaNGmCvLw89OjRA82bN9fo+sLDw+sk445AILDz4sWLOnso8bYTGhoKSAzh6tSbc5/S4nKYmJhAKBTi2LFjyMrKglAoRHV1NVxcXDS4WgKBQHi30dUSoE+1HcLCnqgVTLK0tERubi6srKw0sDoCof4YMWIEBAJBnavIBQIBRo4ciRMnTqCiogJNmzaFra0tunXrhjlz5qBr167w9vaGsbExysrKUF5eDkdHR5iZmQEAEhIS4OTkhEdR/6Kzpz/SE6Nh5sLvmtLFsSdcHHtiy1F9heC3lpYWNhxdgbsXQ3H2TCQuX70CSMQYOoy7oodAeNvQ0tJCC4eucGjaAdHxZ7Bjx9/o0b0b/Hr5wd7eHlOmTMGBAwdkir2PPvoI1tbWGDFiRAOvnPC+QTxNCAQGfvvtN2zatEn22tjYGNOnT4eJiUnDLYrAi+rqaly5cgVBQUE4cOAAioqKcPDgQQCAnp4e8vLywCbOjIuLw4EDB7Bnzx64u7vj+vXryMnJQUJCAkJCQnDp0iV88sknMDIywpgxY6Cjo4N+/frB2dm50QWSKisrcfLkSezcuRPZ2dkYPnw4AgICkJOTgwMHDmDAgAGyQBKFqakpvLy84OjoiMOHD8PLywsGBgYaW2NOTg6MjIxgaMieCU0gEGpPVVUVSZCAVKEZGBiIrl6zoKXF/fJYJBIDkODMmTNo3749QkNDERQUhIiICKKuJBAIhFrSU2KH589iUV5ezt6YhouLC16+fKmBVREI9YuOjo7G7Ih1dHQwduxYSCQS2NvbIyYmBlpaWjhw4ADWrFmDTp06wcXFBZ07d0anTp3w008/yfq+evUK/fr1g7mFEVIyH6Mo4QkkIsW6SXzU1XSF4ujm5vhgRn+M27gCi2/sQnbRfuw/ugzAG0USvUagMvbukf7/s0nstdvotZG42NtRShQuNmx82vKBS23IuphTmYqHj+qXQp19RoeLjaA6SlllMLVVtjambVJWi5QKoFKOApTDgK6OPjp5TsLwXj8gIS4XW7dsx7Nnz+Ds7Ixx48bJxhSJRJg4cSKCg4NZt4FAqEuIzR2BoIT9+/djxow3VjN6enqYPXs27O3tG3BVBD4UFhbi2NETEAmN4LDoB+iamAMAzs3ohF27duHmzZsIDg6Grq4uWrRogW7dusHOzk5hjKysLAQEBGDr1q2YNGkSjIyMGOcrKirC559/jpMnT+LTTz9V2bYhyMnJwYkTJ+Dn54c9e/YoeO5yIS4uDl26dMG0adM0+ndw9+5d+Pn5kfotBEI9UFlZiejoaHh7v99ZnqmpqThw6Ahs+k6Eff/JABQfejBZxwHAnVvR+GDoj+jUqRPu3bsHIyMjXLp0CSNHjkRERASj6ovJ5g54Y3VHtbFdpa1Q1FqVFd6VhfkAlFt70R+IyNu68PHuZ4PNokt+TVxgskVTx5aEz3bK7zf6NqgqrqxqPHmbO2WwWRAqs/3jApc+XB5E0cfi8l1rAi42bKq2mauFn7JtpKBbxa0Lr5ZZYNLXID8efRvov29l89CtB6nXTL9D+e2iWxDS+z7OKVewJVS2fmVWeUw2g/TtU4Uyu0ll3+egsb/CwKQFfHx8WMekExwczFpfiUAgAGVlZTh58iQyMjLg6emJ7Oxs5OTkwMPDAx4eHrC2tsZ///2Hixcvolu3bpBIJDAxMcGnn34KiUSC48dOIScnD3ZWbeHb6SNoa+spnWfLUX2ZpddwRyEA1DgGqTr2UMc0qiYS9eD+dbD0Gq31GucaD/OpwBP9GCo/LlMQSdlxuy7gY6XLxxJO2XUP0/mdHoirrU2fpiz86OPT4Wt3Rx+Hi/0fvQ3TGPJt2faHsvPdyjjpPYf8db9EIkFyRhhCY/bD0ckWgwYNQkJCgkJtVktLSzx48ABubm4qt4VAqCvI0zoCgcbt27cxZ84c2WttbW1MmTKFBJLeEsRiMR49eoS//toBC+P2cFqxURZIerBUam331Vdf4erVqygoKMCNGzdgbW2NBw8e1Bjn8uXLWLNmDWbNmqUyOHTt2jV4eHjgyZMnmDdvXqMKJJWVlSEyMhIBAQFYvnw5jhw5wjuQVFZWhtGjR6NHjx4a/TuIj49Hq1atSCCJQKgnEhMT33srtufPn+Pw4cOw/+BTWSCJDxaWJnB3d8elS5dkx/5hw4YhKSmJ2AcSCARCHTBvVl88ffpUrb56enqorKyfICeB8DZjZGSE6dOn48MPP4S+vj4KCgpgbW0NS0tLBAUFYceOHejatSuys7Oxfft2fPnll6iqqoKJiQmaNGmCOR/NxKTJY5Ff8hynbiyHUMisJqSScy4m6wKoGfRWBhXU4VLHj/7wXpV6iRqXiwKpLhNvlMFH/cI2hjxMiiEuNRfpqFqLplRXXOamo0qhxBYYUgZbAEo+cEQPIrEpleShklKoRDZAan3nZN8FH/RdDx1RK+zfvx9t2rRB795vbLnz8vIwfPhwZGdns24LgVAXEGUSgSBHbGwsfH19UVBQIHtvwoQJb80DIYlEguTkZERFRSExMRH29vawsrJCz549oaenPDvoXSIrKwtnz5xHeZkE3dt/DCtzqb86VWxzyDYLAIBEJML/Ouvh8OHDOHHiBPT09ODj46OQnR8WFob4+HhERkZCV1dX6XzFxcVYunQpjh8/jiFDhqBNmzYa3kJ2hEIhHj58iIyMDGRkZKCgoAAeHh7YvHkz+vXrx3s8iUSC6dOnIzIyEuPHj4eWlpYGVi21JAwODoafn59GxicQCDV53zO2Q0JCcO3WHYz9bTGcvNvKMmRXHXEAAATNUm7JQmW2AsC5l1oQaGsj6xfpe/KqITZUqZOYUKZaAhRVU3TljjJlD5Nigkl1IA+9GDWFOooZZTA9TOGyFnUUSFzgs22qClCzKZPoY6jaDqY1qVork/qFwiQoiFUpQ0f+98T0QFCZ8oXtt6ZqX6tSw7D9LpWpvJjmVLUPlKmAmGD7juTnocalHrJSf9vKMvmZ9jd1DPt5chrjmuQVVfLzcIFNlSQPtb+5PFyjPqN/h5Whj2A//l9MnT4Ltra2nNcJAAUFBUhPT4enpyevfgTC+45IJMKLFy8QExODp0+fQiQSwcrKCubm5jA1NYWxsTHs7OzQtm1bWZ+qqioE7N2PijIBhvf+vsZ9I6Wiph+blKkp6ecN+WsvQKouYgoY0I838eukdpet1zizXluoUpDSUUeppOrYx9aHiwJHWVs2hYwy5U1do0oppKydsrb097kooVR9d0wBIqb55KH6MgXklI1PR9l8dDcB6hxNkfmzCCHR+1BalYAPZ/rjwoULCA8Pl33eo0cP3Lhxg5QMIGgckv5NIPw/mZmZGD58uEIgadCgQW9FIKmiogJ3797Fjh07cPnyZQwZMgT79+9HdHQ07ty5885nKAiFQty+fRu7du1BU/MeGOb3A2MgqeB5GF7/MQfTp09HXFwcJk2ahHnz5tWweTI1NUVaWhp++OEHLF68GNOmTcOwYcMQERGB169fY9++ffD09ERISAg++eSTRhFISk9Px+7duyGRSLBixQrcuHEDpaWliIqK4hRIKi4uxu3bt/H333/j0aNHEAqF+Oeff3D9+nWMGDFCY4EkAIiIiEDHjh01Nj6BQFDkfc4lEovFuHHjBsLDw+Gx6A84ebdl76SEhJjX2DbkU+S8SK7jFRIIBAKBQk9XG1MHuCE6Opp3X3NzcxQWFmpgVQTCu422tjbc3NwwduxYfPnll1izZg0WLlwIf39/fPDBBxgwYIBCIKm6uhqHDx+DNqzh1foD5BfVvDbiUjeJCiJxUSupk0hCDwyoCoYzBTzqmtooebhsOxfFkKbURBR8ahlRsAWcuATAVH13TOoiLt831VeV6o1rkFCZdS+VLEVP9LBdpQ3vNlNRWaGD69dvYOTIkQouEw8ePMCHH34IsVgx+Eog1DVEmUQgQGrj1bdvX4SEhMje69Kli8YfoNcFEokEJ0+ehLW1NdasWYO+ffuiqqoKvXv3hlgshqmpKczMzODl5fVOqpNEIhF27doDLbEpurWbA1NjW1mmNuU1S2VBfffBK4xp9xlMTMwwbuxYODg4qBw7NjYWycnJ0NbWRkhICCoqKqCvrw+BQICWLVvCy8tL4SK6oRCLxQgODkZQUBB++eUXLFiwgNfvdvPmzdi8eTOSkpJgb28PS0tLZGRkoLi4GAAwY8YMjdrbFRcXIy4u7r2v20Ig1Cfp6emoqKiAs7NzQy+lXqmursbJk2eQmV6Ifj7LYWRowdh2y1F9lQ8z1szZgheRaSgWCTD36I/QNdBHYJCNwsMSVUolPsqk2X+9uSmkP2hhUkYoU4HQawLQUXbjrqxuAL2NfF/5+VTV/qGjStHDNI+yTGWm+ZhUJnzqxLDVRpJEhDHWpio21seBfbdhWFFdQ5nEpfaNqjUrG0PZ+pn6K9s3TA/YuO4LgN8DPrZaPPKqI3rmLh+ljCpVHl+lm/xYXBV5xcY1jyuq1E3034I6iiim35eyNbDtS/ljCZMtlCplI10hxrV2xYFrz7D+ZCImTvFX+rkqgoOD0a1bt0Z/T0cg1Ad5eXlIS0tDbm4usvIKUFBYiOrqalRXV0MkEkFfIE3UbNu2LQYMGMA6nlgsxosXLxB49z4smxti/YFl0NXTwf4/z0H4fHSNv7uA0zMwc8w+2XWNOscy6jX1IF+VwoOr+oTP8VxVPSIKLgohPjWG2LZDVQCEaZ7K6/GyWlNO3atr9GNaG9cgmzrKIVV1PNn2Ndtc8m0Nlk/hfB5SNj5925RtB1uNJz7bTkH9Tvv9LMHTP+Zj5OABcHV1xe7du5GVlSVrt2LFCvz6668qxyIQagN3PTuB8I4iEong7++vEEhydXXFsGHD3oqbjrCwMJSWluLBgweyWjinTp3Cs2fPYGpqChMTE6SmpuLWrVtYsmQJtLW1WUZs/JSWlsLIyAjp6em4dy8I4mpDDO6xElpaNR9oKMrp9TD72AY8OX4d/wUchKNTM/j7T1VoLxQKkZiYKLOIy87ORkZGBgYOHAhnZ2fcunULkyZNajR1fQoLC3H+/HkYGBggJCQEHh4evPqHhIRg9erVGDduHCZPnqwQcCz8/5sLKyurul62AhEREe+11RaB0BAkJye/dwHcsrIynDhxAhWlhhjcYzV0ddW3gHj5PBXh957is0WLcfLMWdzcsA9DVn9ch6slEAgEAoVnC0tk5zxUq6+dnR0yMjJI/VsCAcCZM2eQnpYFF8eeqOjgCxNLWwj09CHQ0QMEAthFn0VUVBQ6dOigcpzS0lI8efIEjx6GQQt6aO00AD/s6w09falFp98wbwTcDkULB5/62CwC4b1Cz8wSrWZ+i3M7v8ZHH8+Gv78//vnnH5SUlAAAfvvtNzg7O2P+/PkNvFLCu0rjeBpKIDQgX3zxBU6fPi17bWdnh4kTJ74VQZenT5/i9u3bOH78uCyQBAAZGRkoLy/H0qVLcePGDRgYGKBDhw5vxTax8fLlS2zcuBF//vkn9v13CAJhC/TuvFhpIEkZJtYWcB/UHdoCbTg5OQKQqrvS0tJw6dIlbNq0CU+fPoW7uzvmzZuHw4cPIycnB5cuXcL333+P5ORk5Ofna3ITORMdHY1du3Zh7NixCA0N5R1IqqysxPTp09G3b1+4uLjUUK41adJE44GklJQU2NnZQUeH5DYQCPWJSCR6J84JXMnLy8N///2HPn36oJ/P8loFkgBg38az6NLFB4aGhhj7wSi8DHyM59eD62i1BAKBQJDHw8kCOXmFEAqFvPs6OjoiOZnYkRIIADB27FgIBICVuQvseo2GRdvuaNK6E4ybuSLzxmEkJCTgww8/hLW1dY2+EokEr1+/xpkzZ7BlyxYYGxujm9cnGNV3PTxbDcGh5W+urZzdm6GkLAfV1cpVPnsWSO/dudjZcannSIePFRrTfFzgU6ORSdXCxWJOlVqG77zyUIokSqFER1mfuqxPqUxtxKRA4jIf1zpF8uOx7Vsu6jJlKnpVNaqU9WF6Tx7qb+DKwnyYOrdFB/fxOHzoKPT19eHv769Q63vRokW4ePGiyvEIBHUhNneE95rNmzfj888/l702MzPDxx9/DDMzswZcFTdiYmJw7do1nDt3Dn5+fgqfpaenIz8/H23atEFWVhaaNWuGVatWvfUPDtPT0xGwdx+6tf8IRgbmsDJ3hkAgvfChFEhXFkoDPevCq2Ues/KFO18npOGTQeswcFA/tG3bFlFRUQgLfYLi4hK4NPeDq1MfNDFltr8LjTmIxJTb6NOnD3r06KHJzVVJTEwMjh07hjt37qB3796c+sTHx2PhwoWwtbVF69atER8fj5CQEEyZMqVBVHhisRj37t3jvH4CgVA3lJWVIT4+njXr9F0hOTkZhw4egYfLcLRt9ca+Nq6PHXr5SmsKBgbZAHhTFJpuKSVv5ZWXXwKHNkuw+LPFMDExAQC8evUKx08cxY7L36FZy6YA3jwooazuZo7ZJztX0esGUO9T66FY00mH0WaK/gCGWmOxsb5KayplyBdfpm6u6Q9T6H25FISmUGVVR4eLFR6b3Zky/3muNnf0MeXbMO1HZXMoe+h1YN9tGMTHY+bQtjX6yrdlsvRRZcHH9juR/w2z9aFvg7LPmLZTWfFypu9Hfr9xtURUZi/EZomobCyuvwcucLHXY+sr359u38jF4o5tbnl7Peq3QJ/nYrKuwus1nXQ4Wy6qsw9UFTVXhuvWOxg1ZbpaCqPg4GCigie891RXV+PatWtITU1F59YLYW7WDLartFGWX4Rj03+DuaUeJkwcp9Qav7S0FGdOn0NqagY6+g9A+9H98Msg6bUT/di16ogD3O5koLKqFC9TgvAw8r8a1r706571biLZZ3T7Mfp1hrJzB1PtGqpv/LqXAKTBE6bx6Ci7luBq7aZs3Wy2Z/LXYkx9+ATH2ObjMk9dWPGpgu16Ub4N2zlfXfiMx3V/qGpH/0zZ9SYT9GuXHx8LceHbbdBOL8a4ceOQkJCAQ4cOyWrjGhsbIzAwEJ06dVI5LoHAF6JMIry3nDlzBkuWLJG91tPTw7Rp0+o1kFRaWorIyEhcuXIFubm5vPrGxMRg06ZNNQJJAGBvb482bdoAACoqKmQeyG8zeXl5OHLkCDp7TkULBx/YWLZWGUhi4sw6AxgbWSL4QQg2b96M6Ig0tHGehPGD/oR326kqA0kAEB5zBlOmTMHVq1exYcMGvHr1qm42kCcpKSlYuXIlr0DMsmXLkJubi5ycHFy+fBkxMTENauf49OlT2e+UQCDUHy9evFAo1vouExsbi/37DsK77Yfwch1ZJ8e742dD4OzSUhZIAoCWLVuiZ08/fDJkLQ7/dRHVQsXzUFlZGcJjj6EokX8BeQKBQCAAbtamyMnJUauvoaEhysrK6nhFBMLbQ15eHg4dOgQ9PT2Eh4fjzM2vZJ+FHLgAPQMhpkydpDSQFBcXh23btkMgcsDofr/B96NxMLFmrjkJSO/P9fWMoatjgAlDNqmsIUmHj6qIerhusHwK5/HpQQ8uQQR11DjqBFdqEzyiw6dvbeapzRjq7Pu6CiIxja8KrmoyVfuCPoZ8ghKbKo4ebPqmsy6GrJ6LzNICBAUFwc3NDcOHD5d9XlpaihEjRhB1LqHOIcokwntJWFgYevfuLbup0NLSgr+/P1xdXetl/qKiIty6cxvR0dFo1rY1mjjZIv7GI0waPwEtW7Zk7S8UCvH777/j1atXsLOzU9nW2toaDg4OGDNmzFurTCopKcGuXXvg7NAf7VqPAiAtjC4PFUDK/FkaNLNdJd3W4Y5SOwwqQwoAROJqpGSEw8bCVVZ8nekCl6lAell5Pm4+3IDCklR89dVXCpLi+uDhw4do0qQJDh06xKm9RCKBm5sbLC0tMXTo0Aav+VRVVYXQ0FD4MhRvJhAImuN9yNCWSCR48CAYd+/cRx+fz2Fr5Q7gTfIBBXVeUKYMoqtbKToMXgdXx7ZKlV2ZmZk4f+4S8iqr0LT3eFh590dZyguk/LceZRUF6OgxEW1aDVVQKwHScxaljqISI7hm/MsX7KXfYNMVIUz9gZrqGialiDxs2byqbsxVFc6WX8fjnHKZKoK64WZqq2zNfG1Y5DOd6Uok+j5SplBSpe4JOBiIcgMd+M/oy8muh2le+riq4PLQRZX6hz4G229K1XdP/56Yfq+qoPaJskxePsqkukAdJRlTX6bP5WH7zcgrj5jWQlcaUZ+vjNOWXTNTCiXqGMi0DmVrYTtulPj6Mn5fFPSHdJT90ubiKMQYOqFfv35K+6miuLgYSUlJ8PLy4t2XQHibKSkpwZ3bdxEREQl3l0EY/O9ECHTeXHMAgMOlKJy/vRrzPp1bw+L81atXOHbiKNZsm4cFk2teO9L/nu+6SRUQ1HHkJ5cq/L71Ir5aIr2HV3VsUwVdrUShSslDHTsoKzc6yhTZbMcnOsqUSOpY0DFdx6kai2nb1QnqUH2poJyqaz769ZuyeWsTbKnLgJqq8dnG5aKaYmor34fv91J5PV72PVD7mh4spf+9bZ6ZjUuB32HipHFo1aoVrl69iiC5a1QvLy/cv3//rXBgIrwdEGUS4b0jLS0NH3zwgUJ22siRI+slkFRZWYkbN25h2/a/IHE0x9yTmzDxr68x+KuPMHj1xzh48Aj+3bUXeXl5KscRi8XQ19dHZGQk65yWlpbw8fF5awNJlZWV2L/vIOytvOHlOlJpGy6BJHm0BTpo4eDDGkhShZGhBYb3/g5a0MbZs2d5968tVlZWeP78Oef2WlpaCAoKQmpqKhISEjS4Mm48efIEHTt2bOhlEAjvHWKxmL3RW45YLMb169cRHBSGoX7fyAJJdUFKah7iol8x1qiztbXFnI9mYtSA3pBEXEHo12MR/+8aDBzcC+282tfZOggEAuF9o421MQpzstTqa2pqKitMTiC8D2RnZ+Py5cvYvHkrCnIMMKrfL+jkIQ0k0Ukb1g4ezoNw+fI1hffLy8tx4sRpLP9tFroPUG6NTAWHmB6m6+hoo1O7Fgh5nFir7VGnBhJbPSBlsG2PKtQJ5tDr52ha+cQEl77UGqnABp9AFx11gmR1BdegHx8FlKq26gQZ6UEkuo0j9TvpHRcOAFgcYINu7efg3DlpjaSBAwcqOMBER0fD39//rXcrIjQeiDKJ8F5RVlaGPn36IDQ0VPaen58fBg4cqLE5S0pKEPY4DMlpaUhNTkbv3p74af10LLou9cuXr5tQVJKBs7dWYdGihbC0tFQ57rNnz3Djxg3ExMTAxsaGsd3IkSOho6PzVvqkFhYW4sSJUyi3agEX/1Xo7adoBSifUUWvPwEoDxIxKY2U9VHWlp5NHpt4DSFR+7Fs2dJ6zfSgisnn5+fz6mdjY4NJkyahadOmGloZO8XFxYiPj0fnzp0bbA0EwvtKeno6KisrOalg30aqq6tx+vRZpKcWoH+3L9HyO0UbFuq8QSmQhjsKa2Thq8qs//1wGA49LMGYMWM4rae0tBR6enrQ1dXFxYsXMXXqVCxZsgQzx+yTJT4wzUvBpuYAVKt6AKlSga0GAX0sPnWHKJiUQ/J9meo2KVOlcFFHKYNLTSZ6W/n9zKS2qK0CKuBgIABg5rResvf4qI3UzYrl2pbLvGyqMFWF0tn2I5eaTWx9VLVhe19V7Sbq98mk7FEF09+wfN0nCrbvhsvvhapbQl8jH7UTXQEmX6ONz7bT4apGAmo+gHvU1AgzfrmLj+Yt4D0vIFXldu3atcHV+QSCJsnJycH169fx4tVruDbzg3vLgWj9UzMAbxItlVFeVolx3qswasgAuLq6Qk9PD8eOnkCOsS1cpq1UuG5ShnxdPgr5Y99PG87is28mQEtLq1a11VTVU2RCVdCFrshhQllNJqbrKHWCH3yUOnzG4LsWdaz4uIyjTu0lVconPopqpvHZ1iw/F19rPfn1UefkC691cPP3AOQ8yIKpcTOMmG+PFq72cHK1h0kTY4X+bIp8ZTUpy8oqYer0Cb5e9TV0dXUhFAoREBCAlJQUWb8VK1bg119/5bUtBIIyuIfoCYS3HIlEgjlz5igEkjw8PNC/f3/e4xQWFkJfXx+GhsqL0QJAQUEBgu4/wJOoJ3Dt1RnuUwegj4cz/hjjhCHbpA+36AGQpy8uoGtXH9ZAErX26Oho7Ny5E2vWrGFs16ZNG1y8eBFt27ZV6oHcGBEKhbh/7z6CHgTDuvtQOI+cqzKQpAx1AklsbZWN6ekyCNHxZ3Hs2HF89NEczuPXlri4ODg4qK7vRCc9PR3FxcWwtrbW0Kq4ERER8c5bbBEIjZXk5GR4e9et1VNjobKyEkeOHEd5iTYG9VgNPV3mczRfhNUiFJZWIeDqc3Tozj0Bxdj4zc2hRCJpsBp1BAKB8Lajp6MNsUR9da2dnR0yMzNhb29fh6siEBoXjx8/ho+PD0xnroe2viHM7mQg82eRLIGFCUMjfTiN/wznT25BxfHjMDAwgI62MUb0/gyv1FyLfHLG6GGdceFsKEaO9lFzNGbUedhPoT+wNSqvx6Niw2FedZcAaVCiri3YlEGtsb771mZM+r7hsw6qLTWGsr70JB7qN0C9r+o3wbQWVd8n39+Y/Pr6GApwp1yMgtOnkRIUhZ7deyA7OwdndiShsCQb2Vm50AIgAQCJBGKJBJAApqZGcPNojs62+mjvEgHP/t1RVVWNrJxi5OWXQJCeAt2zUUAbd+jp6cBMLIGBoT7y8/PRtGlT6OrqYsqUKfjnn39QWFgIAPjtt9/Qpk0bzJo1i/O2EAjKIMokwnvDDz/8gLVr18pe29nZYc6cOawBFqFQiLS0NCQnJ+NVahoyU1+jvFIEcbUQpsZmsLe3h0MzW9jb28Pe3h7l5eW4/yAIT58+RZuhPeHz4ShUBki9h+VrNVCBpNl/SW+KlmyuxtM/P8PihQtgamrKaZv27t2Lbdu2KRTZo5OamioLog0YMABt27blNHZDkZycjKMnTkG3aQuM+X4qrJybyezrVMG35hEd6rt5sHQQ57VSY6dlRSPw8RZ8+eUX9WInmJaWhoMHD+Lhw4cK8mU2zp8/j6VLl2L69OkaXJ1q0tPTUVRUBHf3urOdIhAI3Hkb6yUlJCQgNTUVvXv3VhqMqaysREhoCB4EB8PW3As9OsyFwxoDAFLVD5VRTymQ1rtJzykr4xQtUenZ9lFPkzFkyibk5xSisqIKOrq6sLa1wcez5kBHh3s+VmVlJVJTU3Hr9m20Ht8Hp34ZqTAPhbJ6AHQvfaY6Q6pqzzDNwyV7k67akVc6yb/PNJey+agMTfoY8goJtkxMVevlq/SQh2v9F3V99AMOBkKS/BIzh7ZVmV3NpdYV07xs36v850xt+ewzJhUM11pc8p/RVT8UqhRvTL9nZWo6NlWRsr5Myh2270aVIosN+QewbPtT1Rxc6zFR7e6Uixn3DdN3JK80pH639O9LnQxxCvnM9MsJWVgSmos5M2aq7MOESCRCWFgYunbtqlZ/AuFt4J+/96Dbsglo5de5Rh20wCAb/Dw5DQCwZ4H0HExXSX82qRJisQjllQXQ1THCq4HOAICfJ6fJrOOpMejHagrKgl4++fPKwnz8ueEsVszuD319Xdb6jKrq4vFR4nJVocirX+jHLq6qGk3ZsWlqfK7z8jmWc6lDxOX6hGneuqgLRYfJhk7+fXr9LaZ9RCF/nv1sUiXSsqJx7/FWzP3koxp1yUQiESorpb9xLS0t2b1OWVkZsrKykJ2djfz8fOTl5UFHRwdGRkbQ15eOX15WherqaohEIohEYkgkYnwwegQsLN44M2RkZODff/+FUCg9Hujq6uLmzZvw8/NTub8IBFUQZRLhveDYsWMKgSRjY2NMnTpVZSApISEBN67fQVZWGgyt7WDcsg1mfNQNbb39sSPMG663U1FQnIrcgpdIffkKURH3kVeQAh09HXQYOwAf/fgxTKzMZYEQ+UBSy+uJSMtPxOrj0kDAqiMOSL24Ft27duUcSCopKUF6ejr69Omjsl2zZs1w5coVXLp0CZMnT4aVlRXs7OxU9mkonj9/jpMnTsNxwmJYefeHlXNOvcxLL8jOBfkglUNTLxgbWiEgYD86dmyHTp06aSz7vLKyEqdPn8bGjRt5BZIAIDExEfn5+YiJiYGnp2e923xIJBLEx8ejV69e7I0JBEKdU1FRIbv5eBvIy8vDxSvXUFyQBxMTEwQGBqJ3796yz8vLy/Hw4SMEBz9Es05uGLNxBbTPOdfJ3BUVVZg0exu8PDugY4eO0NfXh66uLqe+lZWVePr0KZJfpyInNwspqWkwsW0OZx9XuPh2rJP1EQgEwvtGblkVjFS4QrChra39XtQNJLy/iMViZGalwc6zVa3GEQi0YWxoxd6QJ9Nm9EHAoXv4ZFa/Oh+bQGislJXn4d7jbRg7bnSNQBIgPTcZGRnVeN/AwACWlpaMdVq5Ymdnh3HjxuHIkSMApMnyY8eORUhIyDtre07QPMQwmPDOExYWhpkz32SwaWtrY8qUKWjSpAljnxcvXuD06dNo1WwEJgzZAq+v9sB5ygqMmNoHLd2aQUsggLa2LqzMW8KtZT90az8bw/x+wNThf2P+pe3os3gaTKzMa4xbVZSL5HN/4+S1JXgce0j2vrCkAHlPH6Gnbw/O25WYmIhu3bopWOioYtiwYVi1ahWuXr0qy3xoTISFheHkyTPo47ME1l0G8ArGMKmS6pNBPVbD0Xowbt64h6dPn2psnuTkZFhYWOCjjz7i3Xf+/PnYuHEjIiMjsXPnToSHh2tghczEx8ejdevWxOaJQGggEhMT4excN8EWTVJZWYmbN29i+85/UOHYAS9evMCNGzfw5MkT3Lx5E0FBQbh69Sq2bt2Kl/FFGNh9FcZtXAEHL9c6W8PK745BS9sYPX17wsTEhHMgSSgU4tixYwgOegpJhTMCAgLgve4E2nzxNwav+ggWjo0zmYNAIBAaO7nlVTAyqJ19qb6+PioqKupoRQRC46K0tBQSiQRGFszJqZS6iHJH4QOlSKLG4MOQbRawadoEZbrayM4p4tWXUnnwrfcHqKdgoStjmJQrmqa+56vNvHz2EZuyTJUSqjbfBVuNK1W/FUqRRCmUlNnuMfHtFm3o6xnj4cNQFBQU8FlyneHp6YkBAwbIXufk5GDUqFEoLi5ukPUQ3n6IzR3hnSY9PR0+Pj5ITU2VvTdu3Di0b9+esc+rV69w6OAROM9cA3NPnxrFJi8m68pk4BR0Cx1K0k1Z2cX2MEfapT3ICrqIli1bIj4+DkP8voatldTqSywR4/DFT/D5559xViYFBgbCzs4O+/fvZ21LqWhEIiGCnuxEYWkiJk+ZCFtbW05zaZrAwEA8CArFgG4r4PGL9EEnk7VdwOkZvGof8UHdoJT8elIzIxEcuRPLv1iqEeVPTk4ODh48iNzcXPbGDEgkEvz3339YsmQJlixZUneLU4FIJMKDBw+InJpAaEDeBou7qKgoXLl8DZZNWsG7jT/Sh0vP1718s5Ee8wJZF69AR1cHxqYGGDa1N5zdm8nOvQDwa7dpsn9/+fAggDfnE8rKhbK5o+y5AMXC0ddvR2PMzL8w/5N5CudksViM46dOwNbGFr49etQIMInFYhw7cQrGlhL8sn8pfOxMADBbTXGxY+FiF0KNxcWGhN6Hes21D4Uyazqullp05PtRbeWtswButm9M28DHEoWrfZ2y/UG34aG3lUSEIeByDLQcnTFzWi+FdkxWcGwPVpTZsfGltrY1TA+FVNnaUZ+rY+NHn5PNok+VPR0f2zn6XEx2PFzm5WtZx+W75bK/6XC18JO3MmSyv1NlRcgG1zoU/16Ixs/HnuPDWR+pnZhUUFCA9PR0eHp6qtWfQGjMiMVibNuxHb2/mIHF/tLrJ8rOjnLioJ5P0O3t5GGzBFV17KQfV+j2uBUVVdi26waWLxrG6/oAUH685WPdS4ePXR4b9RH4UVbrh0+wjE/NInnkrxNrM7/8eAD3axx56G24rIfpWobPd0YPYrFtd4mvr8zuEQCEFVW4/slxxCfdxODBAxukfq1EIsGpU6cQGRkpe2/UqFE4depUvZRqILxbEGUS4Z2lvLwco0ePVggk+fn5qQwkZWdn49ChI2g5/SvGQBIdtkBSVAdtPN+6FHqvI7Fo0QIYGRmhdQs/WSAJAARaArRt64nMzEzO29emTRucOXMG5eXlKtvJBzq0tXXh13khWjuOwO5/9yIuLo7zfJqisrISt2/dxlC/b1kDSZqkLgJJAKCrawgdHR2NqW8sLCxQVFSE/Px8tcfQ0tJCZWWlUpm1poiKikK7du3qbT4CgfD2kZiYiIsXrqJ7+0/R12cpTI2bKnxu37YVVm2eixUbZmPBd1Ph7N5MI+vYvvsWevf0q5HcERkZiczCfCQWZGDb1u14/vw55HOyrl67jpSCUvzw7yJo65CbMgKBQKhLPhziCW1RmcKDML6Ym5vLCpETCO8aAoEAvXx74sE/J9FYc8YNDPTQzN4CL15mqp0EIY86QSQKdfowoU5QpS7mUScgog50lZY681Ow1Trksg4KLuthq4nEBXoQict2ywdqdQ30MOy/aRjYfRWuXbuFxMREznPXFVpaWhg1ahSaN28ue+/cuXP4+uuv630thLcfokwivJNIJBL4+/vj0KE3VnIeHh6YNGkSo1pEKBTi77//RQvbfmjTahi2HFXMpqGCRcMdhTWKRtPbUPS1KMIMv1XwatMeffv0RVJSEo4eOYFR/dbDQE/xIVVozAGYNy3G4MGDOW/nvn37sG7dOkyZMkXh/R4brwGALBimLDiTkf0Ut0I24Msvv+Rs36MJXrx4gUvnb2P2pV8A1AzG8YGeccX3czbkA05M6qiQ6P0wb1qCIUO4f498+fvvv3HixAm1FQb79+/HggULMGHCBLRo0QIlJSUQCoUKhRrrkqqqKoSFhaFHD+42jgQCoW7Jy8tDdnY23N3d2RvXI9XV1bh48TKexkZDINDCkp9nYNB4X5mFCnUeA2oqjOjnNuoYT9mwUKw64lDjfEhXKcnTZ+TPcHBsr5C5XllZiS1/bcPwnxbh0zGtEXgpDFu/OQgLcysMHjgE8QkJCI8IwfaL38Cyqbl0HNq1gjxMKhYKLjfYdZGNy9aHulk2WD6FsT1XRQab+kF+fKbi19Q66O1VrV1VkW06XBRAytauTLFC/6zE1xcH9t2GYUW1gjJJVYY10/v0AuXySi51lUJM2wOoV/C6NutgKnrO5e+Cz3bS52RT4LFxp1zMWJCegkl1JIkIY1Xg0ftQiiF5ZSVTH7rSgHpNHWuDZmXU+BulsqqppDpV8zDB9puWh+13VuLri1s3IuE/YTM+W7wQBgYGvNcDvB0qXQJBXUQiEXbs+Ac2Zh2w5fZkPLwZiTPZQ6Al0MaVhYrJiHURzFGGKoUuAIi9OuG3LRfw1ZJRnMdiOv6rc8zX5PWSpuB6LVN5PZ414MEWgFEnyCJ/fcZ2Dqej7DtmUy9x3TZla2Vaj/x3zLRP6L876vqLOn9TyP8e5Z0QAGDTf+G4uX4v5n8yT2mtJE1TXFyMf/75B0VFb+wm9+7dq1AahEBggyiTCO8kGzduVAgk2draYuzYsYyBJIlEgqtXr0Ff2waeLkNUBpLoMAWShjsKcSbgJppa26J/v/54+fIlDh8+hm7tZtcIJAHA4ZO/ISoqCtXV1TU+Y8LT0xM//vgjVq9ejZUrV2L37t2cAkkAYGvtAaFQ2OD1k169egVrCzeF99QJ9ohEVShKiETK5X24Hvw/XLj7Nc7dWYmzt1bg9M3lOH53GZ58Nxmpv61AWUUB7/G5BJJEIiFepz9C27ZteI/PBysrKzx//lytvteuXcPChQsxbNgwpKWl4cCBA9iwYQOuX79ex6t8Q0REBDp06KCx8QkEAjuvXr1qdEVWi4uL8e+/e5GZWoEdl77Fb4eWY+C4hg865+eX1nhIefduIBzat0aLLm2hpaWF3sO7YN+9X9BjWBvs/Odf3Aq8j98OfyELJBEIBAKh7uk3oD2sLdxw7959tcdo0qRJg9WtIBA0jba2NmbOnI6sgnBsWXMAX8/chIdfDEN55ut6WwObwkRbW4AObZ0QHvmq1mNpGj6qGU3CJ1jFFpjXdOCLqdYUnyAeWxBRHZUVn/UwBdyoPlSwSFlSDx16IsaSDzvBuVcnnL1wvkEUhKamppg6dapCQvm8efPw+PHjel8L4e2FKJMI7xx37tzBgAEDIBJJgyjGxsaYO3cuzM3NlbZPTEzEtVt3AK1ybDu3BqPzXgCoecGwMk4xi1ne611Z1nFZWSVc7BfCf/pk5OXl4cKFy/DrtADXH/wma0MPSlwK/BZ9B/igbdu2nLa1qqoKQUFBqK6uRlFRERITE1FUVISVj6SBNKasbbc7GZBIJLgTsgmOLkYYNGgQp/nqGpFIhI0bN+Pk+eXo1sMdQ7ZZsKqKKNzuZKC8ogDxSbeRmReNrNyXsLe3RfPmzeHo6AhTU1MIBIIa/4WEhCEyIhonTh7BsGHDGNfGpS6TfIDpw9EBCHy8DQK9AsyYMU1jNncAcP36dfTo0QO//vor777Dhw9HZmYmnj17hmHDhmHSpEl49OgRgoKCMGTIkDpfa1lZGWJiYuDj41PnYxMIBO40tkzssrIyHNgfgLEj2mPj//yhrS2oobagkjUoKN9/qmg03V6W4sHSQSiqOgpAWvAZgCwbl3pNJVz8Uv6oxtqcZhzAqJETYGcnPe/k5ubi33//QVDYr3B2sa1x7k9+nYOK8iq0dpdm+CurycK3Noyqhxbq2LLw9adXtR6mukZcVD302gkUfOs8qZqP6fO69PlXhap9F3AwEAAwc1ovXgqd2qxHnTpMfH6PTHPwffBGX1fFhsOyz7jWDqtLuPydMWXGK1MDsR0D6PcSyrKd2cag7lUoax1l7ekZ0hRMSko+2f5sfVUpG7nWJ7tTLsaiX/KRcvB/WPrZQs5rk6e8vBzPnz9Hx44d1epPILwNlJSUYO/+/1CYWwShsAIWru3hvuB3mXq7219HVfanjruqjkFs1xAqa96074yfN57D18s+UDmWsrnqstZRXVAf9ZIo5AMifC3nVKmYmOCiTOZ7faVMIcSmiOajbqXDFlRTNgff9SiDfi1A0cdQgNLSSrT0/RYd3dugl18v1rE0QWxsLI4cOSJ73bJlS4SGhtZrKQTC20vNansEwltMamoqJk2aJAskaWlpYeLEiUoDSUlJSbh+6w6y8wuwYNUoDJvSC/1fRkn7cQgksTGu3x0YGRng9evXCLz7AAO6fQlrCxfZ58qCFe4th+DG9RNwc3PjZD2np6eHvn374vHjx3j8+DHmzp0rC2KoCiQBQGFJGnILX6GDpR/rPJoiLS0NlZWlEInEsgd8XLC7EI7gFxfxMjUYHu4e8OvTAS1afAATExPWvsOGDUGrVs6YOnUqZs6ciV9//RX6+twKMDMxfvBGRDw7gYrqNMye8aFGA0kA4ODggMDAQLX6Pnr0COXl5fj555+xePFiAMCJEyc0ZnEXERHRIAUmCQTCG8RiscaPS3w5dfIsBvfzwJ+/TG90ayspqcDVqxehraMNsViM/PxCzFswFM4utkrbOzpZ1/MKCQQC4f3FxMkDZaWlyMvLg6WlJe/+hoaGqKio0MDKCITGQWFhIZKSktCzWw/ExcUhNjYWlYU5Db0sBbS0tNDPzxM37z5F/96adfUgEBobxsb6GLfpSxyY8y1MjE3QqVOnel+Dp6cnevfujbt37wKQulhMnz4d58+fh7Y2qf1KUA2xuSO8M1RVVWHSpEnIysqSvTdo0CAFWx+xWIzk5GQcPnwYhw8dh3bHoWj/9X8YNaMfdHTrNrba3LYDxCJdPAh6jCE9v4G1hYuCkkUZzs194d2lE65du4a8vDzOlnd6enoQCAScFU0lZTm4FvQzevfp3qAP+ps3b46RI0dh0pjf8Pr0X6guL4FEojxjEgCKk2LxYs9aXApcC0s7IRYtWoDxE8aibdu2nAJJFG5ubvj4449x+fJleHt74+zZs7IAJFfEEjEuXLiAIUOG4NztVTC1KseMGdNqHZjigqOjI8LDw1FVVcWrX05ODnJzc9G5c2csWrRI9r6XlxdSU1PrepkoLCyEoaEh9PT06nxsAoHAnfT0dNjb2zf0MmRIJBIkvX6FtStHN7pAEgAcObkC3/88AZ8s6Ishw9vCp6sLbt+MQnRUUkMvjUAgEN57tLS1Ye7WEQkJCbUaRyxmvucgEN4WCgoKkJSUhMjISNy6dQv79u3Dzp07kZ+fj4jkeFRbGcLP+1O0XfpXrefiklDLhnzSbo+urREcmsDb6quhFEhMqKN0rgvqQnFdF6oqvgopZdCTudWxyKtLW7+6WA+l5KPXUqQUwjv7WWHCnytx4+5tXL9xo0HOSX379kWrVq1kry9fvowff/yx3tdBePsgNneEd4bPP/8cmzdvlr328PBAly5dkJ2djeycLGTnZCMjPQv6xoaYtmAIvv9iJIyMmC1XmFBmQ0GdbKgTw79XXiN41ynkxmRhSM9voKdrpDKQRKmUAk7PQGpqKsaOHYuEhAQUFBRg4MCB6NmzJ+u60tLScOrUKZgbeaBru5nQ1q75AD+ujx3EVZVIXL8Inl4tMGBAf07bXJeUlZWhoqIClZWVqKysREVFBW7euI2sbKliSqAlgKGhKQwNzGCg3wQGek1Q5uIAcXQEikrT0b17V/j4dIGhoeoCx1wQi8UIDw/H48ePIRaLsXDhQsydOxc2NjbIyclBfHw84uLiEB8fD1NTU7i6usLJyQlXrlzB9u3bIRAI0L59e7Rv375O1sOHDRs2IDIyklcNlKCgIAwePBjR0dEK/XJycuDk5IR58+Yx2kGqw71799CjRw+S2UIgNDCPHj2Ct7d3o/lbLCgowF9/7URW0R5oaWkx2m8Bb86rVJF4CsqmjrJzogrFU5Z31OfyiuLPJknnoZS6QbOU26qmpuXBu+9aCCVacHBwgK2NHV68eonPFvfD3PlDFM77bDDZX8mjavvl36eojQUem12J/NiUzVhtH5Kosg1hWheXgtdcLE8A1X72XMdQtV4+YwRcjoGWozNmTuultIg4/bdArZ3JWoiLpRCbzZ2qddPbMFmxqfq+uFjkqJpTHZi2mct8qmwaKZis39is2vhYGzLtU1XFztls9+jflyrY6oQwrVOVJRbTMUWVjSV9Wyi3iHuf3kBu6QNM85/Mui3KePXqFfT19RtVogWBwIfU1FRcuXIFr1+/qYWko2OAHh3moLldJ+w4aQYAsmsf4I1Fu/j2EgBvjievg6XXUk7dFRNZ5Y8z8nCxMuVqQfv0VS7iUgowxq+V0vaqUGbTxuX6gcu4QMMFZyiYvpf6gIutnTrBG66WcxRslsW1het1J1PgTtk1Ltu1G/U55czT0fU5Ti//HXbGVhg9elS9J9qVlZVh586dKCwslL13/vx5jBgxol7XQXi7IDZ3hHeCgwcPKgSSLC0tkZqagZysu+jczxHdu3sg23IIrF0dMbGDEbS0tGBk9OamsDaBJAAoLi7HgDG/Qqinh9SMQpTlFcGtlStyJNWcA0kUzZo1w6NH0hoOAQEB2LBhA6e1OTg4YM6cOTh+/BSu3P8R/bqtgKG+mezzuD52kEgkyP3rZ5hbGaBfv76cxmWivLwcKSkpSElJQWZmJrS0pA/dzM3Noa+vjxYtWiiodAoKCnD79m08ffoUZmZmMDY2RmmxBFpaAmTnZsDRsSX8/aUXrCUlJSgpKUFpaen//z8TTbq7o337iZzs/7giEAjg7e2Nzp07IykpCcePH8e6deugq6uLiooK2NnZwcLCAqamphAKhSguLkZeXh4cHBwwdOhQODk5NVhWvY6ODoRCIa8+paWlWLFihcKNc0VFBW7fvg0LCwtERUWhV6+68ezNzs6GlZVVo3l4TSC8z4jFYoW/RaFQiOjoaDx9+hRDhgyBtXX92bRJJBI8e/YMFk2aNUpVklgsxrS5O+Dm0RYDBw6WvS+RSBD7NKUBV0YgEAgECmNDK7zOKlO7f/PmzREeHk6CSYS3ktOnT+PJkycAgKZNm8LBwQHl5eWIi4tDXNJ1tGzWTeNrUKc2njLatLTChQcvUS0SQ0ebv3ESPaBUF+vSH9galdfjOdUUYupbFzh1r8brYB28DtZpkIASE7XZP0x9ajNmbaDmo343yuo3ya9PFVRfk6AglPj6KiQJKfucwrSpJSZuW42AcV8jLCwMXbp0qbsN5ICRkREmTZqE3bt3y9x6pk+fjrCwMLi4uLD0JryvEGUS4a0nKioK3bt3R1mZ9IZCV1cXxsaGmP/ZEPy0dBSAN0EgKnNZPlNZ94cAAMqLTMojX0QXgKyf8NuZ2LXzCv768ya8vbtCR0cHLVu2RFpaGs6fvYnhvdbVqFfE9hqQZg49f/4cnTt3hpeXF3r06MGpro1YLMbFixeRkw707iKtiWO7isriu4lnSWfwyScfqa2kCQwMRGxsLLKzs+Hp6YlevXrBz88PYrEYN27cQEJCAu7evYvJkyfD09MTZWVlePDggaym07fffivbjtzcXAwZMgRVVVX44IMP6jRQpC4lJSWorq6GmZkZBILG6wS6detW3Lp1C15eXpzaJyYmolOnTjA3N0dhYSFmzJiB4uJinDhxAk2bNoWHhwfat28PAwODOlnfvXv30LNnz0b5sJhAeJ8QCoWIiIhAly5dUFpaipCQEISHh8PNzQ0uLi6IiorCpEmT6mUtiYmJuHTpKrT1RPh344cYNrBDjTZMGfbU+ZuqB0id1ygoRZI8VxbmA2AvIC8/5/pN5/Hnznv4eO4c6Oi8ybl6+vQproc/Q87DLxT6csn4Z7KF4ao2oeCjJuCDulm86mSeMo2hqsAy3+xnPtmjXFGVGcvnoUfA5RgAwMyhbZWqitgUR3Vh7cO1cLl8OyZFDV/1iqr56POqo3zhmhVMn0se+t8rk7qJfoxSplhk20amudmOWcrgsm1ctkHV53zWxbQf5dfC9VhHH2tdeDVehz3Fo98PYubMmZzXROfhw4fo1k3zD90JhLokPj4eBw4cgI+PD+zs7JCWmoG4uDiIRBK4DugE98G+WDDeHcCb5xbU37b88ZN6j+k8zHbtourcRcH1HJaUUYT70WmYNtCD204AP4s3rm1VtauNGkeT0O3XmKBUThRUcIrLNQzXbVe2v9hQpURi+j6Y1sM0p3wwjqkP235UJ8DFdC6TVw1TzxgvJusiK/41Ds/7AZ/O/URj9axV8fjxY5w9e1b2umPHjggKCqp3Bx7C20HjfVJKIHCgsLAQ48aNkwWSAEBbWwurv5vAKZDEFVWBJIlEgh1br8LHpzvatGkDNzc36OnpobCwELo6BmoHkgDA3d0dz549g42NDQIDAxnXFx8fj5iYGJSVlUEgEGDQoEHIK0pAUlqIrE1VeQUinh/D6NEjOZ8QiouLcfPmTYXaTenp6Zg6dSoKCwsRERGBrVu3YsqUKZg2bRr+/fdffPnll3BycoKLiwvu3r2L33//HYGBgZg7dy6aNWuGbdu2YfXq1Vi2bBm6dpUG38aOHdsoAkkAYGJiAnNz80YdSAIAc3NzdOzYEUOHDmX1ma6srMTYsWPh4+ODOXPmYNq0aXjy5AmSkpIwe/ZsfPjhh+jatWudBZKysrJgbW1NAkkEQiMgNTUVDg4OCAsLw44dO2BtbY1r167h0aNH2L17N/Ly8mpdd4ILkZGROHLkONwdx2D/g/VKA0kNTUVFFb79+QQmTBynEEgCAGtra5RnEWUSgUAgNAa0dXV41zulo6WlVesxCIT6hnIwAYDIxykQljZDr85LMX7QZgxZ8wladuWWaMiUQKsOtU14aGFnhrScUlSLNFMzpi6ULlyDNvVNbSz5uKLO2HW5zym4Bn6UQQXT+AaoagOXvwfq+eJwRyGatnaC5+AeeBjyiKWXZujcuTM6d+4se/3kyRPMnz+fd00zwvsBUSYR3lrEYjHGjRuHM2fOyN7zcHPAzTNfwdjFVqEtn0xKqj4DvVAeBT2zZ6TvbUQmHMHixQtlNkKFhYXYvXs3OrnPgpM9eyaxqoASACxfvhyhoaHo31+xxpFYLMaNWzcRER2Fli62eB71ErZNHTBt2mTExcUhNTUVfbcsAQDc+ug88spC8eFMf9b1AEBmZiYOHjyIsrIyzJ49Gw4O0noVERERyMrKwr1795T2++eff7By5UqIxWKZ76q7uztMTU2hra0NbW1tCAQC6OjowMLCAu3btydBB54kJycjJycHmZmZCA4ORkREBNq3b8/Y/tNPP8Xt27cxefLkegmSEVUSgdB4uHHjBlJTU6Grq4s9e/agR48ess/Onz+PadOmYfjw4fD09NTI/MXFxbgXeB8vXz3D4ZMr0EeYpbQdnwcR1A2f8FtpRjqV8NE7LhxAzQckXOumZOcUwcFzCb75Zk2Nz6urq/HTT//D+WfbYGRiWOMaQVU9Hi4Z+myw1cZpbMWomVA3a5kLbJnHqpQa9M+YarvwUSQpezAhr0xS9hCEbUx1a1TI92VTGXGZk02pUhcqOyZU1SFjU87Qr/HZ6kjJo0wZpWwMVXCpcaVqbmVjcVUNqao3wVQXhQ5bLSp5RRjTcY9JBUXfr/JqT/pYQ7ZZoDQtEQk7lmP+J/NgZmYGdUhOToaWlhaaN2+uVn8CoSFISEjA3TuB6DOuA+Z8OQ57Fkjv7bYcVW7Hzwaf4zHf8wcfkjKKEBSTjqkD3BnbsKlG1FHDsAUXmN5Xp6ZQYwlE8a3FJL/t9L5s+4uC637m0pepXW37cIXvNfhdt04ApNce9CR16jXF/nvZ2D/rGyz9fEmdJfryQSgUYvfu3UhPT5e9t2PHDsybN6/e10Jo3JCaSYS3lk2bNikEkjq2a4FHN75DeRMjhXZ8LTlUQQ8kffRBJkJi9mHy5PGyQJJQKMTJkyexYMECpD5lfzinLJBEx8HBAY8fP4adnR3atGkDQFrr5sTxUygWVGJ6wDpM9jbF33MrcSd0E8LCwhAT/QwtB0u3MfNnEYyNrBCfnIPKykqFWkZMhIWFYd68eYiOjkZsbCwqKyuRm5uLuLg4pKSkQCQSKa2HY2FhAQcHB+Tl5UFXVxeDBw+Gm5sb63wEbkRGRuLmzZvo2bMnvL29MWHCBDg5OTG2v3DhAnbu3Ik+ffogLS1N4zfMRJVEIDQOqqurcf/+fTx8+BDffvstVqxYAT09PQDS+j+//fYb1q1bhzFjxqBVK+VFjyUSCaqrq3krR4VCIYLuByHm6XPk5eWgma0X7oeuR1NbcyBIeTCpMVBaVgldXT2ln+no6KCJmSWSX2TAvYNzPa+MQCAQCPIY2Tuj3eh+2LsvADOnf4gmTZrwHoNS7ZJgEuFtwtXVFaWlpXgWrnlVeX3Sws4Mx+/Eq107iUB4F7Bs4QDHTp4IfhiMvn361vv8urq6mDx5Mnbu3Inycmmga/HixejWrRs6duxY7+shNF7IUZrwVvLkyROsWrVK9trezhyXjn0BHZ2awQ1NIZFI8DDyX3Ro7wVn5zcPlq5evQpXV1f8+OOPao8tr0oCpMqksWPHIjc3F4C0rs+uf3ZDVGmBKX+vhWlTSwCArq4hnOy74caNGxg3fjT85k+UjdHCoSu0BcaIjY1lnb+6uhqxsbGYNWsWJk+ejMLCQoSHh0MsFmPVqlVISkpSGkgSiUTIyMjA69ev4eLigrlz57BnBEIAAQAASURBVJJAUh2Sl5eHq1ev4sKFCzh//jy2bt2K5cuXw9zcnLGPq6srVq9ejZiYGNy9e1fja4yLiyPfOYHQwJSVleG///5DVVUV1qxZg9WrV8sCSUKhEDNmzMDGjRsxa9YshUCSWCxGVlYWQkJCcObMGWzduhW//PILQkJCmKaqwevXr7Fr1y7EP8tBu1bTMGnoX+jTZYk0kNTIKSurYgwmAYCOjjaqqhpPAWQCgUB4X9HS0kLvRVPgMao3dv+3FwUFBbzH0NbWhlisGVstAkGT2NvbIz4mqaGXUeeM79Max+/Uvh4jH96WMesSSlVEr6OkTl9N2MPxqYfFhCZrW9VGbU1XJNGdDoY7CtHrsyl4EByMoqKiWq5UPczNzTF+/HjZ66qqKkybNk2htAiBQGzuCG8dZWVl8Pb2xrNnzwAAAoEWbm4cj17tmzEeyGfNlv5/7x7p/+lWD5S9g6o6SvTi2n797yA26Qzmz/9E9pAuNDQUd28HY1ivH+C0VpohRxULpyMfMJo5Zp/S9+Xp0qUL3N3d4ebmhoKCAuzY8TeW/Todg8Yr2kKUlZQj5HY0eo/ooqAO2fFxGY5cWiCrXaSKly9fIjAwEC9evFDZTp7IyEjMnj0bOTk5GDp0qMwWj1A3iEQi7Nu3DzNnzsR3333Hq29AQACWLVuG2bNnw9TUVDMLhFSVlJeXBw8P7sVTCQRC3VJSUoJDhw5hxIgRmDJlCiwsLBQyySIiIuDn54eFCxfK6ueVlZXh1q1bePbsGfT09NCzZ0/0798fffr0gUAgwIgRI2BgYIBmzZqhY8eOKovCbtq4Ge4tRgEzpylVKF5ZmA9AtSUTV7sUZTYTTNcB9DGV3aiGPMvA0G9vY8nC+TX6C4VC/LL+F5yJ3orhTY2VzsHXbooPtbG1YyquzXesyuvxvL3l1XnIwLcP3TqsNhY0TDZkyizC6PuTy/zKbO747Bs22zh1bO6Y1q3KkpCyAaTD9TdGX2+Jry9v2z2m70jVvuB6fKC3V2bNpq7lIJeHTnyPEXwsHNnmUvXdMX0mb28nD5djItM6mewM6ZZAF5N1cWNDAETPszF23GjGeZh49OgRvL29lSbJEQiNherqamhra8uuq8rLy/Hrr7+iNPUfGBjowXev1OkkaJbU6YTpmofpfCN/rKM/5GazM1UHVTZwm4ITsXzVIKXqpLoIBHCxV6srOzpVdnp8x6iLNamyt6uN9R3XNlyvGSmoZ3Ty1ylcbfXYUHXepLfhes2j7HzJZvlKvaZseCnG+q3HYJ92MleihuDmzZsKycjz58/HX3/91WDrITQuiDKJ8NaxbNkyWSAJAFb5+6BXe9XBEaB2gSQ6Sck5CHt6COPGjZYFkpKTk3Ht6g307rKENZCkDgkJCbCxsQEgzRaYMcMfvy7fjYSY1wrtjEwM0WekT42HeCJRFbS0BJx8xc3MzJCTk8M5W+/169fo3LkzrK2tMXPmTBJI0gC3bt2CnZ0dvvnmG179Hjx4gEWLFmHChAkaDSQBwPPnz4kqiUBoQIqKinDgwAGMGzcOO3bsQHR0dI16aq1bt0Z5ebnsHBETE4OdO3eiTZs2CA0NRXZ2Ns6cOYPPP/8cHTt2RPv27RETE4Off/4ZhoaGuHPnDuP8eXl5KC8vR+uW/d5Kq8v03DLo6ylXJmVnZ8O6qQWMTZXXUyQQCARCw+A9ZRhin8WiqqqKd197e3uF2hAEQmNk//79+P7775GXlwdAes/l1NEDa1/X/TUJU93o+mKsh51KdZIm0YTKhuJdVisxQd+fdREQ02Q9KqaECa51BZX1ZUuyoF73MVR8NF+WmYymTZvynrcu6dOnj8Jzve3btyuUGSG83xBlEuGt4vTp0xg7dqzstY+DOa5/2B262gLW7FJ5mAJJTHJTCuqg36LtBjg6m6JNGw9cvXIDQmE1isoK0HfZdFiF91DoY7tKmukmH1gKOD1DQY2k6v2A0zNQXl4OY2NjrF69Gjo60hP87dt3kJjyHNsvfAO/llKbu3Xh0ouA4Y5CANJsPer1g+tPsPvH85g+fbrSbZMnNzcXO3bswJMnTzhlQ4jFYri7u8Pb21tjRdzfZ4KDgxEZGYlHjx6xqsroTJs2DYGBgZgyZQpMTEw0tEKpKik3N5d8/wRCPSEWi3Hv3j28fv0aFRUVKC8vR3FxMT7//HOsX78eWlpa2Lx5MxYvXizrU15eDn9/f9y/fx99+vTB06dPkZ+fj71792LQoEFK56HOSXtO+qNHjx6wsLBAjx49lLYNCNiH5ORUfH7nHwi0BVjTSfkNKV3pyyWDn0/2vLLPmdpRiMUS2E88g249vODj41Pj81u3bsGkSQUOHlvGuRajsve5qCeUwbe9fB96RiXTDbg6Sh42+Nz01/ZBi/xcXJVH9PfpqPq+uGbFyvcNuBwDYUwmZnRwZO1XFyjbLr7XvBT1oajj8zvnuv+VKa6YsvbpWdBc1ymfLc22XqaHUnT1k7LfMNMYXNVlXNWTysamoI9JHV+Y5pQfg0lFxgcqe5u6x6H4b9Ra+PXugHbt2vEaTyQSISwsDF27duW9FgJBk1RXVyMuLg5t2rRBXl4eNm/eDABo164dysrKsGrVKjz3enP8pu7/qYfS9L9NJphUq/KJtnVxPgCUq3uVXQ9sfJCIz7q1hI5AwKk9W5u6el8ZfBU9qlA3QKJqvWzrq+3nyubnuk+U/TbZzu1cVXaqrtdUzS/fXpkyiq0vfR0UXBPXH+eU42KyLo7MXwc36+bw69mTUz9NkZeXh61bt8qSzK2srBAZGUmSxwlEmUR4e0hLS8PHH38se22qp4O9YzryDiTR4XtTPWs2IIEYiYkvsG/fQdia90SblpMx5NtP0Gaon0Kf2gaSKEJCQmBmZgaBQIC8vDw8fPgQ4ZGhWL9/KadAEgBY2ZqjpKSEbXfgxo0b2L17NxYuXKhQC0oVAoEA8+bNQ1iY+nJ3Qk0KCwtx7tw5hISE4NatW7wDSQDw77//YtSoUdi1axfS0tI0sEopcXFxcHd319j4BALhDUKhEKdPn0ZOTg42b96MY8eOITAwEK9fv8avv/4KLS0tVFZWypSzAJCTkwM/Pz+cOnUKOTk5SEhIwJQpU/D8+XPGQJI8AQEBSE1NVfnArW/f3rAwN8fZlRshFr1ddSj2Xn4KgXYVvL1rPtxMTk5G8INHWLFqTP0vjEAgEAisODv0QmhIOO8aSKRuEqGxUlBQgKNHjyItLQ2WlpaYOnUqAOn94evXrxVqmryNqAqUjPW0w5lnmWqP2dhVQEzUlb2ePJpQHNGpy/2uCcWRJuonsfWtjQ3kcEch+i37EPfu30NxcbHa49QFlpaW+OCDD2Svc3NzMXPmTHLeJBBlEuHtQCwWY/Dgwbhx44bsvV0fdMC0ds0YMwbYMk20OnjLstvonsBs3qaLjyYi+vwdHN0wHtY2ZvhskvTzuD5Sv+JevtmyjGwqSLVngTR2O/svxYw6KtBE9XW7k6Ewd2ziFUQ8P4Heffzw4kUC8nKz4e7qgE3/m4pKLxeFsQKDpDZ4P09OU5gTAMorCnHqxjKsXv21SvuhEydOwN/fHytXrmRsQ+fmzZsYO3Ys+vXrh06dOnHuR2AmOzsbe/fuxYcffogffvgB1tbWao+Vm5sLFxcXTJw4EY6OjuwdeFJQUIDk5GTe2aAEAoE/EokE+/fvh6urK44fP86oOHzw4AG0tbVlwZ8HDx5g27ZtGDZsGIYMGcJ4TOmx8RqAmuei8MTf4OnpyapWraqqwp49/8HCuC2iH/nz3bwambRcb1D5KCDobbtuN0XUz7MwdcJYtGzZUuGz7OxsBPy3F8t+/RDL5/QFUFM5IK8SYMv8Z1MQcMnY51ovRx01E4UmHsioU9tI02uiw0Utp45qBZCuW75mEoWy7WLbV3xVUargqvqrze9Jk6hbi0HZvuR6nOH7G+DzPbBtj7LjTm3qM8lDV0fJ96eOzUyqKPpc9HssakyqvhKFSVAQ53XS78/kE+nKSyswue96uDWzwcjhw3hZrT58+BA+Pj4QCEieLaHxUFxcjA0bNsDT0xOTJ08GIK3PfP78eYwbNw4mojEApM8W6BZZmlA98z0H1DYI8MeDF1ja3aVWtsnySmVln8nDd72vg3VqrUbio2riq4Cit69NMInvdqqaixqL7fpXVa3T2gaHmPalKmU7Hb7XA/KwPWuknh9OnXgMFkWvMXHc2AY9P0kkEpw4cQLR0dGy937//XcsX768wdZEaHjIFRPhreCPP/5QCCRNamuPqV4OtQokcYV+cF8XXo2mrZ1w87/ZjIEkvjAHkq4i9uV5TJgwDhGRTzDAzxnZ8VsRfO0bdPdx5TWHvr4pqqurIRQKVbbz8vLCnj17OGcbHD58GKNHj8bIkSNJIKkOCQ4OxsKFC/HXX3/VKpAEAF9++SVat26tkUASAMTGxjZocUgC4X1CLBYjNzcXP/zwg0rryvDwcIVjco8ePbB//374+/vzPqZEPD+BFy9ewMrKirWtnp4epk2bjOTMh7h4LYLXPA1F2tV9cG7hVCOQVFhYiMOHD2POl2PR74NuDbM4AoFAILBiaGwAt09/xfPkDFy7dg188mWtra2Rk5OjwdURCPwxMjKCpaUlYmNjkZSUBADo0qUL/P39ERYWBonk3VYG9He2xs2X5O+S8P7SfNhspBaU4dDRY6is5G5PW9doaWlh5MiRaNKkiey9VatWITw8vMHWRGh4SDCJ0Oh5/Pgxvv76a9lrpyaG+HOo11tZ3JsLIlEVikoyEJ90GzEvzmDgwH44d/4sxszph50bZ0FHR1utcQVaAjRpYobS0lKV7VxdXVFeXo5vv/2WdcyNGzdi3rx5mDJlCtzc3NRaF6EmRUVFiI2NxbJly2o91qNHj3Ds2DH069evDlZWk7KyMujp6UFbW73fJYFA4Ie2tjbatWuHnTt3qmxXXV0NXV1dlW24kJT2CC9SbmPevHmwtbXl1MfU1BS9evnij21Xaj2/pnken47sh5cwdNAAhffLyspw5MgRzJs3D2PnDGyg1REIBAKBK7omTeA+/zdkZ2fjxo0bnANKzZs3R0pKioZXRyDwIy8vD8OGDQMgdQ4pKysDIL1XLywsRF5hUkMuT+N0tGuCyMzaW3xpUs2sSes4OvVhV1cf1MX6+dZA4gPXelm1UWnT3QvorgaUove3OSVwX7QR+XqW2L17N65cuYL4+Lq3QuSCgYGBQu16oVCIqVOnsj5bJLy7EJs7QqOmvLwcnTp1wvPnzwEAAi3g2ozu6Dube4Yw/URAqZmYiuAps6ahrBoo6LZyTGokql7Rb1Nf4WniOejrmsFQ3wKGBhbQ1zVGeWUhJO1zUZSajaKMHFRlF8oy43T09dGze3eEhT3C5u1zMX6StPgeZelAn4M66dBrJ1FWd9/83gMdOnTAkiVLFOpoKOPly5c4ceKESo/WlJQUODo6Yt68ebC3t1c5HoEfT58+RVpaGgIDA2s1jkgkQufOndG8eXONFRZ+9OgROnToAH19bkUlCQRC7cnLy8OuXbtw/fp1+Pj4QEdH8cZMIpFgy5YtWLx4Ma9xqbp9lFrW6Wo8ztz8AhMnjYerKz81bEVFBTb9uRFRu6bCxaEJq+2TutZn8rDZvdHP+88CYzFh1la4e3SEn59izcPjx0+iczMR9hz8ElpaWrW2keJid0W/mWSzreNrYcXF+o+vfY0qqxG+FiGa+O7rahz5fc3Xjkz+c642d2xwtbmjUPZbYbKQUfdhjDJ3AL5WNFzbq1qjJuz4+Fr/1YXFJAWTFRDXNXKB3pduN0q3pqPXmZW/d2I7PrHtK2ouujME9fpOuVg2L30dQ7ZZAAAcrzzHtQc/wd2jJQYPGcQp4Sk4OBjdu3dnbUcg1Bffffedwmtzc3MMHToUjo6O+PPPP5GXl4eQwuMAgD6GAt7n0ro8VrK5w6jLjcRsVCUYoq2Zuew9Nss1JgszvjZxtUGVvR6fMQDV+5JtmzRhdcd3TFX7u66uN5g+Vwbf3wGTHaK8QxJXqz76uZQOdZ5bGSc9Z1HP8746ZIfC52GYaFeBbdu2YfDgwfDw8OC0/rpELBZj/fpfUFlZJXvv008/xfbt2+t9LYSGhyiTCI2atWvXygJJAPCVnyuvQBIddQJJ6kId/LfMysXtkD/QopUJnFx1oN8kDQWVD/Ey8wJKxU+gl1QIV2Mb9OvcHYMHD4aRoTFMjKwgqqrCg9DHOHZmpSyQxDQHWyAJAHbt2gUvLy+lgaSsrCycOXMGSUlJkEgkCA0NxdKlS1VuX/PmzdG3b1+8evWK344hsJKXl1cnFwh79uxBQUEBunTpUgerqolQKIRYLCaBJAKhnrG0tISvry/Gjh2LJk2aYNiwYSgsLJR9npCQIAv+BAcH48SJE7wsfyh0dfRhbeGCO3fuIDU1FTdv3sSlS5cU5mLCwMAAXl7tsPNsFO95NY1YLMamDWcxYPR6eHfxQ8+eNc+x6WmZmPdB23dWBU0gEAjvKoYGTTCox9d4lZiDQ4cOoaioqKGXRCDwZu3atZg0aZLs9aeffopbt27h+PHj8Pb2hrGxcQOurn7o72yNB/n8Swg0BjSpiKKoT7VSXQamKOoq6MgHTewzpiASPamCqh3IFy2BAOaePrhm0QvHjh3DhQsXkJubW4sVq4dAIEC3bt1gbWUqe2/Hjh24efNmva+F0PAQZRKh0fLo0SP06NFDVrunq4ctArdOgo72mwAJ36xcZTAVwGP6nMqCo9RJwx2FWHXEAQDw8+Q0AJAVwVwSXokDs9eiXSt39O3TR+U68vLysHfff+g4dQi+neIFI2MDuHs0g46Odo3MO3momk22qxSz7uRVU2KRGDsGLcLUaRPRvHnzGmOEhobi6dOnKC0thba2NkQiEV68eFHjIpXKWqfIzotHUORmLFq0qE7slAhSLly4gMmTJ9e6qOGAAQNgZmaGjh071s3CaDx58gStWrWCqakpe2MCgaAR8vLysHXrVmRmZspqIf3333/o378/1q9fj4CAAJiYmMDJyQk7d+5Ehw4dWMecOWaf7JyS/lMVHkbuRXzSHZgYW6JZ0w5IyXqEOXPmsNZQSk9Px9FD+5B6bDb09aQ3bUxZ98puKOk34lxUI6ooNtZHVmYBPp65FS/iczBmzHil9aMkEgl+/t9PSDoyG7Z9eyl+xqKsYlsr22eq4Kq8UqYSoFBXfaIJtQed2ipj6hIu26vOPlGmTFI2Hl/lERNs+1Srg7favxFNPARiK4jOpNJRtmam7aBnBvN9uKPse2dTLtHf5zImHb5qLq5rUvU527GWLTlP1X5gO24zZXRT90TUvRZ9LdTnexYIIBZXw8A2CMHBwZgwYYLK+aKiouDs7KyyFiGB0FA8fPgQpaWlGDVqFFasWIGlS5ciN1FaF3PLUX3G4xjfvzM+1Ecg4HWwDi5lpqKdmTmaG9YMnnFV5NR2DXU1FtscFFzVV3QaixUekyqMrb2q636utdEp2H6fqhRsbPuf73mXqZ0kIgx33aR/x0yKWzqfTapEVPw5pGQF4pN5H9X7M7jMzEz8u+tv6GprobRCup+cnZ0RGRlJzp/vGUSZRGiUVFZWYs6cObJAkp6uNnZ9OajOA0l02AJJoVmlqKqoUggkqaIkuwCleYUoKCxQ6SdaVFQkCySd2zgOPt3c0NbLiTWQxJWcxBQIBECzZs0U3pdIJCgoKEBKSgrGjh2L5ORk/PHHHzh27BinbCcby9YQiUTEK7WO0dfXxzfffIMRI0Zg7969Ku0GmRAKhQgODoazs7MGVijN7C8tLSWBJAKhgZFIJNDT04NA8Ob8GBISAl9fX9y6dQtz587Fxx9/DHNzc/j5+WHQoEGYMmUKPv/8c07FXAUCbXi1HoXeXRZiVJ+f0a39bHz88cd4+PAha197e3tYWFjgZOCLWm1jXXHzeiS6d16BqkpjzJw5R2kgCQBKSkog0NKCjbn6510CgUAgNCwCgQ7mz5+PlJQUVFRUqGzr6OiI5OTkeloZgcCPTp06ISwsTFYvxdu77p+DNFYG2djjWnZGQy+DwANNBLPoQSS+wSM+sK2/LufqHRcOoGYQiXqtDC/XkRDABBEREXW2DjZEIhEuX76IvXt3o3cHJ3wz840t7MuXL7F69ep6WwuhcUCUSYRGyTfffIN169bJXq/t44aVfq6cMzO5Zt3JZ7FRfwqUpQ0VMBrWvAoJMa/x58JgJKUHo6ysEFaWTpg5tzO++X5yDWs5Cqp/T+M87PzxKG6ef4yB/frC29tb4aEfIFVhRT9JR18fqbUcVa+CqsVEqYyuLMwHoOgbDrw56TCplO7Pv42cknuY5j9Z9l5qaioOHjwILS0ttGnTBuvXr0ffvn2V7jegpioJAPac9IeOjg6++uorYnVWxxQWFiIuLg7Pnj1D8+bNcevWLV52Sw8ePMDYsWMxf/58jawvNjYWNjY2jA9jCQRC/VBZWYlLly4hISEBCxYsQF5eHvbv348RI0bAy8tL4bhRVFSEly9foqqqCrdu3UJERESNWkjUsZ46j2T+LKoxZ2l5Hi4GrsKCBQtYA8r37t2Dk34m/vmi/5s1q1kvha12CPX+/GUBaOlkhZVLRqLYWB9CYTUWfrEfFw7cxcgRo1htRF+/fo27gVcQFv2H7D22OkbK4KtCYLpBrsvkmbqot8S1NgKbsoyrskd+fL7XgZpQUnFVpdE/1+rgjYCD0lqIM6f14rTdbNmvXGtksP3mVPVlg+2hCpdxldUgUDY208MjPnWrKLjuQ66/JS7HAqoNvSYR39prquZmUy5yVTCwOTc0FExqKKbku3Xh1bjwzTYI0kswYcI4lWOTukmExsy1a9dw//59AED7L/+BkV0LXFmYz/n6hM+5litcgwZsCiJ6O/r7x9OSMMDGHha6qus+c5mTaQ2aVDFxmaO266jLAA7fekhsSiku1JXiSJlCmc2ir/UaxeRbpjmofvT2APdrXLbzPRdXpD0LBEjNjERo7G4sXryQU13A2pKZmYkjRw8gZOt4tLQzg1gsQb8lx3EvSurMpKWlhbt379aoQUt4d2lY/SOBoITw8HD8/PPPstcdbM2wrIcL5/5sgaT0pi4I2HgO/+wPRPLrLIglEkjE0kBSt34d8NPexSguLEXmsyK8uBeOg9fuobigFJ7uXpjSdzysrKxw4cIFXL8SgcFDO+LQ4v1o62aD4X/Olc2lqFwyRX73b+BqF4u7xzch8MFDtHFzQ8+ePWBqaoqKigqEhYajpd1gvrsKAHsgKfNnEfIKE+HgZKfwflxcHKZPn47t27erXROisLAQAoFAaR0mQu1o0qQJfHx80KlTJ+zevRs7duzgFBgSiUSIj4/H4sWL0bZtTRuduiIvLw+enp4aG59AIHBDX18fY8aMQXZ2Nq5fvw6xWIy+ffuiXbt2NdqamZnJbO5CQ0NRUlKi1pzGhpYYN24cQkJC0L9/f5VtLSwskBBff57o56+E4+iZEAgEAlSLxPhgRh98OHUTiopEmPvxJ2jSpAnrGK9evUJbL8d6WC2BQCAQNM3AlbOxZ/RXiIqKUnpupCA18giNmc6dO+P+/fuYO3cuIpvWtK1/lxnWtBnOZaRgSvOWDb0UAqFR4NC0HbSfGSEmJgbm5uYQi8Vo3rw5Xrx4gdu3b8Pa2hrm5uawtbVF8+bNYW5uXqv5ioqK0NLZFi3tzAAAAoEWdn05EB0/OoCKKhEkEgk++ugjPHnyBIaGxNnhfYAEkwiNCqFQiDlz5kAkkmZC6wi0sGNke+hq13RkLCmvwuvMYrzOKsbrzGLkFJYjv7gKBXoRKCgsQ0FhGQqLy1FZKcTUcd3gqlOKXRdiERiVCk8Pd/TyGwQHBwdoaWlBS0sLEokEh44cxGDnudDWEcDYrAlatmiB/r0Hw9nZWaYmys7ORmzsMxga6mJw328BAG3dbFi3zbSlJ9os+wvFr54i++wp/LtrD6b5T8H5c5dgbNASbi371eGeVKSwJBluZoqZ2FlZWZg3b16tbpzy8/NhYmJSbzdfr169QklJCTw8PKCj834cvnR0dDBy5Eh88cUXOHLkCLy8vODl5QUPDw+0atUKqampePLkCUJDQxEWFobY2FgYGhrCzc1NY5khGRkZsLW11cjYBAJBPWxsbPDBBx/gxYsXNdRCIpEImZmZSE5ORkZGBlJSUlBaWqpW8ebcgldIy4qEWC8eqampnIJJDzMKec+jDkVF5fjk870YMmQ4bG1tsWlHAP73xzl0794Do0f1rqEKVkZ5eTmC7gfj6t1v62HFBAKBQNA0+iZG8O30KS6c3whHR0fGh2paWloQiUT1kuVNIPDFysoKvXr1wv79+2HZvQCOo+ayd3pHMNbRQYVYhGqxGDocruXeRpy6V+N1sA6nmj0EbugPbI3K6/E19i31ui6hagFStSjpr+ntasPsv8TYs0CAtq4f4OTJv+Do6AhdXV2kpaVBS0sLW7ZsgZ6eHiIiIhAWFobLly9j7NixaNWqldpzFhUVoXlzK5T4+soUzq2bW+DHj3yxYrtUdR8XF4e1a9fi119/rdX2Ed4OiM0doVHx008/Yc2aNbLXa2Z0xXcbF+BRWCLOXArHk6hkvErNRXpaHoqLy2BibgYTUwuYm5nB1MgQBgb6MDAwgL6+PvT1pf8Wi8UIC32C4uJidOzUDu3atWOMlotEIlRWVsLQ0JAxQBIaGoq45wkQaAOJia8wecFgfLjkA1zNkI5J2d3RbRaogy518pj32zns+uU4mtt1QJ8ui/HRDumFEaVqoqAs7ijLO3k7PboqibLHc7sj9RXeclQqk92w5w42fLEXU6dMQ/PmzSEWi7FhwwZERkbCxYVd9UXZHtHHzy9Kwfnbq2FsZAaxWASRWHoDNn58zZNVVVUVjp08gfSUZOjp6UJbVxd6erro1NEbXby7qJy/oqICN25cQ1xCHOyaW+PViyx0aNcO2gIgryAXNlZNMXDgINbteJvJzc1Feno6cnJyUFRUhNzcXGRlZcHCwgK2trawsrKCnZ0dbG1tNV7H6P79++jRowenB7MEAqF+efjwIXx8fCAQCCCRSHDr1i08evQIlpaW8PX1Re/evdGzZ0+0b99eZVBe3tqUUrym/FiKQxc+QccOndHK1ZlTsfK0tDRcOnMUrw7P5GyHpsrCQpVl1rwNt/AoWYxxY6WF1gsLC1FSUlKjXqAqbty4DisbEQIOLZG9p+nC1kzWGFzg2ofJZoOpf7Exc0FvOlytcdhsCunjqWO7pspiTtWcXOBrt6hsroDLMQCAmUO5KYfV3Rclvr4AmH+7fOZh+7tlspGht+MCFzs+ZXOzWS4yrUV+PiYLOra10mH7m5T/nG49x2Q1R7ex4mu9p6of25xsa2Gak7Li7mMoqNGfi12fKuhroeaioO6P6Nuw6vujOHEhBtOmzVB6DZuUlAQ9PT3Y29tzWgeB0BAUFRXh77//Rh/vL3HwqrvCZ2x/n3RqU/uF/jA+6KZU7e7bX/l1IVerOyaSykoQX1qMgTbsf5+1tYqrz2AOmzWePHyt+9j6q9r3XK3u+MJ0jVCb3yLb+ZrP2GzroX9fXK1x1Tn/Uuc2pnrtu+drobQ8F8aGVtDS0kJpeR7KyvNhY/nmOVzA6Rm4dOkSJk2ahA8++ABubm41tunly5c4fvIExGIxBDra0NbWgb62FkRiMSRiMcQiMcorKrFswVD8NNpFYe3Vj0Pgt+goHj3LBAAIBAI8ePAAXbt2Vbr/CO8O70dqP+GtICYmBj/88IPstVNTUyRV6cHW7TMIBDpwbe0Ge3sX+Dp1QpMmTWBqaso5c0zZQVMZ2traMDIyUtnG29sbiS9eITU1GwO7f4U5K1pyGpvOtEUj0L6bG4J3OUMg0AEg5hVI4kO/UV0hFonx+7L/YG/fDEKhEPr6+nB2run3SocpkAQA5qbN8EG/XwBIIBBoQyDQQW7BK5w+vRvjx49Hy5YtAUgDSQePHoaunTmCz/2GyooqPE4rQk5mAb7/dAfs7ewZH/bFx8fj0qXz6N/LA6t3/w9NLE2xeGMFku6fRfajy7C0skDf3qoz498FrKysYGVl1dDLQFlZGQwNDUkgiUBoxFB/n3fv3kVqaiqePn3K6XjPhq6OAQwMTNC7jx8sLS059cnMzISXi+aPXYGRqThyKx7z5i+UvdekSRNOtnYURUVFCAsLxb2Q9ZpYIoFAIBAakB++HofLN6Lw4MED9OzZs8bn9vb2iI6OJsEkQqPGzMwMvr6+eBJxBMD7o6JuYWSC69kZ7A0JdYImVTyNGapeJaVq0iR0lZJpaSWKjfVRbKwP09JK9DEU4E65GMMdhbiYrIuLyboKzwO1tLRgYvSmfrWxoSWMDWvenw0bNgxnzpzBmDFjMGjQILRv3172WW5uLo4eOY4uXjPRZo07RMJqiKqrIRGJscBLDzo62mgiFEFbWwv2tubA0wiFsbW1Bdj15SB0mXcIVUIRxGIx5syZg7CwMFJT/R2HKJMIjQKRSARfX188evRI9p6ljRU6tusAd3d3NG3atNH4WEdERODq/Udos2w7fp2RB6BmBhzXwntU9gFVWI+ir8PMGkGcnydLi9utOuIAoGaAac8C6cNDKoNcmUIqLDQBf97NhrauNkxtrbF3+lectlk+Q10e+too7l8Nx/8++xueHl7IyMlFflYaevfzwul/F0BPT0chg/DioTvYs/4sevfqg9LSUpSWlqK8ogxVFWUoLi5GSUkx/t40G2NGKGZueHU9gHJRAiZPnggDAwNO20GoPSEhIWjfvj25OCAQGiESiQSPHj1C165d8eDBA0RHRyM4OBiOjurV/1GWTHA16Ef0G9gF7u7uqrrKuHbtGnoiE9/1lSZ1MCkK6HBVCWh18EZFRRWa+6xGb58e6NixI6d1KSMhIQEPwgJhM/cfAG/ObUxZ7nT4KpH49FVXicA0p6rMSK5FutnUIWzZm5qAbT/x3Y/y1MWYAQelViAzp/Xi9HvhWoiaTd2nyX2vruKwNmviq0iiz8m1ULY89DZcj2F8VTjKFEDqFvLmOjfVjlK0UbAd8+T70u9t1D1eqtomemFyCvp9FKWGUrbGuIR0tOv9PWZOl7o10Hn48CG6deumcu0EQkNTVVWFjRv/RD+fFVhxqKXCZ9Tvv67USfKBBD7KlrqAro4JzM1CUz19uJtyTxRiG5tOfaqT1Nl/tV0XffvUWQObCq22qPpuuG4/H9cDVf2VXbswKdUpuF4nULBdD1BQ57qLybrI/FnEOF7A6RnosfFajff/6G6CCRMmwNraGoMHD4aJiQnOnb2A8iJrjNg/HQCw3k1xXPpxRP46QfeHANm/199LwPd34mSv16xZgx9//JFxjYS3H5JaTmgUbN++XSGQ5OHhgc8WLELv3r1ha2vbaAJJVVVVuHXrFpzGL4a2nuoAhrqBJE1ySbsl3Pr5oJVfZ86BJHXoObgT1u5cgExLDxj3/xAPn/yOwye+qBFIAoBhU3pjwPhuiExPRJpOOZw6NEH3ke5Yubgvdv7hj7jQ9TUCSQBgoNcEFhYWJJBUj4hEIpmqjUAgND4KCwshFAqxf/9+xMXF4datW2oHkpgwM2mG7Oxszu3z8/Ph1VQzN5sU368/DXMjU3To0KFW41hZWSEzhfu2EQgEAuHtws3VHi0mfI59Bw8hNTW1xuckz5bwNqCnpwdf3+6ITjjd0EupV3pa2uB+3vt9ndYYVEJUEIkKKtUnjWH76YEmpud9mkzkoRLIlTFzzD48WFqzBMSy4BI8f/4cvr6+2PznFvz7bwBin8WiWVP17p+E3858M3YPF3SwNZO9/uWXX/D06VO1xiW8HRBlEqHBycjIgLu7O4qKigAAlpaWmD9/PnR1dVl61j9CoRAbN25Gr06f4ehN6UGXyryTzxxg8j6nWBmnqB6ioNRFFNRJYk0n6UlTPhtBvj+lVqIrhPoYCmoErai+L4MjcWD+D9DT02PbbAA1M9TpSikKSjFFrZlCPkORCihR2d7U2qjXQ7ZZAAAuL8hDxJOX6O5sC13dN+PNmg2Exx5HhTgO/tOncFo/ofbExsbCxsYG1tbW7I0JBEK9kpubizNnzqCwsBA//vgjPv30U97nUSqLjTqOy0PZrqbfPQWblBCMHDmS05h/bvgN16Z2Rhsb5bXc6DdayjLjKyuFCE3OwdPo13j1Mgtt2znhgakrjCzMkBWfhEMf/YD58+fBwsKC05qYyMjIwK5//8Him7uhrasjO48xZdgrq43CVRHE9302alvMl8tcXFUyfD5nU9Yw3YizqaPqAr51lrisQVXNJC61s+hKPU1sN9uaapvtru7a6fujYsNhRqURV7UUdbzhWmeEa90sLrB930zHEvpvQNXfvro1wvjWg2JSJwHK75Pk31dXuUW/d6Df59Dvnehtr58MwoYV+zFjhr+C1XZ4eDg8PT1Jshqh0VNRUYGNG//EYN81WLZf+htmUiWpq+ZsDA/u6RxPS8IAG3tY6HJ7hqEKJnUOm2qnLlRLbPuWSQWmam7q+41f95LT2Op+v5pWJimDabvZrhM1CdfrF/m1sNVY4no9Tz1Po57FUaUo6KUp6K5Fq444oJdvNp5euY+QzVdQLRLCq4ctfId0wKDxvgqlDKjjSdzE4wCA1mtqWqZXi8T48/gTXH+ciluRGRBWlMk+69u3L27evNlohAGEuqXxnR0I7x1ffPGFLJAEACNGjGiUgSRAmq2mr6eHaQulB0mmGyRNwieQxETI/gu4vfUgLGLy8Pfff0MikaCoqAja2tqsxdRVwSWQxIZEIkFJchwybh+H+bLbAIDnIb+idSs7WZtniVeRmHobs2d/qPZaCfzJy8uDp6dnQy+DQCDQiI+Px6lTp+Dr64sTJ07AzMyMvZOaiKsqIRaL2RtCWsy8qqoKrS2NOY+fkpyDJ49fIiY6CRHhSYiNeo2k5CxYWprD1rYpTEya4NjhELx6lYomtlaoFgrRr1+fWgeSKisrcfL0CSz4diq0dcnlMYFAILzLDBzni7t7tbHvvwBMn/HG8s7BwQFpaWlwcXFp4BUSCKoxMDBA164+iE28CGBuQy+n3hja1AHnM1IxpXnLhl4KgfDWUlFcCoFuOfx6dkF1dTUCfjuPYzuvYtEPU9HRl9vzHolEgoWb7uBaRA46dvbBvK7DERoaiuDgYADA7du3cfDgQfj7+2tyUwgNBLlbJjQot27dwoEDB2Sv27Zti1atWjXgilRz5fI1mBo5YfS47g29FLV5du0BAnccxbRp03Dq1CmcPn0aBQUFEImk/qgmJiYoKirCrl27oKWlhTlz5mh0Pfn5JVg+6Q/ERb2CsaEeikvKUVZaAQBo174lTl34Gi7Gb7IDg0MSEBV/CnM+mkUUMvVIVlYWbGxsGnoZBAKBRnZ2Ns6ePYvTp0/j2bNnGg0kSSQS5D26hL7DBrK2LSsrw/FjJ7FtWFvoanNzVT584znmbtyJ5s0cYGVlA2trW/Qb0A5NmzatYa8pFAqRlpaGgoICtGvXTq3toZBIJDh//iLcOjphzOwBuJRSq+EIBAKB8Bbg3LwHoKWF/fv2wn/6VDg6OsLGxgZJSUkkmER4K6iqEkJPR3PXfY0REx1dlItFEEskEBDFgwKV1+OhP7A1Wq9xZlUnERoG6juioOoiUspv+TqJmiIwyAYtXRwh0Zagc+fOAIAuXbrgyZMnWPvxX2juYguxWIKC3CIU5RbBwsIEXhIjdJmXiA+WeaFDK2vo6mjjz+NPcDY4GTNnfwxjY2niYL9+/RATE4Pi4mIAwPLlyzFixAiYm5trdJsI9Q+xuSM0GFVVVejQoQOePXsGQOr9u2jRIo0+CKsNz58/x7Vr1/D06VPY2Njgy4cHAUBW/G7vHsX2TAVoKUkqXWFEQSmK6LWFVPWhv09/TY25Mk4bTy/fx/3d11CU9hJ6Onowb9IE/fr3RevWrSGRSPDy5Uvs379fNna3DVfQu2cOgDc2R5QCSb7w35ajig/61oVLpchUET959VZVVTVWLtuLpFfZeBj0Gs4ujujbtzfEYjFCQ0NRVpyOE/99BlcX2xr7wK3T33BooY3+/fvV+IygOR48eIBu3bopSJ8JBELDUl5ejoCAAKxYsQJLlizB9u3bsXDhQrXGup0mLaJKPwdR55Nfu01DYGAgxo0bhwULFjAeC6qqqpCSkoIH9wPh526MbZ2cADDbOlBznT9wG399ewz+06cqLYquKXJychAU9AAJcUmITvwNTZoYKZy31bWJosP1xrAu7LLY5qytpR4dLlYibNY6fC3z6O3U7V8X8NmmfRHJAIAZHRw5F2RW9b1wtQNkWpO6KPttMRWc5mo1w2Z1SLd5o/dTx3KO7W+EaS21sResbUFuvn/nTPPKW9JR9tx810Kfq64egEkiwmQWhJRNHd1xgc0VgqkmLWV1J8+p4w/w6Zy/sWDhpzAzM8PDhw/RrVs3dZZOINQbIpEIf2zYhPHbv4Kte0vZPTeT3SfbeZLO62CdWtuh0amtfRy1puisIqQXV2JQKxuFz1TNwWQbx3cNyvrX1vaO7/7laoGnbFyu+4dtbfR6SWyWd/Lj13Z765rafJdstnUUTOd+uj2s/PmY7ZxK9aGeu9GRf1YHvLHA6+WbjbKCYuwYvhCr16xWuKerrKxEXFwcDAwMYGJiAmNjYxQXFyMlJQXJaalISUlBcWEhjA10IZZoYeasOTUSjmNiYnDs2DHZ60WLFmHLli0qt4Xw9kGUSYQG448//pAFkgBpFLuxBpIKCwtx8eJFHDp0SKPqDFWBpLqizdCeyDUbA3G1ENbnQ3Dx7nc4dOgQzMwsUCksR2V5BaClBWNre7Se+z9OgaSA0zNQVHWU8xqyMguwP+A2Ro4chQkTO8LJyQlFRUWIiopCXFwsfvhqtNJAUnFxOZLSQjBizKe12AMEvgiFQggEAhJIIhAaGVeuXEHHjh2xdOlSxMXFoXVrzT0wB4C9e/fCy8urxrFAKBQiJCQEiYmJePnyFZqY2sJ/QFP8PNcXCGTPjDy68zIO/HkBs2Z/CFvbmsf+ukYkEiEuLg4Pg0ORnp4GF0c/DOzhjyZNjDQ+N4FAIBAaF2Mn9MAPXwXjyZMI9O7dCyTXlvA2kJiYCD1dEzR1a9HQS6l3vJqa4XpiokIwqSGRD7wR2HHqXt0o63EBjeu7ZFMpmZZWothYH2s66TAGlJgwbGICkVgEoVCo4P6gr69fw/HBzMwMzZo1A5ViUVZWhqqqKujr68PQsGaCRps2bdCqVSu8ePECAPDXX39h1qxZ8PbWrOKKUL8QZRKhQUhKSoKnpyfKy6VZY7a2tvjkk0+gra3dwCtTRCQSITQ0FDdv3oaH82B0cB+vtB2TKompOCxV56iXb7Ysi4ieBU4Fb64szFfoS0G1o4I6s/9S7E8vPLtngUBpu2lVL1FQWAZ9BwuYmxvDSV8XhoZ60NLSYlwTADxYOggzx+wDoJjlIA9dGUXxLL8EHTwWY/ToMZBIJIiOicDrpGSMG+WDT2b2QU/DYqWF+oZeKkLCqUDM9J9e4zOC5oiKikKLFi0abbCXQHhfiY2NxcWLFzFv3jy0bdsWo0aNgpWVFae+1PGbgjqOU+ccuqp21mzgTuhGdO7aEh06dAAgtYeLjo7G1Ru3oGvjiD5zB6BZB3eM91LMGFeWCQ4AX17ORODWQ0gJjsXMWTNY1y6RSFBWVoaysjKViR0FBQXIzMyEUChEVVUVhEKh7N8VlZWIjXsGS2sTjP9oIAaO94WhkT5j0Wo6bKoCtkK69PdVFZ9XVynEVanABl/1BZ9ix7Udk61/bZQjfMfgs937IpKh29YWM4e2rdX+5ZthztSPDfrvlC2zVtlvjOlvgKuqiq+Cp66Vd8rWwvc4wISqdmxzMh1rmOZkU/Hx3c/yyiDqfMF1H7MdJ5lUR/Tz0so4xcLiqtRLVLb3XbdOCm2pNWzK0scvn/2L+Z8uRFRUFFq3bg0jI5JgQGhciMVivHjxApGR4YiPT8Bvm2bjw9n9a6gL+ZyXKOpafcR3Xr79DkWlom9LK9ibvrHD56PQUQXVn01hq0zdwzZXXe8frvuPyz6oayWauuNz2Ud8t5ur8kqdQBLTHFzPt0zX7XSnI6bXFNRzv4vJuoz11eWfIR688DGWLFlcq5rpTOTm5uKvv/6SldLw8fHBgwcPGt3zXoL6NM5wMOGd5/PPP5cFkgBgxIgRje7AkpycjKtXr8LKygoDuq2EtQU372w+gaSGRhrIcmK05NMUzZpbYePWj7Fn+1UAwILPBmDcJF80+//fgLKb0QsPXiJw6zVMnjipXtZIeENxcTEJJBEIjRBPT084ODjg7Nmz2L9/P7p06cI5mKQOEkiQnJyMkpISlJSU4GXia1SUi+EwaRnMPX3g+v9KVkCocpzi4nL8sf409m69jI4dO+LT+Z/UeGiXnZ2NzMxMZGVloaSkBAUFBcjKykJFRQWqq6uxZs0a6OjUvIxNSEjA8WMnYdGkOXR09KEjMIC2th60tQ1Q7NQULduJMXL2EMwd6aw0aYFAIBAI7x8dfT1g09wCu3btgbOzE/Ly8uDh4QELCwsYGBiwD0AgaJjCwkLs27cX5mYGmD1vIKb4L4W1zft7fzbaww77IlIwr8v7p8wiNC6oICJd1USvj1SfUAGlnyenYdURB6w64oCfJ6dhuKMQF5N1YbtKGzpX9CAUqr5nUxcrKyv4+fnhzp07AICQkBDs2rUL8+bN08h8hPqHKJMI9c65c+fwwQcfyF536tQJo0ePbsAV1eT169c4sP8QOnlORusWfaGlpdzeK+D0DPTYeK2GeoipthEFPUubLbuAqT/9cyrLju6fSreoG+4oZFwD5UVvsHwKgJqKKQq68oltm3R/CFC6LdQ8FNT88pmXh08G45MlezFu3ARSELeeycrKQkFBAdzc3Bp6KQQCgQGxWIwjR46gpKQEKSkprO3pqiQKqvYdde6gn8NmzQtEacITWFaYwMjACmYm9nCy7wL71XoA3pwX6P3l1a25T+4i78J2ODg4oG/fvgrBL7FYjOfPnyM0NBQ5OTlwd3dHZGQktLW1MWTIEBSlt4KZiT0u31+DL7/8ssb6Hz58hFuBdzBy3SIsnOipMDe1FiaVFFNmfV0oXADFrMO6qsPEN8OxruZVtRa+1JXqh4+6RZ3aOqpgqxEkP3fA5RgAwMyhbetkbk2rUfjOx6dmDtsY6s7BpNRhUlnRr0O5/C741upiep9eB4qv4kzZ75qC7TdBh2k/0Os50BPPuKqIVK2Lqo/ENamNbU7q3oWuVGKqJUNllTt0rcLu8GQ8EkvwIDoN1QJdZOcUYuDAwfD29iYJCIQG5dSp4+jaoxl+2zRb4bdYG1US0zGqtsoUTdiEKVvr5oeJWNTVGQIVf5tct4VvraXaqp+4zMlUB6q2KpvafL9UrSS2Gkmaoja1l5SNoQx11XJ05M/RbOpiCqZzOXWepMN0TqafD+n3Q6uOOCDih6mYPW0ymjZtymezOCMUCvHXX38hP1/6rNTCwgLPnj3T2HyE+qVRKpPKy8vx7NkzJCUlIS0tDcXFxRAKhTAzM4OVlRW8vLzQtm1bpRmp6iAUCnH//n28fv0a6enpMDExgYODAzp16oSWLVvWevwrV65g+/btCA4ORn5+PmxtbdGvXz98/vnn6Ny5c+034C2ioqICn3/+uey1oaEhBg4c2IArUs6zZ8/RyqkP3Fr2V9mux8Zr9bQi7nAJJDV25E+y/wTcwhffHsHkyVPh6OjYwCt7/3jx4gUpQkwgvAW0bNkS165dQ2lpKYyNjTUyh33/yUD/yXC7k6FW/4LnoUg69gemTpoIZ2dn2fuVlZUIDw9HWFgYqqur0aVLF3z77bf48ssv0a9fPzg6OiIqKgohIefRr+symJubK4wrEolw+fIVPItNxNR/voW1c3OwqaMIBAKBQJBHRyDAJ94t8NnA1th68gk++/4jPIlKwnD/zYiICoeJkQVatGiO7t27N/RSCe8ZL168QGpqMr79cTkJasrR39kaNxJzGk3tJALhbaGqMBfVFcoT1+sKXV1dDB8+HAcOHAAA5Ofn4+uvv8auXbs0Oi+hfmg0waQ9e/bg5s2bePjwIV68eAGxWKyyvYmJCSZNmoTPPvsMHTt2VGvO7OxsrF27FkeOHEFeXp7SNr6+vli2bBnGj1deK0cVVVVVmDt3Lv777z+F95OTk/Hff/9h3759WLt2LdauXctpPGUXDj179sS9e/d4r01+LGNjY5SUlPAeQx22bNmCly/fFOMeOHCgxh561YbEF69gauCGpLQQONl3UbrvKVUSQXP8d/geVn5/HP7+H8LOzq6hl/PeIRQKoa2tDYFAuTKPQCA0DvLy8mBjYwMrKyskJibWKJzaGMh+kYzE/35CB6+2OHXqFEQikcJ/ffv2Rfv27ZGYmIiKigr8+OOP6Ny5syyY7eDggNinccgrTIJYLEZVVRX09PRQUVGB06dPIz+nGsP8voO1s0UDbymBQCAQ3hU6tmuBf2/8gKhH8TizoQB3bh+Fra2tQkIEgaApAgMDER4ejqKiIuwKWAQzM1LHSx6vpma4nphIgknvKVxqVDUW9Ae2RuX1eJn1nSQiDFodvGvUSKXe1ySFeSWI2/ENfLw7a1wl1Lp1a3h4eODZs2cAgN27d+Ozzz6T1d8lvL00Gpu75s2bIzU1lXc/bW1tfPbZZ/jtt994KZUuXbqEWbNmISsri1N7f39/7Ny5k1fgY/bs2di7dy9ru19++QUrV65kbceUhXLmzBkF2zguNEQwKTs7G66urigqKgIA2NvbY+7cuY3yQfXt23eRlZWNp0+jcP7ZdhibGspqHdGhZ2jbrlKs/cRkrUOXpDLZSTBBKY8oWyGgpsydKjJLQa2BzXqCq+yWXh+KDr24LVshbfmT6fYiU3w5bQOm+8+Ag4PyfU/QLFFRUWjRogWpl0QgNHIiIyPRqlUrnDt3Dv/73/8wduxYle3pNnfUeUtaR4/ZcpV+HqQrXuWLulKIxNVIzYxAaMw+9O3nCy8vLxw5cgQuLi4ICAjAsrlnINDSReTzEyiqjIG/vz8MDaXnqqKiIpiYmEAgEOBRyCM8DAnClrOrsfWbg3j2JA3DBg/ElRvX0LS9K24fXwB9/Td2rHQLVjb7JDYrLIqG8j6XpzGtie28zmanpu62qNOPzWKEq01YbVBmc8e2Lao+52oJx9W+kesDDK77hmn+El9fXjZoAHeLGLa10Odhe586HlLX2FwsK9n+Lpja1/XfCZ9x2L57rjZ3TJahbN8Xdc/C1Qqc/rkyuP424tdJEx3lLY0ORaViiKsNLA31FH5zew8G4pNl+2Bmbo7evt3VTmolENh4/Pgxbl4PRB+fpVi8xx56+rqyvw/qOQB13UZZZdYFbDZu6tq7acL6DgAOR6fCNdcWTfXZa5vV19qVjctkacf387qiLoMwtbW+o287NR4F33FVWeFx3Y9cre642giznecpGzv68zx5qPPoyjjpfRub4xC9NMbFZF3kJaXhyOLNcHO0x6gRw+pF6Zifn4+tW7dCJJIer/r374/r168TleVbTuN7iv//GBkZoV27dhgxYgSmTp2KyZMnY9CgQTXUCSKRCJs2bcLEiRNlP042bt++jTFjxigEkrS0tODt7Y2JEydi0KBBsLa2Vuhz4MABTJ06lVUxRXHt2jWFQNLUqVNx6dIlREdH48yZMxgwYIDsszVr1iAhIYHTuMr4+uuvOW97Q7J27VpZIAkAhgwZ0igDSQDQt29vDB8+BNraujAyaXxFV5UFkt5W6A8FAOB1ZhFWz/4Tw4eNIIGkBqSkpIQEkgiEt4Dy8nIYGxvDzMwMcXFxDb0cAEBOfiIeRgXgxNXPEJt0HP0H+KFLly4wMDDA5MmTkZiYiBUrVkBP1xh5ha+QkHwHU6ZMgaGhIXJzc3HixCls3LgJJ8+cRWRkJO7dv4sNR7+EvaMN1u1ZDDPfMTh0+Ag8PuiN4d8rBpIIBAKBQKgN7W3NEJlZVOP9WdN6ofO6E7AZvQhBQUG4ffs2GkluLuEdQiQS4dKlS+jjsxRW5i2hR65xGBnpZoub2erZLxPefeqitlVjgUqQoILI9JrmbDy/+RAH5qxFjw6e9RZIAqS1kuTtYW/evInz58/Xy9wEzdFolEnu7u7w8PDAsGHD4OsrzVxlCjQEBwdjzZo1uHHjhsL7v/76K1asWKFynpSUFLRv315WBAyQWsX9888/8PT0lL1XWVmJnTt34osvvoBQ+Cbiu2rVKvzvf/9j3Z7x48fj5MmTAIC///4bc+fOrdFm5cqV+PXXXwEAK1askP2bCVV/7Lt378bs2bNZ16VsrPpQJsXExKB9+/ayYJyHhwemTJnC0qthKS0txaZNm9HWdQR0ZsyAjoFUlfZg6SBZG3p29+y/lBe4o2dGq8pypH9OZerRi8hyzdBjyhikivFRsBWppYI+9CK5TBns9PHiJh4HoDy7Qz6gVFRUDt8hP6KpvSv69u2rdBsJmqegoACpqalo27ZuioQTCATN8fDhQ3Tr1g1PnjxBVlYW7t+/z6kfdQ7bclRfdkynst0oqLp7P09OA1Azy41SK8mrdIXVlTh04RN07doVXbp4K7VQqKiowJEjR2DaxgkG5qbQSyrAwIEDUVxcjK1/bcMn8wZhzicD4T/xD7xMzMCts1+hq3crhTHKy6tgaKinchuVqQ+4ZqtzVYxwVXdwLbLLVXHBluWoSfgqL7j2o29TfSk2uKCuckm+X8DBQEiSXyook+jtuCpz1Fkr322gq3PoqhOm61e26136taOqTFymNXHdBno/prXT4brPqO+FnsWs6jfMN3NZ3WORuhnSFEzfrzL4Ks3o0O8v6P3ZXBP4fq9MxyLqexSKxTieloQWcTaYebOd0rFj84oxZvj/YGpig+HDR9ZZPWcCobS0FL/9/ju6/X4ZD2Zn1vic6ThEQT/+UPBVafB98M50/GMal4/aRpUyandSAmY7tarVw3E2ZRCf/myqLqbvgW1upv3FNr6qtXLpV5t9w3UudefgGyxSR+HF9ntmak/Bdp3AF+p8SSWY0585Dtkmtfy+sjBf1ubRZ8EIidmLSZPGo2XLlmrNWxsqKiqwefNmlJWVAQDc3NwQHR0NXV0SKH9baTSyEEqx8+mnn6J9+/YqFSvdu3fH1atXMX36dIX3f/rpJ1RWqrYxWbt2rUIgydfXF9evX1cIJAGAvr4+Fi9ejKNHjyq8/8cffyApKYl1e4L+/6aoY8eOSgNJALBu3TpYWVkBgFp1j+RZu3YtKioqajWGJlmxYoUskCQQCDBo0CCWHg2PsbEx5s2bi5KqGER8Pw1JJ7eiPCsFgNSyLyNDvQwYPoEkNhpJLJgVVYEkeUpLKzFgzHroGVqgd+/e9bE0AgNxcXFwc3Nr6GUQCAQW5M8Dnp6eCA8Px6tXrxpuQQB0dfRha+0CJydHRi9uAwMDdO7cGRmxiSh4nQ6hUAixWIy79wLhPrA71q2fDpdWdrh441vcfvC/GoEkAKyBJAKBQCAQ1EFXIEA1y31Wc0dr3Li3DvqGlbh2jdTRJdQNpaWlOHbsGJp27EVsoDjSxtQcT4sLG3oZBEKj5XV6MPr08WuQQBIgve/r37+/7HVcXBx27NjRIGsh1A2NJpjENyIpEAiwbds2hRpGhYWFuHXrFmOf+Ph4BAQEyF7r6elh7969MDBgtjEbM2YMZs6cKXtdWVmJ77//nnV9ubm5AFAjSCWPrq6u7GEt1Z4rxsbGGDhwoOx1cnIytmzZwmuM+uLKlSu4dOmS7HW3bt1kQbTGjrW1NabPmIpPP/kYjsIsxG5aCDs7OzRv3hwtW7bEudtfITT6AHLyE+tlPalpefj1z/MYPe1PuLX4FE3NZsDP5yt8vuAfBOy+gYgnL1Fd3fgtD5UhkUjg/8kOCEWG+OCDsY3WAvF9QCKRQCQSkUwRAuEtoKSkBCYmUi9xfX19tG3bllO9Rk3jZN8DUZFPGT+XSCQIDQ2Fz4cj0XX2aCQ8T8OO7f8gMjISvnPHydpZWJjAw7N5fSyZQCAQCAReNGlihD37FyMyMlLBzp1AUIf8/Hzs27cPQ4YMgbP/qoZezltDVwsrhBTwe55GIHCFqyKpMbKmkw4kYjEyimLh4uLSoGvp1KkTbGxsZK+/++47BaEH4e2i0djcqcvQoUNx5coV2estW7Zg0aJFStt+//33+O6772Svp0yZgkOHDrHOERsbizZt2sheGxsbIycnR2UQysbGBjk5OfD29kZoaKjSNiKRCA4ODsjKykLXrl3x8OFDleugW9PdvXsXXbp0kWUlW1hYIDExEebm5qzbVF82d9XV1ejYsSNiYqQFhw0NDbF48WJZce23jcrKSuTl5ckOgsnJyXjx4gUiIyOh28wd9kNnYssXigUC5b1MqRpHlD0QBZMNHvV66RMhHu07h7D9l+Hu7o6Wzk5o1qwZTExMkJGRgfT0dOTk5CDx1Uu4DeqOkL8VVXsUbPYjTDCpp7jUbqLGZrO2+Ta6HDt+OI55cz+Fnh7JNm9IkpOTAQCOjo4NvBICgcBGfHw8LC0tZUkaL1++xM2bN5GUlMQpo7XHRmk2NWVjR7ets12lWOSVXhxdvqgr8OZ88NW1bPw7YTkG9OuPLl26QFtb0T4vISEBJy9eRXLyJujoaEMkEuPgvjvQLavC3Jl9FdpytUniClfbKgo2yymmdlzt6tjWqcyWias1hrpWeOpa7dW19Z4mrPyYbLFq+ztj2xdaHbwVbO7UtWtTZa/I1baO77Yy2d1RqLI/k2/PZtHMx7KOaS1sMM3B9PdmsFzRlpvNhpCCyRaHr4WjMns8Onxt8VTNIQ9lpUPB9D0x/T7Y7jPYLOnkfy9M3zOTnTebTSGXh4P/hCWhX6Uz9ASCGu4K9H3W7KtnaKFVhGFDh7COSyAoIysrC4cOHcKnnw3Eyq/Hw6ysSmk7tmsWCnWs5FSNw0Zt51FnbnlrtH3JiZjcrCX0GjghlasVHRNs9m98LerY1sU0L9s4tak9VBdjqDMe2z7ga2enDCYrOzar1ooNh1WuiYJ+XqY/V1TGy2cpWDRqPVasWNbgaseEhATs379f9nrp0qX4448/GnBFBHV561P/LS0tFV4XFxcztj116pTCa641hjw9PdGtWzfZ69LSUly9elVlHx8fHwBAWFgY9u3bp7TNDz/8gKysLABQKEjGlc6dO2Py5Mmy1/n5+fjll194j6NJ/v33X1kgCQD69u371gaSAGnWt729PXR0dKCjowNnZ2cMHDgQCxcuRAcHM7z850t8NX0jkl9IH8LxLYpHRywWY/f+O/h3/DLkBj/DJ/M+xvgJY+Ht7Q07OzuYmJjA1dUVvXr1wtixY/+PvbMOj+J44/j3Lu7uxElwSYJbcChFS5EiBUqhSL2llPqvpUIVSnGH4hRrcXcnBCd4hLh7Lnf3++PYy93k5nb3IpeE+TwPD7nd2Zl3d2d3Z3fe7/ti0ICBeHaj9nlOJKbnY97n6zHg5YFsIqkGEB8fj3r1mBKAwagNZGZmwsnJSf3b398fMpkM//zzjxGtAmxdnTB84edISkrCqlWrynlsHz99Fh7dR8LUVDXJZGIixdjx3cpNJDEYDAaDYQwaudnhUT7924Imnj1H4WrUNeZlzTAImUyGnTt34rPPPsOnn79q9A++tZEuLu44nZ5ibDMYLzhVMalaUZzdHVFcXMSbEqY6qF+/PurXr6/+/ddff+H+/dr3/ZJRB5RJHTt2VOcnAoDVq1drhaXjSEpKgpeXl/q3qakpsrKytMLk6ePTTz/FnDlz1L+nTJmCRYsWUctv27YNw4YNA6BSAY0ZMwajR4+Gr68vHj16hIULF6pDv0mlUly7dg3NmjXTa4MuNdHDhw/RqFEjyGQqj2ErKyvcv38fPj4+ouuqbHJyclC/fn2kpqYCAFxcXDBt2rRy3sl1ieLiYuzduweNmzph8s+qyUoyWTk3wcR5eZNw65UKBQ7+sBzPLt1Bvz59BclSc3Nz8ccff0AqMcEbk3vgy29H4EGJRGe7kVb655JJTz99Xg+ksoqsg1vOeVxwHhshXwRCqVQicPRJePlaoF+/l3j3kVG1yGQyREVFoU2bNsY2hcFgCODChQtaDi8AcPfuXZw+fRoPHjyAhYV+xcC4wSqHF06BlPyjKlTqhIWqPIfcs+JEofZvDmX0lXJe6Ryzo0pRkl+IBX2nYvq0aepJr9jYWGzZ8Q+SN42Bpblwr0SaF3tlK5c4+JLXc1SmaobWNp+XJOn5yFHVx4bPHrJ8VRwrGrRjSCpNSISqsUi4emnKB4ueIVizX+VgNa5vE71tAMJVRIaojfgUIRyVpf4hbTwZGgaAPhblU43RFDP6IPdF33nSbJu89xma+J62nu83bXsaQhRyQvsUB98x4Ls38/VR2n1LbD/lIJVQ+tSIuo4Pty4rrxjbl57F6OZlDla04y9pEYFPvtqEPYefYsTIYYLsZjA49h88gGRZLh7sn6FzIolPEan5bq3J/dmPAQhXpZDlhChHKqrE4UOMOml17EOM9wumrq9u+NquLEUNh9h6+FRQYu2IPW9q8PE+e1T1PbJDd1WUH1pf5rOFfPbR9tFQ+Pq1rmc4n1KZBu35RPtOR0aP4KIIJf8ox8Gz36FTZAs0bdpUb5vVQUpKChYtWqSOsDVkyBBs377dyFYxxFKrlUkxMTFaoeEkEgkiIyN1lr1586bW7+bNmwueSAKADsRLi6baRhdDhw5Fv379AKjyAqxbtw59+/ZFkyZNMGDAAK0cQjNnzuSdSKIRHByMyZMnq38XFhbi66+/NqiuymbevHnqiSQA6N27d52eSAJUyiU3N3dYVjApuEKuwL5vlyAt+iEmjp8gOL6pnZ0dZs6ciWnTp+LY4RgEeE7EkGbv4u0B3+PsMuN6qdOYueQMikqT0LNnD2ObwoDqvsrlcmMwGLWTBg0awMrKCn/88YexTcH9k5fh41dPSz116uwZtBr9sqiJJAaDwWAwqhNHWwvkFAv/8PjFx4Pw5Eksnjx5Qi0jl8vVTqAMBqDK+3316lX0/WoKUyRVEAczM2TKdIcHZFQPxpi0q+kIdU6rSjxdmuHpk9hqa08f7u7uiIgocxbZsWMHLl26ZESLGIZQa5VJiYmJ6Nu3L65fv65eNmzYMGzZskVn+T///BPvvfee+vfw4cOxefNmwe3dunVLaxbXxcUFaWlperfJzc3F8OHDsX//fmqZDz/8EL/88gukAmK70tREKSkpCA4OVv82MTHBzZs30bBhQ9F1VRaZmZkIDAxEdnY2AFXYnfHjx78QA6SjR48i/ZktIpqMxPwt+j3COTivgVNnVbmYipctRXLWebw+boze3Fx8yOVyZGZmIi0tDVu3bsWg7r/ARGoGpVIOhVKBof8rhYu7I46kqSZWabmPdKmSVk0r67Nrdo4t591O1kV6CX5q1QaXN+7D1b/3YOK4CbC3tzd4PxmVx7lz59C+fXtjm8FgMAQgk8lw/fp1rQE5R1JSEtavX4/Y2Fi8N/5frXXcfZpjTqhKjUTzdOO80Wme/TQv9lXTpDh07nu07dAILVu2BKAav23c+DfuPF4Iz+tXAejPAaMLPq91Q9U4+pQBQvOfkAhV6FT2i6ZYu2jKAaGKIr5zyKdkEHLODM33o095IMamylBXrdl/C7JbyRjboiwnoT6lgy47xFJ8+D5VuUZTHvEdGz7FkqHKEqG5k8hjwymVDMm9pMveXBsL6jEReq2Q1x7Nm1msik9sPyUVeXw5gwztj5p28Z1PsfduPmUb1x75zKpou8WH72PRpSeY2jpA53pd6q/l/93E15vuYPLEN3W+31+6dAnHjh1Du3bt0KZNG5iZmUEqlb4Q78gM3Zw8eRJubm6Y8rsqQgcZ8UOoKqkiigtD8+UIzd9T2XmCaOVyS2U4mJKIod5+gvaHD112i50sMUTtpbldZU/O0OzhU5jx1aMPsg5ShcRXp1AbhD5/+fpnZeRO0oUhCiUxuQWBsueg5rc6AHgcfw7PMo9i7OuvCba3KsnLy8O8efPUzhV9+/bVElwwaj61Ztq4tLQUmZmZuHPnDv777z8sWbJEK/5+UFAQ/vrrL+r2Dx480Prt5yfuAePv76/1Oz09vVyeAhI7Ozvs3bsXW7ZswcqVK3HlyhXk5OTAzc0NXbp0wbvvvlspH23d3d3x0Ucf4X//+x8A1QTCrFmzyuWIqk5+++039UQSAHTv3v2FGSSXlMhgaiJsEolGcsZNdOzSvkITSYBqYtHV1RWurq7w9fXFrqOfQCqRPn9pkeJgHwkUCgVCerZHs4FdoWwZynue5KVy7Fp7FCcu30ZBUSYKCrOwyeJN2Nt4wNUpFK1uR8KrcbDeOgAg7XE8js37G2PGjGETSTWEwsLCCvc5BoNRfaSmpsLNzU3nOldXVxQWFsKYPkN5BalIz3yCRo1eAaAanxw9ehxT3+kLW1t2r2EwGAxG3WLCS43x9b8Pcf7CBXTQ8Z6fnp6O4cOHIzU1Fb/99gfkchk8PX3Qr18flq/0BUSpVOLWrVvYsGEDgDhjm1PrsTM1Q14pU/4xGCS21m7IelxzcvrZ2tqibdu2OH36NABg//79OHv2bLmIYIyaS42dTHr//fcxb948QWW7deuGdevWwd3dnVomKytL67e+srqwtbWFpaUlioqK1Muys7P1TiYBKgXQiBEjMGLECFHtieXjjz/GokWLkJKiSjq4c+dOoykM0tLStM5dUFBQucm4uoydnR0uXfoPaVn3sODPVhg4uC18/VwFb69UKJCW8QQ+Pn0r1a7x48frXJ6Wloao6GvY+eGvuDDHHlPe7o0Ro7rAzk475qpSqUT0ubuY99nfUJRIEdYqHPb2TWFnZwdra2skJycjKioKF1ftgl+bplh/wxqvDOsAKyLkn1KpxM7TD7Hx5+Xo16+fVgI+hnFhIe4YjNpFamoq9ZpNS0uDu7s77zilKlEoSiGRSJGUlAQbGxv8s20nFKWWmPbuy0azicFgMBgMobhYmyOtoASu1sJCmJuYSNH36ynYOOl/CA0Jgaur9jugUqmEi4sLVq1ahaG9/4CpqQWexJ/DunUb0LRpI3Tt2hV2dnZVsSuMGohSqURqairCw8NxrYBNJlUGbhaWSC4ugocFc1pi1H40c9NWBFtrN2TnZEKpVNYYJ/8OHTrg0qVLKC5WqTC//PJLHDlyxMhWMYRSY8PcCZlMGjhwIKZPn47evXvz1vfKK69oKXXmz5+Pt99+W5RNzs7OyMwsm829fv26wbmODIEvNN38+fPx7rvvqn937twZJ0+eNKiuivDJJ5/gl19+Uf9+8803XzhPq/z8fDx48AD37j3Ag/sx8HRrhLYz+8K/TVP83EChVbbDak/13+c+6IXbt2+jQ4cOeP/996v1Ri+Xy3H//n1cvHoZCfEJ6PtqB4yY2hd2jjaYu/wCrv9zGIWpuejWPRJhYWE6QzfcunULu3btgp2tA6ytbZCalYpGfTrgtY4+cPNwxIrfCnHn8V7IFQV4uX9fhIRUXyJuBj8sxB2DUbu4cOEC2rZtq3PdtWvXcPXiE3Rt/aF6GRnejqOfr8qLc2+cmc7lHFzoIA5a2CfNl55/dl/CuOnLoVQq8cmsIXjvo4FwuHAeAH/i+8qAL2xS0W+btNrmC1VF2sphaAg0oSE0hIbcoO2HUDv59p+v/opAa7uibQgNJ1JZYeX0sWa/KufquL5NDK6DL0yfmPB9YkNJ0pYLDYHJFyqOL4Sb0O1o2/ORR/GI5UI1GxKeUeg1K5TKDH+oq32hISv13fc14Qt5x3fdC+nv5HkjzxefjdxzgMSiZwhuPEpD8rEH6OzvorVcn60A8OPv/2LBivN4c9IErXemlJQUrFi+CkN6/o71M+4CUPW7jPRcjJ+0BFnPijFk0Cs67WHUTf788090bvkJHOy8MX+LBe+1wiE2lJxYxIYmExuqji+kmaHh4fJLS7EnOQHDfarfmZnP5soKXVfReoTayYeYEItC+xOJ0H0VGhqRb/uKQrYX8kUgAPFjAX1heAHtMMNkqNdZm7216go9kQSlUonth9/HwEF90aBBA+E7VMUcP34cx48fV/8+evQounXrZjyDGIKpscokIezbtw9yuRyWlpbo0qWL3rLkZIkhoZysrKy0JpMqO89QRZkyZQrmzp2LR48eAQBOnTqF//77D/379682G5KSkrTCDYaGhr5wE0mAaoKuRYsWaNGiBQoLCxEVdQ2Hv1sGiYUp6k3vicnju8HSsryH29WrVzFkyBC0aNGi2j0GTExM0LBhQzRs2BBpaWm4dPki3uj+BQCgnr8/erTrjJCQEJiY6P4YCQBOTk7w8fHB0KFDYWtri5SUFNy4eROb10ejsDAfebkyRHZrjSZNmuith1H95Ofnw9ra2thmMBiMCpKfn49Lly7hypUraBI01NjmYOjA1rgvMYGbpxOGd6XncmQwGAwGo6YRWs8Rp9LztSaThDDj3X6Yu+gyzp49i06dOqmXu7u7w98/AA9iTwEoC1Pr7GKHIW/0xM/vra4kyxm1BXt7exQWZcHBzpu/MIMXG1NTFMord2KNwajJ2OUXI9fGAuGuVriaVogfRzzTmlCKifRE6IkktGn6Ov77dzX8/f1rTGqDdu3a4fz58+oIYF9++SVOnTpVY9RTDDo1VpmUkZGhlROpsLAQ6enpuHbtGnbs2IGjR49qlZ8+fTrmzZtH/UDdu3dvHDp0SP17+fLlmDhxoiib6tWrh4SEBPXvs2fPVqsXvxA10caNGzFq1Cj176ZNmyI6OrqciqSqlEnvvfce/vzzT/Xvt956C15eXpVSd21HoVDg4cOHOHXqLApNZBjww7u4ndgSgEriPtbiPj799FN069YN4eHhNeIGmp+fj9LSUjg4OBjbFEYVExUVhYYNG8LKyoq/MIPBqBGQyqSsrCwsWbIEL7/8Mr788kv89lW0oHomLFQpZslkrfO3lOX/oyWj5+BTGQktzyFWncTneU4rx5fYmrRPrDKIXM7XDq2eyk4GXBmKIs4Wy49G6lwv9FiT9XFUpupJSDtC+yTffulTfKyLjoN533YYN6qzaPWOWFWM0GtIyLXDeb1yig9OCUK7L5C2i1WbnChU3ZM4NSSpICQRq3QSqoAi95tmH4nQcyP2PqpvH2g2CFUb0mwTqhCsbGUfX7tC2xOrqCJVShY9Q7BgRzSmD2mh0z7NcmS70bOWo9Pq85gwabJWuLsbN27g3KlbuBOnynfMXUc5OYXwb/Ehhg177YV0xnxR2blzJ6QloWga0l89HuPuLeR1yEFTWxiqrqioGsjQ9vlUJJr1CS0be94UB1KeoamdI3ys+B0lhe5zZZcjy1dUrcSHUOVOZSp6DO0/YtvmypMqIJry1lB1HAntuSr0nNPgxtXc9U8bc3FwY5JwV9V3nNlRqvqTf5QDKItMkfyjHCev/AlXTwn69685IcdPnTqlFd5u//796NOnjxEtYghB9wi4BuDs7IyAgAD1v0aNGqFTp054++23ceTIEZw6dUorD8+CBQswefJkan22ttryycLCQtE2kduQddYERo4cibCwMPXvmzdvYu3atdXSdnx8PBYvXqz+3ahRIzaRpIFUKkVISAjGjx+LliGNsWHi10g5vw8Z10/j9m9v4YcffsCYMWMQERFRIyaSANVEI5tIEo9SqdSaDK8NFBUVsYkkBqMWUVxcDHNzbYWrpaUlZDIZVq9ejebNmxvJMgaDwWAwGA1cbfFx+0Ds3LEbCkVZmPPg4GAkpz9ETk6BVnl7eyv879Mh2LvngFZ5RvWQl5eHhw8fIioqCidOnMCFCxdw//59pKeno6SkBGlpabh//z4uXLiAgwcP4ubNm5DL5RVuNyIiAnce7UOpvKQS9oIBAF1c3HEqPcXYZjAYNY7WTcbh5o3bePr0qbFNUdOmTRutCDlffvklaqjmhaFBjVUmCeHx48do3bo10tPT1ct27tyJQYMGlSv7+uuvY926derfP//8M2bMmCGqPWtra60JpUePHiEwMNAAyw1DqJro4MGDWjO5fn5+iImJgYVFmYdxVSiTpk6dqjWZNHXqVHh4eFS43rpKQkICtm7dDhOpCbp264wmTZrozEPEqF2UlpZiz549iI6ORu/evdG2bVsUFhbiyZMnCAkJgZmZGX8l1Uxubi4eP37MPj4zGLWI+Ph4ACjnvbx8+XKsWrUK6/5KBFDmjXbqrJtWudATSVrrScg8SnNCVR9MaF6yfF7rFc0bIlSVYWguFtr2hiqDhKoAxOYoqgzEqqfEYqiqTGjOJKGKHbE5l8Sq5TgFA58yS5M1+29B4huIcaM6lytn6HGj2Sd0O6EIqd/QY09ri1MGcfDlZCKhnSNdOQf0wZezgE/hyNeHKwuxKiIOMXYYqpATmy+LVr9YpSNfLj7So5tToWneDxZdeoL3Pu0JiUQiev8zW7dBZLvPUM+nEdq3b6devnrdKrz+8cv4ZkQ7rXpkpXI0e2MjmrbqghYtWuisk1G5yOVyHD9+HOfPX4STvTesrZxhZeGMDCcFStLiUZT0DIVFubBxtIejtztKrXxh4ugBRew55CVnICI8HJ06dir3jqdUKlFSUqL1DYbGxo0bMW3aNLz77rv45MIGAPzjLkPVSULHFULUITUlB5AuVsc+xFfD/XXWy5e/qbIUWYYqbEiE5heiYej2Yo4LX7/jO9Z8y7l+e3/2Y1H18MHXPql2otnFIVT9RLbDwbVHQstVyeVJ4t7XyPc3XeqkB7EncffpLkydOrnGfJs6e/YsDh48qP69e/duDBgwwIgWMfio1TmTAgMD8dVXX+G9995TL/v55591TiaR6orU1FRRbeXl5ZVTJjk6Ooqqo7ro3bs3evTooZYKxsbG4q+//sJHH31UZW0mJCRgxYoV6t/BwcEoLS3VCgvIKM+rrw4BoJrcS0xMNLI1DEOJj49HfHw8rKyskJCQAC8vLyxfvhxffPEFLl++jOzsbEilUkRGRmopKmsKd+/eRVBQELteGYxaRExMDAIDA8tdtwEBARg8eDCC6/WCj3sLKG6rXh7yYjO0yqVlqhxxFLd1OzHcTVe9/CQmq4aKl/JUH9yU91WTUCXPsrTKm99N0msvWZ6Eb3uJ/JHWb84OWjlyvaHbc3Zz9vHtBwetPLmffPWLbbcybTMU8ljzwXesSbvIc0Q7t7TtafAdD7Kd4uflLa7q3l9dfexxYjagSMUljW1o+8EHXx8Xup1QhNRv6LGntZVvpf2Rw6ZQptUOn020c8TVy9XHB9keuT3tmArtw5WF0OMu9H5YGdvSrleh/ZdWjq9d8ljQ6r9b/PzZ5qj6MGet4/5YICvF/otP4epgKXr/C8yf4IMZAzFl4hI4ONirv0kEB9TH7zPXIMzODN6eTlr1vD2kKT5dehA2NjYsakA1oFAocPv2bfh5tkGDwB7q5SbhqjxZflfToVDK4TpBdd1fu+4EAGg5ujHSHiXg2rZDeLB6Nbp3767OQ5KRkYELFy4gISEBwcHBaN68OVxc6Hm36tevj2+++QYtW7ZE4sOHAPjHXck5up2BUp7pV0sJHVfQ6tfVlpCy1VGPJgqlErvuJsLH3qpcvWR75DETawftmAuth2//HytV3yHtcoQ9syprezHHha/f8R1rvuVcv43LyRRVDx987WfdVd2DueuFZhcHrRxf+xxceyTks4cbh9zLUjm1cO9r5PtbRqbqPsK972VkKuBg6wMpbLF37160atVKr33VhY+PD6ytrVFQoFLsfvfdd+jfv3+NidjEKE+tl0GMHKntaXb+/HlkZWWVKxcSoj1jLFbWR5Z3dnaGk5OTqDqqkzlz5mhdeD/88AOys7OrrL0///wTMlnZwyk8PLzK2qpLSCSSOnODVCgUWLduHa5evWpsU6qd+Ph4SCQSeHh4oE+fPvjzzz/RtGlT/P333/j000+xb98+REZGIjc319im6kQmk5ULl8VgMGo2tOu2UaNG6N69O2KeHkRCsrCcSQwGg8FgMHTj52CNJ4mGv0cH1fdEUL0OOH7spDp8XVBQEBo1aITpM9YhI1M7QkjbRp5wc26Io0eOsXB3PCgUCiQlJeH69es4e/YsTpw4gfv376OkpESrTHZ2NkpLdSsEpFIpunXrhscJZ6FQUMpIdH9Edw3yQY+PXkdYWBj27t2LtLQ0XL58GXv37kX//v2xd+9e9OrVC/v27dPrOOrt7Q1HR0esXLlSxN4z9NHc3gmXnlXd9y8Go7YikUjg6lgfGRk15/owNTXVUuNeunQJJ0+eNKJFDD5qdZg7DmdnZ2RmZqp/X716VStvEAAcOnQIvXv3Vv8ODw/HlSvCJf3//vsvBg4cqP7dqVMnnDp1qgJWi0dsaLoRI0Zgy5Yt6t+ffvopfvzxR4Pq0kdOTg58fX3VOWIaNmxYbpKPUffJzMzEvHnz0LZtW7z00kvUcsXFxUhNTa1TiWWPHj2KVq1a4bfffqOW+eabb8rdh2oChYWFuHv3brl7JoPBqNlcuHABbdu21blOqVTijz/+RMcW78DNuT6A8uHuaGHuvgjTLVrnwjnpSk4uhKpO4l7REGFC7RMSGk5oSL/KKlfZ25HwnRNDw1gZGr6KhtjtDQ2DV5FwgGLC3AkNrcYXEo6sj4bQsGBCybWxUIcMI6lo3UIhk1dzkMeGu6/xhaHkENvX+M4t331VaGhHWrvkcaCdFxK+PkG75rntyCTiYu8lfNCSkutqjy9EUKSVVGu55nVWXFKKtbcKMHl8N2obfMy4Dayf8CV8nTzQ47mCRalU4vCRQ3j09D5O7/4Ugf5u6nrTI1qjV+TXsLPxQc+e3QW18SKRlZWFy5cu4/r1W1AqJPB0awo7a0+YSM0Qn3IZqRmP4efrD7ksF4nJaTC3sIStrS0GDBgAHx8fnXUuWrQIEQ2mwtUpCKtXqZbRQmKS/WflVAluPfgXtx7shbtLCOZsHwMvPzesmqbqV0PG22Hs2LEYMmQIgoODdbafkZGBFStWIOS9BbB09cbZ8apxGnldkWGxyBBmhoYb4yvPR2WFiiPt46tHX7k1sQ8xzk/38a6K0HrVWT8Hd/45uH5ALifXA5UfplAofONUvj7Kt73Q9TSEjp9pofDE2kPWR8LVT473Zkepjg/3bvfjiGc6t+fuQzGRnqr6jifi3xMz0e/l7ggNDdVrU3VSUlKCP/74Qx0R7OWXX8Z///1nZKsYNGq9MglAuTiPxcXl4183bdpU6/f169fVEjohnDlzRm99NZHvv/9e69jMmzcPz57pvsFUhGXLlqknkgCgY8eOld4Go+bDeYDp86ArKSnBjz/+iOXLl1eXWVVOcXExbt26hc6dO+stFxwcXCm5ySqbhw8fon79+sY2g8FgVCLJyckolcnh6hRkbFMYDAaDwajVWJibokQm7mMpidTUBAPnfIAsCzkWLFiAU6dOQaFQoGePXmjcoDna9/4WN2/Hl7VpYYaN2z7ClctRuHv3bkV3oU6Rm5uLFStWIzlegg4tpmNwjz/QvsWbaBrSH42C+6BX+88xuMev8HLshmXvt8fTzROQk5OD7777Dps2bcLJkychl5eFnpLL5YiOjoarqyvORS9BQVGWaJskEgmahgzE8L6L0K3NR/Dy085TOXjwYGzbtg07duygnk9nZ2e0atUKcTsXim6foRtHM3NklgjLjcdgvCikpN+DQlFc474BmZubo3Xr1urfe/bswe3bt41oEUMftV6ZVFRUBBsbG60P2I8ePUJgYPnEZS1atMD169fVvw8cOCBYJdCuXTtcuHBB/XvXrl1aSqXqwBA10fTp07FwYdmAZNKkSVi6dGmlKZNkMhmCgoLUicB9fX0xceJEg+pi1G7i4uKwYsUKhIWF6cxbJpfLsWHDBjx8+BCDBw9Gy5Ytq9/IKiApKQm7d+/mzTd0+vRpjBo1qsZdH+fOnUP79u2NbQaDwRCBXC7H1atXtQbcmhw7dhyJT5Vo16LsfjN/i34vNjL5OM3TXBPS006oVz9HRVVIfJ7hQtfz2SnU05DveAitl4bQ+sXWS9ZP1kOqEvhUBSSGqsBo9VZUtUbbXojqTFe9YhQKazacQqGlKUaP7ar2dKd5vtMg2ztRqHoHoikrhNbDweeJT9rNQWuPpkCj1UcqrzS3o9lGlqUpkYQqe2jXEKe0IeHrk0IVPbT2Db1WhNpp6LVN1ksrx3eu+ewjlU4kM2NUCltSWSv0vAt5Fi3YEY1xv0wVVC8Jea2M6n0Pl2+thbObGYYMGQJzc3NcuXIFx04cxU/rPkCTVqoPfJFWUuzedxUT39mAd96dpreNFwWZTIbVq9ZCGdIafoOmqFXWnMc9R+cOqvzYXDJ6jg8WAI/X/wSzvEw4u7jA0sYcySnJUFqYIic5DbISGUYv+war/LXza9OuSfJew8EpljTp6j0OJ06cwIABA/DSSy+hcePG5cqUlJRgyZIlaBI4EgE+bdUKKT51EodYhQhHVatnDIVUzpAqLD4ySopxOj0FA718q8Q+sfZURZ00ZZLQ9ULhU55VtO/R6ieX01Q+lR35oDLU6Prq5WPTD0Vav7nzFrr1VQBlY79Zm70BlL3P7Y3TFlqQJP1QipOX/0RQAwdERnYRbng1kZeXh7lz56rDkk6YMIGF/6yh1Hpl0pEjR7QmkqytranS5SFDhmj9XrVqlaA27t69qzWRZGNjU+NCVdH46quvYGNjo/69cuVK3Lt3r9Lq37Rpk3oiCWCqpBcZLmeWZu4sTS5duoSHDx8iJCREKx5qbcfU1JQag1uToKAgpKamoibN35eWlkIqrfWPAQbjhSMzMxPOzs461ymVSty8cRu+XronmhgMBoPBYBgPF8cA9Gz3KYKDg7Fp0yYUFhYiIiICfXu/hM/GzUVSfJq67Es9myM3LxdPnjwxnsE1BKVSid27/wMUDvAdMMmgOixdvdHw7T/QPGQM3Gw7w71HS0S8ORhj1/2At/79C29u+x0eDcs7JVcWkZGR2LNnD/bu3aszz7e5uTkGDBiACzdWITu38iPKvGg4m1sgQ1bCX5DBeAGQy0px9toS5BfHo1Wr6gk3LBZbW1utb4V///13lUTXYlScmumCIBCFQoHvvvtOa1nfvn2pieRHjx6N2bNnq2XN27dvx/379xESon+2ec6cOVq/hw8fDktLywpYXn14eHjgww8/VB8nuVyOWbNmVUrdSqUSv/76q/q3i4tLjYq5yaheuDB3mglPOXJzc3Ho0CEAQM+ePbWUcbUdU1NTnftM4unpCRMTE2RlZcHJyakaLOPn6dOnCAgIMLYZDAZDJGlpafD09NS57smTJyg1laPlry3QP0A13uFUR1fTCtHPVxU7OxRJmLBQQ9GQX6zlraeMvsLr9cd5+cmee+ZaUhQFNITm1DFUmcKXu4fmHSjU25HPu1BoTiSx0BREQrej7R/phSk6lxCxnOatL1TpxFFRtYRQhOap4X7T6ten+Cm0NMXT3BJcTStUK4n47Beak4VUPwhR+hhSLwepMiHz8vApo9R5e3js0LTTLr8YuTYWWjbZ5RdrldFlb66NhbqcMvpKuRw6mn8ro69Q+76ucy5pEUFVcpL10PoS+dvQ3E18qjTaNcd3rfDl6+JTJdrxqNHIHE6kEok8o+Rx/t/z5Zah2jmahPYtWv4xTaWuZXQuzNJzYWlpLjg/HLn/nCd5TKTKk/zUOzswceJErF+/HiNGjEDTpk2RlZWF1yO/QqN35+HapxYwMzPFhmVvYvz05RgxYhR8fatGYVHTyc/Px6FDhxH3NBnrLnwFW/tklQd+B5UqzQOp5RTXszZ74xS0VUo/jnim2q5zOOaEyjVaUCLXxhaA7fP+GcGby6z48H2YHb5f7pmWa2OBcFercuqkcYPXAQDW7ByLadOmYefOnRg5cmQ5x76AgAB07doZl+/Nxb7Ur/GSm4363mXRMwTFh+/Dr10pb14ZMes166soFcnDw6duEauqOXs0D/FKGYp95LAwKcsRSrNRrIqHbz3fsdClxhG7jxWxUYwKSt/55Mt3JSSfVux5U61yXJ8klxc/v+a4awGgjyu1xrsa1yoN2vhY7HuIvmeDZYsIap5GTTtGfmapU/1V9NsmWPQMQRcAn1q1QecOqc9VuVbP3/Nk6hxJJNdjdqFYHo83J02o0d+z27dvjytXVMdOJpNh/vz5+PHHH41sFYOkRrikz58/H4mJiaK2kclkmDhxopZiCFCFdaMREhKCcePGqX+XlJRg/PjxKCoqom6za9curF69Wv3b3NwcX3/9tShbjc2MGTPg5lYWt3fHjh2VUu+hQ4e0wgZ26NCBqRxeYKytrQHonkw6evQo5HI5mjZtCg8Pj+o2rUoxNTXVew/hkEql6NatGx48eFANVgkjJSUF7u7uxjaDwWCIJCcnB/b29jrXXbt2DS1e7QWpCXseMxgMBoNRGdQP8sCDRymVWqepqSlWr16NgQMHYu/evQCATp06oV2bVojbtQiPn6omQV4Z0Bor50/E+r83IjY2tlJtqOmUlpbi7Nmz+PPPv5CXaYNe7T+Drb21sc2qMN9++y1KS0tx/75uZ5B27drB2d4Vv3wkLJIOg04jOOFCZhp/QQajDlNQmInbD/dh4KD+NXoiCQBcXV3RsGFD9e9FixYhNzfXiBYxdFEjvjSsWLECwcHBGDNmDP7991+9HaWwsBAbN25EWFiY1iQPAIwdOxbdu3fX29b//vc/LVXA2bNn0bNnz3KJEIuLizF//nwMGzZMa/lHH30Ef39/gXtWM7Czs8MXX3xR6fX+8ssv6r9tbGzQvHnzSm+DUXvgJiyfPXumlYPr3r17iIqKAgB069bNKLZVJZaWligqKhKkTho0aBCePn1aDVbxw4Xbq0sqMQbjRUGpVGo5byiVSmRnZ+POnTuIiYlBs4FdjWccg8FgMBh1jAb1vXDvgTjnVyFIJBJMnDgRmZmZ6mXt27WDozwXfYb+qh6vvzqoDdo2fwPr129CTExMpdtRE8nLy8OKFStwPeoJerabhQ4tJ8PK0tHYZlUKFhYWCAoKooaHl0gk6PfSyzh94CpycsrnX2IIx0tig0cFhuUHZzDqCtfubUWL5s1qjSNxB418dNnZ2Vi+fLkRrWHoQqKsAQk8WrZsiejoaPVviUSC+vXrIyAgAI6OjjA3N0dubi6ePn2K27dv63zo9u/fH9u2bYOFhe5QDJocP34cffr00fr4K5FIEBERgaCgIGRnZ+Pq1atITdVOvNi/f3/s3LkTJhoS2epE86OvjY2N1gd7PkpKStCwYUM8fvy43DqxdQFAdHQ0WrZsqf7dvXt3dOlS8xK4MaqXP//8E0FBQbCwsECvXr2QlpaGNWvWwMrKCkVFRahfvz66d+8OW9vKS1JZE/jpp5/w+PFjatgpjoSEBNSvXx8fffQRzMz0J0esapKTk5GXl4fg4GCj2sFgMMRz4cIFtG3bFoBqImnnzp2IiYmBhbsvnFv1wtAZqgE4GfKFC3dHC1WkMywE6GEeyHBSZKgiPmghhmgITR4vNMk6Xzg7oeHjKro9X/g5oeE1hIbnE5uEmG87sUmQxdpjaBJkof1CrD1i+6lm+TUbTgEAxo3qTA2tRQtRxmcPLYQYX7g5WjkybB0HX3207TVDhumDCwVGCwNIC40mNGyf0PuEUGih7cjf5HHggwz1Jja0mtD9IEN5ke2R9XNU9HjxwReCjha+kQyzqFleqM1kH8y1sYBSqcS6P/di+ps9eW2n2cyFPdMMQbRm51hcunQJPXv2xIcffqherlAosGjxAixbPQUDrPLU9R07dRuDxvyJ7t16IiwsrM46hcnlcqxetx6lvk3hN3g6JBKJOlwdR/KPqjB1MZGq9y9uvSrkU9nx5sY+HLOjVCGz+vmqvilx55nv2caHrnB3unhnuKpvHj7/Azp3bYFGjRpR61yyeAXmLnwNfV+OUN87OLt0hcDSRWWFr6tq+EKuCQ2fp6ueNbEP8bpvkNb1UpFwfGKorPNS1fZW1vEXCl8oPD5oY2e+8pUNX5hXshzfO4jQsLbcs67PApVQgnvX454vz1Ju4nHCaaQjFQVpiTCTSDBt2hTY2NiI3UWjsWLFCsTFxQEA/Pz88PDhQ5ia1o772YtAjVAmkSiVSty/fx+HDh3C1q1bsX79euzevRvR0dHlJpKsrKzw/fffY/v27YImkgCga9eu2LFjh1boN6VSicuXL2PLli04cOBAuYmk1157DZs2bTLaRFJFMTc3L5dfqiIsWbJE/beZmRlatWpVaXUzai8eHh4YNmwYoqKiEB8fj+3bt+PLL7/Epk2b8Msvv8DU1BR37twxtpmVjq2tLdLT03nL+fj4IDAwEEeOHNHyQDQGsbGx8PPzM6oNDAaj4ly5cgW5ublITU1Fw/f+gnvHQcY2icFgMBiMOkVlT9oolUrEJl7BoUOHMGnSJLWDCIdUKkVYywjM/2OP1vJunRvjj20zceb8Sfz44xwsW7qqTiYnP37sBHJgAd+BU+rshJlSqVDn8qbRomVT/PT9dtQA/+9aTbCNHVMnMV4YcvKScOrKfASGWqN/l7aY8uYb+OijD2rVRBKgrU6KjY3F/v37jWgNg6RGKJMuXbqE3bt348iRI7h69SqKi/k93ho2bIjRo0dj/PjxqFevnkHtpqSk4Ouvv8bmzZupH3bbtWuHjz/+GEOHDjWojcqkIsokQDVoDQ8Px7Vr17SWi60rPz8fXl5e6nCE4eHhGDhwoChbGHWTAwcOoE+fPkhOTsaSJUvw4Ycf4ueff1b33VWrVuG3334rFz6ytrN27VoMGDAAc+bM4Z3UvnXrFubMmYN//vkHfn5+iIiIQEhI1XjK6OP8+fNo165dtbfLYDAqRklJCW7evInw8HCkpqZi1eqV6NZqFlwcA+AxS9vhhfPOFapEEqqQqUjiWX3bC/V8J73y+JQchipxaPAdLw4+L0OyPnI7sXbw1cenzBFrh6FKpYr2Iz74+gUNof1SqDJGV31r9t8CAIzr20RwOzSlEe06oCmNxC6n7QefqoP0xqfdf/i25zt/fOeLpnAS2u+EtkciVInF2dclJsoge2j20RKSk+UMvQ7FKqOE3sc5aP2bhKZMOhkapvWbpjrh6iXVK9xvTVUS196C5YepyiS+fkuqkzZezMLSIe/D3NwcjRo1wqBBg8rlHi4sLMSSxcvg6RKG6+fHwNS07BmfY22O+Lh09H7rJMxjozB+zCid7dZGlEolfv7tD9R/aw7+/FB1XvbGqSI6cGoiUm3Ed18UqrTjEPo85Hv+067fmTEmiN55FPc2Hsa4ceOoeaflcjkWLliCn34fjuGvdS733KGplKqaqlap0FQyhrZbJJdjZ2IcRtYL0Ns+SUXVQ0LVN2Lb4VMR8a0nEXtcyfoNVTXxtUseL7Hjbtp6ofCNc/nej4Qq2blypFKYZi/5/Jq12RtAmTppRPNv0bRFILp06ay3/ZqOQqHA3LlzkZOTAwAYMGAAdu/ebWSrGBw1QiPWunVrtG7dGt999x1kMhnu3LmDR48eISEhAXl5eZDJZLC1tYW9vT0CAgIQFhamlffIUNzd3bFo0SLMmzcPZ86cwdOnT5GUlAQbGxv4+PggLCwMgYGBlbCHlUNF5/0kEok6d01F2Lx5s1Zeq4gIceENGHUXW1tbxMfH448//sDUqVPRrFkzrfX9+vXD1KlTUVJSAnNzcyNZWfn0798f+/btw6VLl3DmzBm9ZZs0aYK1a9diwYIF2LRpEz7++GMMHDgQ9evXryZrAZlMVmtVlgzGi05WVhacnJxQWlqKnbt2YMx7A1B0K8DYZjEYDAaDUaepTB9cBy839J75Bi4s/gft27fXOZlgZWWFSZMn4u+/N+Lz2f9gzjfD1eskEgl8/Vzh02sUor/bg8TERHh5eVWafcYkPT0dcoUC1l6BAJKMbU6V0ax/JJ7uOI0rV66gdevWOsuYmJjgpX698fknf+Plga1RtwLFVx+WJiYoUSiMbQaDUeXk5RQgLfMJOnSo/Q4GUqkU4eHhOH78OABgz549iI+PN1hMwqhcaoQyiVG7aNeuHS5cuAAA8PT0xFtvvVVn5ecMcURHR6OoqAh79+6llgkPD0doaKje+NC1kaKiIvzyyy8oLi4WNVGzb98+jBgxAq+//rpW6E0+CgoKkJCQAB8fH1hbW4uy9dGjR7CxsYGHh4eo7RgMhvG5e/cuPD09ceHCJTx5mA6/T+ZCIpWWy4tk9u0aAPxec0K99wzNNyM2ljip+hCbj4MPmt2cNzvpxa5L/UNTJvF5ntIURBX1lDTUA5MvLjuHUEWG2P0RmgNFrEJJaA4hPgUNX31iUUZfwZr9tyDxDdSZM4mWZ4UGZwencCFzovFBKnf46qHZS1OC0ewXq4yi1cenABGrbBK6X7R7G5/yi0RsjjkaYu+RhirrhCrgaNuT7RiqEBMKqQQilSwk3PHgngXkdVD02yasuBqLie9HwsLclPf88ymrOLaszcFHH32EoUOHwt/fX2eZrKwsLFq0BF1bf4gtR5prtZNrY4HZ32zGvzvuYsSIYXXinTwhIQH79u/ErQd/qZdx55GDplSiXa80aP2+snMB0u7ro3rfw6FzP2DixAl638u2btmIQX0bYPYXr2ot77BalS/qTJgqHOL92ar82GKVKdUFZxeHWOVRRRRRG+If41Vvf5hLpbxKGQ6awohWng+x9VWV8qsyMbRusTmT+KIniI0CwLc93/sLrT4u7yDfGIiWV1Koup8bs5H3wp9HPsaFmwvx7nvTdbZf28jOzsbcuXPVzhzffPMNvv76ayNbxQBqaM4kRs0lOjpaPZEEqFRJdWHQyqgcbG1tkZSk34PstddeQ0xMTDVZVH1YWlrC3d0dn376qSjPxZdeegnffvsttm7dioKCAr1l09LScOjQIaxcuRJz587F/r0nMW/unzh9Wr8aiiQlJQXu7u6itmEwGDWDnJwcZGRkIOrqNXRsOQUSSmgUBoPBYDAYlUeAoxWeJOXyFxTBm2++iYULF2LTpm1YtnQlbty4AQWhoHB0dMSgQQNw/OLv2L61/CTktHf6IelZJnZs34XSUnEft2sibm5ueJaQjoICwybuaxMujgFo0eBVbNn8D0pKSqjlunXvhXmLD+JpXFq5dUqlEjn5xZDLFbiQmYbhl08hR0mv60WlpYMzrmVnGNsMBqNKycl7BldXV2ObUWk4ODhopYRYvnw5b645RvXAvkAwRLFs2TL132ZmZuXCmDFebGxsbJCSkqK3zKuvvop79+7ViZcdktdeew0bN27EuHHjRO3fe++9hwEDBmDDhg24dOkS8vPztdYnJydj586dWLVqFcLDw7FixQpkZmbi5S7fo3vbT3Dq1GnRtrJJYAajdlJaWor9+/ejVZMxsLZyNrY5DAaDwWC8EAQ52eDhs6xKr3f06NF4pcdcBHr2xZFDZ7FlyxacPHlSa3KhcePGGDN2FN6fvhKzv96sNeHk7GKHvp2+RnpKKVavWic6r3JNw9zcHG5uTrh3N8HYplQLDQN7wcbSBwcPHqSWcXV1RdNmzTF/6SH1MqVSiYervsbVz4fAecBimPecj4nXzuN6dibex2nsRywL7aZBQ1t73M3LMbYZDEaVkp33DG7uLsY2o1LRTKsSHx+P/fv3G9EaBgcLc8cQTEFBAby8vNQJ0MLCwjBo0CAjW8WoSeTl5WH+/PkoLCxEh7mHtdaFnlApltbsHItmzZqhefPmCA0NNYaZVUphYSEWLVqEY8eOITw8XPB2paWl2Lp1K9asWYMTJ04gKCgIQUFBePr0KZ48eYJ33nkHH374IVxcVIODcYPXAQCKS/Kw7cA7+PKrLwW1k5+fj4cPH6J58+bid47BYBid1atXQ17sgK6tP4REIsGEhdqhqvSFZ9MFLUwDB18Sd6EIDRdBs1doMnex7dLgOy5C4UsGLHR7PsSEmOPC4IR8ocoLKjRcFwct3JmhCD2XYvsIGTqE1hf4QisKDddGC2ekWe+aDaegjHuMcX2blLNbqD188IWYpMEXFlBse2QYPVo7fOUri6oOq8YhtD/RwiqS9wouZI7Yex8HLSwmeR2R4diEhh0Ue5/g2uf2i1YvF9aM6w98YQRp4ezI5eRxJ69XWj12+cWQyUqxYMtZTJzcS3A4SdJurp9zcInTAdW7UnFJPv49PgtSiQmsbU3Qv39/+Pn5qctkZWVh3doNCPHth7PHumvVlWlhis9mrMPfa46jVavWaNu2nehQ2DWFHTt2ICckEh4d+uPA9EyD6uC7xmRfjdNbjsPQ8Qdte+5a4/rarM3eKM3PwbNF76Jdu3bUd7SbN28iKeUuTu78BACQZWkGZ+vX0L9/f7i5uSEhIQE3b96ErMgSqRmPAACh9b2xzTcc5lJpjQ19R4Mv7BlfWDVd4dfWxj7C635BOus3NOSc0FB3QsPA0eqjbV/TziufPeR6saECadBCSZNh9PhCO5OIDbEsNsQrt7zot006t+MLu8c9U1ZNk6KwOAeHz/2Abj3o95HaiFwux7x589TfoQcOHIhdu3YZ2SoGUyYxBLNlyxb1BQxozxAzGABgbW0NmUyG3Fz9ISC6du2KxMTEarKqerGwsEBhYaHWi58QTE1N8dprr2H//v1ISEjA+++/j+LiYrz66quIjY3F999/r55I2rRpE45fmguFUgFTE3PIFfJyITFoPH78GIGBgaL3i8FgGJ+4uDjExyWgbbMJTF3IYDAYDEY1YmZmCnlp1YbXsTC3wdBeczGk5+/45ZdfsG3bNhw5ckQd8cDR0RF9+vbEnUf7yo39TU1N8PMf43Hk9Hcws8jFtm07qtTWqsTHxwd5MRVzVKhNmNrYY8uWLTh48CDS09N1lvHw8MDd23Hq3yYmUnzy2VDs3bsXJ08dQLFpFvq93h5tmo1D746z4OHujMdPklEgr3vRQAzF3swMWTIWApBR98jMjsW+U18hpIEvmjRpwr9BLcLExARhYWHq3//99x8SEl4M5WpNhimTGILp0KEDzp07B0A1mJkyZQr7mMUox7x589AlbCYc7FSedmt2jlWraLjfCxcuxIoVKzBw4EBjmVll3Lt3D2fPnsWTJ08AAHfu3MHevXvxzjvvwNzcvML1b968GSNHqrw5R728DCYm5li3ezxmzfoUFhb6k3UDwIULF9C2bdsK28FgMKqX0tJSLFywBPbWwejSahrmb9GdRJ1ErCJGqOrD0OV89vF5DJIqEb79p3kU8yXZFqrYIr38+fanoomDafWJVaDxnWc+DFEj8XlzG6oi42uHg6a8ISEVBzNjTACUT/ROK09rDwDWbDgFABg3qnO5cvoUEWLgS/hOU3bw7QcHTelB24483rT9JCGVKRxClVd85cQqrzg4VYHY8yLUPr7lpIKIvAcK9Y7mvKBpCiFdCFWv0fogTRUk9Jzyqbr4zjUH7RqYHaX66P5FmKnOcgDw17JDGPd+f631tHsJ2R7tWlo1TdXH1+wcC6As+sCanWMRFxeHsWPH4sGDB+jfvz+8vLygUCiwbNkytPvgNdTvEoE5odoTXLk2Fti14wJ++nY/hg8frte2mkp6ejqWLlmOQd1/gf83TgDKzguf2qyi16hYpbOh9Z4MVX0c1VSnvZx/AcuWLcPrr78OU1NtJYpcLsePP/6AB/FL4eRki9lRpVAqFPgu7wLMzUy06i0pKsHLoVNQKlfgXOc+cDIv63sVVbLoUvzoWq+JUFUOX5t88Nn0JKsAN1Ny0TzDR2+9pJqFploiy4m1T6wqh2aXWDWTUMi+QvvNB1/5kZ9ZAqDvD5+6iIbQsS85lharPqTdc8S+G/HZQXtWvTO8GPtOfYWWESHo2LGjXltrK9nZ2Zg7d646N/n//vc/fPXVV0a26sWGKZMYgrh//756IglQqZLYRBJDF97e3kjJ0P8RLjQ0FJmZhoUsqOmcP38e3377LQBg69ataN26NX766ScsWrSownUvWLAAkyZNgru7BxoF94apqQUkEglMTc0gk8kE1cH8BxiM2snx4ydhZuoEX0/h4TMZDAaDwWDUXnx9fXH06FF8+umnWLt2LfLy8iCVStGqVStcXvcfdbvsrHxBTmY1FRcXFzRp0gSXb/1tbFOqlVmzZiEgIACHDh0qpzwzMTGBk5MDEuLLlEsSqVRrIonD3NIczYLdAQAsa1IZ/g5WiM0uNLYZDEalolQqkJmdUKdC25E4ODggJKRsMnDt2rXsu5aRYcokhiBmz56NL79U5WSRSqWYMWMGrKz0exQyXkwuXrwIU1NTdRxTTVUSx6/L+iIoKAjDhg2Dv79/dZtYpSxatAgHDhyAi4sLmjZtiiFDhqCkpASXL1/GvXv3DKpTqVRi5syZWLx4Gdq0icCFq5cxdu33WNh/OgBVUlZPT084OTnByckJzs7O8PDwKBcnvaCgAPfv30eLFi0qvJ8MBqP6iI+Px7q16/HSd1Nh4+KAda+oQlXScmBURr4fmkLIUJWIUC950huPz2NdbK4CWrt8GKr8EZPLSFd9fAooQxVSHGJzQdDyAdHqFZpXRV8dQsqKaZOsT6gagkSoKkGzvKYySaiagS9HFZ8XPq0doTlp+FQmtBxBfPvHtc/Bp3QSq0IRejz4cjdVloJOjKpBaB+mQSo0OC9mUl3HnTNavqSK9n2aYoRDaJ4yspzY/EtC8z/1WaBSwHA5enSp4zSVSRw0pRZfHjXueHDtnvugF4Dy706cYmnAgAGQyWRo3749ZDIZ/pw/D9+veRdvRzYst09bdlzAu59vwcQJb9baSaWEhARs3PAP/o35Xb2M67ukOonv/iM0txe5nITvOcOnjqLdT7j7TlfvcUhMTETPnj1RWFiIl156Ce7u7uryK1YuwZKVk2HVSDUO5FRNXG7imEhPAKo+nJ6Wg7//2odPPxiA0nlbARiWZ0jf8qqCVKbwqbzF5DtaG/cIXwzz01oudr/FKoGEKpD4xvGGKJHEnjuh5WnlaOojUglHljM0hxLf+Jr2nkGD77nCwV2z5D2pS0yUXjs4hCp0+cZwszZ7oygjCbd/m4JZn8yo0w7/t2/fxpYtW9S/L1++zFKvGBGmTGIIYtOmso8t9evXZxNJDCrBwcE4fvy4Xk8BNzc3/PXXXzh69Gg1WlY9ODo64tixYxg/fjyaN2+OgIAAZGdno3HjxgbVV1xcjFGjRmHjxo2YNOkN5OXlo8WrPWHr5qQuc/jwYXzwwQfo2LEjpFIpLl68iLlz52LVqlU4dOgQ7t+/j+LiYsTFxYnO5SQUhUKBnJwcxMXFITk5uUraYDBeRPLy8rB501a0bjoWCrkc9p4uxjaJwWAwGIwXEmsrc+TnFxml7cmTJ+P27dsAADMzM/To3hPfv70UOTnllRbDBrdBo/AArFy9Ardv3xacW7UmkZSUBFfHFy/Pq5eXF6KjozF27Fjs3LlTfe6USiVSUzMQEOghqB4XV3t8MWMwTE3LK5deZCylJiiQVW3uMwajOlHKSiCVSuu8UickJEQrbYTmN2pG9VM9rgWMWs3Nmzdx69Yt9e+mTZsa0RpGTcfZ2RlKpRIPHz5E/fr1qeUGDBiASZMmQS6Xw8Sk7gxyIyMjMWPGDJSWluKzzz4DoHoZGjNmjOi6EhMTMXDgQOTm5mLMmDGwtLREbk4+fF2dtMq1bNkSLVu21FqWn5+P06dP4+DBgzh48CA2bdoEGxsbBAcHw83NDV5eXvD09Cw3MVxcXIycnBxkZ2ejsLAQCoVC/U+pVKr/zsvLQ0FBAXJzc5GVlYWMjAxYWFjAx8cHCQkJmDBhAtzc3ETvM4PBKEMul2PXrl3wcW+FIN9OeJZxFDbODgDKXhZKZHJ8cvguBoW6o7vxTGUwGAwGo87jV88FCXHpCG3oU+1t9+zZE3FxcSgtLYWpqSlatGiBR48fYurHa7B+6RStshKJBF8tmYoT/13Cijk7cP78eXTq1AkhISG1xnM9LjYBLo7iVL11BVNTU3z99dfYvHkzoqKiEBYWhtzcXACAt48zktPpE5p5cTHISLeEs4tddZlbq2hh74jLz7LQxZ85ZzHqBpbuvoCJGZKSkuDt7c2/QS3FzMwMDRo0wI0bNwAAW7ZswZw5cyCVMo2MMWBh7hi8fPnll5g9ezYA1cBmxowZtVYuz6getmzZgs8//xyjRo1SL9MV7m7rgemY8MZYLfl+XeCbb75R/5+Xl4fFixfj0qVLaNiwfBgKGufPn8egQYMQGhqKbt26qSfclq1eB9se4+DUpJ06HIYQCgoK8MUXX+DMkXRk5jxGZvYTZGQ/g52dA7y9PZCbm4vMzEwUFhbC1dUVPj4+cHV1hbm5OUxMTGBiYgIzMzOYmJjA1NQUPj4+8PPzU//z9fWFg4MDJBIJfvrpJyxduhRjx45lD3cGowIcOHAQD2OSETDzT0hNzdCmYC2GTOipDrmTZirFqGG/IeZWMjIy0vF7jwYY07xepdvBF3pObOi7mgAZxoIMd1fRMH+VFd5OLLTQKIaGuaOFMOMgj4fQ8CCGhkvUtIkvjBnNZj5bhIa9MyQU2Pp1xwEAo8d21duGvvr5Qodx0JLUc5Dh3EjI/ZwZoxqHcKHShG7H/SbtIaGFCqPVT9uOtpxrf2+cmdZ+cJDh/vTZQCI0ybbY8I+0c0sLL0kitD2h4erIcuQ5pfU5vvbJcEFkH78/+zEAIOSLQK39Iu3nCzlGQoZaJPuGrv16eD8RyXfi0adHc2q7fNcsaT+3/6umqfrghIWq32QIMwD45/BUTJ48GQ4ODgCAwsJCLF26FMvXTEHPPi3LtZlrYwG5XIEBnY4h+t5WdOzUBu3bt9d5PGoay5YtQ9PA8fBwaaA+JiTkfUho+FISWuhWoSF3afXxhSvlfnP3VwD4uW3Z+/Phw4cxatQoFBUXQmoixcs9m+HvJW+V6zOAKhxiv6+nYt+3i2HnYIN1p3+Cg7NqQonrS2fC9gAou6b40Bcujq8siaFh1sSGPePj8TkTbIx/gs+G+Qoqb6gdhm5X0VB33PbcOaYdT74Qf2Ih6xEb7o5cTqufQ9dxooVDFBsCmoMMV0mOJ0ho4XE5aNc/7ZlBjrs4uGfTO8PLnj1nry1FYKgVOnbsqHefajv37t3Dxo0b1b/PnDmDDpRnPKNqYcokhl6USqWWfDAkJIRNJDF48fX1xbp167Qmk0gysp8CEgUcHR2rzzAjcPr0abz66quiJpJWrlyJ9957D7179y6XSLG4qAj2ZuKvQYlEgoYNGyL9UdlHHLlchqzcBEx4pzE8PT3h6+sLb29vmJpW7NHw8ccfY9OmTbhw4UKteWFlMGoat27dQvS1m+jX+TvEm5qVW19UVIKRr8/Hs/gCjB03Abdu3cIf509UyWQSg8FgMBgMwLueCy4fvm609t3c3JCfn6+eTLKyskKvXr3w9pSluHrrD1hbl39HMDGRIti3E9ycgnH03Pdwd3dHcHBwdZsuCoVCgcTERHRuIeyDf12lZ8+eSE5OxurjP6IgtxDTOofqLZ/2IBaRkZHIyc3Gmt934d3Z4iNj1HVMJBIowPzpGXULqfTF+LQfHBwMS0tLFBWp1JmbNm1ik0lGgimTGHq5evWqVlKzYcOGoUmTJka0iFEbKCwsxPz583H9+nWtl5X2fxwCoPKwS896glNX/8CHH71nLDOrjGPHjgEAmjdvjlWrVuH+/fvw9PTk3U6pVOLbb7/FvHnzMGzYMJ0y5X37DiA33QGtmuieqOMSr2p6MQLAGx/4wdHRES1atABQphTjkvpy6FKQkZDb6OLGjRto3749pkyZAjs7FmaBwRBDSkoK1q5diwG/foB6LRuqPdJu/H0Eb0/qhRSpBMMH/Yy0VDmGDBkCMzMz/PffbvS2ysUXXcp72dGURRx8nnqVpUCqqIcgaQ9JdSikxB4LoQl3+aioYkmoXWLL8SkwSCrrHNG8OYHynuBC66IhVHnEp4RSRl/Bmv23IPENxLhRnXnb4TxfdSlmNNdzkB76nOc6CVlOrPJpdpTKO3hOqFxvOaEqFFq7HOS5Fqo4A8q8er8I0/7IwqeS4mtDqPKE77ogvZxpai++emjngKYcIuFTd/D1PRq0c8zB1cv1qVNntcMjnx2vPZalQTsf5HpSnabZL8h1HFw/12xj6cL9+GhcN51tkzaQ/ZZ2PXEk/6hqj1PikB7oWcptuH79Orp16wZ/f3/1ditXrsTy5cth1uQZgLJzSt4Hvht6HeeuLcGkyRPh7Oys0/aaQFFREX76aQ7GDlwNiUSifr/5cYRq//j6FgmfioymahOrcNJVB4fQ5+6nVm0AlPU9Eu6ccn2V6zNrdo7Fq6++iqKiIoSGhmLBgkXo1/k77Dj8MYCy9/AD0zMBlO0zqcwWC6loEarEoSlhaGooIcoUXeV1bb/48hO8Ge4H0yqIoKE5TqOpi6oaPpWRUDUQWZ6DT11EUyXRtufgU0kZ2gdIxL5vcNcIp7qv6FhW17OVpkbi7nXkc5L71sN9lxkwYABMTEwQFhZWIdtqA7t27UJUVBQAwNPTE/Hx8XUqbUZtgcUfYuhFU5Vkbm6OkJAXM24xQxxWVlZo3rw55s6dSy3jZO+LwsJ8ZGdnV59h1US3bt3QrVs3FBQUwM3NTdBEklwux9SpU7F48WK8/vrr1Hi3zZo1QWziBdEJFm/cuFGt+c6aNWuGxo0b49mzZ9XWJoNRF7hz5w7+/vtv/PTTT6jXUreiceaHq5GSUoxXXnkFZmZmkMlkuH37Nl5rWnfjZDMYDAaD8aKzdetWfPzxx9i9ezd27dqFwkLVJJiXlxfOnTvHu309j5ZoHNwfK1esRnx8fFWbazDFxcUwN7esNfmdagrNmzfHxYsXkZ+fj9atW+Pa3c3GNqlG0szdHrdS9E94MBi1he3bt+PEiRNwcXkx8oBpftNKSkrCyZMnjWjNiwtTJjGoKJVKBAQEIDY2FoDq4/DQoUONbBWjtpCWlobVq1cjISEB9vb2OhUvSYV/4+nTp+jSpQt8fKo/kW1VU1JSgh9++AGNGjXC+fPnceHCBVy/fh0mJiawtraGlZUV7Ozs4ODggL/++gtXrlzB8OHDYWNjQ61TqVRiwYIFmD9/PvZt0o6fy3ntde6QCqDMUw0AIrpn4spRJ8G28ymWhKiTxo8fj8TERCY9ZjAEUFJSgsOHD+PJkydweeVDOISGq71HVetL8c+yw2jWuB56DP4Nb789Dba2Ks++a9eu4VnMJRwf0kJvGzRPPEMVQqRaRmg+HbIdoZ6/Qr3++TwGKzPXE1kX7ZgItbW6ci1V9BiIPdYkFW3XkPqEbqtP9aQPIZ7x69cdx9PcEvQd3pmay4j0lOdTGPGpW0glEKeQOBkaprMevrw6+tQduuymqX/I8kLgUzWRtoqpWxO+HGJ8uY74FIlC6+FDaC4gElrfo0EqiHSpdTTro+WV6BITpfVb1zUpVGXEt5xPrUXrv3zY5RdjwfLDmP5mT1HbkfvFKY1oEQU8Zmmr6voscNIqN3/tIEydOhUHDx5E//79UVBQgC1btsDc3Aq+ni2x5PQkmJhIyymtOM5NP4VLN9ag70u9a6Qne2pqKlav+htDe80v937DHRO+XFUcFc0VxqdSEppviU+9yacQJvMk6eo7a3aOxapVq/Duu+9i5MiRWLV6Dab8+yesnezLqd5o+V34ci9WRG1DUzEJURNVpD2yXufwIvxzOxHjWooLo8in+BFqL59CX+wxph0voQolDpriSAg0tRFfG2KPGR+0cTmtHqHjdrI8LTeo2HGAUAUxmR+N49mzZ6hfvz6GDRuGoKAgndvWNeRyOX777TcUFBQAAN566y0sXrzYyFa9eLwYgRUZBnHx4kX1RBKAalU1MGo/rq6u8PPzw6pVq/Dee7pD2f3zzz+YP38+5syZg86dO6NVq1bVbGXVYm5ujl69euHQoUNwdXWFt7c33N3dIZFIIJfLIZPJIJPJUFRUBEdHR4waNYo3J5lEIkH//v0xefJkNA0ehvp+kTXWa69p06aIioqCQqGAtArCCDAYdYXExETs3r0bYWFh2LNnDwasiypXJjkpC26udpj4zkr06tVDPZGkVCoRdeUCfhjfAtD9zZnBYDAYDEYdwt7eHuvXr8fGjRsxZcoUtGrVCp9//jny8/Oxdct2zJu1Fh/MGUfdPqheBzjYeuPIoT+Q+CwJffr2rlFhgqysrFBcUig6EgMDmDBhAp48eYL1m7bAxcMTKTFPEdC2mbHNqlHYmpuiQKY7jCCDUZv47bff0KRJkxdmIgkATExM0LhxY1y+fBkAsG3bNixYsKBGPcNeBNhkEoPKf//9p/7b3Ny8xifqZNQssrOzkZ6ejrS0NGoZW1tbzJo1Cy+//DI6duwIDw8P+PrWrUSrrVu3hq+vLzw9PWFubl4pdQYEBGD06NFYv34jou9tg5tzMFwcQqFsPgAWTu7lyhcWZT0PtWeYh66hDBgwAIsXL8bSpUsRFhaGsLCwSjsGDEZdQKFQ4MKFCzhz5gzmzJmDqVOnUieHE59l4NipO5DJTbW8iBMSElCQl4NXOteH8sSj6jKdwWAwGAyGkXnttdfQoUMH9O7dGwcOHMBLL72EUaNHYPWaldjkvw8OAwdRt3VxDMBLXb7DqSt/Ys2avzF69Ehep7bqwtraGnK5DKWlRcY2pVbyySef4Oe582EhVSIl5gmbTGIw6iDZ2dlYunQpxo2jOw7UVZo0aaKeTEpPT8eFCxdYNJxqhoW5Y1AJCwvDtWvXAACNGzfG8OHDjWsQo1Zx5swZ2NnZYdu2bYKUM4sXL8bvv/+O0aNHV4N1dQOFQoG0tDTEx8cjPj4eN27cgodLCDq0nAJLC3t1ufikKDjY1YOdjXZiYyGh6oDyIe6EwNWtUChw6NAhfPfdd3j27BlGjBgBS0tL0fUxGHWNzMxM7Nu3DyYmJti2bRvmfKYKf8CFtiHDCP1v7j4s+mYTxo+fAA8PD3U9u/7ZipccS/BFl8rLaSg2xBqJoSHUDA23R2ufS5hL1iM0CbbQdvhC01RGW5WFoaEA+ULE8YUqFFqPWDtJ9G1naIg8WqgzDi60ES08nmaopDX7b0HiG4hxozqXK8cX6oQW2o0M70X7zYfQUFC0evmWi4EMZyd0Xyoa9kpofxMbro4vPBZfuCu+MJZkGCwOscePFipR33Z8dXOh8chk4nz7TO4TaROfbWQ4u58KLwKghwakoSvk0N5NJ/HhG11hbc1/bZHXNbl81mZVrkMurC0tCTu3H1zydQ4uxNmrP+Ti07F/oDTXFK8OewW5ublYvmwl/EbPhFOTdjpt+3GEKq9pMwczvDF2Pm5eS8foMSNrjHf3Lz//hl7tv8R7a7Ud5fhChHLQwkUJ3Z6Dr5zYcHhi7s3kPnD9hYQLAcj1j9ATSYh9dglPEs+hcVA/bDzUBEDZ9ciV4/oAGfJO6HiMK0cLXycUoeHj+MLA8YV701y+4mosuhT6w0Kjvwu1W1d9fOHThIauI8sbGvLP0NB3JFyYOr4QeLQwdzTIc8pB7nfIF4E61wsNS6cPoc9WQ0M6Cx1/kc8r8r7P/SZD3e3cuROffPLJC/n9TC6X4+eff0Zxsep+OmvWLPzwww9GturFgsUdYugkPj5ePZEEAKGhocYzhlErSU1NRa9evQSHYBs0aBBiY2MhlzPJuVCkUinc3d0RHh6OgQMH4qOPPoCtowK3H+7VKpdbkApba1ej2dinTx+cOHECbdq0webNm1FUxLwMGS8unBppxYoVeOWVVxAVFYXGjRvzbhd7/xlc3Jy1JpLy8vJw5+49vBnuV5UmMxgMBoPBeI6rhyMSn2XyF6xG7Bxt8PuWT1CYZ4mdO/+Fi4sLhg0fiscb5qAkix4lAgDMzEyxfM3bKMw3wa5d/9aY0HI2NrYoLM42thm1Fj/v1ugS8S5cneob25QaSXMPe9zNyzG2GQyGwdy7dw/Ozs7GNsMomJiYoH79snubZlQtRvXAlEkMnSxZsgRTpkxR//7444/V+RkYDCEsWrQIu3fvRps2bQRv4+XlhcGDBz8PycYwhLS0NKxevRqxsbFwcnLCuMHrcOfRQTQK6k3dRqhCiYNUKnHb05ZzyOVyjB07FufOncPIkSOZQonxwpGWloa9e/fCysoKAa4j4OIYoF7HJUSmecyOnLUBp/6LwluTpqqXHT9xAk4pMVg/uIVgG/g8JyuDingJVqR+PjUNuVyoGob0JuVLuivWbkOg7VtVnE997ZLtcwi1g6b6EaocEaqg0ofQ5OgkfLbq8l5fs+EUAGDcqM7UesikzCScBzmfF71YFQ/NfpqygoNUs/AdF31l+Nrk2zehKig+ZQENmqqFPFdClT18/Vyo1zQHqejSB9k2qYQR2s84yHPHeVSTKlvaueUUfuQxJsuTSkAOUpXF0SVGlYPwZGiYll1fhGl755N9gLNDV5+7dTMWWZl56Ni5cTm7OeUHB3c8OUXJ2fFJ6nW0Y06u51QknPqErJOjc4dUFOXkY8Ur72H86xPg5OSEeX8txMBf34NPsxAk/6g6F9x4g9ueU6fYvLYZI6+dhU+LFujRozuMzZo16+Hr0gf/26XKqSukX+uCT6GkbxvunJD9i1QMkHXSlKI0ThQqUJhfhJmL5ch5EI3ic0cgkZigQ+dmqFevHo7tfwqpRAqJxAR2Nh4oGt4XUlNztaKtzwInAGV9hIM755zqnfutyZqdY9H+j0MAyhRyXL/mEKsEqgzIuitboVNUKsf66wmYWEUOWXyKJG79/dmPddpX0frFKpDEQKqVDFUp0faZtm9ix7ZCVUyGjlk5yOeboeM0zecHTYWq+X1lwoQJePbs2Qsb3i06Oho7duxQ/3769Cn8/JiDZXXBlEkMnWjO7Pr4+LCJJIZonJ2dMW/ePFHeba1bt0ZCQkIVWlX3cXV1RXBwMObOnQsANca7EFB5kKxbtw4dOnTApk2bmEKpCpDJZDXqnDNUyOVynD59GqtWrcKECRMQFRWlNZEkBFMzE8hkZR8t5HI5rly9gndbsUEzg8FgMBjVhZeXExITa5YyicPS3gaDx/fAyVMnsHX7Tlj4hMCrsbC8x/ZmZljZrA2uXrmBS5cuV7Gl/NjZ2aKwOMvYZlQp2TkF+PH3fzE84kP0bzgNT1d/DbOY0+jYpSUiu4ejuLgY0dHRsHVJgYVDIkxtn+JBwi5c+2YkYncuwt078cbehVqLpakJSuS6J6EZjNpASkoKzMzMjG2G0dBUJgHAnj17jGTJiwlTJjHKUVhYCBcXFxQWqmbWu3XrhsjISCNbxahtFBYW4u+//8aYMWPw008/Cdpmzpw5+Oeff/Dyyy9XsXV1m6SkJKxfvx43btzAh5O2IyP7Kfy8tD1pOK9Ezdi7NNbsHKtWHcVEqlRjumJzA7o933QplIYNG4bExET07dtX9P4xdJOcnIxFixZBIpHA0tISVlZW6NixIyIixHvqMwwnPz8f169fR1Z2DjJycpCXl42sjEyYu9RDwMgZmPuuylOQ5pVNwnnL/ZKYgZ/WX8X7H34ECwsLREdHI+bccVx8o53gcKJCMFa+JCF1ctAURkJ/c56AtGNeUTvF5hzgoHlGViT3kiF5nYTUz6cooh1zvrw6Fc3BxJeDRkhOJaEx7knbheQQWr/uOABg9Niu5WwUmyeIllNJaC4lDtq54ts/Ifl1DM3bxJdPiizPQVOu6bJNc3uh/U6oWousn08xxKduI+9VuuwUet7I9RU9/2JzeYmtV2w+Kr6cXWIVhZo2cX09x9ocyxcfxKSpfXSup6mkOPjKkceU81bXpSrRxf8WlaBH569g62qPn/7+AN/+q51zhFMicZAqstVRsXh3yI8YOuRVBAZqb1ud7NmzBygMRaPgPuXU2xx8Ck5aHjFSQUaqADiFDl857n2IU7rxqRQ5xo1X4P7TE4i6uxkhIUFo3bo1fHx8cPPmTeTl5cHS0hKWlpawsbFBQEBAuXFecnIyrl27hhs3biAyMhKbN2+GjY0NNc8t9/6maTPXn8gIE6RyTVNNB5Tlo6RBU8BzVKWaSSwLLz3BtNYBBm0rJBcSX64pGkKPEWkDzSahOa1o5WgqMT5oua6Eqrb0QeZHpR0zUpXEQRsXihmLA+JzoZHlyDxmpLqQ/NaiyeP4c3jw7F+89dabetusy6xYsQJxcXEAgH79+rEJpWqk6rSPjFrLsWPH1BNJAMuXxDAMKysrjBgxAsuXL4evry+mT5/Ou02jRo2QmVkzPf1qE56enmjdujUaNWoEX4/2aBY6wNgmaWFiYoLff/8dTZo0QadOnZjysZJQKpXw8fHBnTt3kJubixs3bmDYsGFo2rQpLCzEfRxlCCcmJgbXrl3DoEGDkJKSgi2bt8HJPhiK5k1hEeiOLp3MYefughtPm0AilQJ4xlunLpxtLdG2sReuXbuG8PBwnDp6GEv7NqjUiSQGg8FgMBj6qenPXWcXO0Td/oM60cJHYMN6+Ojncfjr88148803YWVlWHi5iiKXy2FuYm6Utquay7f+Rlr2TYwZ8xp8fX2hVCpx+PBhPHv2DL169UJGRgaOHDmCwsJCvPPOO7CxsdHa3sPDA3369EG3bt3w77//okuXLvj999/xMPYUcvKTUVCUikCfzvB2b2qkPawdWJmaoEAmh7WZibFNYTBEY2fjjvz8fGObYVRCQ0PVk0lHjx5FQUEBrK2tjWzViwGbTGKUQzPEnZ2dHctfwzAYe3t7jBgxArNmzYK3tzeGDBmit/yZM2fg7u5eTdbVbbp06YK0tDRkpmTC2rJmJWYsLi7GnDlzYGFhgdJS43ul1RUyMjJgbW0NOzs72NnZwdvbG23btsXVq1fRvn17Y5tXJ4mOjsaRI0fQokULrFu3DllZWWgZOgpBvp3UXqB+ESoPM0lcxSMLfzIyDON+O4XS0lKEOlqiT7Ab/0YMBoNRxygoKMbe/y6jV8sg1POpWWMcxotBXQ/u0nVAG9w7rprQ6N+/v1FssLS0RFaKYQ44NZmCgmI8jD2NKVMnw9HREcXFxThy5AhycnJw7tw5eHh4IDc3F25ubggNDUVpaSkUCgWk0vLjSHNzcwwZMgRHjhzBmDFjYG1lBxdXJ7hbW+Ps2YXw82qLiMavGWEvawdN3O1wKyUXrX0cjW0KgyGaZyk3UL++sDCmdZXQ0FAcOXIEAFBUVISjR48a7Zn1osHC3DG0UCqV8Pf3V8/uRkREYMCAmqVqYNQ+Hj9+jB07duDp06dwdHSklmvcuDEiIiLKxT9liCcmJgY7tv+LBgF90LzBQK3wBkCZVJpbrks6rVUfEd6OgxZygyt/7oNeAMpCJ6zZORbt27dHRkYGBg4cyFRJBnD//n3k5OQgJCQECoUCiYmJCAoKwrJly7B8+XIMGjRIXfbIkSN4/fXXMXnyZCNaXPfIz8/HhQsXcOX6NQyd+wkW9PDAh19swIR3+6FJ0/I5jDTD6dDCh+kLeVEiV2BddDzeCPNF86Vn8DQjD8fGtUOEtyOvrWLDiQhNPssXNo2W3JZshxZ2QrO80NB7fCEsSITug6Fh9mj1VQd84bpI+EI/cWFE+M5bHiUJMBlSi2an0HBjtHbFhsQSEu5OaDgsIQnX12w4BWXcY4zr26RcezSEhgcTmvBdaLg7ofbogy/pPM0mvlBlET3/h6irD+Hh5oDEe/N5+xXZDp99QsPWcMoPLkxYP19VXjtaiDa+Y69537P8aKTONknIa4CWAFxsyEFDVS184en4QmLyITR8o75tSbgwgrSQebpCSi5duB+Tp2mHaqaFOJsZo1I9cP2DBtePOISEktaEC1fW/o9DAMrC2fGFduPKkf140cR8/HPofXz88YdGUSclJydj1cq1GNprHt5cohrLkP2a2yfOZnIfOMhjIDRkoCaaYbvJcHLkexKt/fi4NHRv9wccnc0xaHB/zF/wF4ryCxBezwWSt5bA1MZefb6//LU93n//fRw7dgwymQw2Dk5wcnKGi5MDfH280axZM50TTBx5eXnYs2cPkhNz0SXiHSS9HAag/Dvf/C2qY9lngROA8mEQOdv5wjHzhbfjQ0jYONo2hrZZ2jEAm47ewxgigoNQW2jlhI5bafWTY3ehYZL56iHt07WdoaHy+NbTzhUtBB4J33qyHK1dofVx6/mexZrPFaHPTfJ+RHs2cPcz8n7lMcsEeamZ2PXWD+jatesLHUlKqVTijz/+QE5ODgDgrbfewuLFi41s1YsBUyYxtLh37556IgkAQkIqljuBwQCAwMBAeHp64siRIxg6dKjOMoWFhbh79y5eeeWVarau7pGbm4udO3ajQ8u3kJOfbGxzytGgQQNcunSJSZANoKSkBP/++y8iIiKwePFimJqawszMDKWlpejcubPWRBIAdOjQASkpKSgqKoKlpaWRrK4bKJVKPHnyBNHR0bh18za8PZritaVfw8nPEzY2ciz5Y4LoXCtCSckvhruNBSQSCb6NDMbJ2CxBE0kMBoNRF+k/qDWirj6EvT0bRzAYVYWlhR3cXYJw+/Zto+Tf9PDwgIurCx7GnQbQtdrbr2wKCorRqc2nKClWorFPa2zYvAnezUNxvZsXJBIJutvYa5WvX78+/vvvPyiVSqSnp6Pb7I0oykhEctoz3D13DNHXbqJLZEf4+fnpnFSytbXFsGHDcPbsOew79T/4er4D14ge1bW7tQIbKzMUFpcCLBw4o5ax/YNfEBoc/MJ/r5VIJAgNDcXly5cBAAcOHIBSqazx4WjrAkyZxNBi/vz5ePfddwEAUqkUM2fOZLk2GJXCrl27MHXqVEyaNEnn+vj4eDRs2BAzZsyoZsvqFkqlEn//vRHm8EeLBkMRl3gVwX6ddJbVp0pas3MsNYmrPsgEuZyHzqppUnW9hYWFiIiIQL169dCxY0fRbdR1SktLkZqaiqSkJKSkpCA9PR3p6emQyRRQKhRwsPVF97afoKg4F8npd1HPoyUexp3Gjv0/aIUl5c7ffydmYdCQ3vD39zfWLhmdhIQEXL9+HQ8ePICXlxf8/PxQv359ODvrD4+kUCiQlZWF23duIzo6CvmlJnBt1x+HF7WFh6ejYK97PpUOBy3BbapfGuRKoI2OMByGeHLqQqgXJR9ilUmVhaZHuaGqKc77UKyiSahCqaowRN1D2kYqe8TuC03NI/YYCFUYiU2QTDsmulQNYpQOuurioCmTCi1NMXpsV/V6LkE8mViepmrh4J6vYlUwNDuFKkQ0z6nY403DELXUk9hUWFmaw8PdQX0M54x4gIs3V2Hae50w47NXBB8TWnvkb9o54CBVEZyKQgi0tsSeH9o+0voZDVL5Q9vXL8JMdW7HB21/dXl2064NbhtOMUHeP7h9Jm3m4GynXYvkGFZzjLts0QFMmtpH575x3ubksSGVQZy3ORk9gIRUu8za7A1Af1QBUinD2cKpTw5MV+Wo5faRq5Ns68fh93Dy8jxMfutN3jFTVRAbG4v16zch6vav8Knnol5O2k1GXOD2g1Nfcfv7zvCy/qmpNDIE8j1JVloEKJWo95V21AVNxeLRw9dxau9VpGfkoVe3Jni5d0tIvZy0ypMKIa7fau5LUVEJhnywHXf2nUFRVj4aNGiAhg1DIZFIUFhYiPr162tFf4iLi8POnTvRv39/yNI6wdS07F7G9WsOrr9zSjiyH2teo1xZ7rifCdsDoOy65lTNQuFTifCVo6FPhfLX9mt4+5WWetvjg08hpbm+onWTGKqeElqOb3uaIkmsOkuMWoocr/PVTdZT0bEtn+KXvNdz1xC5nFQzk3D3Al2RYXYc+QCjRr8KLy8vvfvwInDnzh1s3rxZ/fvBgwcIDn6xw/9VB0yZxNDi8OHD6r/r1avHJpIYlYa5uTkyMzOp6zMyMsolF2WIQ6lU4syZM0hLzcbLXUYgPesxnBx8jW1WOaysrLBr1y60atUK3t7eCAwM5N0mOzsb5ubmRksCXF08evQIGzZsgLu7O1q0aIHevXsjLCwMISEh+PTtXVAoSmFvqxo0WlrYwd+7NQAgNKAbNb+dVGpS52P70yguLsbRo0cRExODSZMmYf78+bhx4wa++3ohDh8+BhcXRwQEBKBTp07q+8/ly5fx9Gk8UlPSkJaZConUBO26NsbMeW9ga0IPSKRSeHjS72VVQXJ+MZq42VVrmwwGg1GTCfArnzPuYdwJZOUk4q95exHS0Btj+4QZwTLGi4DURAqZrBRmZnX7c4qnayM0CuqHHTt2YMKECXrDqlUFfn5+CA9viWmTFmPXvs+rtW1NZDIZLl68iMOHD2Pfvn14+PAhSoolMDO1gKmJOQoKs5BfmAULcxsMHToDXk10f8js3rM5BrVvoLUs1wB7LC3N0XHyq+gwaSjufRaLuMTLOHb4EgKCXVFSUoKHDx9qRQPx9fXFxIkTsWfPHjyLP4TO4W/D0b6eAS3XPaQSCRQKJaRSpmRg1B4c7byRmprKJpMABAQEQCKRqL93HD58mE0mVQNMmcRQU1paCmdnZ+TmqoY0Xbt2RdeuXY1rFKPOcOTIEXTo0AE//fSTzvXnz5/H4MGDMWXKFCZLNYDi4mLs3r0H8bFJiGz1ARztfRDz5CiC/brARFq5L7pkTHbSW4aMW07GfOd4+uwSLt9ajSlTJ8POrvyHcqVSibi4OJw7ewF3791GZGRknb8nXbx4EXZ2drAoellrOc3TUjOuOelxy7G8z0d4dfgA+Pj4VIXJNZbY2Fj8s3M3zHxCMOLn12HtZK/VFxWKUvQeZooJEyZg2rRpcHFxwbNnz7Bu0wa8OWMQ/EN8EBDqDWd3B3S1NtGqW6h3e2WphZb8ehQjmnjDysyEZ4uKt1VV8HmVClWaVFTto8urv7LqFKrKERsXnu8YiD1GYpRTYr03SYTmsqFhqNqLPCeccoF2bPXlTqLZYghrNpwCAIwb1Zlahk9RVFHFFAlffZrb03JmkFQ0ZxGHWAXdjZRsdGo9E7m5BWjU2A+TvnkNh/45C496Lhj1dn/0dDDXaQ/fNUtTJunaD6GKMF3b6oJ2DMjcSLT8YaTih0+ZRJbTlS9ICGL6KV9OKr62ubZoud3EXlN8CjQAOLn3MhqHB8PVs0xVQqp7SG90ITmQaFEDaEojvvPFwXc+9XnSKxUKLOgxGdOmTdM5Xq9qZDIZfvvjd4xe9S2c/b1584tw6znVDAd5bIUok+7evYvvv/8e27dvh729Pfz9/eHv7w93d3eUlpaipKQEJSUlsLW1hYuLC6Kjo3H+RhQmbP6ZmjeJD6H9kXzP4vatRFaIfWc+wYgRI+Dt7a21rVKpxIULF3D69GkMHjwY1tbWGDZsGPZbJ0FqUna8+HJO8e0bmYfMkHyh+hCjBCLXkyqXo3ZmCKnniPqE+p9mW0Vz+vDVz9eeULuEjmE0zw2fKqmy87CSiD2GfPXQMDQXK0Afx5BKWD5FLQmfQpbMn3Tl1gY4exWgR4/ugvalrrNs2TIkJCQAAIYOHYpt27YZ2aK6T912pWGI4uLFi+qJJAAICgoyojWMukZJSQmysrKo6yMiIlBaWorExMRyA1+GfpRKJXbv3o3cTAu81Pk7mJupBh9yRWmlTyRVJv7erZGaEYOtW7Zj3PgxMDFRvVTL5XLcvn0bV65cQUFBAXxcuiDE3wOlpSVGtrjqKSgoQP369ZH1tPLqtLFyRXJy8gszmVRaWooTJ04gOjoabv2nwDWiB6yd0sqVk0pNsWnTJnTq1AkuLqrQKVevRaFZ/0i88kav6jZbL0Wl8iqdSGIwGIy6QECgO2JTViA5KQtW1hYYPW4BTu9XfSi7ffUh7vRugVcHtYGXp6NxDWXUepzdHJCRmq01mVRXkRWXwNTUFMXFxUaZTDIzM0OjRo1w58BZdJz8arW0WVpaipEjR2L//v0IDw/H5MmT4ejoyLtdcHAwDh8/VvUG6sHczAozZ87E8uXLMWLECK1IMxKJBO3atYO/vz8eP36MkpISjB07FvmyYvT9egoC2jQ1ouXGoUWwK87dSiw3mcRg1GTsbX0QF3sMCoWi2hWjNZHg4GD1ZNLRo0chl8vV35YYVQPrdQw1miHuzM3NX5gPj4yq59q1a4iNjcXUqVOpZczMzPDGG28gOjq6Gi2rG9y8eRO5ubnoFDZVPZFUWwhvPAIlRWb49dffsXbtBuzfvx8LFy5ETEwMvvvuO8TFxaFZ6EBYWthDLpfzV1jLKSoqgptb+dA9FcHPqz1uXL9dqXXWVBITE7Fq1SqYmJjg1q1bcGvVU6/SMTMzEx4eHgBUE943btxA88HMw4vBYDBqK1KpFF7eznB0tMF3K97BgYdL8duWmbh47AZ++vMQ6jV5D+cuVkw1ymA4uTkgIyXb2GZUC1c27IWvr6/a8cYYNGvSFHcPnK22sM379+/HuXPn8Pbbb6NHjx6CJpIAVa5NWVGx0cNLf/jhh2jZsiXWrVuH27dvIyEhAQUFBer1Xl5e6NChA7p27Yq33noL/j71cHv/aTy5eBNJdx6hpKjuO/BxeLnYIDE939hmMBii8PUKR36eEmvX/I28vDxjm2N0NIUQmZmZiIqKMqI1LwY112WdUe1oTiYFBASwmVxGpZGUlIR3330XLVq00Ftu0qRJWLhwIXr06AFzc3O9ZV905HI5cnJyYGpqikOHDqFds+layVQVSgUkkjJ/AVpyXzJhLZegFigf8oLj+LM1AIAfR6h+00JncCEQ+j0PxbbqhHaS1tATSZBKTdGr/WfIzU9GWtZjZKcnoFWjHnB3DsWhbUoc2qZKpiiV1P3HVUJCAqKiouFg2gPNf1Xdf8sSc6rOi13+8wm1UC78SVl4my4adXGy/JkxJoj4uTUW91uLlJQUuLu7V/l+GItnz55hzZp1aNFgGHzte+DPhJPo3EEV/uPUWTd07pCqDg/z8weq0CYffxyN8+cvoHHjxrh9+zasvYLx26CyGPJcnyZD4dBCIlVWuA5afULLVUb7FQ01ITYsmTGRtIjQa6fQBL5cqmvuExLtGPAlDqYdc1r5ygi/JhZy32jh7PhsEhrGji/8GA31tfr8N3lsyfa1koXzXANCEzJr3i+UcY8h8dWfJ1BsGDuaXWLro51Dre0FhlSk2cAX5oWEPL+GHBtzS3O8OSgc2d++hr/m7lPll7z4AO3bhFDrI9vVZy+tDtpzg1aOgwwPRYZqKxeu7nm9XHg7Di5UTiSKtcrTxnZcWDNyv7gwevoSjnNJwrkxJFmGDI9ICz83M0Y77JvHLDMt22ih+zgbZV+NU/1P7APtmuTglpeF8NI+xuQxuJpWCGc3e2TfeoRwVyu8M1xVXyhUY7PkE8D8LWVl+/mqQq5x61X7pjHOW1gWIo8W3o6jLLyY7nExNbQSz/p+vqr+wtmBMNW5/CLMFH+FWGPxvgKjhiEPCAhAcVYBLr93CZI/22it4/rLhIWqY6M+ltA+luSx1cfx48cRFBQkKlerUqnEwcMHED6st85jdTWtsNw7k67Qd7k2Flp92y6/WOt647YJd32+IEzj3a2Dql9NHrEFNspBeOedtvjvv/9w8eJFJCYmonXr1oiMjISZWVlobIlEgtD6Ibh37x7O/Lge+QV52GUORL47Ch9MiIBEIlHb04+SipcvjCZ5f+L6nSXP+AsQNha26Bmid9yquYxWrqJjaaHos1PIeFPXvnB/a67TPK6SFhHqsa4y+orWM45vDKwJGd6ODINHLicReow17SNDh9PC+WmO5zT7Fbm++PD9cseKbBPQ/8zTBfecUNv9/LlH6/t8oYvJayrc9fmyharniaW5HeKf3cUHH3yAlStXYsSIEWoHyReRevXqwczMDDKZ6jlw6NAhtGrVyshW1W3q/tc5hiByc3Nx7tw59W+WsIxRmRQVFQl6uIWEhKBFixY4d+4cOnXqxCY0KZSWlmLr1q14+vQpioqKMHnyZBQlN9Iqk5uXDHub2jGgkEiksLf1gr0tPYGkRAKje/lVJWlpadiyZQtaN3kdHi4N+DcQgaWdDZqFDsLuXXvwxsRxdVIKn5WVhfXrN6FV4zEI9qPnIiFp27Yt1v+9Cc7OV3D+0mU4RY6qQisZDAaDYSw+/GQQgkM84evrimaejigsLIGVFXNcYhiGlY0lCio48VsbOH3yNr6ctR7hLY37UU4qlWLo0CHYvHkZfG46w7tp/Sptz8bGRvR7x82bN5Gdm4mX3qqeUHx8SCQSfPLJJ/jkk08AAPHx8RgyZAi2bNmC0aNHa5Vt3rw5mjdvDkD1vnX//n0cmL8ZD7bvwwc/vY6Qpv7Vbj+DwdCPubk5FixYgNDQUMyZMwcTJkx4YR2yTU1N4e/vjwcPHgBQCSVmzZplZKvqNhJlXf46xxDMnj170L9/f/Xv6dOnV3qoJcaLy/r16zF37lz069ePt+ylS5cwfvx4pKamYuTIkUYNqVBTOXr0KADg4MGD6vjl44f8DaDMg9Fi4264OYfC2tJRa1vOE5JM3Esmcf3xuZqIW85BJhMuU87o9kTjypHtAeUT4+rjXPRyBIRYoGPHjoK3qQ0olUo8fvwYO//djVbjBuDLGT0AlPeC5aB599ISdHPHP/H7Yuw99SU6dg5HRET1qReqg8LCQqxYvgr13DqieYMh6uVaXr8o81Q994EqH9K4wetQWJSNE5f/gFKpREgrR/QY3BZTR7aHjY0ltT1SlVQRT0aaVyS5fOGOaEwbUqbs1OVlJ6SdqlAwCYUvqW9ltqWJ2ATEfAoZXd6SfG3ylSe346uXT4lU0XbEIFZ5REJTLghth6amEYoYdSGtT4ppc82GUwCAcaPKJr35vFPVChPC65UviTNfvbRjp6teQ9VSQm3kID1xhSasFmoHV961+SfIiE/CpM+GYciEnujrQlcfGNo2nwpGaH183tDctXMyNAxA+fEYbRzGje+4Z6SucQefTbTzRZYTWg8NmjqKhEyATm4v1C7NerhtddW9Y/VhDBnfE0D5407uEznm5cYoZSosbQc6bjmncCIVZeR23HnkziufmosbE3FqMpqyJD+/CI3rv4Mhg4bC39/4Ewo3b97Env/2o0/HL5H0sqrPi1Ecrdk5FuMGr9P6rYtff/0V27Ztw0svvSS47rl/LcCy5RPR+6WwcseT7A+0/kJ7n6KtJ88v+X6m2e+ycxNx8Ox36D/gJTRp0oR3f+RyOf797z+Y2ZXi540flXsn5CD7HgdN7VjZinU+pRGfSsaiZwhW77+N/nIJ7Cy0bRY7VuVT6NDGnobCt49ix3s6VdoCETtuF6pmor3zcCp/DrHjeKHlgbL3ar5nhtCxC6lAJrcn7xfk85pUsiqVSqSXbkZ6erqoe1Zd4+zZszh48CAA1URbZmYmrK2tjWxV3YUpkxgAtEPc2dnZwdXVVU9pBkMceXl5gmW3rVu3xs2bN/HVV19hw4YNGDNmTJ1UUhhKcXExrl69inPnzsHCwkIrqaomBUVZsLJwqGbrqo6c/AS4ubU1thmVBjeJdObMGeTn56Pj9OFo2j8SZcFZKhep1BRtm72BQwd/Q0BAQJ2ZpC0tLcXGjVvgZNsAzUIHC97m9OnTuHJrIxLTopGbnw4/X39kPyvC0m+3IyHqIf74682qNZzBYDAYRkGpVMLE1AQdO3bEie3XsGPFYRz552M0a0yJ38Rg0HgBXHJtbCwx7qNB2L70EMa/PsHoUSOaNm2K3NxcHDn9M0K6LIS5nVOVtGNra4vSUt0hIXVRWFiInMxMRHZvWiX2VJTCoiwcvfAz3D1ckJ2djcOHD6OkpARZWXmwtLSAi4sjHBwcIJPJkJeXh8zMHMQnxSM7MxOf/DpBXY9SqUTU1oMoLZHB2tEODt7uyHf0gY2dFfLSMnH38HkoSuUwt7bEkTQvdOvRrFa8xzcNdMHtc0/Rtl7V9CcGoyqRSCRYvHgxgoOD0bdvX6OGJDUmmnmTSkpKcPr0afTu3duIFtVt2GQSA4AqpiRHUFDQC3sDYlQN+fn5cHZ2FlxeIpHgq6++wq5du3Dx4kW0a9euCq2rXURHR6Nt27Zo2pT/ZaWuXMdKpRJZ2Yl1Qi1JTiJ9/fXXeOONN/BF1LYqb9vNOQQNAnth8aIlcHVzQdu2bdGyZcsqb7cqOXLkCEqLrdClzQRB/b20MB+dOnXC06dPERAQhIgOPeHn5wdTU9VwKC0tDatWLccPv7xeY8IflcjkMDWt+S/iDAaDURvYuecKSvOK0KlTJ1hZWeHixYvoN/x33Dn/I2xt6apUBuNFpf/oSBzefh5Hjx5Fr169jG0O2rdvj6SkFCQeWg//V96ukjZyc3NFTYIkJibC1tMXFha61TvGJjsvCTbWzkCpLXx8fODp6Qk3Nzf8s+4uSmT5SIpNwaOipzA1sYSFuQOsLX3Q9/tB8GgQgN4a2Q9ijlzA5dX/on79+kguKEBGRjq2vpsKD29XPItNRlBIfTi5OKOkuBjT1j6Dja0ZPvxkIOqHeKFDfW/YCMyXV9009nfG2t232GQSo9bi7e0NmUwGmUz2woa68/DwgI2NDfLz8wGoBBNsMqnqYJNJDCQmJuLWrVvq35ozugxGZWBhYYGCggJR25iZmWH9+vVo3749QkNDRU1G1WWysrLUD0UuTMP8LRaYv4VL1voMe+PMcDVeCjws244MgzE7SrX81FltmfSBLVy4C+12yYS/ZeHuuBK6wzl8EaY79Mmszd5AJNC5QyqAsnAduigqzoFcIYODQ+1WWiUnJ+O/f/chuygbbScMxsdTO8DcwgxF2IkvwkyfH6OyF1edCcwpSe9pYZbUYW0WcudvCGQlAzC+7e/IysquxL2rfoqKinD58lW8se0X2HvQX0650ACy/BzcXzIT9d0dMGnSpHLetUqlEhcuXYavjwucimUoIiaTuJAERTyhLsSEwiDDU3D/a4ZTSHuWATfHxzrr5M47t/e0tisaBo8vdIXQ5MhCbCJtqWi4O1rYCrEhP3Rdc0KTFld12Dm++wBZPxe+ROyx5QvzocsWWuJhDu66Is837ZjQjpF6e559oKHvWuI7ThUNtUciOOwdhIV44+wjzwWI39y5sAU9ETUHX9gycj1fSDhyPS18Wrn+8Px/McfczMwEUoUJLC1VE0etW7fGw4cPMfG77Zj2zchybdLCS9GOCbmcL0yd0NBwtDBZ6n0nwrCR4zAOzVBUqjGCKa6mFeJEoaLcGI4MD0fSJeb5IDDmue08icZJ28JttPeFgwzVpQ4B9Lw8GdKLG+tw18TMGO2QztDRH8mwdZqh9MJtymwny2naesXWXP27zwLVR+iz45N07hMW6g4rHQpVeW4cPGGhqr1V0H/suXJ747THMtwxu5pWpnSPtJLCLr9YtW/P7TowPROzo0oxO6p8yGqy77XxssPOHR+jbcRMuLu7o0WLFjA2Xbt2wcKFi9HJphdgqXo/4EJ9A/TQd5oh7vRx6tQpUcnsTUxMUJKWgq0nYxCsoXLkC1/HwbeerE+TLjFR6vv2nFDu+lBd1xMWKrA3zgweaIJZvqEAVH2wFMCWs27A2KZoRBwr7jj6NEt9Xl61PPlHOeLvJ6EwLx+pSckICQnBiKGvQiaTITk5GaWlpfD19VU7aCkUCsTExOCnb/cjKzsTLTuF4NvlbyP8+X2CDG9r6LiPVl7Xcs2xhUXPEPVY3ARAUamcui1tbEI+e8i7PRmSjW+8ICT0mtDwcNz2tPEqbdzF2SsmDDBffZr7wi23pOyjrue55raWz/dF3/he3xidXK+MvqIaH3XoUG6swdnCN4ZRPyspY9xy42cirDD3bOMg7wfh6qBRqu8FZ8cnqZ5NI8qeKSYmJnB2dkZGRgY8PT3xIiKRSBAUFIQbN24A0I6+xah8mKsrA0eOHNH6zSaTGJWNpaUlsrPFf7hu1qwZunfvjidPnlS+UbUUpVIJMzP9Xm8lBUUws6473rXZec/g7ORWK8Ik0EhOTsbq1Wvh7tAWE7f/gZZDe8LcSN6LpmYmSE6/jyZNGhul/cri5s2b8HAJgb2HsJB9sVt+Q6CbA/r3768zTMvho8dw+3E8jv87C2ZmNcfXJjk1Bx5OLN4zg8FgVAYv9WyBkuJSxMfHQy6X4+LFi4iLi4OXHwvxzWDQcPdwxOxV7+LAwf24du0aFArd+amqCycnJzRq1Ag37u+s9Lpzc3Nx7tw5+PoKD33p7++PoKBARJ29U+n21CSahgxAZmYmli5dirNnzyI3Nxfm5ubw9fVFYGCgeiIJAKRSKRo2bIiJb47H9OlTcf1cDL4Y/yeGDpyDtauOGXEvGIy6yYQJE3DlSuXmJKttaH7LjoqKQmpqqhGtqdvUnK8lDKOhOWPr7u4OOzs7I1rDqIsYOpkEAH5+frhzp24PzIWgVCohkUggk8nwz/rruHdxnVptRHqpDTB9hkF9/bFa5ZShTt6rqXyJDJVjZowJOndIVXkkjtCd9LGfr+z58rLHhaaXXVmC3+feXBRPWs5jh0z4yymbNL0JAW2PwoLCTHh41t4cP2lpaVi97m/8PnsY3prQXeXtVAi1J6/Eip70XBO+RKKa3sykB5Wmd/HMGBPU79wSt27fRtfISEN2qUZw9Uo0It4erLWsTEFXBtevV8bHIXxwL52Tkunp6bh29SKu3PwD7g4q9zCaJzxNYSM06S6tPq0krGmFCHe1Qq6NBVJSc1C/fRtIgso8ZMt5xPMolPiURyRCkxiTy/mUUbRymvVWliJJLHzKBj7VD41cGwu1AoSqriCSCvN5dZK/hSqSKgrNM1OzftL7Usg2AH2faeU5SEURB1+fI72E+a5zXW3yHX9diqBCS1NYFanUFELv+ZFEe5E67vmacMvVz1/Cs5Zqtx5vYLsW+p9TpC00dQ5fUmpSCZNLrOdLnE1TVGkeIxMTKQID7JCQkIADB/bC2dEcJ/d8ivAWAaoChI2cxzBNGcRBqmf4IBULpFqHg7O9nEqIYqemfXb5xVrjslwbizK1jgZqVY7GtpptaG6vaStCw7TrIcrzHRPaMeBU819Mz9RaTqqF+vnqTnj+hYZZ5DZc+b0x2qom2r6S5TT7QXxBKb69XAKpifYYCwDmhOpWNvHBeZlPWKg9nvkizFStxDp11g2nUKbu57YjFUZc+XDCdm59WV/QXk9TpI3u1QR+O2Zg2tTluBJ1Gb169Iafn5+o/atMevbsjiVLlsPNKQSB9TpovTtw70hqBdjzddz7xrkPdIfre/jwIfr16wdfX1/R4bXzCrOR4uiHvXFmOq8zEl0qI6D8+fsizFTrfkNuxz1juOVcn03+UXUeYyJV+9FvxLPny5+/sz1/BeCOFbecO1b9Rmj3XU4tN3XUP1izcyyCgoLw9OlTNGvWjHdfLS0t8drIUYiPj0dSUhK+mHMCSwZPx7kPLWBjY6FWCvHd4zn4xks09D3rTXPyYd6jvt6w2ZyyW43G2MLyo5Hl1DCc+qnot03U9wJyGam6IY8BbXwidPxEGzfR6tNsl3zn5NCpMjt8X6et5L6Rx4xTDunbF6HvCnzq+HL2P29XV/vcPpNqI7IOzW0lLSK0jpWusQ9tDEcqdMkxB3ef5u7vn1zYgPxIfzzc8BT5+fmwsRE4GKljkMKIo0ePYsSIEUaypm5Te928GZWCUqksly+JwahsLCwsDJ5MqlevnugQeXUJuVyOc+fO4eeff8Y333yDO3fuwMejud5t7tyOR8PG9arJwqrH1NRCVBLcmkRGRgZWrV0Hj56j8daE7sY2R02b8YNw8dJFlJSUGNsUgzE3N0d+epbg8kXFebCy0h1G5NKlSxg1NhJe3jUvnGZKWg483OyNbQaDwWDUGSa9HokjRw5jyKsRuHr8f2UTSQyGCOydbFGUk2dsM6qVzpFNsPLodxg6pTs2btiCLVu2ISsryyi22NvbY+TIYbh4Yw0ex59DiUz35IwQHjx4gJ9++gmtWrWCn58fBg4cKCoiglKpREpyKpwDvA22obbxyy+/4MCBA4KdPj09PdGqVSu0bdsWdspixK39Hxq0mYmLVx7yb1wNeLva4llavrHNYDAMxs7dBc4B3rh9+7axTTEaDg4OcHEpc0LW/NbNqFwkSqVSyV+MUVe5c+cOGjcuC3U0atQohIaGGtEiRl1k9+7deOONNzB9+nTR265duxa//vorhg4dWgWW1WwSEhKwf/9+uLu7w9N2EOxtveA50wym5mY6FRgclzYfx1vTX1L/pnnTkh4vnDekLu9Lze2o3rQ6vEM1IZdz8eV/fO4ppwmnYDr3QS8cPnwYU6ZMwdixY6n7XBPJysrCypVr8MGMvvjwk8GC8yLwQXrF8Xnlke1wXrKjw+egRXgA2rZtK6r9mkJsbCw2btiKwT1+w+MeAQDKFG9kX3tneDE2/DcR73/wHmxtbbXquX//Prb+sw13zv2AQP8yL1Sx3m8cQjzjdVHO4/s5O1YfxuBxPbAvXjuHE3kPUOeu0ECoEolDaG4ksaqhqs7ZpIlY1QhfPWR5bnm5nBzP4fPsFqISEqooEppnSGh7JGKPoZi8NWTdQq+Tysg3oG87IQjdT137tGbDKWxOlqLZy100lL3aiiFabio+JRMJn5JG17GmKYj4ciSRbfLl2uGD7zwa2mc1SUnNgauLreAPxrRnKQkt7wxZDw1yOyH7zpfTSuhx4auHr3/QrmsSIXlkhI6Z+Ly4ybxKQm0g13P1cOoNj1kmiL1yG9ZO9nANKu/ARbanqSri4JRFmsuAMmWIdmSBsj7HjZE5uHE0t1xTsaRpC2kDN2Yi4c119fyYnHyYhrV/7Mauv09hwutj4eXlpbO+qubu3bu4dOkS4uLi4OzgD0+X5vD1CoeTPT1MnUJRijc/CsKePXvw77//Ii4uDg0aNEDz5s0REBAg2oa8vDzMnz8PSVlr8UO07nsDOW4j+x6fUok8L2olEpGHi0NTqbVm51i8PmitXtUNoJGzaxqnavJEwv41sHuUDkfbevhjySQ0btxYPZY+ceIEevfujZEjRxrklHzt2jXsP3gAP8wZjYmTe6nVHZ9atYFSqcSX4dohwbljEDNsGwDg7FHVZG6H7ip7Qr4IBKD/XkdTOT1t4IrHiTno08Zfqw6+cQSZhzKPkhOK3I4GWR/fOIe2TBcVVarT7u20+ynt2SBmfEnbf3KsJPQ5SEPoe7TY5xyH0Lxomm1xcPd+7lqnqZWuphXi0Paz2Db/OEaNGiW4vbrGnj17cOnSJQCqKEdPnjzhvfcxxMPC3L3gaIa4k0ql8Pf3N6I1jLpKUFAQPv/8czRp0gRdu3YVtW3nzp0xdepUyGQy3lxBdQm5XI4tW7Zg9uzZmDZtGia8sh4AYGpePtdLXcfOzg7FxeImXIxNTk4OVq9eh0DvSHz4yWBjm6OTxkEDcOb0MrRq1UpnDqGajp+fH3zqeePuo4Ow6DFZb1mFUgFIpDhz5izat28He3t7ZGVlYf+hg0hIeoaXvp6iNZFU05BIJCgtLsH6CV8hJzkdAHComT+mfjMCvkGemPvZOtj38UfL+jV3HxgMBqMm4c4Un4wKYu1sj4KMbAB1JxqAGGwdbDDtm9dwNbcZ1q1fijffGA9n5+pXeDds2BANGzZEYWEhHj9+jPv3H+Lg2X1o3fR1BNVTfXDOK0jD4/izyMx9jOzcZ8jOTcGRy+4IDAxEq1at8Oqrr2rl+xHK3bt3sWnTJvj4+MDP3/355LRx80mRZGQ/RUREBK5H34CpqQUc7b1gZ+MJB5t6CKzXAVaWDnq3Tz69C55NGiMtOxaDBv2HlJQU2Nvbo169epBKpfDw8ICra/mcc6Wlpbh27Rp8fHzg5eWFmzdvIjMzE9bW1sjNzYWTkxOaNWuG2Pg4nDh6ExMnl4UefHLhBrZ/9Ct+LS2FVCqBiakJfH3d0aq5Hz7/aABviDZDCPZ2wJErsQDY9zBG7aVDrzD8PmMtcnNzX9j0JUFBQerJpNjYWDx8+BD169c3slV1DzaZ9IKjKfurV68eLCyq4tHMeNFp2rQpTE1NMWDAAKxevVqUyigwMBCNGjXCvXv30LRp0yq0smbx5MkTuLm5Yfr06S+8J4WtrW2tmkxKT0/H339vRD23tmgeOsTY5lDxcmsCczN73L59W1C885pIz57dsGrlWjTLHwlTG/qHQalEin5dvsGdR3uxaNEi2NvbIy8vD40HReKNPz+EuY0VAHn1GW4AMccuwUwOTJ38FpRKJW7fvo0PX/0ZVjYWSEvORF9PUzaZxGAwGAxGNWHt5IC0B3HGNsPouLXpDVluBpYuX4nwls3RqFEj1KtXr9rfX6ysrNC4cWM0btwYrVqFY93atcjJTUR6zgOkpD9Aw4YN0TzcH66uLeDq6gpra+sKt8nlJUlISED/gW0qXF9VEPPkMEyti/Due+9AJpMhLS0N6enpiI+/gZ1Ht6O+Xxc0CxkMSwvdH57NbB2Qm5OHl1/uA6lUiosXLyInJwdSqRQymQwBAQG4du0agoOD4eXlBalUCqVSiXXr1sHc3Bznz59HYGAgYmJi4OkcjhJZEiwtnHDrehSOnjiO4uJirN/ym1abj89FIyIiAj26d4dSqURpaSnS09Px6NEjdB3wI3Y36QA3C8tKPU4mJlIoWMwmRi3Hxs4K3bt3x507d9CmTc28J1U1gYGBkEgk4IKwHTp0iE0mVQEszN0LTGlpKZydnZGbq0q32rVrV9GqEQZDDE+fPsW2bduwZMkSvPbaa4K3++uvv7B06dI6H+pOLpdDIpGguLgYmzdvxqRJk3DvoipEA5kclUsgS4aoSE/LwbEjN/DqiI4Ayof3IEPLkXJpTbhwGbTQYRx8Ye6EhDPRtJVMlptXkIa9p77Ap59+onf7msCTJ0+wedNWjJsxAMPf6oMIN90vqhUJhcUXCoyWbFRXeJqfZm/DiSMJ6N27N7W9ms7Wrf8gy70hfAdMKtdXdZGYlIWT5+6iWSNfNCpO0lpnaBg3TfjCdokN+/Plr/9iyPieeK3lD2jXsTFatmypXldQUIAnT57g4qXz+Pa1Rhjdq6F6H2LPq655v3b8+caEhrcjy/OFCuPrq+TxroywfBUJX6YJGT5DaFgLEnJ70k599glNRC0Uvv4ttn6yvL6QI4aGIaGdT7H7Qgs/SQtDQ9YjJGmyENZsOIW7MgX6Du+svv/T+hLfvYMvrAxtO111cLaQodu4usnE0mJD7ulKTK1Zj9AwoIYcc746SQxtQ+g9X98zGdA/PuDrz2QbNBtp5Wj7QF7jfPDto5htaHB9lS+cHS0sIRmqmRvzcuNj2vWpWV6pUMAuaRPCXu2l1TZfeCPOVg5ybM+Nf7nfZNg6bpzMLSfH8OS+cGN9DtJOWthq2jJAd7+NufEER3acx9GdFyCTAY0bNYKXhyccHBzg7e1d7REm4uLi1BMZTZs2haVl5U4+cBw/fhzPngD7To+Gq5s9NYw4B20533ryPGuuJ0PccePh2VGleHLhOo5+/icC6oeiZ5++WvlDMzMzceTIEZg7KPDr5hnlQioDQEl+IQ69tRUPYk8ASiV8vSJQ4O8GWVoCFMWFsPAMgN2zPDxLvQG5vBiDhwyEjY0NNm7YhqbfbkLyqR2Ql8rg2KgN/vxAdQ5mbfaGUqnEzAYnIJVKMLBdA602/zsQhUkfrkebVm1RWFgIhUIBiUSC3NxcJD69h5urRiHxtwSdx48LdXcyNExrOe09VXOctmBHNKYPaaG1Hd9YzJCwq3yh02h18LVJjm24sZLlRyO1ticRGs6YFoYXoN9jOWjjAKFhbPnC/5F28J1vfVT03YG8x88JlWvVSx5HWthcchzAF2qWq+eL/meQnHMSY8YK/95W11i+fDni4+MBAK+88gr++ecfI1tU92DKpBeYqKgo9UQSAIPi3DIYYvD390ffvn3x+++/i5pMGj58OGbMmIGkpCR4enpWoYXGobCwEIcPH8aVK2UDl3HjxuGTTz7BxFc3iqrrzu14NGpCjxFeGzE1tYCspOYrk65du4Z9ew+gfctJGDEl3NjmCMLFxQ4lJSXGNqNCdO/eFYuXLodH5FAA/F6wXp6OGDGkHQBAGZ3EU7pmEPsgEZk5cWjc+FWt5dbW1nBzc0NaWhqGRjKPKwaDwWAwqguJVAolmF8uR2izAIQ2C8BbXwzHiv2xuH/0Ii6feIjsvCTY2lpg3PgxMDcvP1lRVfj6+sLXt+rfiVJTM+Bo3xKuNTR0ZkDb5oie3BEfHLyLP+f9hYaNGqJ+/SBERUXh6dOnkMlkkJpIEfcwCbDwK7e9uY0VWjUZjVD/HpBKTWBr7aae6OQIPZEEpVKJe4+P4PLlc3B0cEKAdztIpFJ4Rmo6g5blyZVIJOjR6/nEDfGBv1unxghp7oscRTIaWBXBzEwKuaMLlEo7LJn8MmytqqYfSQAoFEpIpS92VBBG7cbe1hP3YrOMbYZRCQwMVE8mnTx5Ekql8oWP9lPZMGXSC8yvv/6KGTNmAABMTU3x6aefGhQrmMEQQ0FBAebOnYusrCwtzyg+li9fjg8//BDDhw+vlheD6kImk2HRokXo27cvZBkdYGZqCaVSCTNTlacJN1jn8y7kPFKWrj6G8aM645xc5cnCl1iYBp/HNN/2utrm826kJRYOPhqL9f+9ia+++kpwouzqpLi4GIcOH8LDx/ex499PERYeJDpxNM0LmFSZcHBqE9I7S5dnE+lxqrl82+Yz+OPno3j11VfLbVeb2LXzXxTmOOHCnUkA+BO+clSWikVIsnc+Zsao1Iek5+mEdy6jJDMJfoXx6Nu3b7ntcnJyMH/BX0i//xdsbS3VnnscQhVKNLVQRRBbl6Fti9lOaF+gIVZlwOcBKdQbVd+2NIR6uArF0GOnS6Gkr4wmNGWXUNto5WgIVX7oslFI2fXrjsOqqBTjRnUWbAN5XydVRLTnPC2Bs2YdYhVGNMjnOM2blk+VK1bRrNk2WQetr/FdcySV4YWuD812acofoWopodcm6b3Opzjj856vCmiKIL6+xUH2cW69PkW+JkKTpS9bdAARw7potUnzMqfVTRtT05QrJKQai1RbacKpnriIBzTIBO/vDC/W2o5cTx5fzSgDCqUCp6/8hSJ5IgYN6g8vLy9B+1VbWLJiGdpMH4Ydk1WOZFyf46JBkAoyXeNy8lyRajQSoeolrl7uvF8LKUTGjdOwfnYaHXq1gG2fvjAxN8OAIMDE1ERdnk/1xtVHUiIrwJHzPyE14wleX/s9PEIDytlKKuNo1yqpLCEhnze0Z6fQZyYAHNwXhZAG3mju4aizTlJZQruHVvT5Q9avTxEkFNrx4uomzwffvgu1hW+cIWbcTIsSwDe2EGob35hTqLqaFqlB8z1FaB8Qa9OJQgVSn2VgTMfP8Nlnn+rc5kXg4cOHWLdunfr3zZs30aRJEyNaVPeoeV/lGNXGiRMn1H/7+vqyiSRGtWBtbQ13d3dcvHhR1HZvvvkmfv/9d+zbt6+KLDMOaWlpsLKywvr162FlYQ9TE3P1RJIhFJfIYG5et65lqdQMgAQymf4Xf2Pw9OlTLFy4BJYuSqw6Nhth4bVL4enkbIvCQv6JwZpO125d8CjuFGKf6n/5rm1w/j5Fcffg7687IbC9vT28fLyx5+C1arSMwWAwGAwGgx+pRIpO4dPh69oVGzZswIEDB1BUVGRssyqNkMBgPDkXbWwzBGHtHYh6fcZiyf6vMe6jwbBysIO5lSVMTPVPLgrF3MwafTp9gz6dPod7iO5xa02mYeN6uHs73thmMBgVwtnDETJZSZ26z4rF19dXywlZ89s3o3KoW18cGYKRy+U4deqU+jftIxWDURX4+PjgxIkTiIyMFLVdeHg4aruYUiaTwcTEBFKpFDk5OTh27ARM4YFxg9fpVCF5IFX9dz9fWTkPsatpMoS7Wqk9Y4rNTbU8IklPQS4u++pV2l5a5bwfOe85VV5ZqtcxzdtodlQp9saVqu2NtJIi0kqq8qqJ0fa+5eoIt1HZS6qwkk9IYGZmjpKSElhYVI4XdUWRyWQ4dvwYrt+Ixnvfj0aPIe218iPRjgvpwUTzviJzx3Dxv8nlNO9gmpcfx944M+yNK8Wl/+WhqJA/p05Nx8HBAa3btMJHn23ErHmT1Psv1KOchM/znOaVxxcDnRbbGgC+COPOleqambXZG6VF+fB5XIL0xAQ4O3ei2tukQSOs33YeI15pV06d44eK5yHS3AchahaurNir1dC2ye30nT9l9BXV+ePxrBSbg4Rcz+dpKVQVRPNUBAA7nuNiqPqKVp4v75NQdYMmYpUxQr1/DVVO0Dxw9cF3Xye9oQstTfUrnYh9JJ/DHLR8ADT7ukRr5Id63obQfi30nKo9vinXg1BFFM0jvbKUVIDhyjxye6G5JnRdH3b5xZC0iFCXNSTXkGY5GmR9tNwVlXG8+VSafM9Ffc9JfTaRfesEp254fv1wfSrcldvClKpWInMOkTlESbi61cHjC7Xr5eDqF6Lu1yzPl3NpdlSpVlmu/IHpmeVUHu+c0F03zSbuPKxepfp9olC3TSTqnD0duEkKE3ihH+R7X8aD3Ytwff5CdOnSEWFhYdUa+q4qKC0tRbMAB5woVCDSSgq7/GKcKFTgxxGFmLXZG6fOuiH0RBJWPffjXoVizN9igXBXK/W5JPsaCZkni4Pss9zXHa4cTUFEKshOPd+mc4dUnDrrhlNn3dC5Q6r6/ZPjxxHPVNt2KJt8InPden1mBi80Fq7+I56danUJzxibVKFIWkSo7heFCtV1YPP8fRQqNRR3L9CEVLQ0drHDsQeJQLem6jp1ob6fUfaNdt/j4Hv+kPkcud9KlFctcfCNj7jjrSS2I48nF+GAzLNEKpj0KSw1n+Hc9aALzW8YumwuNxan7GOXmCiVrUT9fGNB8rmjbk9zrK1H5Y3CQvU+cErEs+OTtNpVRl/R+X5T7lnG925JGYOQz1TVeZTCw90B2dnZVZYrrqZjbm4Ob29vdai7EydOYNq0aUa2qm7BJpNeUK5fv47s7Gz174CAAOMZw3jhqFevHo4cOYKvvvpK1Haurq7IyclBeno6XFxcqsi6qqG4uBjnzp3HubPnIFco4OHuidS0FAT7dkb7Fq8Y27waj6mJeY1SJu3btw8K80KsPDobbl5OxjbHYJ4knkOTpg14yymVSty4cQP16tWDs7NzNVgmnvbt22PBwr8w+p3+QDMfY5tTKZTm58DWzBp5BVlwcqL3M3t7e9y9facaLWMwGAwGg8EQh7mjK4Jf/xL2244i+upuHDt6AhGtItC2bWvY29fMnEN82Nra4sGNOGObwagEWE4VRl0gN7cQGZl5tfaeWln4+/trTSaxvEmVC5tMekHRlPmZmJjAx6dufHhj1A7q1auHQ4cOid7Oz88PM2bMwJYtWzB8+PAqsKxySU9PR0JCAlJTUxEdHQ1H2yD07vglLMztkJH1GBEN3OFoX3nXXnpaDlxc6+agwdS0Zk0mJScn47NFE2r1RFJxfgESkqLxyvC39ZaTyWTYt28frl+/joiICLz00kvVZKE4bG1t0bp1ayz5bgtGb3qvRubXEossLwsKRSmsrWz0eu7eu3cPo19tW42WMRgMBoPBYBiGp1tjeLo1RmZ2LO483o/5FxegWbMmCAwMhI+PD5ycnGrNRz8LCwuYmwjLb8VgMBhVzfEzd1HPx1NUfvK6SEBAAM6cOQNA9e0mJiYGDRrwO9EyhCFR1vaYUQyDGDJkCHbu3AlANWM7YcIE4xrEeKGQyWT4/vvvUVJSAjMzcYPv69evo1evXjVWpiqTyXD79m1cvhSFlJRkuLvUh621JwK828HNWSVx5sLZ0aAlPaUlDeak5FNW3YSZlSU8GgToLEcmVeVC3pFJeDW34wutQSb95aCFy6CFxaAl7uVsXTV8Bgb1egm+vr46t68uFAoFbt26hZ27duP+04VwcbUXnCicLxmrJmQ4Ow5SJk+GW6OFiyHPx6ppUjyIPYX0gpN47bXXqDZnZWVh+/btaNiwIb7++mv07dsX77//PkxMKie2emVTVFSEVSvXwsrMG+duvgtrawtqOB/A8DBgfCG2xCbgnRmjfTy5/m+9eT8Ki3MQl3oYb04ar7Ou4uJi/PLb73h8dQ58vJ3V4SnEQgsxVxmICZFXmfVX5HzSQljxhWQSCl/oJ9IOEiH7JnQfaG0JDRMpNCRgZdgq9PiL7QtCQ5ZprhfbF3JtLLB+3XEAwOixXcutF3rchCZp1hWiT2w4NKG2GBpW0BCEhl6jhYgzNIG5oYnVNddxCO2PJLRr0tD7BN81r7mM71rjC3NJQgvlQ0ukTmtfXzgpIWEqdUGOmWih4MJdrbBy2SE0G9AeJqYm6nE2F+5r/hbtY0GOF8kxtSbc+JoM90eGgCTDR5F1094luPpJG2jvGDR0jfdp7ytkne8MV+1DTKQnSnLSodi0FalZd5GW8QQSKdCqVTg6dOgAa2trnfXUFE6cOIGAYFPMXfBmufNChhkn4d4JuT7DvZNx40AOMgQ4LewdUHbcaWEWOWgh9ci2+Oojy9GuF339gha2lXbN8PUt2jXMbc8dP25fNe83fy07hOlv9tQ5manrPi825Cn3jid23E0bHwmFFnJPSJt891/uuJLfBfi+Bwh9h+bQbJ927z8ZGqazTrE28l0/fH2WDL2qea+dEyrXWkfawm1r6Bhr5b+XMOf7PRg96nVR29U1ioqKMGfOHHWajCVLlmDy5MlGtqruUPvddhmiUSgUOHnypPo3y5fEqG7MzMxgYWGBjIwM0du6uLggLy+vCqyqOKWlpVi8eBnOnLoOP7deGNrrT3RrMwOtm45VTyRVJRmxSXD296rydoyBmaWFUZVJcrkcN27cwKpVq3Dg9AXUH/dlrVeBPXl2Gg0bNtS5TqlU4urVq1i+fDnGjh2Lffv2oUOHDvD29sajR4+q2VLhWFpa4o2J42Bhk49ekV8j8Zn4e0xNoSQnHZdvbUBmTiycXegKuOvXr8PONwQ+3jUz/CCDwWAwGHUVJ2db5GTlG9uMWo+5vQuaNxiMHm0/xfC+i9C7/Rfw8fHBggULcOrUKZSUlIius6SkpMrfGRMSEnD9+nUMGNy6StthVB8+Xk54lqg7PxqDURvo0y8ccXEJyMnJMbYpRsXS0hJeXmXfxjSjczEqDlMmvYDcvHkTzZo1U/8eO3YsgoODjWgR40Xkr7/+wokTJ9C4cWNR2929excdO3bEu+++W0WWGc6FCxcQdfkBerX/Qu3NRKqQOM8zcjmpRtKVpJov4eX2lYfwyhu9qB6PnCcOLeEwDdIzh/SW5CDVFZp105Ib05IZc3D78PfA/6Frj4hqlybn5eXhypUruHTxCjz9nTB8Sh98/GY3mJjw+2KQnkqkQobmGcanShLiGU9T43Dru/2gwLXZYzHj44/KSeCzs7Oxb98+lJSUYP369WjXrp163ffff4+dO3eif//+9B2vASgUChw+dATR0bcQdfJz1A/y4E2GK8brS+y2NO9BmjfcqmlSpGY8xP7T30KpVKJbt26IjIzUKpOfn4+jRw/j4aMHWLvxfbxsofuFgdaf+OD6G82D0lDPSn2QttLqNlTpxKes0adYEOsdaKh3vlAPVj5vUV3wqRdoNtPUU4aqWMh2+daJabuqlTK6FBtitl2z/xYkvoEYN6qz4LbEqKVIG8n1QhVxxoJ8hmlCqkz4lEdiFaR8z8+qwFDbSfiuD1Ktpqteof1NXx2abXPweVrz3SvJsS/tvAuxSagyj2YDqQr5ccQzRJ25gxtyZ7gG1iunFtGn1KCNwWljbj4Pfpo3PIemCoizXRe0dwzNdTS1FB+0MQ+HLhVPZnYsrt3bivTsR2jRojlCQoLh5+cHU1PdkREKCwtx+vRp3Lt3DxkZGTA1NYWvry9CQ0PRpEkT2NraCrJVCMXFxZg7dy4+/vhjPImuD4lEggkLVcdk1bTy7wl/rhmIlJQUBAcHY8Ir61EqL4GstAhWFvZ6o1Zw744cnHqJfKfiIPsf2W/JcrR+S/ZFEl3l+PpzZSjfdEFTodDa67OgzEmLVCfdjXmG+GcZ6Nm1qaC2OQx5JhtaD7mOdi0aqsSl2US7/9MiYZAKU11lyfsKWY5vH0h1Jg1D+pq++yFAv9/SvrVw1yrt/ktr1xBVWf9fz0CidEebNm0Eb1MXOXDgAM6dOwcA8PHxQVxcXK0JoVrTYTmTXkC4uJEAIJVKjR42ivFiYmtri+vXr4ueTLpz506NTCaoUChw5swZdGzxHntAVQFWFs5ITU2tlskkmUyG3bt3IykpCdnZ2fDxaInO4e9jxsZASCQSQRNJNR2lQg5rN2+sXr0aERERCA4OhpOTE65du4ajR49i8uTJmD17drmJpiZNmmD9+vVGslo4UqkUvfv0gomJFNM+XouD22cY2yTRlMr/z955x0VxvH/8cxwcvTfFgoii2EFsWLD32GLUGEtioiaa3v2lfNNN/eabmGiiSdSYaGLvscdesSsoCipF6b1z5ffHOcfe3M7t3gECMu/Xy5fc7uzMs212Zvd5Pk8ZvLy80KNHDzRv3txoXWlpKX78cQnGT4zA+m3fwsvbFRB5+crhcDgcDqfmcPdyQcmNgto246HF0705BnR/DRnZ8Ui8dwrbYvahsCgTHTq2R+fOnREYGAiFQgGNRoOzZ8/i6NGjGDp0KBYtWmSIvt++fTtWrlyJH374AWFhYRgwYIDZPJRyuXbtGho1aoRWrVrh1IFrcHb0wn/f2gmtVofUm43g4doUHm5NodGUITsvEZ07v4eMjAwolUq4OTVDdn4SystL4evVAnblveHbfRhU7t5VtotTNYKD/HDo+DUMrm1DOJwqkJ9fgsb+dVsi9EEQGBho+JiUkpKCpKQkk3k1xzp4ZFIDZNasWVi+fDkAoHHjxpg7d24tW8RpiNy4cQPbt2/H2bNnJSPjZo5bZfh728G30H9gT3Tu3LmmTbSIlJQU/PnHWnT8ZK3RxyTam4xA5ymiPQ8JtDcjrXVOOJdZYohMEtseqPTSonW7iRcdDd2WlBeS3EgnFkJb6TovvnYVJy4uxsuvvFDj+XrOnDmDC7euY/CCWfh0RABcXR3NeoTS3m9iXlhCqjtvjJwoATFNa51Oh2eWnMO5v3Yj+UoCNGUlCGze3CQaScjOnTvxyiuvYOrUqdW6DzVFeXk5Fi35EcPen4u1M8U9DOV6DFrjwc+6R6SiBJfPs0FS6nlcvfWnaH64uLg4XLl6Euf/94hsW6SifqQimCyNQJKKXKLXy8kzUlVY546Vi0IOrOgGGmu9Q0kOrKpEgElF+bBg3RvW5okimItEqGouKrlYm09K7JjJzaUDwKLIJLnIyZ9T01E21ubbsqZOKaRyJMn1ipaqTyxynI6+kYriIUidQ6koHlaeIRrh9tUV9SRWtxxY4105SJ0r1phNyvNdbmQSYWSzCmSl5eLq2ZvoNzJCdFtz43Zz5YVtCPdFap4g5UnPilIBKtUCWHWRaA7aq56VG4Q1H6C98+mcrgQ6Yob8LstJB9Zvxo3EA3BwsIOrqxtS7ibB3aUxItpPE5UW1+dlykbm0i+RX3QbEx4dV+UXinl5edi1axdiY2Ph6OiIkpIS9OjRAwqFAmVlZcjNzUVqaiocHBzg5eWFDh06oEuXLsjOzsa9e/fg7e0NLy8v3LhxA/Hx8YiJuY6I9tMQ3KyPwWaArWohlWfJ0sgj4fb0uWApTUj9ZiEVYSdVXixijoaVk0wq35JrURl+WLYXz88eIlqOxpIxAIH1bGA9C6zNWSk3Z6CciFGpfLyW5hCSskmqf5aTb8nSyDa5uRalInDpeYW5YyDVd9PLxSK3AeN5lU6ng8uIXzF7zix4ezfsD9RFRUX46quvDL/Xrl2Lxx57rBYtenjgkUkNkFOnThn+btq0aS1awmnItG7dGt26dcPIkSNx/Phx2Q+68opiNGnSpIatk096ejqOHz+Jq1evokPrUbUWlVRWUg57h6p72dVV/L3bwF7ljpiYGCOZzupGo9HgzJkz6LfgSfi1DoSr68P7mFQoFAjq1RlBvTrj8DEfVBRk4/jb42Fvz34hZGdnB41GPIlwXUSlUmHIgEH497+rUDH1U9jZ1Z/zqVaXMj+cJibeQdQAy6I6ORwOh8PhVC/uXi7Iy66buVwfVuw9/RASMgbtW4/G3fTLKK8oQljrEDg7epudh6ncvBAV8RJuJR/D2rWrMX78+CpJ/bu7u2PSpEkoKCiAs7MzsrKy4OfnJ7mdt7e30by3Q4cO6NChA8LCErFu3VpkZMehc5sJANjSdxwOh8Pi2JW7sFPZwdOTnXO3oeDs7AwPDw/k5uYC0L8L5x+Tqof6r9XDsYj8/HzExsYaftell/Kchkfv3r3h6emJnj17IikpSbJ84r1olJeXQKuVp41bU6jVaty4cQNr167Fr78sh7qoEcYM+AIdW4+rNZvu3klHQKD0BKa+olAoEBo0EtHR0ajJgNrY2Fh4e3ujRc9ONdZGXUShUEDl5m32QxKg/zhTnz4mAUDHjh3hYGOLP9edqG1TLMLOzomZcDrlbiL6RrV/wBZxOBwOh8MRYmtnC7VaPAKCU7PYKGzQ1L8zWjaNhIuTjyyHPoVCgZbN+mDdunXYtGkTbtywLq+ksD43NzcolUpZH5LM0bx5c8yd+wzsXXOw+cAbuHdwfZXq43A4DZMfN11BREQYbGz4637AOIBCGFjBqRpc5q6BsX//fgweXKkA+/zzz8PHx6cWLeI0dHQ6HQ4dOoTr169j//79CA0NNVovlLjzbXURGzduxPTp0x/4w7G8vBw3b95ETMw13IiLg7OTN1yjRsOvxwgoHfR6tCx5BgK9HjANtWdJPbC2I6HP27ecQZfwIDRtpr+fpcK6LZEXkCsBQyfkpbenZS/IvhKZBiK3R5cnx7HVv8nYfOA1THxsLFq0aGF2/6zl77/Ww9UuDF/sGmRkixRyJFWkkntbm7iVHG9a3kau3NZbcZXRL+RY0/KMKzdPBwCcOHECkydPxtNPPy1ad13l0KFDCG2pxA9fzTAskyvLJDexOV2PsCxL3oCWziESlHFRjaAuyse5/0zCggULYGdnLEWy8IvPMXP15/hqZGMjW2ho28Sk7Fhyd9Ulgyclr8dCeBzlyt1ZKucmV0bLGuk6ljwHfd1YKzUnd70lthHkJqm3VppEjjxWVeXtpK4Zc5Jw5sqLtWFJMu2Vq48AgFUyd5bK34gl67ZWOk7KlgeJXNk1glz5tapcc1KydpbexwRSHxk3kN9SCGVwqnqOra1H6r5njV3M1VXdspdS0k7m+iph/7ZsyW50fawfAHaCdZaMktxzKzXOpGWVxLal5xgsyV0WLCkzljwTqxxtj/BY0TaQcREtDy4m0yfcN7qcmOz4vYwYnLz8I0aNGmXIr1RXyMzMxMqVK/HNN9/g6A4Ho3XkWNDHRmxf6eNGoKXvWOsJUvNSglypczE5PLmSeSxpR7lS8azrVnhvrvxtP54Z2x0ODirRe4s1l6P7Nfo+p5Hb9xDkyoyKzT/pdVLPUtZvKRlLuq9jSb6JnTe57xxoG+ReK/RyAi2JSF8jYseT1Nkv7jwA9rVAQ66NyBX6yEPS/7GuR/o8EflrFoXdmqL55OWYN/+FOplnvDY4ceIEdu/eDQBwdHREXl6eydyaYzn8U2UDQ/glluj3cji1iUKhQP/+/REWFobevXub9RZ48cUXkZqaitLS0gdiW2lpKS5cuIANGzbgm2++wcED0bDXhWJE348xOmohGkc9aviQVNvcu5uNgCYP9/1sY2OLNi2G4djRkzXWhkKhgFLJBxcs7O3t66UHrpeXF67fTKttMyzC1tkNQUFBOH78OAoLC5GWVmm/l483cpPr1/5wOBwOh/NQUjsK15wq0ti3HbZv344dO3YgJiamts0xwsfHB4GBgUhMTKxtUxokgS38cOuOvA9oHE5dYeeNNPSYtw4dO7TnH5IECCOTSkpKcOXKlVq05uGBRyY1MMaOHYutW7cCAIKDgzF9+vRatojDqeTKlSvYtWsX1q5dixEjRgAwjkwCgFPXPkXv3r2rnDRVirt372L13+ug8m0G985R8OwYCZWbcV4n4qXF8ppjQby9aK9F2mNQLEEqaYtE8RA2Ld+H8U8NhhQsTxzaO1FqOxpzHjtSddEJfVmeZGkLNSivKMb2w69j1qxZNfIxfMOGzXBUdMLeM6NE10t5NlVn8nhLPZlZHtFSXtks7y6hV+KJV/RJaNPS0hAYGIi33nqrXoXOJycnY+++7bh0/TsTTy/aG9jSc8iKzGN5wwHA8nn6Y0fuY/reT1uogU6nQ3D4LXzzzTfw9vbG3bt3MWnSJLRq1Qrbt2/HE088gfMH9X0Sq+/5IkRjtK80UtFGcrA00ohli1yvd3PRFlIRGnLXs+49S+5rS6Mn5Npqqc3m+pGaii6R8vanvVLlHE9Lo6fo7aoaISZGTUUmWRoxVx3PGUuj+qranjnoNln7ybJR7jm21FtbWEbutlJU9RyKHU+5x4+uw9prwJp709LnK8uTXW70uNxrxxKE+y2MTJLyeCfPZVZkltzzYW5sZ+k4UGpsy+qzLa0XYEcQ0G3T29JjUzpShsxj6ONN5k0EetwVcigV6dk38O/pbzBq1HB06lR3ZK43bNiAl156yaAGQM+JAdOoJIJUxJFYpJaQuKhGZushyIlEEptXCNk9PweAPJUHwPLrztw1x+pTMjfuwuWETAx4fZroepZNVR3jyYnUtvS5YWk0Ob2cjqpizTeF2xCklFLo6EQ6ootlE61eInWdkv5BCCtalkaqTyJ1W3qdWgLr3NFRSv02nMft9FI8OetpuLi4VFv79Z2KigosXLjQkCpjyZIlePbZZ2vZqvpP/XkTxKkyOp3OKOqD50vi1DU6dOiA8ePHY9KkSUyPAW9vbxQXF9eoHRcuXMDKFavgN3wWQuZ9Df/ej5h8SOLUDio7J3Tu3NkoSqM6sVUqodXWv8ibB4Wfnx9sbW1RUFBQ26ZYhJeXF+6mZEKjqd18a5ag0ZSjWbNm+PLLL3H79m3Y2NggISEBgH5/9u7di5LSXGi1GiSdi0XC8QvQ1XI+OQ6Hw+FwOJz6hJ9Xawzq8Qb+2bkP+/f/W+u5eQnNmzfH2rVra9uMBkkzXxckZxTWthkcjkX8++14TOzbHIsX/4Tk5OTaNqfOYGdnh0aNGhl+87xJ1QOPTGpA3LlzxyjPyNSpUxESElJ7BnE4DE6ePIk7d+4gPPh1E8mxXJ0+GWl4eHi1t6vRaLBn727cvHUD6ze9gfCuwUydZSldccDUG472HiOeWASWR5YcXeBNy/fBfrA+mkvofcOqk/auoT2BWNDHg/b0kdJuN6eLLOW9TiKYsr7/CC3bOKNXr15mbbWGHdt3YtT4Vnjl9bFMu4U2SXnHyvUErkpuArne2VLeYrTnIMtrceeRdzFydH+0bNlSto21jU6nw+dffoEn13yBxe4JRuuIhx3rHFuah4Pl6UbnAiPeycJ6iA3L59mguCQbmTkJaNa4K87e/AKOjo4YNWoUbGxskJOTg127diE+PgHQAb5+PtDpdFCXqdC5zSQE+HWEQqEweODSet7kmpGbB0lYjo5Ekpv7w9L8JqycVHR9YpFKcrEmF1JVsfZ+tdQztTr7GLpNgrX9X1WwNmJQCkuPj7lnJSuXAgCLciZVxzlkRbASqsuzuSp5jKSieqo7Skpuniw5WBtBKDd6yNqIPDGqqy65+cjEznFVkeqzq7KPcvNWiZ3LH3/Zh/nPmFcHkIqStMY2qSgluo+m1QhYx00qJwrBXGQYKyKBRGbTEdVyc+0QWJFKtIIDaU8Ire5A6kp4Px2HzvwP/gEuGDp0KNzd3S2yqbq5cuUKrl27hsuXLxuikkgOU/KbRBDRY3aynCCV15cuJxbxIbWN1BxZKr8NDSv3Dr1eDNYch7bFXJs/LNuL+d31Khhyx2zmxq7WPn+l2qSpav5AwLTvoHO7WRpVSiKQ6HcftM3kHNMRS3KiUFm53+hrmT735B2IMIewGHT0I6seIXLPUVVzvNLr+7xSgGt3tmLevLk8N9B9duzYgTNnzgAAQkND65y0aX3ENN6P89BCbh4Cj0zi1FW6d++OhIQEXLi+Hl3bPW60rkWLFjh//ny1tJOVlYWtW3dAARvY2dkiPT0Nzdv44Ze9HyK8jX+1tPEgUFeooVQ2nEBTJwdf5Obeq5G6lbZKlJdZNqFtaLg5N0ZWVla9+pikUCjg6eON3JQ0oHbfDcimrKIIKpULFAoFysrK0KtXL4O0oKenJx5//HGo1WoUFRXB3d0dWq0Wly5dwoEDv8Ip3ged20wCIE+CjsPhcDgcDqch4+zojaG934N7s7P4+eefEdyyNXx8vWBrawsPDw+EhIQ80BezZ8+exYcffvjA2uNwOA8HrZpHITH1NA4ePIwhQwbVtjl1gqZNmxreh8fGxqKgoACurq61bFX9puG8feTg0qVLhr/d3d3h7Oxci9ZwOGxsbGwwatQoxCceQlrWdaN1Y8eOxa1bt6rcxoULF7B06S/wdApDM5+h8HOLQmTn5/Ht+jfh4V2/EhampWTDr0nDkeFzULmhqMi8BrO12NjYQK2uG/IWdRUXp0bIyRH3LKvLeHl4Ijc5vbbNkE1ZeRHsVfrntKurKw4ePIi4uDhcvnwZ+/fvx7p167Bu7UY4Ouq99WxsbNClSxe8+OJ8hEW0xpFz32P515tqcxc4HA6Hw+Fw6g22ShUWL16MmzdvwlbTGmmJKgQGBiIhIQH/+9//sHfvXpSXl9e4HRqNBomJiXjkkUdqvC0Oh/NwoVAo0KPjLESfica9ezXjgFvfaNy4sdFvVkoNjny4zF0DYty4cdiyZQsAICQkBFOnTq1lizgc81y8eBFnz55F747vwc5WHyacknYJMXf+xty5T1tUl06nQ25uLmJjY3HlciyKNMUY/dkLiM/Xh2uzQp9Z8nZSof4EUo6EaYvVyZKYY0ns0RJruRduoGlTbxT6eJk9BnKk+cTsFauDPk5SyVJJ+DUrxP/Jp/S/F61lh+ATmTu7PzfhXu4BTJv+OLOstezYvhNhQwPx+PxRhmVypPqkkErsLfd40TIr5mRSLJXJItICUnJ3Bb0v4PA3qzBvzrNQKsUlAYqLi6HVakGGGC4u+gib2mTv3n3o3dUdn38w2UR+QQgr0SpL6kEqMThLAoM+3vT9Pbbvcbi5NEZeQTIUsEFa1jUUa66jRYsWiIiIQFhYGP766y/cunULjz76KE6dOgVfX1+0atUKALBnzx4UZvmhS9sJWLFcvw+WyjsReTta2k6ItXJg1SFL9KCwVmbL3PGWkrKQ2xbr+EktNyeTYqnUnlTydkul0ayhLl43YlgicycFS/ZEzn0uJbtGtyH3PrfkPLCSe7NspJfTNlq7vRwbCSwJo+qS4COwxgBittD3IUui1VoZnercV2slBmvCFtomufeAmA3LVv6LmY/3hUplKvpiiRSVlNSjFHRfSssxscY39DyElsMTbiPVv0s9e1jydyxYcxfhPIyesxCJLJZcMy0BR7ZnbUck+W68k4yzMWugU2YiODgYHh4eaNmyZY3I4eXl5WHZsmWGHKVE1o4FLXdHftPyf3R5YRl63C9Vp9y5MI3UnFpqe6Byf2ibpKT2pCTPhP1XYT/8AAEAAElEQVTn4l/3Ye6TA5nqH1JzWxpLZeqqOh4Uq1PqPqT7CKn3HkS2jtXXVAUp+X/SP0mlJKBtJzabk2pmSebR8v4Ea+RLrUXquhP246dWbkXO0Rg8+uijNWZPfUGj0eCzzz6DRqPvO3766SfMnTu3lq2q33CZuwaEMDLJ37/+SHhxGi6dOnXCjRs3cD72L3TvOBMAkJ13BwGNG0lsqb/er127htzcXBQVFaGgoAAODg5o5N0RrZuOQ9hX4bBzUCFe/B1GvSI5KRM9I9vgWnHDiKhR2TmjpKS0RuouK6+AQxVeaDYEgvuG48zv23Dq1ClEirzoio+Px59//gmVSgUbGxuUlJTg8ccfr/Ucfc7OTkjLKKhVGyyhoqIY5eWFOHTmBzRu1BRarQ7FJfmYPXs23nnnHQDA+PHj0bdvX/z999+4c+cOXF1d0aJFC9ja2iItLQ2BvtWfV4zD4XA4HE4l7m5OyMsvhq9P/VI24FiGm0tj9O/2MgY/qsCFCxew4e9/8c/OXQgLD0N4eBj8/PygUChw4MABXLlyBX369LE6x69OpzNIG3Nqh0Z+7khLz0NAY8/aNoXDsQpnHw/k8X4EAKBUKuHr64vUVP3HceG7cY518MikBkJ+fr6R18zEiRPRoUOHWrSIw5FHYWEhli5dim3btuHX/97BmSt/wLdJKQYOHChaXqPR4OLFizh69CjatXgM7q4BUNm5wF7lDDtbBygUNiYeaUJY3lh0olixxKRi62noRJKWeuiJbbtp+T6Mf2ow0yPnixC9BwaduJQuTye7pH+LwYqqkJuYk3gkHw4JM9qehkQlhRxKRUZ2PE5f/QkvvPic2TasYc2adRj3bC8Mn9RHMiJMKoJFiJTnJqs8K6Gr3KTLcmySm7iZMOxHTxTdTcD171/Gq6++DAcHB6P1J06cQKNGjbBixQpoNBq4ublhzpw58PDwEN/ZB8Q//+zCyIEBeO+NcbIjKiyBjjginr60B5lc78C3hh9Am6BB+Pf01whp54t+/fohOzsby5cvx7Zt2xAVFYWZ41ahtCwfl+/8iP/85z945cUP0L5TU/Tp0wcrV/yBQrdGCHribex9uQgAOwKAhVRkkpinNsuj2tLIBinvPrnrzZWxFjme6pbWRVPdkQ5SyPForcvIvc4s9fSVc26lrgchK3ddBQDMHN6eWaaq595ctBmNpREPUtdr6Td/ATDtM6p63OTYJhdrPIfl3vMPItLS0j6VtsXa4ywnUrW6IW3SyLFBbl/A2o61XsymvfEZaDu6HVo18ZB1PVp67UvdXyzbpZ7H1eFFz4q6Zo2npDz+zc2L6MghOiqFho7GIUjN6VhzOIKwvfj3UnHl5jbcyTgHbUU5VEo7FJcUomWzPohPPIJ58+bBz8/PbH1iFBcX49tvv8WUEcugUFS+DCa2s6KIxGDNbWsTVpSTlG30ftKRV3S9rEgS+joTXo9k3nf94i1o1BpMG9YRALsPpeew9DiWVjQgSEWMC8fsUvcyPfegfxPouQfZb9ZxIpg7XvS2rCgluo8gWDr3Iraw9k0MsWhLoU2RK/TXDf2ehkZKSYSeZ9FzP3PzJVaUMattqUi3c5klWP/LHhzbchXjxowX3Z+GxqZNm3Dx4kUAQJ8+fXDkyJFatqh+wz9TNhBoTUgemcSpL7i4uGDo0KEYM2YMklPPw9czxOBRQFNSUoKffvoJV69exfbt29GyWW94ewTB1dkXKjsno8E4p/5ir3JCaVn150zSarVIS0uFX4B5uUAO4OjbFBUVZaJek7m5uWjTpg0AvVSlk5NTrX9IAoCszBwEB1k+oa89dFAoFOjSdjKOHTuB4uJieHl5oXnz5rh+vTKXnIO9G2JiYjB58mREtJuGo0dO4MCBfzF5ykSUJ19DbuzpWtwHDofD4XAebtwdbJFXWPc/unOqHxcnX/TsNAtdPliLDm/9iiG93se4QV8irzAJAHDt2jWr6nV0dISbmxuy8+5Up7kcC/Br4o30u9m1bQaHYzUdu4fgVsItaLUNQ71GCuE78EuXLoHH1VQNLnPXQBCG8SmVSnh58ZelnPpDhw4d4ODggA0blqJtixGIj7+F6OhoODs7o6KiAmdOn0NxcTHU6gr4eLZD7w5z8dMXNw3bszyx6N9xUY0QF9UIIYdSTdaZeLdF6f+jcwwRTx2W3jZBKs+KOZ1z2juolZ0CUY42CDd429je3+b+zyJj2ys9XYzrIV5cZB9Ynn5CTxlDGzIfJ7TXDPHKCTej0w5UHt/lh2xgr3JDaUkRysvLoVKpZLUrh6tXr0Lj6Iqw3qEATHW0CabnyHg5QeiFpIP5aCIpbyOWN6lUZI05LzkdTD2mhGXo/ST3QAhSkZufAk9PT9Hjn5+fj9at9V6zhw4dglKpxNGjR6FWq2Fra4uuXbvC0bHqWtqWkpOTi5aBxh+TaA8+c/rZcqFzD7jeP2cszzGWFrjrUBv4P6YEFjZHU/8u+Pffgxg0aCCuX7+BfZsqcGynqX7+1n/fwZ0709Ct6wDcvp2IkuICdOtni0FfKqGwtUPfvuGwUSrxZRvjSQXLK1rK+1tsO93Fs7KiEOhr3FrPaJZntfB4y40ElAu9f1WJJHmQEQ1ikPPiaoU3fU3ZIsdbX+ocsK4LqdwG9Ha0LWI2GSI2KFvErvnS+HI4lqqh6NyVuX9yo9VY5Vys2MbaKA56PavPMLe9tZEy1m5vybVOkLomyXIXerlFlokjN78VDT1+ILZYmi+L8CAjkqTaFIsOostW17Uude7tB7eG9+0spGYXM8ux6pCbI0nq/qIRG9uJtSMn3yZd1sR73lncBqIoQM+PAPFcNp+cV5soK9DKCYYoFpiXOzfUs0A8Z4o/zOfkEVOlENYh/LvvAn1dccdtYO/hCzcX/Vg5tOVIHMlebJL0XS4KhQJ+vo2RnXcH3h5BhuXCsbiYzeaojoiklZunV7kOISQXFL0/LEzm54cY6yP1504sz61Y9JvYnG9gGz8k/HuBOY5gzRkM0XnOxuUJrPEqQI1BOndlj1+pSJgo6t6m5zf0fJCsD5eISAJMI4EKnO0R7lM5X6GPw7vU+wh631h9Bt0evS/C3wXO9jAnXE7nGP6CKK3ffydCH9fKPErGNjDPLVkuOLfknAkx1webRInFGb9XkBqfShHu44jflgQBGgfcuXMHQUFB0hs95Ag/JuXn5yMxMRGBgYG1aFH9hn9MaiAIPyb5+fkxk6ZzOHWVVq1aYdq0qfj99z/RofUoxFy8h7LyeGh1WrRsMgTurk2g1pTB1zO4tk194CgUito24YFir3KGr3cwYmJi0KVLl2qpU6vV4uCRY2g0/JkGdzytIb8oFT4+PqLrsrKy0KpVKwD6vGejRo2Cvb09Du1JQFFpJs6c+QkDBgxA586dH9ix1mq1yM3LqmeRSZWEtZ2M7YfegU6nhY9nCzjas/MyBAYGYmjkezgfuxaO7gX4c9b7UNjYQKfV4gyAjiP74cs/nnlwxnM4HA6H8xDj7myP60k5tW0Gpw4R1KQn7JT22LJlGUaOHIl27dpZXIenlxvyMmpfks5aEhISsHbtWnTu3BlDhw6td++fFAoFj1zg1GsUCgUCA3ohNjaWf0yCqTrXpUuX+MekKsA/JjUQhB+TuMQdp77SpEkTODs7o5FPe3RuM6G2zakTNNRBbnCzATgbvbvaPiZdv34dZVDCq1MfQKZ3XEOmoCjdKA8fobS0FNnZ2QgO1n/UHTRoEAYNGgSg0vtw1ivNMXv2bFy+fBmjRo16IJGyhYWFsLFRwsfbtcbbqgmcHL3QreNMHIlejO4dp0mWV9rYIqL9VAx//XGsfvo/6BTUBr169kRxcTEW/7QEh45dQ1Tvtg/Acg6Hw+FwHm7cXVTIKyqvbTM4dYymjcLwwVc7MX78eKSmpqJ///6i8tBiqNVqREefQ2SXuTVsZc1QUFCAYcOGwc7ODjk5ORgyZAhWrFhhtP9JSUnQ6rSw4TL0HE6NEdQkEvtOfYRBgwbB3t68UsPDjouLC5ydnVFUpM8lfOnSJTzyyCO1bFX9hX9MagDodDpcvnzZ8Jt/TOLUV4qLi5Gbmw1Pt6Zmy9GydqxErSQ0nsgYxB03/i2Utrtz9zSu29yAQuWAZmPmwgbG0g10Ilm6LVq6gRBOBXeQUGcS4kzKk3J0uPX+a2nIdHPRh12XmIbt06Hhxm0b17UzyVhaj1WORirc2iiMm7KRrruybf3jiZaSe2qxPrx82ZwInLnyOzIzM5kRMpYQHR2Nfs89gvZ9spjSgzSsMH4CLXNGYCVcpbcTIlfWhthMJEHINUquA4PsDcMW/fFWmySyBYDda/Vety9MKkNhcSqaNjKNjrl06RL69+8PV1f2R5vfvk1E97YL4Bl4DgcPHsSECTX/YTgnJwdBLf0MkVDmEjwL17PuH3OSZAZ5GkrWQipRKpGEOfHKEADAD2ey8XyPqZgJ/Ue4oCY9UVFRjMCAHgDYUiPkox0AZH6tQLcms3Hg6Gdo26YNvLy80K1rBH5afRThQzubJIqVmwzcElhyXlL9RlXX0+XMSd1JyeBVFbl95IPApC2GHJIYtHSSlBwSs01GebqfY0k1yYG1jaW2sxDaypK3Iwgl0Bxu3IAOgO6iU7Xdb+aeD1JSX+bk+2raJil5Nbnya3SbUnKJcmTILD0+1krRmbOJUPrNXwAqJc6sPVe0HKNU22JScjQPSvqOPr72g1ub2Ef/JraxzqXheFgo5ypW3tnBDsUllWNnE1vMtmA9rH0jcoti7maWjifJGJgew7DGxmQ5LZXNko4GKuc6ZOxq2Ob+GJYlu03md/R8jp5r0XMxut2+kRnG6xYDy+fZIG2hxkSmnJbtI3OBc830yxfAeB9++eY2+nd9D7HJS3H06FH069dPdF9oCgoKYKNQonlj6fMlHKsD1SNnR7BG1k6j0WDGjBlwdnbGuHHjUFpaip9//hl79uzB8OHDAQDnzp1Dnz590DZoFDq2HlNt9hLIPGY5bETm5Poy5BzSkvXCeWBScYVB2oyeE7Dmi8J7Q0rWXu6YhLWeJR1N6Bd3Xv9HnPi971pUJnsMSrfxbhjZ7v49wJg3m5tPi425ohxtDH1ZYWSkkZydYf5GvU+gJcZpaUF6vkPGvvQ+RTnaGJ9v6vhYI4Mu3BchpM3l8/S2P7WY3UeS9zyVZfW/w30cjewznd/awN21MUaNGoXff/8d48aNg6+vLxoy/v7+SEhIAGAccMGxHO4G0ABITU1Ffn6+4XdD70A49Y+CggLs3r0bP/zwA4KbR0JlJyG2W41oNOU4eek3nItdhY5uWtw7sgXa8tIH1r4U6SlZ8AtoeDnQbG3tEdSkJy5cuFAt9aWmpqJ5V8slKBoq7i5NcPfuXaNlOp0OV65cwbx58yS3V9rY4r333kNcXByKi4trykwD5GNSfSekxUDYq5yRlnUdHTp0wN69eyW38XRrhpdffhm7d+8GALRs2RJnTt+U2IrD4XA4HI4cuDwyxxzOjl7YvHkzTp8+jZSUFFnblJaWwta2/kUR3LlzB3379sWFCxcwcuRIKBQKlJeXo6ysDD179gSgl54eMWIEwsLCEHNzB0rLzGW/qWUapgAI5yHjr7/+wuTJk3Hw4MHaNqXW8fOrfB9w/fr1WrSk/qPQNVSNpAbEoUOH0L9/f8Pvl19+GR4eHrVmD4djKdHR0di+fTvWrVuHiRMnAjD2vheD9tIC5Htq5RXcw527p+DZOAfnzp1DQEAARo8eDY1Gg++//wEvHfoVNkrTb/EsjzfiHUWiaoTrWBFLBNpbikA8Y77/8xhCOgQiWtvIrA2kHpJgsjLip8KkrMHLjuE9RWBFZ8iNuDHnqUR71tD7AQDFqbdx/buX8MIL8+HiQqe9lo9arcYnn3yC3QnLsC/dCYC4ByV9jujjRKD3hz4Ocj2XzZUjXlMEOtEqfS5pW+gEoqx9INEyBHIPVVSUYNvh1/Dkk08aIsNSUlKwceNG3Lt3D3Z2dpL36MrN0zFkyBDY29ujW7duZstWhYqKCqxfvxYjHmmHDz+dCqByvwzJnBleiTTkOBHPMOKxSh9nsW1YXol0NBk5xtcS9qFty8Em9a3cPB03btxASEgIPDw80KtXL4SGhgIA+vfvbxSur1arUVhYiJKSEgQFBWHBggUoLS3FV199iZ03fsbgO1dEbWZdm3KTv5qL3JLahuWFaWl0ilxPS0sSkEvVIbUPrPKWwOo3qztaqDqR27Y1EUg1jaUJj6VYufoIAGDm1L411oY1SEXzVAW6P6lqZJG17YrZwGqjuiKLLNmHqu4vK5KIFaEjpy6yrVSUkqURSnKjgqoDVlvVsU/C6+THX/ZhXjdPM6VNt6tylJkFx8/Sa9ok0TwF3V+ZKy8VscCaA5GxOD3mIsvJuIkey9GRTMK5Axnn0duyYLVFI2wDEJ9z3ko+jtNXVmLy5MfQsmVLs+2q1Wos/Gwhxg3+Gs6O3kbrTJQ2BEoaYogpbojVJ2a3JZFJu3fvxpQpU9C5c2f069cPSqUSGo0G586dQ1ZWFk6cOAFA73wWEhKCnj17IjY2Fr169cKiRYtktyMX1jyEfkfAOo5PLdZi2x8HsWDeEKhU+nE+a6xF5tUEel7AmmeRiBlW1IrUXNvSssLlhKrO28WWWzvuY0Xx0G0R5PRP9JxZbnQRffxYqhb0exLWeELOOSOwrie6z6TfI7HeA41sVoGstFzMHvIf9OweiY4dO8LJyUm07YedM2fOYMeOHQAAJycnfRSoTPlRjjH8qDUA4uLiDH8rlUq4ubETd3M4dZGIiAiMGTMGTz31FBYtWlRteYK0Oi3iE4/gxMVlOBT9Lfae+ARb/30Du459AIXDHXh6emLGjBmYNGkSnJ2dcfv2bfj7tBL9kFRb5GTkw9PXNHdNQ8CpUQsENu6OAwcOVqmeoqIiODk7QmUvPpnlmGJn54gJEyYYSahevHgRs2bNgp2d/OP49NNP49q1azVhIgB9rqQ///wTzVq44I0FdT/PmrooH4n3pF8utWrVCo6Ojpg6dSo0Gg3Onj2LrVu3YsWKFUblFi1aBE9PT4SGhqKsrAyFhYVwcHCAm4cbkuJ5bjAOh8PhcDicB0FQ00j0DnsOGzduRExMjNmyV65cgbtbIzja1805XmxsLK5cuYKCggJotVp89NFHmDRpEkaNGoUBAwZAqVTi5MmT+Prrr3Hu3DmMHTvWsG1FRQV69OiBa9euoV+/fvj111/h7OxsGK8K5xa1jZefO9JSc2vbDA6nynj7e+DzP19BUlISvvnmv/jt15UoKKjDUYE1hDBXc3FxsYnSCkc+PDKpAfDmm2/iq6++AqCXuJs/f34tW8ThWEdqaio2btyIH374Adv/NJaao/MkEWiPqtu3b2Pr1q24evUqDhw4gLKyMrRr1w5OTk5wcHCAk5MTGjduDFtb00iDrVu2Q1faAoOXjwdQ6YVG2hRGHgmhPe7M6YYDxprhpG7iVUZHULw1/ADathxsoulNYEUZ0b+JBwwpTyI36IgoIXRd1kbDyPGmAYyPC/Eiu/WfLGza9yrefPMNq5NK3r17F+u2b8YzG781Wcc6V3K8mqyNBJCKciBebOY8nSJX6O8HVkQbDcvTi45gI+eg9cG72PLvGxg7bjiCg4NRVlaGb775FqP6fYyNe18HAPT6Vi/BZu6eLCkpga+vL2bNmgVvb2PPy6qSnp6Ov9euwcRJPfHDh5OhVNqYRG6x8oOxIuPItf3CJP1xJvc8fVzpiC7heaAjkEgdy+fZ4MyVP5BVcAFpaWno0Wmm0b39ZY+phjq0Wi2cnJzwwgsvGKLy9u7di/DwcHz//fcAgI8++ggpKSn4999/MXz4cKxbtx7p6Wlo3bYd0tPT4D1sFuIWtZc8jkKqmsuERuzaFVtnjqpE+UjVyUJuDqD6FIHDwpznvKWe7g8CuZ7+NWG7nGg6YWRSdUckCffd2v1j3eM1GblU08g5FjW9P6x8PubK0GWlImyqM8pHjr010bawXbl1StnA2he5kUli14/YfSKMTKruSC5zsO5JYoPDa1NE18utlyCnf7M0Gpf2vidjMqm5iiWw5hY0JCqFjn4ikOgoMt8k4zp6OT1vE9ZNSM+Kw79n/otRo4ajU6dOovYcOXIEGY5qDHt3DrMeuQhtoeeuLMQiktLT03Hjxg2UlpZiwoQJsLOzQ05ODuzt7eHj44MJEybA07Ny/Hv79m1s2LABly9fRmBgIK5cuYKlS5di1apV8PT0RI8ePdC2bVuUlZWhrKwMGo0GN27cwLFjx7BlyxZERUVZtb9SSCknAJXnszDxOnQ6LX54U/9RT+ralJrjWxJVzpq703MYudGDlo6r6TmTWJtS+YVZ0T10/imWbeYikaTeI9B5lKo7UksMVqQVjdgcXggrCorVf4mppdD5k0lfBQBarRrXXdbj2s6jmDTxMTRr1ky03oeR3Nxc/O9//zP8PnDgAAYMGFB7BtVj2LosnIcGYWRSdb+s43AeJI0aNUJYWBjWrl0LJ8hP1llaWopNmzbhp59+wpkzZ9C2bVt4eXmhe/fuaNWqlezQ1oyMLLRq0le6IOeB4eTgAU/3ACQlJaFVq1ZW1VFUVAQnDx6xaQl3069AaatDUFAQAODq1avw9mgBV2d/i+pxdHTEs88+i927dxskLKuKVqvF+fPncfDgfrz/8RTMeW4YlPXg5X1xSTZuJh6CRlOBoqIis2Vv3boFlUoFZ2d9/rgrV67g/Pnz6Nu3Lz777DN0794dH3zwAf7v//4PqampsLW1hZ9fI/i6dUNeSz+UZ+yEurTmc1VxOBwOh8PhcCrx8w5BE9/OOHPmDPNjUkhICI6tXIHOjw5Go1DzkngPgsuXL6N///5wdnaGnZ0dgoODMWbMGGi1WhQUFMDFxcXEEbNFixYIDw/H8OHD4ejoiJs3b6Jjx454/PHH4e9fOV+wt7c3OAR2794dbm5uGD16NJYvX15tcwM5VKjLkJV7676soP5jkp2bF4qS4gDUzQgxDscabGxs0f+lJ+AfGoS1X/2OLl26oG/fvlCpVLVtWo3j5uYGW1tbqNX6D8BxcXH8Y5KV8I9JDQD+MYnzMBEaGoply5ahX3h7+HoFG63TqitwL+MqsnJvo6gkA8VlGQgJ+RhJSUlo0qQJ2rdvj5dfftnqCJbCooI6KzfQkPHzDMWdO3eq9jHJi39MsoS4O3vRo0eE4UNs9JnzaNVstFV1ffjhh1izZg1iY2MNuX+sJTU1Fdu27kRJsQYbty9A954hVarvQXL5xhZ06tgJiUm3ce3aNdjYiEcbAsC9e/fg6ekJjUaD6OhoHD58GACwZcsWxMbGwtPTE3Z2doiIiEC/fv3www8/oHXr1igpSUXAwOcRMHDS/Zq41B2Hw+FwOFVFoahtCzj1iYLiNOQVpiEvLw/u7qZzS39/f0T17YfDi9Zg0uJ3asHCSsiHpN69e6NrV+OINaVSaTYXd0REBL755hs4OzvjlVdeEVX+oGnbti1UKhVmz56NRx99FAqRm6uoqAgZGRkIDAwUXQ8AaWlpuHv3LvLz85GXl4f8/Hzk5+cjNv44dDottDotdDotbJR2SM28hNSM6/D08EZWdjoiBm2C0t4Rdq6eqCjIARAkaTeHU98IHRqJRdNfx6xZs7Bjxw6MGzeOeT89LNjY2MDLywvp6ekAjN+VcyyDf0x6yNFoNIiPjzf85h+TOPUdDw8PDBs2DLv//RajPn4ehWvtkFeYitT/nsXdtCvw9fNGkyZN0LSxKzw89AnqPTw84OrqWqV2c3JyUFhYABcn0ySuOyNJyLG4zB0NKzydhMiTesN9HIH59vdDlvV1j7y/joRuT58OzH8GOFQinoDxXKY8mTZS/pPz+t90glmWhJ2wrnAf4+VS0j1yk0fS0IlS/X3aIfHuVrPbmEP/Mcm6j4TmwvtZsn50ok5STm44/uGQMH09lGRAuI8jCpz118vCyXfvt2Nejo9I5kVR4fak7S/uf4uJXKEPlT/xyhD9du/dRJs2/QHoZS+ysrIwoGtX+C9Q4s1TqwEAfe/nTv3yFb1UBpGVIPJ3pC5nZ2f88ssvGDduHA4ePIjGjRvD19cXERERsj/8lpWV4d9Dh3H23DnMen0MJj4zBN0buxrty1txSgDi8iWGY8+ov7K8/von8hfhPjlG5Uhbu+cbLz+Xqf9/+TwbhCBVLzkSST4WaZGanIlbyccxb+xzWLfuLq5duwY7WwejtsnxW7l5OlQqFbKysrB06VIEBgbiySefxNmzZ9GsWTPExsaidevWSEhIQKtWrbB9+3Z0794dvr6+2LfvX4zvdg9KO1u8G2aLAthbJLHFkr0hdVgqrSW8xqXkI1j3GisxrtwEu2L1WyoFQlNVeTtLJPuqS5KPxYOUspOSUZSDXBk2ubJtlthCS5Ay2066Bd1FJ7hWUYquqmUs2Z7ep6rI3bG2tfRcyG1bTrmalu+jpdXK9t0wkTqTkj6j1xObLXWPEpOFk5Jlo7G2bZYNcuTtpGyUkuZjyQWy6jUsFzlXBKPrJTkRZbmZom3XBKx7kuAg836Se83LeX6xZKFYz+mRlLISS2q48repxBORbSPjLpYUHmuOQaSg+i7Qzy3IPMe1SGNkOxaX3C9vXG+lxPldfRuGsV2lbaDU2vpGZmDaq+/h+4FzzL647dq1K458ewyX37gGPy/rrymhPF4I5URExrNkTC4mATdhwgT07NnT5EOSHBwc9GPZoqIiqNVqWR+TACAoKAjl5eXo168fVCoVlEol1Go1UlJSkJqaisLCQqhUKowcORKrVq2Ck5OTSR0hISEGCXsS/WRnZwcbRxvcjLuB3Lxc2Crt0DygG1JSr+CNN96As7MzPvt0ITSlxVDaO8JGaQudViuQFxMfi1bKjInPYVnzjAJn/ThceO9IybDR82ZiE6Fyzi5ej5SkHplLkt/hPuw5LA0ZB5G5KrHli5Ayo+3p4yC854USeFGONsxxLKkrypHYIq40Y/fRSv0f9yU/aUlCWnKPQB8HoHK/pcarBpsjI42W0+eATjMghbD/EvaXwuuOLCfvSwzX6v0+jMjdkX7hPziCRo5TcCruTaSkpKBp06aybKnPeHt7Gz4m3bhh2fiHUwn/mPSQk5iYiPLycsNvYcIxDqe+0qlTJ+QXFuDfT3+FtkwfrhrasRXGTJhTY9f4ju270DZoCBzsq/ZRilP9+HuH4Oi5RJSVlVkUdXblyhXcvHkTycnJCBnL5QstwcnJCRqNfhB68eJFBDXtBaXS+tD4ESNGID8/H5cvX0Z0dDTWr1+P1atXY9KkSQYpNxbZ2dlYsWIVVM3boMMbyzDlWcs19WsTnU6HH99fgw4dO+CfnbsREBCAzp07w86W/YKnWbNm6N69O1599VWMGjUKjzzyCPz9/ZGYmIhGjRqhf//+iI6ORosWLQDovbCKi4uh1aqRGpuAJp3qT8QWh8PhcDgczsNEduI9ODu5wM2NrYygUqnQp29vnDmzEkMj3zU4GT1INBoNbt26hUcffdSq7TMzM+Hs7AxXV1dkZ2cjICBAeiMACoUCTzzxBPLy8qDT6aDVamFjY4OgoCC4ubnB1dUVarUaW7duRa9evbB9+3ajvC/r169HSUkJ5s6dazKPSExMxJkzZxAWOhEhLQZBp9PiVvIJg9qCncoemnLj3MwczsOMnZ0jgppE4urVqw3mYxKBRyZZD/+Y9JBD3xw8MonzsNAnsjf6RPZ+IG1lZ2fjTnIiunz4FZ6ang06AkkqASbxGDJ4v1FRPwTilUKig0ikD13vucwSHCrRQqvV4maFzhBxMbJZhYnHndi2gGmkkcErhxEVREdmsBB6FtFePLTHIfFIJB4yTy02bpv28jJEgt23XZjs1s3FHykpKWjZUp6ueGZmJv755x90CJ6ITq0GYcXCDnB3t2UmvKT3iVVO6HFEH3vDMaa8uQzlJLw+Wd5RpslfxcuLnRtWAlD6Nzn2xGOxoswGZWVlUKvVuHz5MvqFv2FUXpjgdyYqI2pmjltlSPo781DlckCvmR4REYGIiAjMmTMH8+fPx6pVqzBlyhSmhEZhYSFWr/kTE58diG8/JtJtdkbHh+zLyGbsyBXiIUcfQ/rYVR5DT6Pf9L1NPPD092alTXFR+uPij8routdv/IMbiTfg7uGGdu3aYdOmTbh16xbudQ1AcatGAO6a7Hfjxo1x4MABAPrEoYcOHcIzzzwDhUKBLl26YPv27Rg0aBBcXFwA6HNTnTwRjS5tJ8JmWyDSdmhwbrGxR56Y55+UJ7LcpLU1Cd2nEUj/KZWwm+XhyUpyC1T2TZZGMNHlWfe0ueMnda/SbUrZICepek0hFZlSHRFKrLbo5Swv/dJv/gJQGWkgxyZzdeqSbkHRLAiKzl1rLArGEiw9xpbYLPccWBohUZ2RS8LoEyFSkSVi0T2y2gE7QoZAHw9W5Iy1UUFiNlsaSUPbxorycbjvCU6fC0uislgRR3Kjqei6E0/q++/mYG8vFR0lZkPFtQwgItAi26TaE6uLLkv6KHKspWD1s/Q5Ev5m3VtSfTb9PJGKGDb3/KEjJMgzmoxPSSQ+ex5kvB0pR8/JKscM+vHbu2HGdggj/+nxhSESiYFQeSLBzRl/a0oN0Trx8fFwdHQ0+djSs2cPJCel4FD0/zCg22tQKtljE2sg+09UA2hXo7S0NNjZ2RkijCxBp9Nh3759+Oijj3Ds2DFcvHhR9sckAGjSpAmaNGnCXK9UKvHoo4/i0KFDCAoKQpMmTdCpUydoNBqcPn0aU6ZMEXVIa9asGUJat0VRaSbsVc7Yd2IhAgNbICEhAVlZWShXl6Nz6F34h6gM59Rwbu8fr51JxtEtlSodlde4UbQP+V1SIhndQyDjc3J/0SoSlYogxnNzspye9xkibQQ2CNeb+02g74+RzYzfiRSSSBxqnkxUOFBSIqp2IjYnI1FOrtR+WzpOJX0j2b7ynrY1ao+06YLKvkzqXLH6PqlIdVoBBEUaI0UTS9QVWO96Kt8HGPeJi9aKR4r2v94Hc0d+ioCAAHTs2FF2+/UR4Tvx+Ph4i6ImOZXIyzrPqbcIJe5UKpXhxRKHw5FPbGwsPNt1h1L14D3CzFGQWwQ3T/NRGw0Fb49WSE5OllWWTG5ee+01tAkahKb+nVFWWo6M9LwatvLhwUZpi4qKCiQmJsLPzw9e7oHVW7+NDRYvXow5c+bg999/h1ZrKiFZWlqKVb+vRr9HwjHtRevyNdU2KWkXEBO/HUpbJfr06YPt27fDyckJhYWFUNpLTyRSUlIwceJEjB49Gh4eHggLC8OFCxfg5+eHLVu2GMr9/vvvGD/oG7QLHgEbGz5Y5nA4HA6nOtFBV9smcOoRQS394d82CH+sWY1r167hwIEDWLp0qdG7G0A/Hp7w6DjYO5bh8NlF0GjMS4FXN8nJyfDy8rIqj8rVq1ehUCjwwgsv4KeffsLdu3cRHR1drfbZ2NhgwIABeOuttzBs2DDY2NigoqICs2fPRnBwsOg2CoUCY8c9grsZ57D90AIUFGcgJeUu9u05hphSJzQZ/Qy8W7A/YnE4DyNBbZogZM5n2LHvX6xc+QcKCwtr26QaQ6hkpFarkZSUVIvW1F8UOp2Oj3weYt5++2188cUXAABfX1/Mnz+/li3icOofy5b+hoX/nYix43uYeHGY8+oH2BEsYrBy69B1kSiIZ8OjkZWWi9TAzgDMeePJt4u1DSnP2l9WvhKxduTWwbKJLrd8ng1uJh5BfsUJTJw4UbQOITExMTh+/Dji4uLw7OPrAQCHz36PzOx4HD7zAYJbNZI8Byykjp+YZju9De39xMq9RG9vafSDENY2dHRG2kINSsvysfXg63j55ZeRlJSEa9euGSaHtNY6rcVOIOWE0WUEEqkEANu3b8ezzz5riLohVFRU4K+/VyOwnT82/P0SbGxsmF5j5PiZizQBjD3kWMf4hUnibdD7UamhD6O2yXlfPs8GOXmJOHTuS/j5+UGlUuHcuXOYM3ktACA1IwYODu7wcDWdzAqPzxNPPIEbN25g1KhRAPS53ZYtW4aEhAT4+/sDMD4nGdk3cT3lDyxbtgy7nFON9tucp59U/hQCK8pFKnrGmv5TKscaaz19HZhGJkF0vRh0RJpUvjep/oFVzppoIanca3TONpat5vThWV6irLYtfe6wMNeHydWzpyHliVetlBeqtazcdRUAMHN4e4sjaVj7UhMRTtZGLAm3szYvlaX7IydKiBXdITsKyMocOGL10XVJ2S8VmVKd0LbIjRakz1l12mxpFBjLhprAEOXUU42fo+9gbkTVHWuszRnF2p51jbPOMWuZGFLXh1QEk7noXqnxAZ33hECPlclzujKCSRxSjiCMWKLzmbCi0kn0Cp3blUCPDQvzi7Fv0wks+2Iz3J1dce/uXbRu2w6PT5pokFwjVFRUYMOGDSjIsUVUxEuwtdUfF3r8SX4TgvbdQkZOPJwcPOHs5AO7+9uRsSQ9bheOMQH9OPy1117D1KlTYSnnz59HcnIyzpw5A4VCge+++w6///47xowZY3FdNUFJSQkyMjKQn5+P/Px8XLx4EQ62TdGj4ywkDtXfH30jM3Bu/R6ETxxqtK3UeA+wfGwjBWusJQfWXFBqHEe3TY8ZxfZRbj5R1hiRjlxizcnJ9tZEkLNso22X2weai5qS6vek+jL62EvlYqaPp/C40TmaxM57SUk55rywHKf3XcX0aTMk5ebrI3l5efj2228Nvw8ePIioqCgzW3DE4JFJDzl37twx/M2SCeJwOGzy8/ORlp6KwUM717YpJuRlF8Ddi+dwAgBfz2AkJSVBjn/EpUuXMHfuXDg66gdXGk0FUtKuoEOnthg24D+4cd38hLOhk3jvLIKDg+Hg4ABbW1ujvHzVzbfffovOnTsbfUgqKSnBmtV/w7OxMxZ8/4zJhLs+kJF9A3tPLETbtm2RmpqKdevWGeX7UmvKYauUniSOHj0a8fHxKC4uBgCcOnUK06dPN3xIoqlQlyIjIwPjx4/H/q9WoKL0wUmacTgcDofzsGKjADRa7qPLkY+LmxPGzRyEMQtfQrkt0PHVxbiXk4//fbsI0dHRhtykAGBnZ4eJEyfCt5EKxy4sgUYjPfbWlJVg/6kvce7acuw88j7W7JiNC7EbEJuwx+gdEYvCwkJcunQJarV1uUg7duyIO3fuYP/+/QCAc+fOwcfHR2KrB4ejoyOaN2+ODh06IDIyErNmzYK3vwLbDy1AbuyZ2jaPw6kVHB1VeHnhdPQc2gErVqyq0Xl+beHq6mr0biExMbEWram/1L83MByLEN4Y7u7utWgJh1M/uXbtGpr4d4Czc92SuAOA3KwCeHjzj0kA4ObSCFqtFrm5uZJlu3Tpgs8//9wQ0pyaGQMvTy8MHz4MEV17YtjAD5CVJl1PQyUp7TRatWoFQK9XnpycjHfffRdfffUVCovF84FZw+3bt3HixAl06tTJsCwjIwNLl/4KG20jfLryJdja1T/JtjOHruDA6W/Qo2cE4uPj8fXXX6Ndu3ZGZdSaMtgqVZJ1Pf744xg3bhy2b9+OxMREXLp0CW+//TazvFJpB29vb8yePRuFMUn448n3ZH2A5XA4HA6Hw8bJToniCo10QQ6Holl4KGat/QrOTVuh/Zu/onuH2Th1/Ap+WrIUOTk5hnK2trYY/chIKO0LcOTcj8zxW0VRPu4d3oTYb+fB29cBz7/wHN5++y0MHToULj4ZKNJcRLt27TBu3DiUlheI1hEbG4vAwED89ttv6NzZOodKW1tb9OzZE++88w50Oh1Onz6Nxo0bW1XXg8De3h5jxozG2HGjcGPFh9BW6F+i29mrUFH68L1Q53BYKBQKvPjpNDipmmDr1u0P3VzRxsYGbm5uht9yPq5zTOEydw85TZs2RUpKCgBg0KBB6Nu3by1bxOHUH3Q6HZYs+xk9n5+EVa/1NlonJTtkiayTlMQRDQlR1hzai+GT+sBOpX+hLpbQUtgmHR4tVict+cSqi0ZKxoiWmRCTbLM0bJvYSGQk7uT+Ch8fH9GkkRUVFYiNjcXlSzG4dTsB/j6t0aPjLLg4+eLkxV/RJMjGEN68c+dOlDdxxZC3ZpmEgUvJcbFk8VjSWvS+m9tfWh5QKuz/rTiSPFj8g4vUPgnbIOcvcO9NbNj7El599RU4OTmhvLwcp0+fRmlpKdLT01Fe5Ip+ES/Bf4G+bVrigyWrISZ39+XPQxEUFITnnnsObm5uiIuLw5atmzHz9bGY+MxQdPV1krVfcqUmxaToaMTsFINImZBz9uRT95e/3AyPPPIIgoODER8fj88//xzz5s3Dk+P/MKrfZtU6BAZ0N8iRAKbSI4SSkhKEh4cjISEBq1atwqRJk4zWzxy3ChnZN1Bcmovc/GRkFp7G7NmzodPp8Mknn+LZ7Yvg5OlmVvKAINXvseTwpGTyLJFBs0RS0xLk9rtC6GTbtMwMS/5OrqQeuX4IlkiayJUkkerTzZ1zUoYkGiYYEjAzbGK1ISXRaemzUqxNVts1ifD6X7nrKhTNgjBzat8qy9OZk3KRKzFnrYQYbYOYRBaBJUFYHW3JhSW7VlUJNWvqkSMzZglV3V6M6pL7MyfNVl1yfdZc46zzZamUnLD8pth7iGzmBX8Xe7Pl5FIXZA+lsFZ605zMndw+WWosTCMlJSUsQyDPeDJ3ocfhw370BGD6rCfPeFr2To40GkGn02HVt1ux7ucDmDdvLpycKse85eXl+OyzhegdNhvaLunoOmU4oq+2hE6rRdqRTUj+ZyWCAluga9cuCAkJQV5eHu7duwcbGxu0adMGCoUCxcXFOHDgAIqKinDo0CH4+laOZ1JTUxEREYFOnTqhR48esm0WQ61WY8mSJSgvL4dSqcSzzz4LB4e656BJ88OinxDe9ik08glF0r1z8PIIRMuP/ACYnlcW5HxLydjTyC0nVlbuOEtK1o6M6+RIUhKqOp6Skl02B20vgSWtJ4WU7J1wnCsli0z6bIfXpgCo3E96jM+ygYXYOxQWcmXHCeQdwovB5egT8TY6duyGiIgIs23UN5YvX274iDR79mwsXbq0li2qf9Q/l16ObCoqKnD3bqVcE49M4nAsIz4+HuVaNVpHdattU0RRq9WGD0kc/Qfz1atXo3379ibSZzt27EByYg6Cm/ZH2ODn4WCv90bR6bRITjuPgcMrtcB79+6NH5csRvfpjwBhddeDrjZIzYxF48ZNDZNalUqFPn36ANBLQi76/gdUVJQAcKlyW/7+/nj00Udx8uRpODrY4/TZU/hw2Xx07de+ynXXBhXqUkybNg22trZITU3Fnj170KtXL9GyGk05bJXmczwRHB0d8c8//+DmzZsYPHgwdDqdUeh+evYNHDj1FQICmkJlZ2eIglIoFHB18UBBWhacPN1Y1XM4HA6Hw5HAyU6JEjWPTOJUDwqFAjNeHYsdKy8iMTERbdu2NaxTqVTo1asXklP2I+2vFNw4cBq2AZ1RfCcWKk0Z5jwzC35++g8faWlp+GXZrwjoEIyCzBycOXMGQ4cOhb+/P0aNGoW9e/ciPDwcW7duRVhYGAoLCzF06FC0aNGiyh+SAH100vTp06HVauHh4VFvpKmDWjZHamYMGvmEwt7eFaVlBQD8atssDueB4ubmhNUbXsPgvu+hXbt2Rh+16zvCd+Nc5s46eGTSQ8zt27cRFBRk+P3UU08hMLDqiUE5nIbC8uW/48XX+uOZucMko0AILE85OVEgwu2E0BET5HfZ/n8w/snBFns8SSVoFO4TK5qJ5bFE20/bTqC9+2hvQDHvPVZ0D4kgUavLsPv4x+jQKQgDBgwwlEtPT8eqVaswss8XsFcZf+TIyL6J6GtLMG/ePKMX8P/8swtZqbZYdvwZI3ulvKak9p9O1kt7rZlDTmJNMaSuXTleSsRD6Z/pq+Hmk4Ohw4aKbvPbryvR3G8Yev1oHAVLvPhI5AaJXKLXE0i5qBfu4Jmh76NZUGN89vvLaNKiciIn5YVHJxklsKId6OTLtC3mIPtDe7GSNl6YVIYzV35HbPw+NPINQd/wF+DowHbw6DG0APPmzTOJ4ALYEUq5ubmYMWMGSktLsXv3bsP1PGfOHFy/fh0DBw402Wb5b7+jy3NjEDKgm2QUnvDapr3ppCKPWMnZSfJyQut3g0S3F0MqqkVu32zpfSSMWKPPO+2lyrrvWdDJhmnE+iFWFCkLuc8iOorE3DmVm+xYKvkya7m10YYA2/PTWm9VSxDzzheLTLI0WbSc7eRGXlVXdJQl9bCupZqIsCHIjUSxNMpDqq+zpI6a2G+pNizd/+qKWDJXt9y6WNFh1WkTq00a+8GtcehCMnzcHdE+yLta6qwqtRmxZA1S/aBcj3pLInitjXQm5ViqDlIRSHKirQF9dJK/xww8MXUamjdvLlqXTqfDmTNnUFZWBj8/PwQHB8PWVj8e0Gq1WLdhI/L922HqZ2OhqVAjes0/OL1iC+Y/Nw+urnqp9LNnz+LWrVvIz8+HWq2Gj48Pxo0bV28+/NQEMTExOHPmDMaOHYvtG8+ikU97tGymj0aho8+l5jisiDUyVzCHnPmhHCwd+4kh996qyjsPGrljc6koH7lYOy4zVxeBfg5LRXELjx+tAGCtfXLHhvS5GxD5LkJadzX6qF3f2b9/P44cOQIAaNu2LWJjY2vZovpHw31CNABo7UcPD4/aMYTDqYekpKQgPS0dT8wYIF2YUyewtbVH/26v4urVq7h06ZJh+fHjx/Hiiy+afEgCgKTUaLRu3droQxIA9OnTG7dTTqMwr6jG7a5PZOcnwMnZCTExMaLrO3Zqh8R7J6utvZahzfDRsuexZOd7Rh+S6hsZ2TcRG78f7VoNx+CeC8x+SLKGM2fOoFOnTkhJScGVK1ewZMkSrF69Gr169cKaNWuYevdeXp7Iu1d9ea44HA6Hw2mIODnYorhMvowZhyOFQqHAo88Mxeatm3D27FlUVFQgOzsbWVlZqKioMJTp3r07+vbtizZt2sDW1hY6nQ5JSUn4+++/kZxbjEb9JwIAlHa26DHjEYQM6okt27YiLS0NANC1a1eMHDkSI0aMwNChQzFmzJgG/SEJAIKDg9G0aVNcuHABzh4FOHnxN8TdPgCdTtypkMN5mBkwqANu3bpd22ZUK3RkEo+xsRwemfQQs2rVKsyYMQOAfqDx7rvvQqlUSmzF4XAAYMOm9Rg9JhRvvzvRaLmU5jALKS96gjkPNXrd2XWHMfu5YZJe21Ie+NXh5U2gI5nk5EARlqOjQ4jXljAqieUBRvLzZGTH48CpLzF9xhO4d+8e9u39F+MGfY07Q1oZbQcA2w6+jTHjhhhFcRJ+X/0nQib2x9//GWyyL6xjKjfqQaqcuevMUu9MoulOR8vI9UoinpdpCzXYc/xjlKmzkJubgylTpqBNmzbG2xQU4H//+w4vH14OG6XptcLSj7fG804qIomlVc7yHGVFjwjzPq3cPF00WoiGXJMkWmTa8HgUFWegaaMwQz1ikLqvJexD25aDjdoV4/Lly3jvvfewf/9+DBgwAOHh4UhOTsby5cvRokULdOrUCe3bt4ednbhk3qFDh5Dvo8LA12YwI1vM5a1h9QdS3ngsD3KiQS7laSx27cqNCmVFQdLXhSW5mEhZOn8Cy/tUKocaHW0kN/ea0BYpWPlr5Oa5EouisDbihKXJTzwxyXVhSR4BKeRGtFmCnL555Wq9F+TMqaY5TOV6scqJYLE22om1PcsGOe1I1S1VnoU1ET3VHb0iJ28Vaxtr11uD3AiqmojukYpmqmreLhprrklCVWy5eisLGXkl6N+lqcXbmrPFWsT2obpypLGw9F4X20Zum3QfZElOF7kRFqznPyvvIcFcXiZLIyl0Oh22776AT77biTOnrgMA7F3codRq0aVLRzRu3BihoaGGaCRAPzbcuWMPgpv3w5BfHoOtytjeeYGlGNz3XTg6eGPiRON5LscUnU6HvXv34uaNW9BpHdC9w1Pw9mjBzKPKikwiCK8fc9cKID3ukZtz0ty1T8Zah0PCRLepKpZEC9JYmuuHIHeMYq7/YW1b+s1fACpzILHqktqenvsA0jmvpLB0/ES3I2xL2Pa+g1cw7flVmDdnrqz66wM3btzAn3/+afidmZkJb2/LIosbOg3b5eAhR6j96Obmxj8kcTgyyczMxM0bNzHnuWG1bQrHCny9gtGtwwysWLESRw6fxtDI/xONSgKACnUJnJ2dRdd1atcesf8crUlT6x2+nqHIycnGxx9/jG3btuHevXtG611cXGCrtEVhRnYtWVg38XRraviQJAuFdJG///4bkZGRyM/Px/z589G1a1coFAo0a9YMb7zxBmbMmIEuXbowPyQBgKurKwrT+bnicDgcDqcqONrboqRMLV2Qw7EAhUKBR4aHYd/hj/Dam+Ph32skwj5ah6iuryA/wxP79x3HkcNHjLbJycmBu2sAurSZaPIhCQBsbBRIiE/FoEGDHtRu1GsUCgU8PDww99lnEB7RBvtOLsSVG1tr2ywO54HRp2cISspKcOvWrdo2pdoQRiYBpqpeHGn4x6SHGOFLPqKJy+FwpDl67AjGzBwAL29+39RXWjbrjaiIFzGy78fwdBfXGQcAlZ0jysrEvX3atm2Lu1fjkXovp6bMrHc09m0PB5UL3n77bXzzzTfYsGEDiouLDev1Ey5v5Kak1aKVDz86nQ4ffPABRo4ciaioKDg66r0I09LS8P333yMpKUlWPfxjEofD4XA4VcfR3hal5fxjEqfmeP/jKQh67GUAgK9XK4S3m4y+4c/j5KnTuHHjBr788kvk5+ejV69eUNqV4GzMGtF6PDyc0b5DIFJSUh6g9fUfpVKJXr164tln5yAucS/Sjm2rbZM4nAeCg4MKPZ8ej1379jDfm9Q33NzcjH6npkrnSOYYw2XuHmIeffRRbNy4EQAQGhqKyZMn17JFHE7dJzMzE7/+9gtWn/wSA9v4y97O0jBsliQTjbn1y5bsxmyR6Cki40QkkkjbwqTtwjpJeVqSiZZaMictJTdBulyJPVpCgtgglFwjPLVYv1+0RB4tOyDG7mMfYMjwSLRq1Up0/apVqzFhXh+MnNLPxDahNAFrv1jSWTRyjxct0SXE2jbotmjJwd3z9R/Thv3oCZ1Oh2a7Y+Hk6AUAsPU+iOPHj2PSpEkGffXNmzcjP2QA/HqOMLmWaJk7WsZLCrF9I9feW3FK0TbItULkKAi0nB0tn0hDyymag26L1MmSqyMQmbvuQ/TRRixJvXsZMTh95We89PIL0Gg0yMjIgIODAzZu3IihQ4di/fr16Nu3L7p162a2vbt372L99i14euN/mTJ3BEskOMk6WqaM/GbJ99CSETTm+he6PyN8EaI/X+T6IPeJHElNYXkaMelNlpwdWU+gZR5Z5cl1Q/o4Vp8tVme/uPMATCWApKRaWbJvcp5trG2tldKrSiJ1loSQlOSsXEkZgjm5P7G2/lx1EADwxPT+kudCSt7OEik7a6XmqiMJtRT0/rParg7ZN1rmy1opwaoce0upLlnAmkBMNk1Kns1SiTUpaTax4yN1T8lF7jWo6NwVOblF+Oe3LXh8UBujbeVKRErZVt1ygGI2yS1XlXuzqve11PbC9ay+RSgrVRXMjYtYSMlVybVR+Kz65ovN+HnlUaTFJ2HkyJHo3r07cnNz8cMPP6J32Fx8sDkCgPG87vflB/DfL3dh+rSZDT4/khxOnz6N7t27G36npaVh+fKV6NHxaQQG6MfaLNk74TrW+I8FS3JZ6loTG+PIlXlkSeQR5I5ZxNqRK7EuJUUsV9ZPDtX1DK2KRK2UnCddTkr+rip9MqvuA4VqfPzcEty+nIlp06eaVb6oD+h0Onz66adQq/Vzql9++QVPP/10LVtVv+BPjocY4ddVFxdxiScOh2PMwSNHMWbGAHh4u0kXrkW4H0D1YGfriPLycuZ6V1dn5GTkPUCL6jYKhcLwIQkAFi9eDAcHB5w4ccKwzNvbG9nn9kOnkf7owrGOa7d2omev7igsLMQff/yBLVu2YMWKFejUqROWLVuG48eP4/Tp07hw4YLJtlqtFjExMdBqtXBwcEBpUbFpAxwOh8PhcGTjYG/HZe44tcJrb43DjD8/x4j3n8WV2BjEx8dj/fpN8PEMgqebuDrDY1P6wNZJgc1bNhlepnLk4+/vj8cfn4yTF39Bbj6P8OI8/CiVNnj3x7nQVrjh77/XmX1/Uh9QKBRG78h5ZJLl8Mikh5iWLVsadC0HDBiAqKioWraIw6nbZGZmYvnyX/DHiS/h4e0mK2mlEDke2rS3B4kWIl7UUt7fpHwrlQ47tp5Bm+F6LymhhxIdmUR76tORG7R3FLGF9uRnRd+I2S430oQgFu1jDnMRTqQuVgSJ0Dts65vfoq1nE4SFieezWb16Ndo/Mxqt+nVlJkk1t6+WJoqX8riSUz99rVgaaUGOG4nEYUVPkHJ306/gevIagzePWq3G8t9+h7tTO0S0nwqA7ZEnN6Es7XFGR0/RUUZC+wi0DXTEEvEklEqoK3ZdkYijXt/uFd2WFZHEijwikUli5dSacqzZMRtTpkzBtm070aJxb3QJnQQbRaV/UHFpLnYffwdTp05F48aNjeo+ePAgDh48iKeffhrOzs74+ZdlePHAL8woMdb1Yy4BtbloRkB+lAS5hll9Md3XicHy5hz2oycA0/Mudi0Joe8HYYST1PVNRyzSSF2zrL5a7LnBumekIhdZET10ZKtY26zzIdd7Va7HKm0zID/qld4/+hqjbZYbRSy2LQ2JTHIsVWPm1L6yIxZozJWzNKKmqtFP5iKzWHWTCAup5NVVgbWfdNQMifJg2VQTWJsg25o2WPtLQ0e9sKKL6PXWRMmwtpVbp5x+w9r7gF5vybnS6XT4afkBPNvVw6K2rMWSc8Aqa6k3PKuccL3cbaUiWaszKlLunExqOxbWREHI3T+W7WLrs7MLMSDyHdg5OaBdeEu88MkTUNoqmfOV1vbA/Dk/Iy0FGD6C5wk2x6lTp9CjRw+T5Zs3b4YjuqJ1oGXv2VhjTtZck4UlYxMWciOP5I7VxLapDjuFyLmHLYluF6vb0nu1Kn27pW3IKS/3fFm6n6Wl5Zj01GKcPHsLgwYNRdu2baFQyEj2Wwf55ZdfkJycDACYP38+fvjhh1q2qH7BI5MeUnQ6HY9M4nAs5PiJo5g1e0idj0oCgLzcYri7O9e2GfUelYsTU/tXp9MhJSUFvq3YOZc4gJ93CNLS0lBYWAgAsLW1xZTHH0Ni6glcjtuK/MJ7DTaS7kbiIew58TGioqJw7dq1aqnTVqnC4MGDsX79enRuPQnh7aYYfUgCgIvX1qJDhw4mH5IuXbqEq1evYty4cbh58yauXbuGFt07VotdHA6Hw+E0VBQKBbTahjnW4dQNvLxccPHad1i65wO8/PkMKG2VZsu7ujrim++ewqVLV6ttjNrQcHJyQnrWdWTl3m6wcx1Ow8LBQYUtq1/CL9/NxNEj+/DHmtVISEiAph4qkri6VuZH55FJlsM/Jj2kFBQUoKSk0vtEeKNwOBxT0tLScP36dbz8+pjaNkUWubmF8PDkH5OqiqOnK/LyxGXs8vPzAQBujX0epEn1DlulCo899hh27txpGEi6urriiSemoLDiCnYf+wjn35+I/PhLtWzpg6WwOANnr65G776doFAoMGTIEKSnp1dL3cuWLcPp06cR3Lyv6PpydTG8vLxMlh85cgTLli3DnDlzcPv2bVy7dg3tRvapFps4HA6Hw+FwOPUHXz93RHZ5Flu2bENxMZc9ZsGKvGjZsiXKtMk4cPoLnI1Zwz8ocRoECoUCY0aEI+7MF2jcvzO27duFP/9ag4oKeQozdQUuc1c1uMzdQ8r169fRtm1bw+85c+YgICDAzBYcTsNFp9Nh9epViHo0HE+8MNqwvLokygD5ySzp8ixbzu6+AB8vVwR2Cxat31zbrOUsWSBhwlah7SzpBVoOSawOlkwZncieJdEkJftmTvZOKFeWW5CC3Uc/xMuvvARHR+Pjc+bMGUSfvoa/Lrwn2pYc5F5D1l4PUudWuI5IULHk/8hxIdByZmS7pxbrz+/yeZX+KGpNOfadWIiQ0MYYPHiwUT06nQ5Xr17F9m27MO3Pj+DZ1N9wnnfPzzGylyXbRV8vLGkyUq8QUpaW7SP2k+X0tsQ2ctxoeUiWTB6gl7UbNWoUCgsLMXDgQH19u3ejrKwMx48fR//Fh422oWXwfvzxRyOZOxoie0fapvc1PvEoskuPYPLkyUbrt2/fjlGjRuGtt96Cm6s7lEo7JGctg0pVKUtGS7GRe5bIwtGYO/bkGBIsTbxLYEmRidUrJY1I/ybXATmWpO8h0LJ4rL5JTLqOlhqVksqk71WClCykHKlNKflC2mYpLJH3dDl+3Oi3lKyblMQKbYMlzz3WepZkCksmxVz95q7zlauPoMTBFk9M728ipUKwRv6IHGNLktPXFlLJuwnWJLOW2oaWs6sOWT+pbVnbVFX+zJy0mKV10LJ4cuXuapLquFalZBxZbVlz3+gunsWSzRfx3LjOsrepik3msEamT6x8Ve4HVt1VbUtse2vrlAvdZ4m1zbJXiuqwUUrGj4WwD44c9gkCW4YhNDS0yvY8jJw+fRrdu3dnri8oKMCaNWvg6hCK7h2mQ6GwzmffUllwQHq8I1fWkYW5cZGl8sT0eFiOZLywnBhyr3fWdrSt1sj4Sck500itt6Re1vP7QYwHDW2XqzHh/X8Qn6PApMemwM6OLYVelzh06BD+/fdfAPoPw/Hx8bVsUf2CRyY9pNBfVsVk7jQaDdLT0xETE4PDhw9j06at2LBhs+Hf+vWbsPbvDVizZh0OHDjIPS04Dy2xsbEoLS3EY3Pqj150bl4xPNydatuMeo+HaxM08m2P06dPG5bl5eVhz549+PfAEXQJmWxmaw7BVqlCv64vIjo62iB3R1AoFOjQoQN69+mJja98iZzEh9/zZ8eOHTh58iT69KmM+hkyZAiSk5Nx4cIFye2r+rxt2qgLEhISjCKUAaBdu3ZYuXIlHBwc0MivLQIDuhl9SOJwOBwOh2MdfKrMqa/07tEKyUnJtW1GnUWpVJqNutArMjyBnIIYnLz4K7Q6U8dKDudhxV5li00fj4R3U1esXfdXvYlQoiOT+Ptuy+BvEB5S6I9Jzs56OayioiLcuHEDcddv4uateNioHODfshG8gpvCq1M7KG0Fl4RCgS5+gNJWiV//txM2hxXoH2VZckEOp65TUVGBAwf24vslT6NnE+NcSVJe0TTm1tMeNXK9Z1ie6sHlFVA0cjcpJ+ZNY0g4zogcItvQickrbdS/kD6XSQ0MSow9oUj58Pvqe0IvI+KBROqgjweJaiCRFQugj0BhRTbQx4X2+Ke97kc2qwAWk3X6SBTi/dUhdwz2n/gCGo0at27dxL20bHi2646Z6xfCxdsD4T7Gj0q5kV7moMvSHkh0lJe1bZFIHiPud+PCSBoh9LEkvxdE6etaPs94u8pIL08E+HbG+fPn0bevqfxanz69UVGhxu/T3sF7S2ajz/Cu+OQ8iX7R78chcs2U0JFI+uMRAuOIJBIlQke4CTkCfdm44+Q3jOoSi6gBhNevnVFbhJ0L7l9jC42ji65fv46+ffti8ODBUKlUhvI2NjZwc3NDamoqQg7li7ZJYMlp0BFJ9DkULg/w7YTffl2J4SOGIDhYH8HYokULrF+/CWMGfga/2QtgY+8IoNxof8m9Q877J+fFbaSPtdixJ9uSaBepyCNQH79In0RsCqcUJ83dB3SfaIh6o9aHryW2Gttf2Yfo21g42fw9J7xv6DKs/oneH7bHJuk/xW0Q/qbPI2mD7hPpCCSyHet8s/ZFTmROQWSkaF2uMiOUaBtpxCIxpTx06euD2OAq4alJ2yD8Ta4xUlchtd+sMcW5kDCj7VmY82Stbg98OtJJboSHHFtI3awpO729nAgNufvPikhiYUnkhdxtSXm6P7Q0mkRYjo4gkhs5RLdFbyenHkujV1jnk3VcLPEWl/L2tvQ+kbJVaB8iI1F2scDyyML7/QTdF9HHjfY6N4fUNVQdx8fSSEKp9dZEaFkbOWVppBp97cmJCrS0DRqpa9kcUlG8Ys+iLn3bYtue7Ra31VCwt7dHeXm52YgLZ2dnPDVrBv7++2+U2G3DZ599huDgYCiV+nlSeXk5Tpw4gbt37+KbT7dBoymDn3cb+Hq1htJGPyYj4/q0Q/o6yVxjZ1LlewC5EeQsWJFsUn11gbO9/loqKWG+12BFCZHxbWXEPlkjT0XgXKZpm6xngtxIJfoek/OMYR07S5Ea1xg+cYiMh1jPRDoiSeo5wOpjLBljCdtS2SmxbcsbmDb5v1j5+294ZPQ4+Pv7m7WhthF+TCouLkZBQQHc3Op+7vS6Av+Y9JAizMvg6OiIO3fu4MKFC4iLi4O3R0sE+ISh3auvw8EnQPQFEIG8NMhp0QF/znofnh4e6Ny5c43bz+E8KE6ePIm2oQEY+UhEbZtiEYWFpXBxcahtMx4KvD2C0LJpH4SEKvDSG0/ii5jesLFTwcWb3TdyxHG090Z5eYHoOoVCgYED+yMoKBCfv/QrvtvkB7i2fMAW1izXrl1Dv379EBERgXbt2pmsDwkJwdSpU9HMvwfatxoNFyfxD1nVQZ/w+UhIOobdu7fAx8cHAwcOREVFBTRqNZwcPKDyIF8yymvMBg6Hw+FwOBxO3aZ9h0AkJSVBp9MxHZoaMvb29igrKzM4aLNwdHTE448/jl27dqF79+4oLy9H27ZtERERgcTERJw7dw7+/v5QqRxgp7TB2dijyC/IQ2PfUDTy6YRmjcLh7Gia85TDqQ+oVLb4a8PrWLzoH3z24QpERvZBr169YGNTNwXRaPWujIwM/jHJAnjOpIeU//znP/joo48AADZKJZoEBMDXNRKtmveFg73+BqHzREhps547G49RQz7G1MefQNOmTR/IfnA4NUl+fj6W/LQYP25/D0Ftmkh6vMiNJmJ6H5vJ+8PSDGZ5Vy9bshuznxtmkmuGRo7Ht5T3J22/XJvp5SR6hI7wACq95ukoEbpfYrXByslEe+OLRaGwPqjTbcpFThSR3BxarAgl+pxJ5bsSy5MkzB0lhJWHhxUNI+Tf01+hW6/W6NSpE7MMAERHR+P8+fPo3XEBHOzdsGit8X6w8lzR54TOoURD7wtger4NkVcS+ZhYOaRIRFJsbCyioqIQERGBHj16MPc9Ly8PJ0+exIULF+DnFYqQwCFo5NPOaPLefUg+5s+fb4hEIm2Q36z9FDsOFeoyxNzcjtiE3XBwdIBH30cRMGiySb4q+h40lwtJuJ5g7n6Rm+unOrTTWbDaYnkwyi3Pym8k3Eaqn7I0r5FYW8J6hEjla6LX09eBWH8t1aalOe6kvEilnsXmPEPl5oywJLdEVRDLmUQjV0u/JuxjYc6m6vK8l+uJb40tUrZZms9FTs6IBxGRIDfqh2BJdItYveaiQiz12JZ7nVsS9W1tXj65SPUTZGxuzia5+W1Y0QKAvIgpc1iar85cfiJr8zPVBJZGZFlyj1ZX3VKYO56W5leRilAS5jOc/79DOH5LiwkTJlhl98NOYmIi7Ozs0LhxY9nb6HQ6FBYWIjU1FampqcjOzkb//v3h7u5uVC4vLw83b95EYmIiYq7GwscrCC0C+uilqO0qJe3peQkrQsnSPM3mciFJRYpaqqAhN5+lEKn3M8QG+l2I1NyZwMo5aY6qRNAC1vcPQuTmY7ImuleqLVY5YUT+tdhkzJr2PUpLFRg7ZkKd/EiTk5OD7777zvD75MmTZufwHGN4ZNJDSlZWluFve5+muH07AU9N+LNKdYZ3DcbU50cieu8Z/jGJ81Bw4N/9GPZYbwS1aVLbpnA4D5yc5DT8Pv3/YAsV7FXOcHLwhItTI5SiNRx8AuDg0wT23qYfY8yRm58CP7/ekuUiIiKQnp6OszF/onfYc9buQp3hwIEDmDRpEnr06GE2QS8AuLu7Y9iwYejbty/Onz+P06eXQaGzQ5/w5+HlHljtttnZ2qNz20fRKnAA4hOPQNVvfLW3weFwOBwOh8Opn1yMz0RI2561bUadxd7e3iQPqRQKhQKurq5wdXVF69bsD/ju7u7o2rUrunbtipEjRyI2NhYXLxzCmSur0LxxOLp1mAl7lfmIKA6nrtE2tCkOnfwM//m/Nfhl+W+YPvUJ+PrWnCKHpeh0Oty+fdtomfAdOkca/jHpISUzM9Pwt4NvQLWFFvZ/pDtW/7ATarUatrb88uHUX65du4bbd27hw1Wza9sUq+BBpZyqYquyg06jxdNzZ6KkpAR5eXnIzs5GRuIZZF3MRVJWFkoK83HHOxgDe7wlq061Ro3ycnmyaf3798d33y1Cbn4ygOAq7EntodGq8frrr2PZsmUYMWIEQkNDZW/r5OSE3r17o1evXvhpyTIUl+TUyMckgrOjFzq1GYs4O5V0YQ6Hw+FwOJbB1cE49ZShEU2xKzYJHTp0qG1T6iQqlQp5eXk13o69vT26dOmCLl26oKCgAPv2HcCuYx9gYPc3AFjm4Mfh1DZ2drb47KvpuGbnjeU/r8DkxyYhMND6uW5FRQUyMzORnp6OrKwsqNVqqCs0cHRyQEhICAICAmTJdJaUlOCff/7R39M2NoBWH8UmfIfOkYZ/DXhIEd4Itk5u6PXtXoCS+3mqmV66ZCQlYcJKgOdaVIap7RrjkyZeuHXrllkPCw6nLpOfn48dO7fh9zUvw81Tr5UqFgouV9aOYK0sHlCZWNIkFFvm9qyQdTrEWc62rOVVDWGvlNUybkco5cSStTMtS7dBEnTSMp3GXmR0fydG5bbmH5FyQ/VJ2H0BtVxsO9a5MITuWyjNYpCqWqzf7+XzKh0LCn9xhaZCDXt7e3h7e4tGnJaVlWHTxi04dfk3+A78wGiARqTXCDPHrUKHVo/g0KFDmDZtmuRgzsnJCT17dMfFuA04l/mC0ToiIUckHcjziiAl/0WgZd+IXJ6wDSwWL8tKgvtlj6kAgBtf3cDEiRNx5nopnnnmGYvD9y9duoTbt2+jpKQEObmZ+H3Dq/i/+QdEPxSz5O1oW81BjmWlbJl5ySDDPUjJ3dHyd6Tt5bAxakcIaVOujB2BnGe6P5CSgxPrP+i6TGwoMb4vWfe1qbSkcb1CWyoTJtNt02XF90esTkAgPUj1l8J9outg7U+lTAr5X18Hq69knRPh849ui3W/9ou7L7EjkexcSv5ObL3hWFCexCzZF0mpMoZciLlnq1iZEofK5wpLeoQlPWWQS4wzTmQtB5bsCYF+XlkigyVXSoWWnHGh1suVmKmKvJ1UnXQ9RLJF7vUiVqcU9HGTK7UnhpTcmZS8nVQbwuTfUkhdD6xrkS5v7rnBup9pG+RCjp9QqseobUF/ImZXYqGpMw1LBop1TRGbDcdPcE6qmvxd6vqQOldGNlD3htS1IyXFVtNSnYD8fsKcxJwlSevNISUPaInkllwZM3ouIRxtDgpvhp937AcwQna7DQmSM+lB4urqinHjxuDokaPYdfRD9C97Gb5erXHk/kelc82Mx9YsTCRDncXXG5WRWSepi5ZzHtlMvD4paeRwH0fJOQJLApXMs4f96AlAKMdtfp8KIyMtlmWlyxskI2XK2ArrslRml6yX6s/JesNYS6RcdcvzCaUzhbbtfWcQNnZyw7TnfsGY0Y+I5hVmkZaWhmPHTiI5NQk5mdnw8fNEYEgAgtoGwNnVEUpbJdJTsvHXxvWARovGvgHQanXw8HJHp47t0bRpU0NgRVFRES5fvozjx0/B1yMUV64eg1eTQFTkZwPgH5MshX9MekgRhujZOrubKWk5T03tg0XLjyM4OFhWxFNaWhouX76Mdu3aISAgoFpt4XAsRavVYv26TXhy1kAMHNxJ9kvNugZPjsqpKjYKGwQ3740dO3bgscceE+3P7e3tMW78GPz00zLoTuyEf+Qos3WGBA3CkYtHcOPGDYSEhEja0CuyF44d/wbZGXnw8q3eZ1VNcv36dfTu3RthYWGIjIy0Kvo3MTERfn5+mDNnDpo3b44mTfRymzqdBnZ28j6WcTgcDofD4XA4VaF7qD/yCwqQl5dnktOHUzsfkwD9fL9vv77w9PLEtq1fo0enWQDGPnA7OJyqMuGRbhhf6onNb/wXcTdvoF+fvvDy8mKWT0lJwcmTJxF3/SbatBiMkQvHwzuoCca1UYqWbzP/aaRdv42E75Ngo1AiwS0LVzdthZ1ag/YdQpGZk4uE+JvwbBOOiHaz0NS/M1xcXGDr5Gb4mMRl7ixDoeNaSQ8lzZo1Q3JyMgBgzjuT8Pi8kSZlLE2MTL5EV4R2RreBH6Bx07aIpDy3ioqKUFxcDCcnJ8TExOD85YvIycmBWqvEyMEDEBYWVi37x+FYy+HDh5Ccfgs/bn8Xtna2ViVyp7EkOTBg6n1oTXLhH5btxfOzh0h6lMhNaC5nW0uTqrOQm/AeYHvBy11Pl6M9ueW0aek1wkoMWpVrjXXNEOQmMl3wt/6DPokm0WjKcTX5B7i7u2PAgAHM9u/du4c//vgDhw8fRnh4uGgZEj3j1/oSTp06hUGDBkntFgBg0aJFGPvj2/BuEWA4P7SHG8EQkUFBR+aQ6BhWZJIhKskKPvtxICIiIhAWFlalJJ0xMTGIj49HdHS00fLCwkIM7/cqgpv3tbpuAtlfsfuDXDOmHnx66EgkgtxjRycKFiL3fpW6B009IdnlPzmvtqhOAt3fkbZYx0ds38h9RyDXpVgUl9h61rkh0NFiwvLkfNHXArGJRI1JRXfJ7WvFqMq2YvV8XnIaAHA4RD+mFJ5La59LciNNzdUj59m2a+0RBLqq8MT0/rLrsWbMwKqDFXkhFZllzkteKvLC2nGInKTydOJsudE8cvbLnA1yoI81fQ6qapuwbNm+GwDYkUdyoyjkRLMTLL1npK4H0kfT44Cq3N+scas5FQ6hjXKSwQufDefW7cHGz0aaLBfbLynbxZQS5M4X6EhDuh5rsPR8EuRGIlly3bOQ8vAnkPuFRipyryYxt9+WzvVY/T8NHSUR2mMBevQahJYtW8o3vAFx+vRpybyoNUliYiLWr1+PjsGTEdy8r4niAGt+bsn8k9XHkGuI9byX6pvN9aVy+/XqcAC2dOxv6b1kru+RikSSin6kkepLxZDbv0pFILHGFFJ9LwCkN26Fhd9uxy+rDqJ9+w6IjOwDT0/9XFSj0SA2NhYno0+jIC8HE54ejA/fHAN3dyfD9ibKL2aej2czinE1+iZWrI6Ge4AvQof1hpOnsZLIX/M+QdK5WADAnDlz8PPPP5vdd04lPDLpIUX4VdXdixaSqBoqlS1WL3sWXQd8BHd3dzg7O8PW1hYpKSk4cOAglDZ2KCktQJNGHRDxwgQE9wnHxi8OYfe+dWjSpAn8/Pyq1R4ORy6JiYk4dfoUlu75ALZ2vPvjcJRKFbZt24awsDD4+/szw84bN26MgQMHYuzYsbh06ZJh0CdGixYt8O+//8q2wd7eHhWlD97bzxq0Wg0mTJiA4OBgqz8kabXa+yH2x0VzLJWXl8PGhvdPHA6Hw+HUK7hoAKeeUlBQgoRbqRj/KFeRqas0b94cY8eOxZbNm9GyWe/aNofDsQp/P3f8b+ETeOulUfjsv9vw89KfENCkMTQ6FTIz0uHq747wGSPx0pNdobK3g7u79c64CoUCHbq1xsBGbFk9Rw9Xw988Msky+NuKh5Di4mKUCDSdI/1dEeVoI6mfy/IsIh4IUYIv0O1Dm2Lx19Ow5Ld/UVpWgbKyCvh4u+LIzrfQ1SYHFWoN7GzvhyBqzuPr193wikNrRJ8/h6HDhlfbvnI4ciksLMSmzRvw8ufTERBY+UGT9oQkWBItZKmHILmn6FwONGJef2Tbcns7FDjbS3r8yfX8lbLByH6Ghz7xjJLyaiJtkogIkkuJbuetOPEwZmHbcpfTuUosqVfqWmDp3Bu4f56rogdPXzN0VIFcWwnCCJ13nv8XXdvOxc6d38Hb2xv+/v6i24SHhyMtLQ1DhgzBv//+C1dXV9FyzZs3R2FhobwdA1ABLdRlpnkGhBiiYaKMl8vJFQQATy3WH78Ff9+P9FhQGblB5/4hZfsHzDSp56OPPsKxFRmYNm2arHZp8vPz8fvKP6HV2KFLm6lo4tYFM8etMuSfmjluFUpK80w+JrEirejlpl6KxFvLNPdOuI+xbXR+HlY0TAjEjzkdZUNsoKNyABhy/dB1S+VMY+VKosuTfl0skm0k1U/R0H3Agr9J5JbaaDkrGoiO/gOMrzegMg8XMwIpUn9/klxhJNcZfYxZNohFj5EydC4kYi9dV5rJvaWvk+QOo/t9c9Dnh26TtpHAqptEepAYSeG5ZEUckGuCtonW8a+KRy+BlfMFAGJdVXAsVcO1qEx2vkJWOaGtdAQCC5ZXqlT+JnO5WqTyi9H2GvIbSOSfknMu6P1h5W8yiRKS6Z1blec2K7eCVI4payIzSESFHK9gSxDeN6yoTlaEKPlNcseNbKZ/tpKcX3R9lf2ErUk7lZGlELWBQB9LOmelpZGHYjZU7o9xvzayWQXKPDWGukzHacb7Rcqx2ha77y31qmflXZUTgUXXxepbaRskow1Y+VoiI+Fy/Dh0F8/KjjQ0vKO4f55ZOc5o5EQgVTUnEqs+sXrk2s2CtZ1UfYrOXQ32HPvrH/j7esPBwcEqGzgPhqCgIDg5KxF79wcoV7ZEmxajsTNS39eScb1YH8Pqn+VGjJN7jZXrk0bY/+vHdp7MMS/p12mkIpGsiepkRbXQ72hYkZhyo4jM5XZklS395i8A8iMkmVHbkZEmx07uGJG2iWBppJIwvyKrH2rcyAOLvpyOBa+MxtmLt1FaWoGmAZ7o2a2VcToHxnOdIHynTbdZ+fzSlxW7pq4FOCHu/t88Z5Jl8I9JIty6dQsXLlzA3bt3UVhYiMaNGyMwMBCRkZFVymOQnZ2N//73v9i6dSvi4+Nha2uL0NBQTJ48Gc8991y1PbzpL6re1RyZRJg1rR9mTetnslx38WzlhyQBTwxpg9/f2o7QdvpEaDznC+dBodFosGHjOvQf2w2Dx/eqbXOqBa5QyqlO/L3b4PPPP8dHH32EmTNnwtnZ2aSMQqHA8OHDsXXrVgwZMgT79+8XLRcYGIi0tDSo1WrY2pofZpSXlyM7IxM+LZtW277UFCdPnsRXX32FWbNmQalkf+g0x8GDB+HlGooenZ6EQiE+sNfq1LBRWFc/h8PhcDgcDodjCcFN3FFRVowdO3Zg2LBhkuN3Tu1gY2ODxx9/HElJSdi2bRv8vcPgj+a1bRaHYzUBjT0R0JiteFLTuHlWvivnkUmWYXnG6IeY9evXIzIyEi1btsSECRPw/PPP4+2338bMmTPRv39/NGrUCPPmzbPqi+XRo0fRpk0bfPrpp7h8+TKKi4uRn5+PU6dO4dVXX0WnTp1w8+bNatmP/Px8o9/ubk6Mkg+WriF+eOulkdi6ZT3+/OMv/jKc88DYu3cv3HwdMf+Dx2vbFA6nzjJv3jxMnjwZK1euZD7nbGxs8Mgjj6CkpATDhw9HcXGxSZkOHTogPDwc+/fvl2zz3r178GjkCwdX049SdYmUlBSMHTsWw4YNM5ss1BxJSUlISEhAWOgk5ockQC+lZ2PDPyZxOBwOh8PhcGqeVk08sOGjkbh48SJKS0tr2xyOGdzd3dGhQwd069YVV29urW1zOJx6jbPgXTn9Hp1jHoWOv9FHYWEhZs+ejb/++ktWeX9/f6xcuRLDhg2TVf7KlSvo1auXpOxP8+bNcebMmSrnFDp58iR69aqMvrgc9wPa+7gxy0slxrUmuZsQYdij7uJZlJWr0WrSCgwao887weHUJGfPnsWhU8fx+/4P4O7lWm0yDUKk5HGkkmfLlSYTJpDftGIfxj85WNJ+GlZINL0dndTa3DZSofKsBPakfL+48wCAp/6nb4tIsInJKLGSxLPk7ehyLCw9jmJlWXWxJHzMJRWvLli2keVEPovIrOl0Onz77bf48MMPMWHCBLRo0UK0Xo1Gg82bN8PR0RE7d+6Et7c3Zo5bZagrPT0d7du3x+DBg9G2bVumfVlZWVi2/Dc8v+cnvNdVZVhOrnUi12WpzBuBLCfXFJGzfGGSfCmRn9ZMRK9eveDu7o6BAwfK3k6IVqvFypUr8cYbb2D+/PkAYDheNHkFdxEXAriHhDNl/FiSciwZCxqx+0HqHhKTTjMH61yIlaHl7WgJTZYcGr2cvl7o9ebqIG2Te4K2kSlJdx+W7UJYsnR0HQRzdYltT++/mN30tcJC6nyTe4plsxBW/8vqz2kZPHp7Oc9n1nOJXs56PtHStzSWPCMIrkVlWLn6CEocbPHE9P7Muuhng5yE13ISEYstl5KltQT6GSYcswDsYy+2P2IIy1v6XJVb/kEiNb+yRu5OShZMrlSNQVpXBlLySXLH02L3rNwE7XLHU3ITvYuVZfVXwvXn1+/FO6/0NyovNf40V451n8qV45S67mti3EmwRDKUdR9K2S3Vd7LuJbH7oGzfDQCmElOWSkdKtSVH/qoqfQDAlvk01zY6haP/I5/DzqEx+vUzVZ7hAKdPn0b37t1r2wwDBQUF+OGHHzBh0Pews3M0yHQL7zVWP8YahxJY4y5WvWJtWPoMoJGSKTY3XpPbVxBJfan9lXovKlxHb0Og70MpOV4CS5rP3PGkZfukxqpy9k+4HjB9VyS1raXU5HhNaOtPyw9g3msrAACenp7Izs6utnYedhp8ZJJGo8HkyZNNPiT5+vpi6NCheOyxxxAeHm4kyZaWloaxY8fi6NGjstp49tlnDR+SGjdujMWLFyM6OhrHjx/H559/Djc3/YeexMREvPnmm1XeJ/qLqqub5XrvNYm9yhav9gjE6WOHa9sUzkNOUlIS9u7fh3Ffvwp3L/H8LvURrVYLBc/yy6kBFAoFXn31VaxYsQLr1/+NpKQk0XJKpRLjxo2DQqFAt27dEB8fb7Tez88Pa9aswY4dO1BUVMRsz8vLCzqNBvlpdTOsXKfTYebMmVCr1ejfv7/V9Vy5cgWOjo6YO3euZFmtTgOFksuLcDgcDodTn9ChwfvocuopazefQlx8BiKpF9mcuourqyuaN2+O5PSLtW0Kh1NvcXOtTDWTn5/P1bMsoMFHJr3xxhv4+uuvDb/t7Ozw3//+F3PmzIFKVeklHRMTg2eeeQYnTpwwLPP29sbly5fRuHFjZv2XL19Gp06dAADt27fH0aNH4eHhYVTm9u3b6NGjB9LT02Fra4vMzEy4u7tbvU/r16/HY489Zvhdnr4ctiI5jGikvFhYnjUsTx3WV+rSb/5CcYUGLRcdxLSnnq5yJBaHI0Z+fj6W/voLXlk4FQPH9jQsl/KMpZGK7JCDNQm8zdlQWlKGf7eexojJfa1uy9IIJoI5b1WpqCE60oguTzzhicc7XY9YW3KjoeR6GLG8fSyJUKrq+abrE7NDymNIyhY6QfSJV4YAMI6WuZawB/dyj2LWrJnMHHc6nQ5Hjx5FXFwcend8Byq7ylDxlZuno1evXmjRooXZ6KRFSxZjxMLn8fQwU81vYh8rQoeGeOXRia/paBMWOp0W730diejoaJw+fRqHDx9GamoqZs6cCXt76z14L1y4gJiYGFy6dMlQj1hkUlxUIxQl30DH0Aw06djaJCJFbmQWHZFF6hGL4JKK+qG3pSFRbcLINLH9oyOVxOok9tJRMayoGjqSha6X7kvk7A99zFi20vtDR9GYu3ZZkXZ0tA9dB20baVPqeAHyo4BY/TQr6ov2CKU9SIVtyfHsFy6n+3H6PAv3j4WlUatSzxZz+yBlf5SjjWhkEoHlfcpC7Bkh13NV6tnAeoaKRTTQZVhexKy2WW3S/bi5OqyNtLBmO6nnr1wPX3o7S2yrqocua04nNsazNnE763ogyE38LlYnTVXHX2L3iTWRdJtW7IP9oBFm2zK331LRxHIjtaQwN4eRG4Eg19OdhlzPxKtdiLWROHKRE10kN7KoOrzm6agBayO0aOh3OeY4HBKG8tJyTOy0AKPHDEWbNm3kGd8AqWuRSQBw4sQJxF3NQd+uzwMwHUey7me6r2FFwBPkKgQI25ZC7liHUBW1GHo9gY6gpscd5p4Dcu95qXcLUqoxBOE5k7KXHptbqopjLtpX6h2KVIQ4gRUxae56kDv+soTtu89jzOPfGn4XFRXByalupImp6zToyKSEhAR89913RsvWrVuH559/3uhDEgC0a9cO+/fvN5KPy8rKwocffmi2jeOCgdKnn35q8iEJAFq0aIG3334bAKBWq3Hq1ClLd8UIYWSSk5NK1oekB42jrf7SszaJOYdjjpKSEvy1bi3aje5n9CHpYaG0uAz2DirpghxOFWgdOAA5WXlISEhgllEoFOjTpw98fX1x4uIyE2+e8PBwpKaa/xDk7OKMoqy8arHZWgqK0nDiwjL8ves5dO3aFZ988gnOnTuHkJAQzJgxo0ofkgCgc+fOUCgU+M9//iNZVqtWQ1kHn9scDofD4XDYcNUATn1kw2/74OXjjpCQkNo2hWMhoaGhSE67BI2mvLZN4XDqJW6uxh/UeN4k+TRoHZUPP/wQFRWVX86ffPJJjB07llne0dERK1asQMeOHVFeru+wf/31V7z55pto2bKl6DZZWZXSPaGhocy627dvL7qNNQhvAPrmoLU4hV9vWV4scjWCidaww2tTzJZzeG0K4m+loeybg1YnMudwWOTm5mLNX6sR1q8NXl84wbBcricljZSHnjmvZ9KWVJSLpV6b/8RrkVHkBDnZW6Qiblg5Dd4NY7w8LzH1ZCF1Ei8Y1v7Q3sUmGsdrbY3qI7bIzQMjBsvjRkpDmXhLGcrf/1+4b7T9Uh6zdDmp5ea8PlkeOOS3OS9yISytbBJdsmyZBgsXLkTLli2Z0UkKhQLDhw/H8uXLET4gG+cPegPQR6akpDkh+ko0/Pz80K5dO9Ht27Rsjb0fLIf2n7fg7toYi9ZKf7hhRXbQkRzLD4n7zJD9A/SRx926dUNYWBhGjJ0NT09P5r5ai0KhwIgRI/Djjz9i4sSJiIiIEC0XcigVaVnpyLnkCIW7BiGgIlJgvN+siCRD1MzC++VgfJyE5VjeiIZolyiItkGgI5BYuaBYea2EGDwdFxhfl3H3/XLoKJmdC+xEbaIRRu7Qx8LQxn274ihnaUPEDsTtZkVamrOJGeV0/3wtJ75eUeLryXJWRBKpf2dkpU2kv6L7HTp6jxx7en9Y+a0+OW9cv7m8H4B4317ZlxrbNuxHz/ttGj9TWP2WuXxNrOcubcPOJP1yVsQW/fuIiB0jqWedwa5mFbhWoQUqynEus4TplUs0/AFxj1mC8LjQ9zH9vLV0DGTqvUx5+ZawPYSlorrIMaaf6WQ5oP9tLucZPXYhhDsbl5PyxjVEBjgbl7cGUgd9Pq31mDXnnSvXA5jl+cv0BDZzXukoc3Lts661BX97MusSbk/fU8Jl9PmVOj+s60IKMY9vug5Sd2X0pqkt5mTu5ERoStltTdS8cLuq5AGVW4fcaL/CyEirI+yszfcsJ18R3YarBV7zUutpe+hjKdVXyD1ehgjDkDCT+QDZ3+yI7nh5/i84d2YPbt26hZkz2SoEHD11UdDJw8MD3l7eiPa/C8/2PU3HkYuNI57J9UCet6w5AD1OTTtErb8/lk47ZDo+lJsziX7+Eui+dvf8HKN6xJA716b7scqxcYXZfRCOU6SirU3acjZfju4zzEXK0s9flr1kf6zNrS1n/EH/pu0m1xwzd5+MvpXeVm4Um9xxl+7iWbjeMx5r5ufno1Ej9lyVU0mDjUwqKSnB+vXrjZa99dZbktuFhIRg3Lhxht9qtRqrV69mlhfK1cXFxTHLXb9+3fC3WPSSJZj7mFRXOH0uAQEBTfmghVOtpKamYvmK3zDs8V5487+zoFQ+nF2ctkIDpapB+wJwHhBPPvkkNBoNTpw4YXYSpVKpMH78eLz33nvIzKnMn9TEvxO2bduGAwcOYN++fdBoNCbb9u4diZ69uuJQ9P9qZaK2d+9etG3bFkOGDIGXl1eNPZc8PDzQv39/PPHEEygrYw9udTotFIqHs+/icDgcDofD4dQuv/68B8cO30SPHj3wwgsvmE3bwNFTV99btWvfBrmXeC5yDsca3JyM1X54ZJJ8Guzbit27d6O4uNjwu1evXmZzOgh56qmnjH5v3LiRWbZbt26Gv999910UFBSYlElJScHnn38OALCxsTHaxhrqw8ekw8fj0KxZgHRBDkcmCQkJWPXH75j9zqN46vXxdXbAVx1o1GoobfnHJE7NY2dnh3/++QfXr1/Hjh07jKJ5afz8/DBkyBAcPrsI2XmJyC9MQ2FxBlq3bo0zZ84YnC/EnoORkb2g1hYjM4ctqVdTHDp06IFNort27YqCggLs3LmTWUb/Mal2+6+ynHRodez8aBwOh8PhcDic+sl3/92OqKiBaNGiBZydnaU34NRZQkNDkXP1JHQiDnscDsc8bs78Y5K1NNi3kbt27TL63b9/f9nb9u3bF7a2tlCr9SGY58+fR1paGvz9/U3KduvWDR06dMCVK1dw8eJFtG/fHu+88w66deuGiooKHD16FJ9++ilycvThm48++ih8fHys3zEY3wCuLg4ATEO4WWHg5iTtyLakDPmfyNvZD25tti2CTqfDtl3nMWLkeMt3jsOh0Ol0OH36NI4cOYjlf7yIYSPCRcODWaHWUuG+UuvNSVKwQotZMnAk1JpI+4Ah89HLuxTlzuIvm2l7pZJw0+HdrPBoc0m46TLvhpH9tr2/DYx+07ZaivG5FK9TSgrERM5OZtJbE2k+M9Bt0P0tS0pPbjJMc3ZKhXXTCTt7fbsXACCmlt6uXTucP38ekyZNwp9//onx48cbRd0K6dy5MzIzM3Hyyv9QUlwGrVaLli3fgYO9G86eO4bFixfj119/xYQJE9C8eXPDdjY2NujSuSMSkg8D0MvhfXJebQjfN5FXYEimkeVCGTsAOHr0KH777Te88847CA4ONlp3/PhxjB//YJ5HpaWlyM7ORmRkJDav3APAVJpMp9PiqyUTEBISYiIZx5JHo6XYpGTfxOojUnrHnzuI8+eX4YMtWzBmzBimbB3r2EthOKcLTSe9LEkxUjd9HZA6yPmmbRVrQwrWtcWyewGMpRUXRN3/zZDTM9empcvNSQbStn6ygPwlLt3hf389Sy5tJCXnx5IbFeu/pJ8/xutpuUr6uibXgeFYG46HqUwWLVfHuiaGRRHpKuP9JfvzCYyvTbFzQKRYPjlPy7aJQ0u80DImtIQiS/oLMJXbI7KFTy3WGtVJ9ktqbEOW089vsXNJnmVvnTeWqaOh7aYlBlmyu+bkC+m6aClFYks4NbWSK9klp226ToJcuVm5smBytqHlCd+9L2tObycH+t4h0P2SUE5TCH29svoMw/EUtGPoh6g65MpPwoxEIssmS+1kydWx6mEdTznSzVLXnKVzGDGpahpLpZulJOaEWCpZRCB1suom7yBo+SRziEnfCWGNr6VsFx4nlpydy3FjXV0pWwzPDMacxpxN9Due/HJVlfOBcuoGvr6+8PFwwwcdgDVHjdeRfoeMT8i1QuTszzW7a1SOYG6Mzxp7mkjmGfpK82MDWnKPHoedyxTbhu5/cb+seH9Gj6/I/pC5D9me3gfh2Iruu+n3H/TcmiWvTNo4/qTeBoMspQUYzkcksZ/1/DIeE1RKVBuPt+j3RmL20vsl9z0Oa5xCPztci8okZfzlytexJIDp9YrOXeFergaw1LCOf0yST4P9mHTlyhWj37169ZK9rbOzMzp27Ijz588bll29elX0Y5JCocCSJUswcOBAVFRUICkpCc8++6xovX5+fvjmm29k28GitLTU8Lejg8pMydrhckwSiorL0aRJk9o2hVPPKS4uxpbt21BRloc9hz5C+w7NpTd6CKgoq4Atl7njPEA8PT2xa9cu/N///R+WLVuGZ599ljkJHTRoEAYNGmT4rdPpcPjQYfTt2xcHDhxAz5498fTTT2PUqFFGuQS7hHXBsjO/oqRkFhwdq+/ZlZiYiLFjx6Jp06bo1KkTpk+fjkmTJuHgwYPYsWMHysrK4OfnV23tmSMpKQleXl5wcXFhltHptFAqlcz11qDT6WRFO+WmpCP66h/w9PRGWlpatdrA4XA4HM7DjtznLYdTG2g0Wmw9ngCNukJUKYDDpi7mTCJERERg3Lhx8HYPQvtWY9HYt730RhwOByqVLRQKheH+Fr5L55hHoavLvWIN4u3tjezsbMPvmJgYo5daUjz22GNGOZcWLVqE559/nll+8+bNmDZtGoqKikTXBwYGYuvWrejUqZNsG1g8/vjj+OuvvwAAo8d0w5/rXpdM0EoQS0JJL2NFL5EIJYfXphi1QSBtBT6xH15pVzB+zCMW7hmHU0liYiI2b9mIYSM6Y/p/psLRyfTFtljCadOE3+KwkjZLIVa/VAJoGjpyifa8bJJyBa7uTmgZ2sysDUJojxWWlyPLRrmJLc3Zw4oOY9lEH8sqJcZmePER6H6N7u8K73v3WpssWIi1ybiFNhL7pDwmWX0/6xojmIsyOZS4EJ2atkLXrvI9PwHg9OnTOHnyJPbu3YuioiI88sgj6Nu3LyIiIgxllixeilf/OwXdBxg/C4mXPUEqKoZEqpSUlKBHjx7w9vZG//79kZ+fj6NHjyIlJQXNmjVDixYt0KJFCzg4OFi0L9aiVquxZcsWODo6Ys+ePXB3dzeJpklKPY/lf7+EwMBAwzJWdJAc8gvv4eCZb9GyWT90aDUaADuSJ+72AZTgPNzd3XH58mV07twZhZmN0C54pEkEFf2bQLz8aO8/er1Yv0z3dXQUCatN1nIa4XVD70dlVInxvWFNdJNc5NpNQx9DazzbpaJgaOg+gvbQFHumWPv8oO93FvRxEHrWyr1G6OuV3i/Wcvp5BrCf7cLlf646iK13tOg4qp/h2iI20NBtvDCJ/cxgeQpLRnBQ5eixEX2OhNcH69iw7luWLTRS1ypQeR5J5BWrD2HVzRqHsGww1wZrPCU1tmG1Ze7+kBpPWXvPmetD6H7GXHSeueWse4j2iBeWlZscnkDuJXINStkmtIk+D6xIIhrhdlt/P4BRT/SHUmljsl9S9UjVLYbUNSa1vRhyE7ZLKQCYw9JovOoYe7OgowIsnfcRzM05aej7l7V/tLqE3HmkELpsQnwqwtq9hMjISPTu3ZtL3FnAqVOn0KNHj9o2g0lpaSmOHTsGrVaLYJ+5RuvIs5J1zZH7QOx5SyN3fCUVPU/XR8qT8agQqWe23DGc1JjX3LNf7nsKqTE5ywZz/bXUeWEdQ7nHyVzdUhFJcqOwacT6WKn3NQSxd9Zi0O9DxGw7l1mCoS2fQUWZfv73+++/Y/r06SblOKY0yJxJ2dnZRh+SABjJ7ciBLn/jxg2z5ceNG4dr167h5ZdfRps2beDg4AAXFxd07doVCxcuxJUrV6rlQxIAo5wWtnbV691cHeRfOYbQkNa1bQannqLVanH06BGsW/cXvvhmGn76dZ7oh6SHGXW5GrZ2PDKJUzt0njgE0RfOWbxd9+7dERUVhYEDB6Jp06Y4evQooqOjcfDgQaSnpyM+Ph4VFeXVGpUzf/58aDQa9OvXDwDg5uaGkSNHYvbs2Rg+fDjatm37wD4kAYCtrS3GjRsHjUaDPn36ICPDdDAvjEzSaDRYs2YNCotFNB5kcDf9MnYd/QjNAn1x+foWyfIZOdfRqFEjREVFYcqUKfD29sa5mHUoryiW3JbD4XA4nIaMjdIGWg3PN8ipu7i6OsLDwwWBgYH8Q5KF1PWIQwcHB7Rs2ZLLdHE4FmIryEVeXl5ei5bULxpkZFJCQoJRzgQnJydmxBCLL774Am+//bbh98yZM7FixYrqMrFKjBkzBtu2bQMADBrfE+/+8KyknrGlmsXCbQmsOoXlCgtL4R44Fy+++CI8PT0tbpPTsCksLMTWbZuhVpThw2Xz0bSlsccL7dkh5ukh5VVBMOeNK8QSj1JWW3LbJG2d3H8Rga0D0Li5r1E5MS91lgetXC9VS3McmEPqGLPalnNepdpiUZWoTWupamSS0AapHAxS5VjejuQYi0VlaLRqbNz7EqbPeBwBAaYexVIcOHAAzs7O2LlzJ5KSkjB69GikpaVBp3GCk4M3urWfCUcHd4MXnTl7SBniAXzilSFG6xs1aoQJEyaIytDWJlqtFnv27EFGRgbCgl+Ak6OXYd2du2fg69UaDipXlDv+g4MHD6KwsBCDBg3Cq6++ij59+uDpiWuM6qNzROl0Onz33Xd4//33MXr0aJw8eRLTpk3DnUvmHTk2738Vk6aMQ9OmTQ3LfvzhJ4S3mQV/n7YATD0Q6agKVpSbOY9DAu3JTZel10tFSdEIvSRJ3awcHHKjhaTaNueZSWyQisRhedfT1z+9XnhupDTPWREPpI8n957wvhRCby/MCSe3/yFIRU6yIhyEzz5WRJlUtARdJ4F1fMQg/e9bccb3xshmFdi1Vq/AP3xSX2Y+J7lRgHKQOl9SkVcEOheAsA4aSyJdhdDRIuaiAq2NUhSLSBGz2ZzXrtxIFTkRg2LbCZE79iTQ9y0rCl/Ku1sIa3/l3mMEqZx/YrCuQ7l542jk5nESK8N6NghtSD+1Cz5hA2CjsmdGV4nlHpGK8qKRc+zM7YvYOql5gSWRRzWNVCSPWFmpKB8auVF/5mDN4yw9lpZEItF5Tsg1dL2fP7LOH0TyukVo3yEUw4YNgUpV99Ih1GVOnz6NiIgI2NjUXX/8u3fvYs+ePbh16xaASgWCRWuNr386by+NMGLPkj5QbL0UdIS4cJzBGqObm0sAleNqS6O2AcsjQs29hxFi7dhACCuvKW2DVL5QsfkBa8wpNe8jSPVvJCe4uWNtaQQs6122pe+4AxvNQm6O/nvAkiVLmGlpOMY0SNf2wsJCo9+OjpYPjuht6pLmrFFkkm3dikxydrZH1KhuOHHyBEaOGFnb5nDqEdnZ2Viz5g+MHtsVU/5vElT21j+I6zvqCh6ZxKk9lDa2CG7WF1euXLHqY1KfPn3w888/Y8eOHRg1ahQuXrwIoGpSbmJUVFQgIyMDHh4e1VpvVdBqtSgqKkJ+fj6aN2+OmzdvYvfxTzCq38dQ2ek9RHU6LaDT4tj5JVCoMjFr1ixotVqcP38ekydPRlZWFpwc3OHs7A1nB1842nvh889TUFxcjKKiIhQUFODWrVu4fPkyZsyYgatXr8LPzw/vv/++yUcoIRqtGvmFmfD1NZ6oqFT20Ggtl8rhcDgcDqchobCxgU5bc9KoHI6l6HRaJKddxPUf90Cbk4rJUx5FUFBQbZtVL1EqldBoNHX6Y1J8fPwDywPL4Tws2AneqwnfpXPM0yDfRtIfk6yRuKE/JtF11iZGH5NUdesUKxQKaDVa+HjzhxxHPvfu3cOfa1bj9TcfwStvjK1S7pyHAa1WB6Wybofacx5umvqH4/yNZVYlmlapVBg4cCCee+45xMXF1ZjM3N27d+Hk5AR7+7ojg7lhwwbEx8ejcePGaNq0KYYPH44r0cVQKCodP3Q6DU5e+g0Ku3xMm/y4wf7evXujd+/eKCsrQ25uruFffn4utmzZAqVSCTs7O9jZ2cHe3h4zZ85Eeno6zp07h0uXLhmF8IuhtLGFm6svMjMz0aRJE8PysrJS2NnWHY9kDofD4XDqJAob6NDgRF84dZiTl35FZm4s+vbthU6dxsHOruE6Y1YVGxsb1GVRpxs3biA6Ohpnz4rnN+dwOOKoVFzmzhrq1peGWsIa/dO6rJkqvAEau9gj3MdRMjyaDgU0J11F6qDLHjmuD10kSawJQmkmnU6H6OPX8eQT3a3YM05D5Pbt21i/YS0+/3oG2o/uiXOZJZLhwXQ49khBKDRL0kcupnIQ8reXSmorV3quk5sKHb0csYyS/loQZZosmJUgmoQaA+Jyk2Q7+jjRkinmQrbphJS0dBEgHpJd2YeQtuj+S37SXykpDKnwZ5a8nXA7qTZcjh83qqM65O2k2hazExC7/o2Xk2O5M0l/rmjpAUAvJafRaODtvQhZWVnw8fGxaH8AoF27drh8+TLGjRuHlStXwt/f3yDVJhahRK6R5VSqRyJjEAJ96P3MQ/ptV26ejsTERHh5eaGukJqaiuTkZEwYtAi2tvfPSwHQqY1xudspp6CzycGM6dOhUqmgVquRn5+PiooKqNVqqNVqVFRUQKfTwcnJCV5eXmjatKmRk4tOp0N6ejq2bt2KZcuWITAwEICpHB59rL09WuDu3btGH5NKy0phZ+fIPD8mUkdRxj/JNeQPaTkelmyFVJ8vVyJI2DeSOk0kICj7aViSGVJyRWJyRAZ5uijjMixZJHIsR042li6jZS6O4H7bCyv3v+8C4/ZNx4XG/Sotk/XJAtxvQ1zW0CTZrzAJeZzxmJLuf2ib3g0zluqijwstSyKa+HyBdBJp4Xr6vB25v56+PkgftHMB/TwzlfgTS8p8OdsWnb2Mt6XvIfq6tUQyxlT+yvhasVZeRSyZM30+yX6Q/pjYIle2z/A7UlxVQXhPWSJpKSzPaoN1jYnBWieV+JtezkqQLfxNSwob2mbKtRnfQ6wxArlGw6lrdKQlMoZUX0n2k9XXG/olVn0wPa/kfpMr9Sgle0hsSDOUq7z3aElIWj6UrpOmb2QGrublI13CJrF19H1LjomUjJ+U9KIcWSWybsHfRILItG8TridIyUzJgTUXY0nMESyR66fl7Qis+SB9PMg8qXI+ZWw7QWw+yZozSs3z6O3p+1tqO6ByLtVmvRvCgzuja9eqy3Rz6i7Z2dnYunUr1q1bZ5TOg4zd3zy1GoDpuIuGzDn7CZZF3Z9/Hmp2/5kVaXy9kT7fUnnhyntG3/eKPX/o5yTZlpY8NWmLMZY3aVuk72TJv9J9Hl2OlpZjvWOix4aAaZ/Hkqkj4yvC8kP6Z6S/YYwuftxMpca1TNlYes5Bzi89t6DPKz1upvsvMfnCIzBGeh4o/g6IJYcnHAOZkzrVCqINeWSSfBrkxyQXFxej3yUllkc50NvQddYmwhvAzq5uydzFXEuBQgcTGR0OR4z4+His27Aev/0+H6Me6dbgI5I4nLqCUqnEsGHDEBcXZ9XHJIVCgQkTJuDAgQMIDQ3F0qVLMXHixGq1sbCwsE55YEZHR2Pu3LlIvc5+6VFeUYy7GVfQq1cPbNu2E3l52bh79y5cXV3h6OgIBwcHODg4wNHR0fD75s2bWLt2Lfz9/REQEACFQoGEhASo1WrMnz8fkyZNkm2jp2tLpKcnID8/H0uWLEGjRo1QXFwIla1TdRwCDofD4XA4HM4DQmHngILCrNo2g1ODVFRUYMOGDXjrrbcwbNiw2jaHw6l3CFPD8Mgk+Sh0dTlWs4ZISEgw+mLv5OSEoqIii+r48ssv8dZbbxl+z5gxAytXrqw2G6tCRESEIbx18tS+mDt/uGHd9VxxD7U2HvZG64+l6b8z9vYX904S24bw4179h6JfR+sHLrobsYZ1f+69jt1XChEVNUD+DnEaJPn5+di+bQs+emcCwvq3B2B6fV64pPcWmz9E7wFBrr0unXKM1gsh6wisa5x1D9DLyW/CrDb6h9Fv1zUmNhA7pdpi3VuE9As30b5jILy8XUTLCW0i9rDKWLp/rPLmMNePANL7S5ezBFKn3G2dS4y9UYoc7USXVyfCPlIMRetQ2XVIlSX7I9XXm7uXmp/T9+1Dxrvj/fffx8iRI+Hm5iZpI4vk5GQcOXIEc+fOxeTJk/HB6zsBAF5P2pjYRuwiNrD44OuRuHPnDmbNmoUpU6ZYbVt1UVFRgT///BMbN27Ekq/Y8hN37p7G3axTyMvLwQsvvIDQ0FC0bt0arq6uZusvLS1FTEwMLl68CLVajd69e6Nt27ZMXXdyjGmycm7hTsZutG/fHufPXkdws/5A51yE9O+GnN/1w8UPvjbOd8iqiwU5r9krtMxlieHeRtuY69PlrBe7XkgbpF/e9oV5DXy6PIHuA4kNpE16X8zZR8pKXd/0vUE/E+XAOmbfP5YPQLqPsKQ/Jv0n6X9YkOcmQe7zhuyD8Pku9WyXgnUtknNDzoGUHUDlc9i5pALbd1/AvmwFgnuHmRx7+ryTtun6zJ1nln3C+00IXY41ZiB9rxApu8i9Qo45XTfrXLCeR4Dp/tHHnGxLPyvoe+v1hcbXIn2N0tei2H6y+gJyrFnHlkZq7CMG6a/EnpNA5f3pdOmS6Pb0WIEeGwDS9xt9vT7yln6/5YzFxbYH5PeBrH6VPt/0NWoO1nUnZYuQ5LSLqBjUC0qVI/MZIKyPvkbkHiv6OFmyv1L9Kmv8L2WjJcdari2scuT6JvcpPfcS6//JNi+ukzdeJftD952s8YnUXEdoA6t/ZfWpUvNc4fUhvDbKK4px6Mx3GDN2dJ2K1K+vXL9+HS1btqxTjmoAUFxcjE2bNuGtt97CiBEjRMvQc6sXmhtf1+bmouR5Qcqcb96GWVaI1DsEVjlzZQliYxKA3SeyxnRC6PuMNX6g5wNSfSjrt9g4mjyzf7BvL2oja47Bet7QNorN5wmsZxX9bKfX088x1v4Kt2c9L+QeO9b7N4LYuMrc+6aP5/2Eu3f0ccXvvvsuPv74Y1H7OMY0yMgkd3d3o98kabWzs7PsOtLTjYPY61qCb0JdU+M7ePEumjQX7xw5HEJFRQV27duPqY/1RJ8eIbDsUy+Hw3kQ9O7dG9OnT8eaNWswcuRIODlZF70SEBAAlUplkGKrLgICAlBUVITy8nKoVKpqrdtSdDodKioqJJPiZuRch6urM9TqcjzxxBOy63dwcEB4eDjCw8OrZKeba2NkxGTg3r178HQLgq9nK3gNJJOEBud7xOFwOBwOh1MvSUg5hmbNm/EPSQ85Tk5OGDJkCD777DP873//g7e3N3x9feHv7w8/Pz/4+voiI/s2PN0DAdRMnloOpz4jfGcufJfOMU+DjEwCAC8vL+TkVH4RjYmJQWiotPc34bHHHsP69esNvxctWoTnn3++Wm20lh49euD06dMAgPkvjsJnX80wrCN5UmhtZVMde7YXPkt3md6G6HET7dX07TEI/O4AXn71NatfOnIefnQ6HbZs2YQAPyVe+/UFI896WpffNDeAHlrPXrhe6lqntVel8gvQeuWsXBdCe8kyos8upbtN54DyL9uJgE6t4eLtIWufxNax9IDF7BbaTjS46fxHctoksHJH0bByIZnLAcdaR+cNYGmo0xq7UjmVzLXNylVgLgeScD0NKc9aLyxD2y21P1La8UJoTWy/1pewZs0aPPHEE1b17XFxcTh58iRu3rxplI+wUt9bkAeF6gNYEI3wpk2b4pFHHkGjRubzDtQ0Wq0WH330EaaOWlaZL4nipzUT4eXlhdDQUNja2hqe4zWBWF4qwqlrn+L27dvw7jESzcc9Z1h+4pUhFrfz999/IyYmBqNGjcIPn8ZCoajsz+XkP2HlkZDq86XqE0LXLZVzg0Dn16Ax1x+z+kCW3rrcfHp0/jkhrFxOBFpfndZ0J2M6S/pEFnR/VNVchmL7a2k+D/o5y9K8N5ejT85zcdfaI1h3yhN+3YfKGjcAbB17IVLjItomqbE8fS0SxPIFsfaDPges654+9lLXolid9DrW/tF5H1nbmctpwDrPUtev1DVmbnvW+aD7CBpL8yoKkbovpZZLPafNwcp5Red9YM0L6HuIzv8odi/R58VS+/0XKHH1nyNwOxMGlZ0j0xaxZ59UbiSC1LOQQO+n8HlFck3SbZJjSvenrPubXs+yQQhrf1n5wwhi+eeEbbDuJbFlUueVPm/m8nkKy4vNNQlSx1QqFxg5f+Tc0W0LIXWpNeVYt3s+5s6dbZUcNceU8+fPo3379rXuoMaivLwceXl5KCgoMPwrLi5GSUkJ4uJuokPwo2gTNBAAsGK5fhs6/5i5OSZNYWQkAOvuS+FyMVh9O6uvkLqXWGMjMRvIfcZ6bsitUypXtnB8wRrHs/oKum1L+zXhMoJUXku6Tdazn4W5d0WsMazUs46umzWeFEKf33fDbNGt0yuIu64v+5///AcffPCB2fY4esxrejzE0B+Obt68adH2CQkJZuurTYShtxUV0iHXD4qVF5MR1Lwp/5DEMcvJkyeRn5uG1UufZUo0cTicusOXX36JYcOGYe3atSgrs1yu59y5c3jttdeMPiRVF2FhYSbP69rAxsYGSqUt1Br28fn333/RqFEj6HQ62NraQq6vT1FREY4cOYKlS5eitLS0yrZ++umn0Gq1SD+5EwW3rlpVR15eHqZOnYoXXngBu3btwujRo7F+z/M4dn4JbiWfRFl5YZXt5HA4HA6Hw+GYkp4VB08PL/4hqQGhUqng6+uLli1bonPnzujTpw+GDh2KsWPHonWr1tBo9blgMrLj8c7H63DyzE0ehcHhAKioqPwYV1c/FtdFGuyb2g4dOhj9PnHihOxti4qKcInSoKbrq02EN4DwxqhN8grL8OnReEQN5kkBOWxu3bqFgwePYNual+Hmxvb+5XA4dQeFQoGlS5ciJCTEomcpoPeiu3nzJjQajeyPJ5bwf//3fzh16lStJ9OsqKiA0kaJCjX7Y9LWrVsRGBiIwMBA3L592ygvI6G8vBzR0dFYsmQJZsyYgTZt2sDDwwOPP/445s6di3v37lXZ1gkTJqBbt25wcrDHrdVfSJ6XsrIyREdH46effsKTTz6J0NBQ+Pj4IDY2Fk8//TRGjhyJefPm4alZM9CyjQsSM3Zh/Z6XcG3RyyjPz66yvRwOh8PhcDicSu5lXEZwq6DaNoNTR1AqldBqNUjNiMGB019h96FkjJn6PUICn8NrL/6GQ8euQaPhH5Y4DRO1uvKdeV3LiVaXaZA5kwBg+PDhWLp0qeH3wYMHZW975MgRqNWVET9hYWHw9/evTvOqhPAGuFdQRkk46GXuSLg4kWowkQgRCSWUkh0hYYVfhOhvRkPYbOeuuHMlETb2LggIMJUi4XAAvQzU9u1bsHT5HDQNb4kCACgRD5tGlP4/qZBXsfWsEFyyPJxy4JIrY5d26P5viEtrAEDcceO6K8Ns9b9JiO+CKPH7hLR1564Gdgc1KHLQl19u8AvQ/965wFTegcAKm6ahZXSeaqYP/T2XSZZIS+pVyskYy1OYSqeIb0+fC1qOhiX5JFaGJXtHh5qzytNST4dKKgfcpKxBBkrCJlreTkrWztxy1rYsaRvWcmJ7lKH/1u8TOQfCY72c8kMh0h/ffPMNevXqhR49esDRUd7HYJVKhSeffBKfffYZduzYgVmzZiEqKgr+/v6Ga/MIKsPUDeH/9+8RKWmQXr16oWvXroiOjkbkfTmGB01eXh42btwIf+82cHYU163X6XTYvn07RowYgdzcXIwdOxbLly9HkyZN8NJLL0Gj0eC5557DypUr4enpiYCAAPj4+KB9+/ZITk6Gp6cnMjIy0Lx58yrbq1Ao8MMPP2DwwDFo32woWh9O0694xbRsbm4umjRpAkdHRzRv3hw+Pj7o0aMHxo0bBwcHB6M6/fz84Ofnh969e6O0tBSbNm2B9q+1CGkzjimpQH4fQSPR36xnAC0hyurnpNYJMZUWM26DlrWo7L/YEl1kDEb6QJY0mzlpTz3G/ZNYPTsj9Xb6w7zEBy0DRtqU6tdYUqJytqncL3FZLVpejLaZyK8aY15SjUDqMvxPSajQz0y6TxSeEynJD7L+sR45GD6p8hyNpOXg5tO237cpUlxCBhDKWIlfQ6z9oW0j+8OSp5EadwnL0Pu/M0ltZP/CySVGbbx7/zyScQZZfi6TPc4g1wxrv+j9cy3SP+PIM5weA7CufyEs2b3K5eLylMSGI4x9MSdByJKVIUj1EfT+EuRI+hr6SIbsDEvujtWvW0Nln27cJj0voKFlimjb6HG5OViSQEKEvhes/RZbLlfujswTyFyDPAsJhr6fnKv768lxO3Lc13CsaLko+h5nXY+0RCBLXkhsniFXzo9A6h72I6nTWHGF2PLufCKZypasiosSv1ZY4w4CLW/H2gfhftL3OF0na85IQ47xgr8biZYXu5bUmnJcuLYON+8cxLR+8nNvcqTR6XQ1oqLwIFDZ28LZKwvHT+7Ao4+OQ0hICHQ6He7evYtrMdcw/u+fUV6mxqNzojBmxgA8GuRt2JY113Q5ru9Aww3zq/vPOmpMI1fOX7jc0K/cf6dB+mr63Qk9dlsA43co5B5hysEtNrXR0Fcs1G9L7jv6mUbXSctfk/QiBDLmqVzueX/5XdnyzqRPIO9lCPTcXErCztw61rOLHl+x3qkxpZvvH2vhe2eDvGqUvPdTLLm/NIPN989vlDkbNUZ1fYIMZBdVPlt4ZJJ8GuzHpGHDhsHR0REl919WnzhxAteuXUPbtm0lt12xYoXR7/Hjx9eEiVYj/JikqSMyd3a2SpSVlaKs7P/ZO+/wKKq2jd+bTnqvBAgl9E7ovQtIF5HeUYq9vL6fHRUbyGtBRBQQRUQEVFB6772FEnpJSAgJCelt9/sjns3uyZw5ZzYbNuX8rstLsjtzzjOzM2fOzDz3/eTA2bnkfvuSisf169fh4emCQUPb2jqUMo+9nQP0+rJxbkskhEaNGqF79+44evQoOnfuLLxe1apVMWnSJOzfvx8vvvgi8vLykJCQYLW4PvzwQ/Tu3RstW7Z85NefW7duYe3atZg+fTpiL9SHnU5ZEJ6aHoe0tDSEhoYiNTUVbm5uePLJJ/HWW28hICAA69atw/HjxzF79mx4eHgAKLypXb16NcaOHYvatWsjNjYW9vbFa6lYQvPmzTGgy4fc5Ygq6sCBA3j88ceFrUldXFzQpk0U/vpjK5rUHVzCaCUSiUQisT0Gvd6sNqBE8qhJz7iHyzd34emnp8HPz4+/gkSYgoICq82zHzU6nQ579+7FiBEjUKtWLeNnYWFhCAsLQ/fu3REbG4vje49h9bf/wc89GuP5Z3qjU7u6No5cIil99CZCEalMEkdnKA1fmXLCuHHjsGJFUbbJhAkTsHTpUtV1YmJi0LhxY6NljoODAy5evGgclMsCQ4cOxbp16wAA9Xq2xePvzy62DOvtt1rRZgKr2Bxd6IwuQt/viXnI0fugS5euopsiqUT89vsaDBneEK/8ZyizIDKdTcIrNE2WVypWzcuKYRVCZ2W6q2Ve0pkevHNIrVgvAKRcOgZn3xBUCQgz+1wtY1i0GCaNaAF4JdQKlSvByqyls9G1tmuNvgl01rIprAxfXgFsAsn8YimSTKELppa0bdb3StnKZJ8oFftMTr2J3cc/wcyZM82UKaIUFBTgk08+wfXr1/GfZ7YZP6cLr9LQRYkJpHDysGHDcPjwYfTt2xfh4eGKy1qbU6dO45+/N6F1k4mICFN/SX7x2lbkOZzDoEGDcOHCBYSFhcHT0xO3b9/GTz/9hPDwcDzxxBNmL8NOnz6NEydO4MKFC8JKMBpWQWmgaN/xyM7ORuvWraHT6VC3bl2Eh4fD09OTu15OTg4++eQTZGRk4M1TvwNgF5DlZcuxisKqFbRnFe/lKRtYbRqViW4kQ5pdaJeGXoa1TnHVpzqm44OIUkhrm9aGN3ayvlcbpwj070erS0R/A4LSdYjEY6pcpdm0ei+qezhh9Niuxs/oPljKWFbmv+n20W2QdZXm96bwilLz5gqm67CWZf0GBN6+Vvqedx6LFsIWge5fSamsFi+vL5H5leh2sM4dnhLJNAZL5n2AmNIKYM/pgeLqF15xcQJLicSaf5seg/Tchr7ukLaJA8eEicX7v3xzFwpGDYWdAzuzWek6Rs/zRYuu07CuU3TBcdO26XkVT71IYN0P0Yon0+95bdJt0/Cu0+T3JJn/asXmWfCUdKx2rKHAI5D5F5mj0ce1Wl/5Bbn4ZeNU/Pe//5UPRa3MkSNH0Lp1a1uHYRH37t1Dfn6+kEtQRkYGTp48iVOnTsHVywlDp/RE72Ht0de/sO45uWfM2XYZAODcsw4A9j2k1msIwfS6RsZn+hz4crWz2fcE1lyAwHvOY9oGDX1NIPDGM9FnTErL0uMqDWtsZF1nlbaB3l7WeM2ad7GuU6x21e7N6DZZYyBPgSV6zRlQ7xlkpBUep4sXL8bUqVMVl5OYU6lTZ9555x2zi+yyZcvw559/MpfPzs7GxIkTzWovTJ48uUy9SAIoZVK+2OT7UTDv/ZE4cuQQ0tJ4ZimSyoTBYMDRo0dxKy4WEyf3tHU45QKdvSMMBWJyaInkUeLrVR2dOnXCsWPHLFrf3t4e1atX11x7icdvv/2Gt99+G7/99hsuX75s1bZZ7Nm9Dx2aP8N9kQQAqemx8PUttMDT6XTGgrjh4eGYNm0annzySeOLpPj4eKxduxbbt2/HihUrLH6RZC1cXFywadMmDBw4EHfv3sXChQuxcOFC3LhxQ3U9Z2dn+Pj4aP49Hjy8gyu39hr/u3p7P/LSUyzfAIlEIpFIrIDBoIdOVz6VC5KKgYO9E9xcfZCcLGtSSooIDAwULjfh5uaGjh07YsaMGWgf1RkbftiHmY9/gJwc+exBUjHJzyt6Zi5t7sSp1MokAHjllVfw2WefGf92dHTE/PnzMW3aNLMD6cKFC5gyZQoOHCgyV/bz88PZs2cREhLySGPmMWbMGPz8888AgFodmmPovJe5b4zJW9rOMSeN7eyJbG7WLp3VSN6Q0xnh9JtjU6XS7KcXI/pcKh7vP6AkmyipIKSlpeGvv/9BVto9/LnyeaTUqqq4HDn2WJkgrOwT02OW52tLw8qcpf1vaZSy5egaZSxY2ZAE8nna9WjYOTqj7wgvxfUAdgaLqCcvfb6XJONfVN1kDcURK+uWl4XMyrZXy+YVzZqnVT+87HuyfDpV40dNZVCaagEaOtOMPj+TUq5jx+FP8PwLz1pkK7dr1y6EhobCIaOv8TM6S5Ocv3TGFk+h9Nxzz+HMmTPo2rWr5ri0Mv/Lr1F9wntofsVN8Xtyvh58oRe6dOmC4OBgNGjQADExMQgICICPj/lYk56eji1btuDGjRt44YUX8Pzzz8Pb29tq8dIqJVFlEk1eXh5++OEHvP3225g6dSocHNgqmtWrV+Ptt9/GiBEjzGJQ6jslJQWvv/46fvrpJ9SqVcvoW5+bm4vLl6+iVngH1K/5GDzcgoqN72r1VFiZdjylB/05uTbQY6/SGCma8a9VyVCSMZSnWKDHM4JoDTjTZUXrxPFiERmfLR0r6RozWmpCqfWxfOVeGG5fx/i+DYuN8ax2RBRZrGOBzDtY8xCWwo7AUtop9akV3vVYTYHLusbTbVt6nWYtz4pHCd7vZql6SC0WOmPc5aWRZp/zlM9ajikCb15ZVLNGTH2jBdHsY1YdNtP9R8551ryCVkkpqaYuXt8G3fjR0Ol0XJcBLQolFmTfkbpxtDqStd2m8OrJ0ZnirGuciHqRbpvAO7Z492T0saR2PIjWjqV/HyWXC9P1jbU/fhWr6WkJ9FyYpTL4edD76NilMRo0aGD1GCoz5VmZVBL0ej1+WfUzmnaujZnvPoU2C1cLrUcUS+R6RH/Oui+mEVH208taUqeJ9TlLFc4bI1mqIlEVt9J2iiq4RWrGmm6LUv8sBRJB1L2K164SoupiUdcitXnK37cd8VmHsTAUFF43f/75Z4waNYobo6SSK5MA4KOPPsJjjz1m/DsvLw+zZ89GeHg4HnvsMYwYMQKtWrVCw4YNzV4kOTk5Yd26dWXuRRJg/jY1P69sZRC88c4InIuOxr1792wdisTGXL16FV99swjp/nVw/uBcNG1U8sLxlQWdgyP0UpkkKaP4eUfA36cWjhw5YtH6rVq1wp9//onk1JtWjgyoUaMGMjIyrN6uElpqJ1y5csWoTLKzszMqk0xJT09HdHQ09u/fj3feeceqL5KsiaOjI6ZNm4Y6derg0KFDqst6e3sjOjpadRm9Xo+lS5eiVq1aOHz4MKZPn44hQ4Zg8ODBGDx4MEaMGIEZM56Gp38GNu5+A3uPf4XYG3KOIZFIJJJHjAHGRAeJxBboC/TIzc1Afr6srSuxDnZ2dnh8wCBs+nUfTuw7b+twJBKroi/QG18kAVKZpAUx0/UKjL29PVavXo0pU6bg119/NX5+7949bNq0SXGdwMBALF++HJ06dXpUYWqCFOcGgLysR5etLkJQsDfajHsc6//6E5PGT1DNWJZUXPR6PbZu3Yrwoc/Cv0U3uLlZP3urImNn74j8vLJ1bkskpjSr9yR2HPoQTZo0gZeXl6Z13d3d0a5dOxw5sQxNIofBwy0I+fn5VrleVK9eHenp6SVuRwSDXg/Y8R8qHT9+HGlpacZCyaY2d6YEBwejffv2eO6557Bt27Yy/cBKp9Ph22+/RatWrbBjx45i37u4uGDWrFnw8/PDmTNnmO3ExcVh8ODBiIuLw8CBA1GjRg3F5Xx8fNCv32Po2rUL9u07gKm93kLv4R0w7sWB8A3QdvxJJBKJRCKRlEcu7TiM9Kz7qFevHgBg/779eJCSigED+tk4Mkl5xtPTEw3qN8CxPdGAd+Fn6bn5SM3OR5in9hq5EklZIS8r2+xv02fpEnUqvc2dKWvWrMG8efOYmbS+vr548skn8e677yIgQF0yaEvefPNNvP/++wAA/5pVMXHlx0wZppolF4HIJVk2BbTEkZZgE0iBvN5feiLm2/+gjo8L+vV7DJLKxfXr13HmzFlciU9Cyrn3oNPpitmoiFotEOjisabwpLSismdaqqzWPm07x7OpoGGdn+TzrHu3kZuSCK/IFtz2eW2p7TutsOw0WEXkecuJWNKJWt3QFj2i1jd0YW3aAggobksnapnH+p5GaXstte1jWVSJWODwCnbT50LOysPYtWsXhg4dymyTRX5+PrZs2YLExETcv38fBoMB+/fvR5MmTQAA7T7fCqC4zJ1VoJNcl44dO4aBAwdi+vTpmmPSymefzkf3Nq/jj+3/AVD8mggU1oy78WAJqlSpgvb/Hj/Xr1+Hm5sbAgMDiy1PLOTee+89TJkyxfi5UtsA26qOtbwlqNnhZWdnIyMjAxs2bMDixYtx8+ZNuLi44NatWxgyZAjc3d2xb98+XLp0qdi6BoMBPXr0QEZGBvr06QN7e/E6FKmpqdi7dy9OnDgJT48A+HrVgK9nTQT41IafdwTs7OyZljUE+rpDWymQ9Wn7MNaxCLCteMg6BoMB0Vc3InxMCOp0jcKbLczPKdr+ijdmitiD0VhqD6dmb0fg2dyxlmNZj5WmvSe9/e7/uhPQtixaYzC1uWONt5a0zRufaXjHCsueVe16xKIkdnamqNnMakXUavFRosXWjmc3yWqbN/dR+i15c3KWVSJpm7aHJuMefb85e0Tx35S28WLZQJPxVs3ODSh+zCnZT/PmzWqxXLy2DfVqKtd/Zc1PTOHdY/MKvrN+E3oubGplzbPAZ7XNmsuTfSpiq82yZmLFT2Atzyrerga9z2loiyq1Zyha+6ah51O8uZrSMZibl4G49F8QFxeHFi1a4I8/NkBfkI/nnn8W7u7ummOSFFFZbe4IixcvRo2g/sjPz0Zc4knEJ14CdDrUrhOMQUNb48neTdG0UTVmsht9HcqetwpAkR2ryDVQFC12sQD7XpagZj3HakO0tABBzZqOZa1Hx8cqDcFbT6Rv1tjGui7R9090LASlvunrEoG2EKRjJLDus0h7pu3kPLiHk3PGGNc9cOAA2rVrBwkfKQsxYfjw4Rg+fDiuX7+OEydOIC4uDhkZGQgODkb16tXRoUOHciF78/T0NP47J6Nkfualgc7OHhFj/otzH01DjRrVpZ9vJSInJwc///wzAjsNRc3eM8p0Zn1ZRmfvAH2+tLmTlG3mzJmDOnXq4MqVK6hdu7amdR0cHNCvX1EW5eHDhzFixAicOnUKLi6WZ8BVq1YNSUlJMBgMpTr+5OTkIDMrA+5V/FWXi0s8iwuXL5i93CLKJL1ej+joaBw4cABNmzZF27Zt4ejoiP79++Oll15Cnz59EB4eXmrbUKDPR15+FgoK8lBQkIP8glwAgIdbEBwd+L9BdHQ0vv32W6xYsQJeXl5o2LAh6tWrh/z8fLRt2xbh4eHQ6/W4fv06MjMz4erqarb+woULcenSJUycOFHTiyQA8PLywoABA9C7d2/Ex8fj7t27uHPnPA6c/gd6vR3q1ugDn4zucHIreZ02a3Ly4ircTjiEa/N0OLV6K55cNgWR9cJsHZZEIpFIJJJygJOjG7Zt24ann34aP/zwA7pGzcaF65sQExODFi1a2Dq8ck1lzsFPS0tDXFwc7if+iJq1aqNV2zqoXbsvXFxccP36dezcdgnffr0ZrlUcMWRASwx7vBU6to2Eg4O2+btE8qgpyMk0+9v0WbpEHalMqoB8++23ePrppwEA9i5uiPpwXbG32fTbXFPIsh9HFr7BfS2Gn0kFsLPFCKQgNlE4xd+/gANn/oeJEyYb7X0kFZv4+Hj8/NNvuJO0UPF7VnYrL8NDSdnCyrBgFVxlFerjFXDkxWGKaKYKq5AjISkhBeeOXUaX/lGq7ai1TSNabF7rMmrLszKjtSh0tKKliDovJtG2tBbrVsrq5Km3SjNDn8BSYJG4lbKKb8YdxZkrP2HChAma7e7M+jYY8Ouvv6JPnz5YsGABs/gwSxlLWLZuDKpUqYK2bdsiKCgI/v7+cHR0RHp6OrKzsxEREWEVO70bN27gz/VbMaDLXNVM0+Pnf4WLRwIeHzjA+NmtW7eQn5+PHTt2wM3NDR4eHvDx8UGHDh2My2zfvh2Ojo5Guzte9qpaDErKIrIvkpKS4OzsDGdnZzg6OiI/Px9paWlo3749Mu5XRdXg5nB3VX5hdvD8HMTFxWHUqFEIC2O/EFm7di3S0tLw448/omPHjgAKa0g1b94co0ePtmptSoPBgOvXr+PYsWO4euU6alfrgno1+8Ctip9w4XNeAVp6rmOasccqzktwvfUjDixZhwCfANjbA/H3EtD52VFoMqgbdDpdsUx+eqwgigCiqDQdY0VVH7TyQVSpoUWZVFJEVBZat5fA2m5rKVlElEklgaUoY30uqhKzRC2lVT3DQ+n3FTnulPoW/T1Frv00ooo6a+xTurA5Td5b4xU/F1Vnm35HK4xoxQYLrUp4MnYCbKUOL8OZjJVkzsQaG8m8RUmpylIi0ZjGdHLNVjQf3sssNp66VU29yoKOiVfgnXXfofTbiSqN6Dk8rfLi3esoqcfo45J2BxDdHrKvyfVYaT1egXqWEwVr37J+ZxHUFN6m8FTo5Pvl68fCYDDg8uXLuH37NoYNG4Zp06bBzc1Nc2ySIiqzMkmv1+Pu3bsICgpi3ifp9XrExsbi4sVLuHDhEjIyMuDnXQ16fT4K9HkoKCD/z4OLkwd6zZ2Aqs3q4qMs8xq75D6ThdJzB54TidbnBqJuKVraEm2D5+hi2pbWZyo8VSeNkhKTp2ZiqVtFnxtpUXbx5h8EtevXkUMx6NXlTePft27dKtVkzYqEVCZVQEzfphbkZJbZLIpg//p47b9D8b95P2Hs2JI9aJSUDx48eAAPt7JrEVlecHF1RnZmrq3DkEi4VA+NQrsebvj5558xZswYODtb9hJQp9OhX79++PLLL/HGG29YHI9Op8Py5cuxe/dunDt3Drt27UJOTg4CAwORnZ2Na9euoU+fPgAKXzzExsbi/Pnz0Ol06Ny5s3D8cXFx8POK4C5Xs2oHbDkwB3369jYqn+3t7ZGYmAg7OztER0dj1KhRyMjIMFuvc+fO+OGHH7Bs2TJMnDhR414AYhNO415SDPIKMjFq1D94+PAhZs6cicceK7Se/euvv+Dq6mpMTDElIyMDly9fxt27J7Bh12qEBjZC51bPFVtuz549GDVqFP755x8MGjSIaQ88ZMgQnDlzBv3798dTTz2Fjz76CKNHj0br1q2t+iIJKPz9a9asiZo1ayIxMREHDhzCnzv/g/DgZnCtORbu4ZFW7U8rLUc+hsaDuuHAsztx/uoG+Pv54diS9YjZegi9/m8K0JydCCSRSCQS22JA2bznllQ+dDodQkND0b17d/Tq1Uu+SJKUCDs7O9XEMLJMeHg4wsPD0atXT9y/fx+JiYlwcHCAg4MD7O3tjf+OjY3F+pfnoV7vdkifUgfuVcq++5OkYvLwoVQmWYpUJlVANm7ciAEDirKc/45ZhPc21OSux8oYI29uWZ7XdMaZaUYZC9NsrDv/LEXOma0YP3aC9PKt4Pyz6R8E1XHDiiXm9UpElS0EtYwFVlYiz+va0uwJpXVoWFkjlnrrbrhuhzN/7kSzocV92cn2bZ75QDUGOtPQEg9d0gcvy4X+LVj7gUDHYpqNz9sOXtaP1uwgU1iZvJZmPbEQUYPxsKZqSmuWNf2b/PAMsPf4V3D3ycbQoUNhZ8e/RiiRlZWFefPmISsrC5OH/6K4DMnOJDWVWDX9lEhISED9+vXRqVMnpKSk4OLFi9DpdHjqqadw8+ZN7N+/Hz179oSfnx/c3Nzg7OzMtMr7448/8CCiA4I7DsTBF3qZfUerqi599QI6NqyJFi1aQKfTIT4+Hvfv38eOHTuQlJSExx57DK6ursZ6UYQNGzagZ8+emDt3brH+edmrEyZMwObNm9GwYUM4OzsjLy8PR48exfnz5xESEoK+ffvi+vXraNiwIRwcHPDw4UM8fPgQdnZ28PDwgJeXFwIDA+Hh4YGvv/4a27dvR8uWLc36Xr5+LPR6PebPn4933nkHU6ZMgY+Pj2JcAJCeno6tW7fiypUr8Pf3x7hx4zTb21lCeno6jh8/juPHjyMiIgLjxo3DyJEj8fqM7QDYmd8EOguZrjuhlmGupvTOS0/FnS//C2eXPAQGB+LsxRgs3/4mgsKKlNwimZeiqgf6PLemqkS0rhwPXh0jtb5pRJUqlqC2D5ev3AsAGD+qE1cFJVoHB9C+Ty1V9JA+yb5XWkYrJVX1msI7brUq7gjWUL2x0KqGU4IolJx71jFri6eG0jJvYc3VWGOcpbV3TMdY0Xkxrxan6Pdq8BwNAODEmi1444VuANRdQEzXV6vBI5rxLergYIxTZbtF59M0Wl0KlODVBRSF5/Agms1uCl1zgwWvvojp+lrrKvEUTLQyafr06Th06BCGDh0qreWtQGVWJpUGaWlp2Lp1K65dvYO2TaZgy8ZGANg1G8sSIs8TeCpkXq3Lkjyr0FpHkwXvmY0lbYnW8hR5TsZ79sZTYPULz8Ouv47g3aeLXJPy8/Mfyf1nRcCyJzqSMg39NjUjrezVTTIlrO8EdB7QAj+tXIHMzEz+CpJyyZ07d3Du3FmMeXYAf2GJKnYO9tDr9fwFJZIygE5nh/bNpsPBwQE7d+60uJ2kpCRUq1bNKjZ0SgQFBWHJkiU4fPgw6tevj99//x1xcXH4/PPP8fvvv2Pu3Lk4efIkVq5ciU8++QQrV64sdh4aDAYkJycjPj4ebuF1hPoN7PYkNm7ciHfffRcHDx6EnZ0dHB0dkZKSAr1ej/T09GKT2oKCApw+fRpjxoxhtKrOzJkzkZ2djRo1aqBVq1Zo3rw5dDodNm3aBAAYMGAAWrVqhezsbNy7dw+BgYHo27cvunbtCl9fX8TGxmLZsmXYtGkTatasiXnz5in2Y2dnh5dffhk1atRAamoqgMKXgmvWrEFsbKzZsu7u7hgyZIjxv0c1kXd3d0eXLl0we/Zs1KtXDz/++CNq1aqFrQc/wOWbO5GfmfZI4qBxdPdCzzb/gZNdVVy9fgO1qlXFf0Z/XubndBKJRFJZ0UE+sJfYnvz8fEyfPh1//vkn+vTpI18kScokHh4eGDp0KB7r1wMHTi/EuGcW40FKBn9FicSKZKQX3Ve5u7vLF0kakDZ3FRD6ZVJmetl+8KDT6TDz3aeQk5WL5T/9jInjxpaowLqkbHLgwAFMeHkQAkJ9bR2KRCJ5xDg4OOPvv/9Gw4YNUbNmTURE8C3gaO7fv4/IyNK1IRs6dCiGDh1a7HOdTodJkyZh0qRJAIDc3Fw0bdoUp0+fRvPmzVFQUIBz587h2LFjuH37NgAgPISvCAYAn4ZtkZ2djcWLF2PJkiWIjIyEnZ0d7O3tkZycjMGDB+PDDz9EQEAAAgMDARRa4TVu3Bjvv/8+fvlFWaWlRlRUFGbMmIHly5cjPT0dqampmDx5MiZMmAAAmDVrFmbNmqXaRlJSEubMmYOFCxfi7NmzmDdvHtOWzsXFxZgscvjwYeh0OqxatQotW7ZEp06dzCbutWvX1rw91sDR0RH169dH/fr1kZ2djUuXLuH06X24+e7P8KnTFDtcWqHr49rr1JUEe3tHtGs6FXuwH1e2/gRPtyp4acSn+GzVS3D3kpY1EolEUpaQNncSW5OXn43+/fvjypUrGDdunLS3k5R5GjZsiIiICGzbuhnNOr+J/fMHISxAuhVJHg2ZadnGf0uLO21Im7sKyLVr11CrVi3j39v3vo9Wresw7b6IVRVtF8Ir2Ebk3sSyjrayAook/ixLMVOrKoNej3Ujv0GuPg7jJ4wptexzyaPHYDDg448/xYFjH6JWHXYNDGKPRRcZJ2ix/+JZpxFYdg60xFhE1ktbDtGFflm2EqIWIGbxrdmCFsN7M7dHdHvpgrkse0DT74wxcOTHvGKQWopb8opRWmJLaLqekh3NazHmBZ5FLfRE+6TXM/2ctW9E9xnrGHwUxdPpgsmmha6v3TmAmNtrMWXKFGONIFG2b9+ONm3a4NNPP2XauFkCq8A3+Zz8TduL7NmzBwMHDkRUVBROnjyJqlWr4v/+7/8w65k3cC8pBuMG/Wi2nlrMQa/b486pS9j6f4sxZuxIJCQkYOvWrdi9ezcaNGiAhQsX4j//+Q+eeOIJVKtWDQCQnZ2N77//Hp9//jlGjx5t1p7I/iE2KNHR0cjIyEBUVJRFFoTXr1/Hxx9/jPjLNeHlUTS+m+6vRYsW4aOPPkKbNm2wceNGHD16FC4uLhg1ahTi4uLw+OOPM2sq2ZqMjAxER0fj0NHjsAuqidFfTIGTq4uqNRELrYW5TY+dmBs7cTX2H4SEBCPLkIJvN72NlgGuZssrjSXknBe1q+R9bg20Wo1pWV7UCo9nIWaJ3R9rWdPPl2+KBgCM79uQuRzPDlApdlZcLPtCYotGIPZorJgssbKz1jGkFoPIPrcEkXa07nPRPtXQauNHnw+s34K+bhNKUnScwLM4ZhUSV5tT0TbKJY2NtqQzHdeV7m9NYzBrjzE3V0PEyo9n/8OKkTf3Ez0+lJZlIWqzJDLnt8SOzhRR2z81iM0/bXXLsrGzBN5809S+TgnyfU5uOrYd+ghh4d54/PHH4ehYsv0nMUfa3JU+W7dux927V7B1z3sI+WYdALZ9qyVYak3Pu8e3xrVSKyJzK/qZi+jzEt5zBy1WfCW13mNdB9Tuw7RYwS6fvx7L5q0HANStWxcXL15UjUdShLS5q4DQNQlSHpQPuajOzg7tmk5Ffo5ziayQJGWPlJQUGPQG1Kyt7jMtkUgqNhFh7dC8eXNs2bIFBQXaHqw/fPgQ9evXL6XItNO5c2eMGDECDg4OWLt2LU6ePIknnngCXVrNRu8Or2tuzy8iFA8eFE6ICwoK4Obmhvv37wMAZsyYgaVLl2L16tVITCxcxsXFBQMGDMCMGTNw8+ZNi7ZBp9OhUaNGaNOmjcW1rCIiIrBo0SKzF0k0U6ZMQUhICG7cuIH58+ejfv36iIiIwL59+zBz5kwsW7YMhw4dKpP2nW5ubmjdujWenjoZfvo0/DL1HTxMSCr1frOyU1C3bl0EBwfjt80zkJ2bivw8O9StVwd3rsUj/vb9Uo9BIpFIJBJJ+eDCtS3wD3TD4MGD5YskSbmkZ8/uCAqqhgG95yAlW6xmnkRSEh6aWCt6e3vbLpByiFQmVUD0ej2cnJyMD+r6vzMDDfp2YGbwd445CYCdCUlnq6llb7H64BVHM20792ESbn45C7169UK9evW42ysp2xgMBmzashmJ+ixc+ecls+/obAlRhQvAVzGR73mZCbxjU+l7rYUDCV2qFD6sZSmWWGoh03hJ/Dnb/8GQCT0V41CCp4ZS2gbWPmBlmIhmlrAyKLXEqzWzhlf0Ui27h/V7sfqi26THULXsGHKMiO5bevvorGTSN2mX3ibTz0X3CS8zmpUFRXh9WxL+fO1zFCRlYfjwIfDz81Psh+bHH3/Et99+i549ezKVNxMXFm4Xq/C1SAYpT6lEslOXzlB/+aKmSGJ999uWmRg1agRSU1Nx5swZzJ8/H/379wdQ+ILJx8cHEyZMMO6zBw8e4Pfff0fVqlWxb9++Yj7Pan1bCk/1ZEn7586dw8iRI5Gbm4v69evDy8sLXl5e8Pb2LlMqZb1ej507d+P4sZN48of/g39EVeN3RHVEtn9X3HLjd/TxSGcf0/s0pksw8rMycPyNoZg+fToMBgN+WLYcLZ/qg7QT15Cbk4WRz/XEy5MLC72rZf2xxj6WYodWk1iiTBFVi2hVJrHaU2uHp47hqUiIgodW7tCxKK2rhJoyiYcWtQ2tPOLB2j4RtKqWLFXulATW76jl9wXMYxWN3xJVl1YsPbd42dlaHAEIrKLjolnJJcnwtlSBw4rNdDl6LqjEd99sxtRn+gCw7nYRtKrTeeOfiHpQqyJJK1ruJbQ6HrDW46nlAPZcnXZoIbDURaw5E3F2MW2HpzxiLTd+8AoUFORh08FXMWzYMISGKs+BJSVDKpMeDXq9Hhs3bkRG/gPM/+1VdF3+p+JytGJJC6LKadHrmDVgPTdioSUW0bFR6/p0O1ocYnjPzWhEn2WprUMwfX44dcKXWP3LPgCFNYP/+usvbruSQqQyqQJiZ2cHX9+iujRZqbYpHm0pTp5+WLVqFTZu3IgHDx7YOhxJCdmxYweu3LmJPm9OtXUoFQuZBiApp7j5eeHJb99CsHdbLP52CY4fPw7RvJaKXETYYNBDX1AABwcHFBQUwMnJCWlpRdfvGzduICcnB66urrhz5w7WrVuHL7/8Eq6uroiPj8fHH39sw+hLRqNGjXDixAlMmjQJBoMBZ86cwapVq/DFF19g7969yM7O5jfyCLCzs0OPHt3QtVsnrJ7xAZJuxJVaXw5V3BAcXPhwKiQkBI5OzghvXh9XLl/GvYQEOLlos4mUSCQSSekic3QltuJG3GF4e3vLF0mSco+dnR369+8PR4MrXh+7ANn52pwsJBItJN0vutcWTXCVFCKVSRWUBg0a4MKFCwCAsc8PxKRXigqK83ymWYolkUwhWi1C1qGz7WnlBfG8JETujsfpi78j8eEJTJo8vkxlJkvEyc7OxieffYbp6xbAPcDHeFyIZpIB/KwFWpnBOsZE1E50+6I+7lrr94ioo3jZh6bZj2oxEegMOrrWmTXgxUDOc6Ls0KL6YrVJK7bo35mlyFFSgdG/h2jmqmjsascFPUayVE2i67EyPZX2OS/bSjTblNen0nbP/iwd11d8gKq+3hg4aIBqoeAVK1Zg4cKF6N27qB4Bna2plOkJKGeI8hQ01qzLxOrTtI/k1Js4eHYBnn76aZw9exa3b9/GM888g6lTC1/EGwwGjBs3Dn/88QecnJwwffp0LFiwACNGjEBeXh7OnTuHU6dOcWMn2bMHX+ilGmtpKJC0cvz4cbz99tvYs2cPWrVqhdatW6NKlUfvS67E4cNHsHvXfoxZ+S68QormMPR8BhCvqWCa2Xw38TwOn1uI4cOHIzw8HB998hmOnPwIU8Z/iSee7IDpM/uqtmXtWkeitVrUvqNVIORvl5dGmi0nWt/IkhozJcUSNY2pSmjF6dsAgLFNwy1WA4mojlgKHFGsoVSyhQJJNCYa+ti0Zs0oAu+cZO0vLX1bWqfKklqWPEpam0ItK5tX640Xi9bYTPtR+12/XrIN457rr9p3SdD6u/KOIWtm3Vt6zLEQuR/TGgOphcp6TiESG+18wVIqsSDzVGvWXAKAQ2d+QFDVAvTo0cMq7UnM0ev1OH78OKKiomwdSqUhPz8fa9euxf2EHDSOHILQgMbQ6XTGc+jjyMJzjlcTtCRYey5tGpOoKoqFaD1CEeUp757dUgUT/ZzC9HuWG4vW5y+8GJQw3c7pj72DmDM3AAAvvfQSPvvsM039VWakMqmCYvpWNTU53YaRWE7jukNgKHDDvn37bB2KxEJu3LgBz7CacA/w4S8s0YTMA5BUBNzDI9HgpUVAXjAWLlyEhIQE5rJ2dnZlsqaOtYi/fwHVq1eHvb09CgoK4OjoaKZM0ul0WLJkCVasWIE7d+4gODgYYWFhqFGjBhwdHTXXoCoPtGzZEhs2bMDevXvh6emJr776Cjt37kRmZqatQ0ObNq1Ru3YELm45UKJ2rt85gJ83TEZmdgqAwrH91MU12HviCzz22GOoVq0abt68CZ2jM0LDfLFtzxzmi6S/NxzD3DlrShSPRCKRSCSS8kWNkLa4dOlShZ4n25K8vDxZh+oR4+DggKFDh6Jl60gcv7AUf+16DWdj/sK5DbsRs/Motu06h6ysXFuHKSnnPHxQ9KxcKpO0IV8mVVD8/f2N/zY9QcoTdjo7tGowBidOnEB+fvEaMpKyz5Wr1+EeKTN4JBIJG3vnKmjTZCIa1x6GVatWITk5WXE5nU5XoW+S7yWfR9WqVWFnZweDwQAHBwekp5tfv52dnTFo0CC4uLhg7ty5Zt7tFfk62bRpU6xfvx6HDx9GQEAAvv76a2zfvh0ZGRn8lUuRWrUjcOfYhRK1cfXObhQU5CE55ToAIPHQP7idsB9PPz0N9evXBwDs3ncAQV2fgJOTupL0v6+swEfv/4b4u9IiWCKRSCSSykKQf324ubnh2rVrtg6lQpKTkwNn59KrlyNRxsHBAW3atMGzz85EvwHdYXC+iht/HMDZZRsxYeYy9Bn2GbJyKu79j6T0MRVemD5Dl/CRNncVlKlTp2LJkiUAgGqtGuLJr/5rlGOTQtDEaooFsbkDgD2Rzc2+o63yWJZilhZWM7WJyVr+CiIjI9GwYUPWapIyyoKvFiJ05H9wcF4YADHZqlaZLW03QKPFFo0+N1jWaXTbdJu0fQIdu9J5wLPKo7d7+YINmDW1F9MGjRV7SSxLRC0GeUUelb7XWriRN46JWGCwZNW8ItG8WEUsFC1ZVqRvkd+dJX/nych5BZ1FbGd4v++LvTbietwOTJ48AR4eHmbf/fLLL/j000/x+OOPF1uPWLIRmzCCqX2ILWzttPS97dBcePnYYfCQgTh8+DDu3bsHfXY4WjV8SnH9p556CkeOHEHz5s2xY8cOjBkzBqm3ir+8V7PWs0bsJeXnn3/G0aNHsWDBAuF1Ll26hLfeegu7d+/GtGnTYG9vX3oBqpCSkoKvv1qIVo3GIH/kYNg7uSiOSa8u98aFL55Fq3o10apVKzRv3hw+Pj64ePEiXn/9ddSpUwc+Pj5wc3PD3r17MWrUKPj4+CA6Ohp34+Jx+dpF/Hp0Hvr6u5q1S9t21u/7G+J2roFHaASO7n8VIaG+JSq8rgTL7i573irjZ7RFGs/2jGVrJ2p3p0RJrdV4tmda1mXZ3NHwrOW0WtWJUBI7u4qENa0VLYVnJakFaxcJF7GjFrX6ZWGJnRDZTvcDhQpR1tgiOr+h21WLTalN2oJahJLYKJXEhlENLdcHrYXsCaL3SGrHjaU2zLzrogh9vi503SDzTNb809S+FgAmLiy8bi+dUZjTrWTDzINeh9h+Be+Px7JlyzBs2DDhtiRiJCYmIi0tDTVr1rR1KJJ/KSgowNq1a9G0vjd+Wjzd+DkZF0mpDh5Kz1roMcLSsVbUQl7NKpqGt32kbZ79H33dFImbBW9MZT2v01LygGWLxyufovasKCcnD4GeY4yfrV27FkOGDFFcXlIcqUyqoJhK9LJS01SWLPs8/fTTOHfunK3DkGgkNTUV6Q8fwr16PVuHUiHR6XS2DkEisTqNag9AmH8Ufv31V2RlmU8mK7oyqXPL55GV7op58z7Hnj174Ovri6qBTZnLr1ixAq1bt8bBgwexYsUKfPHFF48wWuuQmZmJ559/HkuWLMHatWuF16tbty5WrVqF0NBQY50oW+Dt7Y1hw4ciNnknTr37FG79sQix14tbNabdvAC7nHT4+fnh8OHD+PDDDzF79mysXLkS/fr1Q7t27QAALi4uGD9+PMLCwrB161YcP3wZhuwIzF/9Kqq4uXDj8azTAv7BYagfHoTRI+ajoKDini8SiUQikUiKGDt2LC5cuFBs/iwpOVKZVPawt7dH165dsXWXfE4osYzkJPPn5NLmThtSmVRB+eyzz/DKK68AAELDfHHh2jdMhYNSpj55w0sUFgT6c9ImUQl0ap9otjxL0aH0Fppk+GyeWWjPMntEYVxf/jgIYWFhGD9+PAICihe2lpRNTp06hWOHr6J761fw5Wr25EtrkT1yzLEURzT0cqbZCuR4JZ+Rv1lZE6JKFDpGpdjIOloyNUx589O/MHhCj2IvlUT3ixL0drKKH2st1KyWrcoqzMhSfYluj5qyi1fAV1S5w1Iq8X5bpb5Z69LHJkv1JoKlqjTeOUr/ZiRGNRWY2nlsMBgwrcP3uJNwAg72jijQF8DOzoCsrCwMGTIESUlJ8PLygo+PD7y9veHt7Y0hQ4agSZMmxnZMMzzprFD670eBqLpn3KAfkZoWi7jEaDSoVTy7mW7HYDBAr9dj0rCVFvdJoLNiS1uRBAALFy7EF198gapVqyIiIgLfffedpvW3b9+OESNG4JlnnrG5l/29e/dw4sQJnDlzBr6eNRFZvRcynugNnZ09nml5DK+PXQBHO2d079YT1atXZ7aTkpKCffv34fyFaJy79AX8/D2FY8jIyEa1oCmYNXMmfv11DUJ822PnicIMZXI+0momGlZ2IU9VpKZMEoWnWKJjEWlLyzqWYKoW4imyAGD5pmgAwPi+j0ZtT6ukaERVYixMly+tfWzN35K3P3h9a8HSOK2hSOLd8/FUIrz5n9r1ncZS9QjJmiYo7RfRbHHR5SxV2RC+W7QZL47tqrouC54yTWkbtCrs6eXodixR7IheM1htic4xWcekGvR2sf6moZ9vKEHPIcnc8uALvQCwlUas5dTmpsvXjzVrj6Vmqt82FosWLcK4ceNsptiuqFy9ehVeXl7SBquMUVBQgLlzP8S9y1/B68ZFs+9YinJasapFgclD1A2gJGpJNUWRUl80LOWu6PVDbVlLr/c0Ss856GuAqNqV1XYL/yo4d/YmOrR61fhddHQ0GjRooBqbpAipTKqgmF7o7ic+RHl+Z+jp6YmJEyfixIkTtg5FogE7OztI7Uzp4eTiiNxs8RdFEkl5QafToV3TKejd/k30aPNf9O3wLi5evIiVK1dix44dCAgIgMFgwN27d3Hq1Cn8888/aN++PUaPHo2bN2/aOvwSodPp4O1ZFXY6sYcAOp2uXD8w+PLLL9G8eXM4ODhYVPOpR48eaNiwIY4dO1YK0WkjMDAQffv2xbPPPosmLarh9OWfcX7eMzAUFKBa7VAs3/MhBk/rinV//I5F33yH48ePIyfH5IFsWho2bvwbC7/+BmH1vbBs14eaXiQBgJubCxo/3gVbd2zHsGGDce7ynzhz+oaVt1QikUgkEklZ4mF6At566y307du3XM8Lyyo5OTlwcnKydRgSCnt7ewQF+uP8RfXyHRKJEvcTH5r9LV8Wa0O9kq+k3BIcXOTbm5ubjwcPMgCU34mFrYtsS7QTEBCAlLTdtg6jwuLmXgUZ6VlwriIntpKKh05nB2+PMOPfAQEBeP3119G9e3fF+nmdO3fGgQMH0LBhQwwZMgRXbzqjdrXOXDvIgoJc2NuXxXOo/CaAaCElJQU+Pj44d+4coqKK13sSYc6cORgxYoTRKs7WuLi4oHXr1oiKisLX336H5HMHANSCg6MDBo/vgf5PdcEHI07h+JHt2L59O4KCgqDT6RAfH4+wwFYY0HUuZs/1tbj/TjOexA9PvIyUlBT07dsbA3q9h6U/P4fB7aXlrEQikZQqlePSLSmDuDi7o2vXrvjjjz/Qr18/VKtWzdYhVSikzV3ZJSAgAOcvxaJdUw/+whKJCQnxKcZ/29vby5dJGpEvkyooISEhZn/fS0gBAgo9IE/czyomEyS2J/jXY7efsS6w+SFC296Rdog1HVlezYKJtsSjbZyUDstZs2ahc+fOaNSoEcLCwop9Lyl7+Pn5ITcvEycv/IZnhg3CN7+LXeB5FmRFn5tbEPSjiuuxbNH6PRlXzFqLFOYjn/P6pqW9rJiV7M2K+ij8u+icUh6OWZLdplW9Ud1ej4dKKzH6puEVu93NsC8jsAohKsVO7xsi0d4d2bzwgyxzG4u/qbbI9tAx07ERu8yi8cSxWNyi0Pvl7xhl2zp6OfJ30TjKb5veLrLuG/+OrSfukz4dzJYnaJGm0/YddFFgOiZyfSD7+uNIc7ssAtkv758kn9ibfKd8TaBtDAmkmDC5PrRrMRYFBUCjRo0U23Fzc0OvXr3QqlUrnDt3DqdjDqJTbz98/PHHxWxAyPbejj+JXUf+h1atWmLIkCHo378/GjduzHwBpaU4Mm9d2kKueNvqL8HUYrGWPR3pozTt7iIiIrB//348ePAAr732mkVttG/fHg8fPkRaWho8PMrGjWR+fj5SU1NRo2ooYv9ZjRaL3wNQeO45OjngnfWtALTC3VuJiL99HwaDAaHVAxAcXni8a7UMNV1+SH1HeH84Cl+88SumTJwEDw8PjBq2AKuXTUezRtWhvxaPbp0agLiEixaeZ9mFkL9NbcNYVmL05/TfWgscK8VE2nSh7DvcOW3RsbDs3+jtN91Gehl62Zxtl5EXnQDHhkFmfSq1pRab2jI0WrdHK1rW12qpp8XeTnRZen9YitK1VtTehcD6XXnngVLfxnmoW+Hfxvs8jTHR8z/6c7UYtG4/a33ecSD6nchyrDkTbftDx8QaT1yuX4PhtIdin7xzT9TW07QdUashlu0RvR5ruz1UYqPfn4n+JrzYyefGY08ldt52vRZD5qNkHl84f319WeE9A12gfemMwvMnEoXzRTIPevWwiaVw+8I2E+YWACi672j3+dZ/11WHNTel51yvHl5p3q8JpnZ3To5uCHYYg8yQfViz5ldERUWhY8eOssaulcjLy5PKpDKKl7cfTlyJx+SmymMvgf6cHjdY197dWXogK0u17IHINVLpc951kzwvSW/f3viZ6b+1QM+HWdcF3vUjzc1Zk0WgUlt0X/QzBZoW/lWQxumPfi7F2g7T38r0ZVJQUBDs7KRxmxbk3qqgmCqTACD+7gPGkuWD5s2b48svv8TatWulSqmc4OTkhOnTpyIz/xL+2vUf7JHFEa2Kt48bUlLkuSCp+OSkJOJszB9o06YVsrKyVG1bfXx80KlTJ4wbNw6LFi3CM888g5Pnf8O5yxsRc2MHrsceQmzCGSQmX8b5q3+hd+9eiIiIwNq1a9GlSxeEhIRg8uTJ+PPPP5Genv4It7JyEhgYiDNnzuD777+Huzvvcb8yjo6OaNGiBW7dumXl6CxjzZo1+PDDD7Fy5UrcvpEMX68I5rIh1QLQvEN9tOjYwPgiyRp0fbw1avdsg2UrfoSrqyvsHRzg7+uBLxZvQY9BH+H/5vyGggL1GzeJRCKRSCTlB51Oh1rVOuHs2bO4fPkydu/eXa5LHZQ15Iu5sklAQADOnSkb9wCS8kVCQorx3/TzcwkfnUFeYSokBQUFcHJygl5f+LDgu2WzMOKpTszledlBdGY6K5tcTQ3BepvPUpDQWfPL14/F1KlTcfz4cQwaNIjZj6RsYTAYcPz4cZw4cxQ/H/yYmXFNoLMI6GLhLBXQ+yeL6m0QNQOdaUbQmvXNgrctSm3S67CKHpMsOvpcIyqbv47eQOyNBNyvXTz7hj6XWH3ylEm8LHgRNQzr96QVirR6SDRjkVYoAWwVE0vVpHV5LUon0WOK1zZPsacEa1/RfbKOF9HjwjQmpd9DqQ86huIK1SLuRl/Fple+R1Z2KrKyC/UUgwcPQpMmTRTbJERHRyM5ORk5OTnIy8tDXl4ecnJyjP85OTlh5MiRcHQsjEGv1yM+Ph6XL1/GzZs3ERsbiw8++AAvvfSSWbsiip2SqJgA4OK1bahXsyd3OWuqhujt4qmprMEvv/yC3377DWvXri1RO2+88QZ27tyJ3r17Wykyy/nrr79QkFEdTeoOxper1VWbvDGIdY7S0OcbUHjt3f3FSpz4fTuC2/XDrbWDcfjYVbTvU6iS6tGrGZatfA5hVG0FeswlWZEslDJAWRn3LLVISVUiAJA9bxUAthJHFNFYyfemiiARZdHyTdEAgPF9G1qs4KKXU0JNxaSEqCqCXp7sd0v6pNvi/VbWUlOZtsXCEtWIqDrK0uOdV0QcKH7d5yk2ROcWJVUdqcXEW56OQUTBSI5Ll5dGao7TtA+tfLP+NJ4Z3NTsM63Hheh5QFD6/Xlt0Jntohn6NErLsdbVWoCetENipdfjFaFX65t1L0LmogTyDIIQ06XwYSO5vyQKJqVl6HUthSj1iQJKlIysZGw98AGaNm+A7t27yhchJeTw4cNo06aNrcOQKJCQkIC1v/6EuN8nAeCPPaKIPoOgn4uItCHaJ289re0D2l0AaMj42Tmm0IqEHqNNl+E9U6LVRLznJqQ98tyPvn9S236lfTVm2jdYueZgYVv9+mHjxo2q/UvMkTZ3FRR7e3sEBQXh7t27AID4uym2DchKzJkzBxEREejduzeqVBF/qCqxHTqdDhEREdixc7utQ6lQuHu5Iv1hpq3DkEhKnZCGtdCv0xwAhQ/Ib909iqNH/1C1pAOgWFtJDTs7O4SGhiI0tPDhQnx8PN5++22MGTMGQUFBlm+AhMlTTz2Fp556qsTtdO7cGStXKtvAPGpq166NnduOokndwTaNQ6fToetzo2HX8lno7Oyg08WjbVRtDP7oeWx8eyF2bDuNPl3fwY61ryAwwBMAZAazRCKRWIgcPyVlCbcqvujV/r/YeuADuLu7yhchkgqLn58f7qdm4GFGDjwF7N4lEkL8vVTjv+kyMRI+8mVSBSY4ONj4MolI+OiMHJZigX5L3AWF67X4N2u+qCYG/UbYwUwhAvCz+I1ZQFRGOsnoIRk+7T7fioMv9EK7du1w/vx5tGxZ8kxWyaPh8uXLCPRpiKUz7NBitbZ16WOUlT1pepydCFeun0SWYSkrRLPCTWPgZYqIqqDIcqSOxRvNyXJ5ZjGQv909XZGemomBGtSA/DpU6tD1ntLcnOGRkQOPjBxmJk2xsebf2kgsRVIxpRaUMxhNl6Oz8ov+Nm+rKIsF//5fed/R+4OMh10iC7MCd//7G5hmJJJ6Q3RmDE/dRD4n4yB97LIQ8Wuma+EpqRdMt4NkP/59m4zh5sc/K1voxP2sYn0XzxQqMIuJFQudFUqOE7J//77tiMD81jgyYBW+X/4TakdUQ0SNGggLC4ODg3WnNMHBwahfvz7effddLFy4sJhSZ/zgFcJqHa2qnq+/foiZM0unVpGoaqo0ayVZk/Pnz+PLL79ESkqKrUMBANSqVQu//74OCUmXMHtEXQBF51axGn6c+mu8Mcp0vkWrWI3rdkwCUHTu1ekahUGfvIDtHy3F+eibmPLqj/h59Ut4elk0fpn+Hvr2a4WP549HjYhAAMoZh6JozXrkqUHUMtItVSAQjOof6nNageNMfW66PEtRVFK0tMdTB/FqX9HL0bD2kxZ4taWK9UXV1GJ9r/adlvpLSogsT6vVePWZ6Oxg0exptXoJInUTTSFjCUuBqKaCKS14ChYRlRirDhVvPNNSr4kmLzcfjqfTuOuInoME3nlADGJN++XVa6J/b/IazLh/SlCLirX99D6nx3H6d2e1Q8dOq9CUlFrFjqUs82stmXtuNtYpLfx+6e7C+TGZD5F6SOQ6G/R64fqftBkFoLC+URASsfdAQDGFUkkVS2R9Mi8mSiWldk3nb3v3tsTw4cPRunVrqU4qAXLflV0cHBzg6eGO297V0KhBVQBi1yqegpd+fkK3yVPDKMXAi0tE7aQGa5tMaxK1oK6DWus0ktqM6f7tFZcrvDexR7/wPNX62UDRcy+ekw8Nr+a4qGtOfELRyyRpc6cd+TKpAhMSEoKTJwvf+twz8YMs70yaNAnvvfeefJlUjrh69SrCg3vZOowKhb2DPQr0suaFpPJh52CPBi8twsPLJ3Hx8kmc+v1vpGc+QNWq1VCrVnXUqFED7u7uOH/+PHJycuDn5wc/Pz8EBQUZLe1E6dSpExYtWoQrV67gzjUdPFyD4OEWCA+3QLi5Wq/GjcQyPvzwQ3z44YeIiorCtGnTSq0fvV6Pa9eu4cqVK6hWrRoiIyOZLy+dnJwwdOhg/LF+Plo0GIU61buUWlyWEtGmCSau/hS3T1zA/FGFL7yqeBUWLt6z6zzatXwFL706GM+99DgcHeWtgkQikfDIzs5DlSpOtg5DIjGjQ4cO0Ov1SEhIkA9LJRWSpKQk5OXnoW4deXxLtHHX5Bm5VCZpR94hVmBMJwwVxeYOAIYMGYLp06cjOTkZvr6+tg5HIkBSUhLqhoXaOgyJRFJBcHTzhF+zLvBr1gWRgfHIzHqA+KQLuHX1PGJitiAxMREDBgxAtWrVsGbVdqSm7UdeQToaNmyIhg0bolq1arCzK+51T+Pl5YXJkycjLi4OQeHJSEo6g9hbKXiQkoysrAykDVqPTz75BHXr1rXq9skMSD5paWmYO3cuJkyYgICA0nmxl5aWhqNHj+HkidPwD/DB8OHDsXnzZvzzzz9o1KgRmjRponjz0aBBA/j4+GDlyl+RknYb/fLHwM7BXqEH22Hv6IAabRrD07PwVsCvRijGr5iLv56fi6DAUKxYuh+/rtyHhd9NR1SbSBtHK5FIJGWb7Jw8uDhrS1iRSEobOzs7DB48GBcvXpQvkyQVkpiYGPTu3lgmP0k0kZOThwcpGca/5fioHXnGVWBMT4gbd5KECsHTVluAstzy40hT+WDhYTR7RKFkkC5OSWy5CLS9kVGW3b7wQQuRmkci3vx7AHgBcHNzw/Dhw3HmzBl07dqVu00S21O1alWcD0xCYNvWAAotBFhFgkVkySzbNpa12Mf/2pOlUUMeORaJrRdtucayGDpxP8vESshcHcSKiSWZJn+LnJ90H8fdnIQs6ljWa7xCzcUtBov+zbKjIxDJdBdiX1GsTbK++T6n9wt9PBjtA92Kx0VbydFtFtm3QfF7GtZxRvo2tWyk9wfrOGZZLZLxkkBvg6nVXOF3jsVsrXj7gcZoKfevcCII5gWIO1HWo8TuD2BbpbL2JW1vR8dOoO0/9iL43/8XQvZTvyfjjOsWLhMMoD78MBSRu+NhMOihy7PD/atA16hmAIC0jARcvb0fv6/5C3Z2ejRt2hiRdSMRHBysapHn7+8Pf3//Yp9nZmbi8OHDaNGiBZ566inMmTOn2IsFJau4M2fOIC8vz2rq2pSUFGzYsAGjRo1SfUFG29vRsZHvyf/Lus3d0qVLUa1aNbMXSQUFBTh79iy8vb0RGhoKJyfLssT1ej2OHTuG7dt3onP/5vjwp5mYOXAOdDodPvnkE5w9exbff/89VqxYAXd3d3Tv3h01atQwayMkJATTp0/Bql9+w7JpX6H25DnoN/Kuar8sa1UCPT4Sy0416HONLuI9G6Z/h6H6zG9wfcUHcDMAVQNqoF/P9/DFN9MwbQi/3gLLtollnUF/zrI/I58br1EK7bGKEIvam7Hs4cjytGWZUjs8izlCXnQCchyKjk26TV47tw4VjlfV2uYL90vb07Es4ngWXay+lD6nt4tum7bto9vgbZda7Jaasan9viLfm8bFO/bo7+k5GGt5lj2YCPS8j26LZQfHmsNqgWepI2rzx7IHhIKFHXMMYXxvaUFyAMjKzoWLS/F5F+9YYi1PvncRPCbVoH9PnoUcXf2JZ39E/7aWxMCymqKh13NhxKZ2rJLP6Dnn7N3kX4VzKfJMg8yL5i40v+d7/dd/EyX/vTyS6+vB9b3M1lPqi0DmWiwLYtImeS5CnpewUJq7TZw4Ef369UPLli3h4eGhur5EUt64eOEyPnijt9lnSuMJsecHCscqYhFK23wSWFZzvGc6pvfLSqg9fzGWGqH6okuVGMlStsWjr+Xk2YVHRg7wb3kC02unaQys+TTvmR35/ONI0o75fiHW3MbnctR+NN0Ogug+JXanBjIvFLADvnX/odnn8mWSduTLpApMeHjRU4Z7cckwGAwVJtt5ypQpGDp0KDp37iyUXS6xLQ4ODjDoC/gLSiQSiRXQ6YpfFzzcgtCs3lA0rTsE95JjcP32Ppw69QeyslMQHh6OoKAgeHp6wtXVFa6urnBzc4O9vT3y8/ON/4WGhqJKlcKJrqurK7p164ZWrVph3759qFOnDmbNmoX/+7//Y8aVmZmJ/v37IykpCS+88AIiIyNx6dIldOvWDb16FVmB6vV6nDx5En/88Qd27tyJUaNGYdKkSWY2ffHx8Zg3bx6++eYbZGRkYNCgQRY9JMjLy8PmzZtxLHolwoNbItA3sszPFfR6PebPn4/27dsjJycH+fn5KCgowNGjR3Hnzh04ODjg2tVrCAgIRkTNaujYsSPc3Nz4Df/LunXrcPdOKnq0eQ2vfFkDgLlarHHjxliwYAE+/fRTfPvtt3j//fcxbdo02NubP+Rxd3fHhIlj8dWixUg+vQcYKfaywZY4eweg7ox5sL+wGEd/+Qe1a9fGs88sRpdG1VC3TghOnL6BQ8euoGnDaujQViqWJBKJBCi0uZPKJElZpH379hg/fjz++usvjBw5Uj47kVQYsrOzcSf2Nvr2aGLrUCTljDu375v9bfrsXCKGzmAw0MknkgrC33//jf79+xv//uPcV+hapzCDVynri85S63Cyv9n3JEtd7W0yUPTmuNibcxKXQrY8KVxJsnJ4RSqXrRuDGjVqoFu3boiIiFBcRlJ2WLduHYL7t0aTgV2LqX8IapmI1i74Sys3SEx9vvYptixRQtBZJzyFBfmcXo9GLROd9R35PGf7PxgyoSczi4OVOapFBcZah5fdSrBGNiuBVZTytRjzB7j0vudtr9r3rKwj1u9qzChijI8E+rflHSdqMfAgmUCs44g+humYlOIi2Zjk/OApKug+aWg1FMnEDHq96Lel4yJq2In/ZoqSmOjrBrmeEOhiyHnpqUi/dQkue48hMycZOXkPkZOThuzcNOgL8mHv4AR7O0fodDqkpiWgYYOGiGrdEmFhYQAKX2zcvHkTe/bswY0bN9C51SxUD40CUJghajAYMG3aNBw9ehQpKSlwc3NDp06dcODAAeh0Ojg7O+PKlSu4ceMGPD09kZycjJo1a8Le3h61a9dGSEgIzpw5AwAYOHAg8vLyEBMTgwMHDqB+/foIDw/HyZMncePGDQBsZdH4wSuQkZWMHoOdsHbtWpw5cwapqanIyclBSEgIfHx9cT46Gt3bvIiqwc2K7TcAOPhC2ah9d/HiRdSvX9/4t729A+ztHFDFxQs92r4Gd1d/5OZlIPHBVVy/sx/p2TcwYeJYuLq6CrW/bNky1A4ZgdDARsZjkFb0EAwGAy7e/QoBAQFo3bo1M96NG7ZiYNdPYG9fdA7QGcn0scy6/ijBOgfJumQcMKq//z0P6MLipM/Xfw1FVsIt3Fv6Ge7eu4ghw9ph2crn0WP8MlzefBD6vBzEXfgCbhquI2pZ60poUQnQakmRTHlLYCl6RFm+KRq68AiMH9VJODZawaMGiaukcYoocHj98Nqg1+UplVjrqR0nJFtVRFkmAk9tpQSrL1qpwVqe1ScrBqX+WMeQqDJNVDWkhpZ9Zsl6lih3RPcpqw/T5U6euYHs7Dy0a12n2PJK7VmqNOIp3LQsJ3oMseb2BF6mOhmfTbPL6XkyK/OcN3dnwXoOsXRGUT+85w30NZosT89VeUpulupIC/RchP6bFQPpe/GvI9CsWTM0atQIjRo1KnE8lYnc3FycO3cOLVq0sHUoEopz585h+4nzSDr2H8XvWeMH735e6R6bNVaxriN7IpubtcV7HmGJ6pj1TEt0PRYkZhKTaVy06onliKL0PAFgj930NUHtuQSrLd5zKdPlVv+yF1MnfAUAsLe3R3Z2tqpTiaQ4cm9VYKpXr272d0JsElCn4hQM9/X1RWpqqq3DkAhQtWpVnFizDY0HdLZ1KBKJRGKGo7sXfBq0RmRiNe6y6Zn3cfnmTqxduxbu7u6oWrUqLl++DGdnZ0ydOhWn93nCrYp5Lb/du3dj3bp16N+/P+zs7Iz2a8OGDUNaWhru3r2Ly5cvY/78+XjnnXeQlZWFzMxMvPbaa8ZJbbNmzXDx4kWcPn0aOp0ODg4O6NSpEzIyMnDs2DF07NiRG/uuo5/j7r1oxNyti4iICAwfPhxubm5wcHAovBnbtRtVez6FMNemlu3IR0i9evUwqv930NnZw05nr6ikcnJ0Q1hgE4QGNMLhM0vx4/KfMX7CGKOyTA1/f3+kpN1BaCD/gYtOp8Pnn3+O/v37o2nTpnB2Ln7zV7duXRw4cBgXr29Fw9r9xDayDFAlqBp6tn0dV27twrARhcd1rU4tcG3HMQT5++KXtQcxZWxX2wYpkUgkZYCMzBx4uFueMCWRlCbOzs6YNWsWFi1aJF8maSQzM1OTul3y6LgQcwUeDdiWZhIJi1u3ipRJYWFh8kWSBUhlUgUmLS0Nnp6exr9X/vYy+g+MMv7Ny+jhKQpYPtpKmUV0vQwCnelLsmzozFkCyQi6f2Inkjb/gFlPF7eVkZQ9CgoKsHDxEnh3G42A1r2xeeYDxeXoY8gSJYkISt6srCwIHiJZE7wYeAoRVkzHf9uDqc/0Mf7Nq4HEypwx/YwHq22efzBBLTuF9XvSyhqWQoe1HI3I8cMa90RrW7Fi0rIua9+xxl5eO3TWktpvxVO70X3SYzsZw2nlEg3ZLyylk1KbPFgZptakQJ+P23dP4F7yRVQLiUKQX11Faz0A2HrwQzRoHIZWrVohPj4et2/fxu1bcbh7Nw7Z2Vnw8wmHj2cEIsI64O897yIzMxNBQUFIT0+Hl5cXvL294eHhAVdXV+Tk5OD27dvIysqCt0c4/LzqwN+nNkL8G8DR0fw3I1mqaWlp+Oqrr/Dxxx9j5syZxjpCeXl5OHnyJPbuPYAqTn7wHTYZ3vVaKe6/0q6fpCVrl5d9q4TBoMeh098jPfc6xo8fAxcXF9U+Dhw4gNMpBkSMfMW4P0xVckpzlF1H56NGbU90795dsc24uDisWrUK165dw4uT/1bcJrINpn2ZYjqOiKolaUTVsnT2M+n7PyuDcPLtJ9C6RTM8fHAbp/bOKdaGVgVCSWuoaOmbzrhnqWN4qhiCmvJHKYblK/fCcPs6xvdtyGybpyZSU/SIqnkuv38dQFHdJRqeYoW1H9Xa4MWk9Xs6Ni1qIy2/o2kfNGrzKrovS1ViWhVbaoge55bWDmIpU5SwVKnEaodGTW0keqywxiSlWlNbjt5EzW7tUadWMHN505ocrBpSrJpQonN6ej3efbzpuvR288ZmGjpGlmJUaX3WdyLxA0UuBcRBhYZ8Tz97MFVhmypzgeJKdnqOSuYCLNX2rrjlAIrUUKz6SESVbKqaItDXYGOdpn/hzXlNty8vPQWn3xuDl156QSixRlJIXFwcCgoKpA1WGUOv12Pe/M+wcOMbGKNPAMC+nrBq9/LqSPP+BixXuLIUSLxnrLz7f1NE7+dJ21qvjUqxsBRKdEy8+xDaDYu+jrKuNwDQOeakWZwE03jnv7YMf/20CwDQsWNH7N27FxJtyNdvFRgPDw/4+PjgwYPCB/e3b93nrFF+eHh2L9q3biVfJJUT7O3tMaBvb6xauwS+TTvZOpwKg85OB71eL72vJZJHjL2dA2qEtUaNMGVbM0Jefg6SU25jx44Y7NixA77eYfDzro0A706oFx4BL/cQ2NmZX8dcXV2xYMECDB06FElJSYiNjUVcXBxiY2Ph5eWFtm3bokGDBpg0bKVq3/fu3cOCBQvw9ddfo2rVqhgxYgScnJyQmpqKU6dO4fiJY6hRNxRtGz+NYP/6uFwvpMT7payi09mhTdPJOHhqMb777geEhoTAydkJTk6OcHFxRvXq1VGtWjVkZ2fjwMFDOHz0KIK7DNPUR8sGo7H7xFz4+/ujSZPi3u2hoaGoU6cOWrRogbTUXNjpnNCv85wyX58KAPJzi24Edfb2COn5FKIP/IGcjIfYfyhG1k6SSCSVnsycfLi5WteWWyKxJo7u3gjyr4MLFy5IyzYNZGZmwsenuBW+xLYcPHgQweH+CK8VAlxOsHU4knJGQmyS8d/VqvHdSSTFkS+TKjjVqlUrepl0u+K8THLw9ENCYulnn0usR0REBEICA3Dv8CYAXW0dToXA29sNKSmZ8PV1t3UoEolEAUcHZzz52DcACmvr8F4c3Lt3D3v37sW2bdvQvXt31K5dG7Vr19bc793E84iIeBr16tXD6NGjERQUhFu3buG3337DtWvXMHjwYHz443No2Kq2YiZsRcROZ4d2zabhVtxR5OSmIy8rGxnpOXiQm4bjxzbC3iEfubm5cK3TEvWf/QKuwdX5jZrg4RaELVu2oHv37nB2dkbdunWLLdOnTx/cvn0bBQUF+G31mnLxIunu+av4afLb+Kt+NUR1a4Qs9yEI7jIcGdfOIvPcIYyatghn9r0PL0+xelQSiURSEcnMzoOrq5Otw5BIVKkR0h5nTu+QL5M0kJmZaayTKikbXLt2DYcPH8bCv/+vXMylJWUP05dJdHkYiRjS5q6CM2jQIPz5558AgMHD2mL5yheKWR4RCSGRNXY42d+sDSLpplGys2NJ0wm09RORmvMKYNJFJtMz72PDrtfx7HOz4e4uH6SXF65fv47ff/sTN+59BUdHB2G7OlFLRi1t8AoysqzlRG3waNm0Ut9aLdPoGI/tOYfAUD8MblvT7PuSFEhmIVpsl4WShRqvDV4BRpb1BQ+130StWLDS8lrt39SOG9HtYvUpujz9uUgMWophmi5P23HQ1xMlOzv6uiC6Lut6wru+8L7XAn2tEiX6ykZcvb0b6ZlJqFkzAtnZ2Xj48CG+/fZbPPHEE4o3SsQmhbZN0evzsWH3f9G9Z3ujQiYpKQlLly7FnDlzcGiLC5yd3IptN20f1+7zrcZ/syxcrAVt+aJkZWeNAtammB5fBoMBmbFXYefohCpBhdlppMC26TlLW9soHTPx9y9i97EFGDp0kOILJQBITk7GwoULUad6dwT51UeQX104O7kXs9KhURvreJaiPNtMYgFEc2DGHsQlb0e79q1x9dpVnDxxBi3qj0SNsNbYdOJNpMTfx6AhbfHjqhfMCvWawrNrYsGySFKz4RAtJM9qg2cVRtuCqS2vZCG2fFM08qITMLYp3y5H1P5NyeZOxPJMrQ9WXywbl+x5q4q1Z4n9nOl6BN76llgPknhpRG3g6Pa0bqNpHy4vjTT7nHdskphoqxcR60Eanp2hiMWP6ecEenkyNigdqzxrINFzWNTaUg1Rezclm7slG89h/Muj4eTkUGx5NSt4elka3njJs/njrae0nOhYTRdiJ1h6f6dmf0cvw7N4JvT52lxRwrJTpu2ZlWBZNtNtsOaT9HyNZZ8HAJ+0GWU2DyNzEt78kjUPJX3V2HYda7bMxnPPzYaHh4dqW5JCjhw5gqioKPnSooyQkpKCJT98h5++mYqBj7XQZOPPGpPJHJhlf0fDe05gCutaRbfBs78jsCxSRWxmedck0eswuZbnvTWe2ycNaWtPZHMAxW346e0j1xdy3eWtx7p+mdrgGQwG9K/7DLIysgEA33zzDZ5++mlu7BJzKkc6aiXGVLJXkWzu3F39ER7SEgcOHLJ1KBIN1KhRAx5ebvht1X5bh1Ih8Pb1QOqDdFuHIZFISoiriw+ych4iMrIuHn/8cXTp0gVdunTBzJkz8dJLL0FL3s/F69vg7uGMxo0bAwDy8/Pxxx9/4PXXX8fzzz8PZydZRJhGp9PBrWpt44ukkhDsXw9dWj6LtWv/wKlTpxSX8fHxwahRo+AfmoWDpxbhjx2vQW/QKy5ra5wd3ZCQEI/k5GQ0qN8ATz45HIdOL0VaRiIGfvwCAODmjUQbRymRSCS2JS+vAI6O0n5dUrZxcqyCsKBGiI6OtnUo5Qr5IqlskJaWhl9WrcSQST0w8DGprpNYRlpKhvFFEiBt7ixFKpMqOJ9++ileffVVAEBQoBfuXvzS+FaWZIxvnllog0dnWQHiGWkE+g0yXXyelUlOo1QMk0DaiPnvHfyz720899xsuLnJh2PlhQsXLmD7ob2Y8MvH+KSe+fDDOt4Ij0JxQ+BlvCl9z8pYIxkTdNtaFTb0fkmNuYtjp67Dp3tz5vqiWYWiRSB5nyspkFjwMunJ+EGgM09YWFK0vaSIHEcspQCdWWMpPKWb0u8hqo5jtcXLPmVdA0j2JsAe48n1gRQmJvBs2VhKI0tUQ2QdVrapaJssFZCp2iY7Nw1nLv2Oq3EH0aRRQzRv1gxeXl5YvvwnVA1oj5Pn1xZbx7QtoLAYrZ+fH4YPH46qVasCADZt2oxb11Iwav1/obOzM/4WSvuRVgSx1EBkuz9pM0p1u3ntENTUYXTxaRK3qKJMdLmlz5tnyplm65F5E+mbHJO02tr0uM64cwUxi19Hp3Zt0LGDedY2ITs7GwsWLICbSxBaNRqDQN9I6HQ6VYUSTz1YUuUmwXR8urr3BC5uOYB7l24iOTYB+oICNHr+Szw20he3jkdjSJQfgsL8uAV8eZnyBF4BekuUBnTbLFhqDi2KJDVWnL4NAKrKJJ46xpK+WW3yFDiWLq+2DOs3obOKWYojUdWQUp+s7FrePhZVD5VGLDS8mEV+G7I9rIxpkqXNmpfQ4ws93+KpiUyVLEr3n6aw5nS8Iuc0rJgscTdQ4usl2zBzSk+zz3j3MWr3PVrnsJYqm0QdBgD2726a8W0KT93Papcg4iRAIMes6XUYKK5SJwofshytQibPR4giW0QVTeYp5Hxh3d8QlRQdA61MoueUInNNeq5EtkNp7nMz7ggu3/kD06ZP5m6bpFCZ1Lq1eo1USemTlpaGpT/+hLHDmmP+B08BZ06Yfc+7hhBMxw6W04jSskqw1DP037QSmVa5msbPe6ZAYqTdAOj1WW4BIop6nkpXSY2utB5PtUo/JzC9ZrBUqDw1GFlv9ojCvr5cXfw3PnP6Bjq1fs24ztmzZ9GoUSPVdiXFkTWTKjgRERHGfyfcS0V6ejZgXzH8nL08QhAe3AIHDx5Ez549+StIygR169bFrr178Mern+O5ReMQFupr65DKLYEBnriX+BCyJKhEUv5xcfJA68YT4Dh0BGJ++RQxl35DVFRLhIQEIiNNTFl87do15Ofnw9PTE8ePH8f169dx9cpN9O/yAXR2Uoz+KHGrWhv1Zy/AgW//g+PHTiAwIBBBwf4IDAxEQEAAfH194eLigueeew7Hjx/H/kNfoYqTD+pF9INBP7BM/V61OrVArU5FGaDkAdi9y8eQdCMOnr2l17hEIqncSOGCpLwQFtQMB04tQXJyMnx95X24pOxDXiS5NOiA+R8Mgk6ng1RESCzl2lXzl+w1atSwTSDlHKlMquCcOXMGTZs2Nf598uRJNGvWzOjBS7JuHuauNluP9tGkfetZy7EyjehMYqKGAoreGvMyoulM7uXrx+LKlSto2rQpJk2aBH9/f+WdIClz5OTkYNeuXTh/LQZTfv8cb0U9eiWJKErZIXQWBUFrzRoeIl7i332zGVOf6SPcFy8rktWX2m/Dy2pkZTJq9T3XgqWZmKLHoMj6rGXorCUWIuovQEyJoLU+F68PAl1DiVYekexLU+isUZ5/PWs5tT5MvydZmSRrE2B7yYvW7aM/Z7VrCeTaNqTfC8jNT0GqjwP82vZHq9igYsvRJCYmonq12sjPz0ZIYAOEBjRHeHBzVHHxNqpp1LJVWYjWnaJrK5HrNc/D3xTyO7Nq+pA2yPa/englgCKVFD13EFWP0Qo4U1gKJPrYos+DfuF5yMnKhePde7hw/g6W7riBpCu3kXzzLtKSHsDN0xuBgYEY/Hh/uLm5ITo6GuvX/4HRP7yL4HoRZjGwasbRMfKwVNmpNJ7t3R2NAb3fg2MVNwS264+/vuyAWrWDudmSPEUjyw9eTYmgtTaS1uVY9W3U1lXK/lRSJt06VJjbV61tfrHlRVBSomhRqSi1JarY0aIO0oqlMfAUTmrriqqh6OOBpTJSOl5oRJV8anUhRFBbjz5HeQoUXmY0jRZ1Ie/Y5dVGomtJ0d+LKplEMN1f65dtx+AJPQCwM6d5MahlybNqemrNrGfN71n3+kqI1uhjtUXfR4nW52Tdf4lA1/Ck547kuk6eUZDnEwT6OQQ9/wOK5hn0dywVFA1rHkzHqjafYdVlIpB5S57rP0hISEDnzp2ZbUkKkcok25KWloblP63A6CEtNCmSmO1pULyIuuaIujexYNV2UoPXF6/GJYFVh5EVu2msPCU5vV2iNal59wlKqivePIbQ52sfxG77Bbf/XgoACA0NRWxsrGI/EnWkMqmCU7t2bbO/Y2Ji0KxZM9sEUwrUrl0bc+bMwccff4zx48dLu7tygrOzM3r37o1rS27gyt4TQFQ7W4ckkUgkZQYPDw/4eddA9dDWRQ8CYvkvfwICAjC4+6fQ2dnDoYKokB8VJ/dfQL1mEaji5mLVdp2rOKFF6zpo1boObjYtelmQl52LHRtykXhoI3788WdUDQvDgwcpcHKqgsDa5cO7u1OXhujWoyni7+ahysPraNFwNfYc/ggdbB2YRCKRSCQSJpMnT8bo0aPRqVMnWQ9IUmYhL5JqdGuJ+R+MlIokiVXITix6eVSnTuklRVV0yo6HhqRUcHV1NdZNAApfJlU0XnjhBfTt2xf79u2zdSgSDeh0OrRq1gLRf+2ydSgSiURSpvDw8EBeXjZ/QQUcHavIF0kauXX3GF568hMsn//HI+vT0cUJrqERqDZ4BiJCesGhoB5qBPVHv07vwc6h/BRx/2jeOFy5eh0PUtPg6eWBKeO+snVIEolEIpFIVOjWrRvs7e1x69YtW4dSppEmTrYjLS0NK1euRI1uLdH1udHypafEamQl3jH+OzIy0oaRlG+kzV0loEePHtixYwcAoGZ4B3RsMb1YUXGWTRBdeJVle0DsZ0zXYUngiWycVdhcyc7OFPK5qSVNXnQopk2bhgkTJihuh6RscuPGDfyzdwfG/TzXeNzwZK0EnqxYi00bvXxJrc5oRC19lLaFtw4p+EtLemn7C57dB0tWrCUWrfuD1a41CvGK/v70+nQRYZ51oRK0XYdoAWIePIs5pRh428WyGmH1zbPUI+0pQRcaZsHaLtr+g26XoHQ9o69ldJwsyxDaHoQumkx/bg2bO6Dw5vXS9e2oV7OoHiDPKo5nW0dfc4HiBaZpqzeyz4mFHLGU41m5mMaSlpGIz5cMQ/XqxevqmFrSKdn2mfZJfkPaeoaGttOlf2tyXBH73bSMRPy990306dMTm/7Zgse7fYSa7wUorsODZcHIW59lXQcUWfOQ84Zl1UOfw6KWpjQiYyfd1uFjV3Hz9n3o9Qb4+rihl1+u2fKiFiS0XQZtESZi68WyBiPwLLREUdom2jpEiRWnbyP5qj2GhFYrZmvHs1zjYbo+y5bNkrbUYmK1rxYLy4ZOpC2R9kRs4ET3B2//8Y4jniWb6TJa7e54fdDLs4p7m447LNtyEXs60z60nndarAh5fbH65NkG0p+robTPF36/Dc+0Uq9iyrIyEp2jKxVrZ61D90Fgzd94dsisY8MUlkUpfY9CrpUfRxaotkk/Z6CvrUpzDgI9P6Gvw/S1lEBbKvNsnFnPPUxh3ZPR1oKs8gCkL5adLz1/IuUMlOYNps9b3n77bfz9998YMGAAM/bKTmZmJq5evYrGjRvbOpRKRU5ODr774XuMGBGFDz8dC4+DB5nLitq0sqDHK5YVm9ozAjI2864ntJUcbc/Kw5K5Pc9elTV34tn10n3HPLEGABD52/Biy7LGOrX7H6D42EnvZ97zLPL9nsjmxjb/vu2Ir/o+jayUNADAp59+ipdfflmxf4k6UplUCTCV7j1MF6+RUJ5o3bo1YmNjkZuby19YUmZwdXVFVmqarcOQSCSSMkVFyL67E38SG3a/jo17/g/169dH79698c8//0CvZ9cmsgUpD28jKCgYLVq0QP369XH11l5bh1TuaNOqFkYMaYORw9qid3f5wEUikUgkkrLOpEmTEB0djZycslezuKyQlpYGd3d3W4dR6di5exd86lTFh5+OrRD3RJKyQ/bDDOOLJEDa3JUEqUyqBMyfPx8vvfQSAMDTxx1/nCuyIFEqSAaYZ/iQrJgDEwo/4ykByJtlOpuW9KXUBw9WxrKpesnX1xdjxxb+X1I+yMjIwIL/LcDma4vRMsAVAFvlokWtwkM0q5N3rFsjw5u3Dg3dxvwVuzB5Wi/Y2dmZfc+LUXQbRGLiZTPS8DLn1eBtD0sNxCuYqSVT01pFj+nleKoopVhEs65YhZV52y1S9JhehqBVzUGvR64h5FrBUtTSKiHT72hYaieeooiX4Uog2aSmiCqHaPbYH0Fwx4Ga1yMoKZnIZ7SKhVyXyXWeQI4beruWFdYshc5HWTm8bClw6OgVjJyxBDmZ+Yhq2Rp5eXk4deoUoqKisGrVKs01Dh/mrgZQXN1MMnV3xS03W56V/UbPQc5f/QcG5xg8/vjjOHToEK5cSMPxmGfN2qLPPXp+Q6CPZTpjmZXpTCvnTGGN6awCwvSYwMrSE82QV1tGVElBKKmqwRSW2oDVl6j6RasqRgk1FcvyTdHIi07A2KbhJVa9iKiBWNw6ZH7MEZVUSRVbSvunpCogS9VVWuCpX4jqzJLjQQ2l45c3R+WdH3QsLEWS2pigtVi4aEwl2V+sc53129DraVVbsYqRs1j4/TbMmNxTtU1LfgtTRFRBIsuKrC+KlphY67LmojSsaykLpTkerTinodW+ZM5Pz6NJhjw5TsgcmHU9F9lG+hkKa/5Lf05gqaLp9kzZdmguWrWpgxYtWjDjqsxcvXoVXl5e8Pf3t3UolYa7d+9i5c8/IvrgXITdvw5AXKGrNB7xnh3wlispLKWTKTyFDQ1vPi76bEtJJS0aE/0961pMt8t7JgEU3XfS960E+hpAxjj6/l/JZevCyWuYMeA942fnz59H/fr1IdGOVCZVAkx9IB8+SEdqcroNoyk9HBwcylzGs0SdKlWqID8vH9mZMiPKUnx83fGggp7TEkmlppzn+rSNqo2lu97HM+88gTNnzsDe3h6TJ0/GzZs30b59+zLj0x+fdBbh4eEAAB8fH2RkKb+IlEgkEomERTm/ZEsqKbWqdsXxY6dtHUaZRSqTHi16vR5/bPwHb782GFXDZIK4xPrcuVb0Ut3Ozg41a9a0YTTlG3YqpKTCQEv3Yq/Hw8u3tmLG+dwnswrf9La3N2bxkDe8vKzYFv8mGXeOOQkA2N+88P+6Kv++zbb+ppkplhwdHVFQYJ16FZJHg52dHfz8vOGW/ACoXpgtzlMkKSkk6Oxu0cwSXmY2K7ObpZ6i+9VS40cUev2QEB/cvfsAfv6emtpX+p7nq8/abhEfdSUsUSLx1iHHCT3e0McR3Y5SpiAr4x//xkR/z+uD175aLB4ZOehSxa7478s5Fo2fZ6n3RWd7Ao7//l2kNqLVLORcNF3GdDlWH7x6TSfum69vzCKdWzj5i0Th/xN2s1U/e2H+OVmOGJgRRQkZM95/3Wx1plLJqIJi1MIxrTlEq3nId3T2FKuvwCsPEakvnkVKZ9XS/v4kxpgD/363sGjZFv7kul0YNzlOihQ21Ln873FD92k4vREAsDvSPLusKEu2cJv+77eqAKqioF4qUlKuwcnJCUOGDMHu3btRt25dREVFYcyYMejVqxf27t2L9u3bo3bt2oV9GAzYtm0bgoODsXPnTnwx71e0azYNdjo7s+1Em8L/dQ0dD6C4Qon8Dq93KbzGGPf7biC/IBcJiTGoWbM3ACA4OBhpmXHoNmoJerwywXh80BlwdOYbS6lET7PpY73Fv4muaqpDAmtML5bpyLkOsXzGRTLjRbPntdSuEVlPTcUgmo3JakP085IokmgcGwaptsNScWipO0OUR3XeiFCMja7XxGqL1zf9uVJsosoi+nuyDdXw6BVJBHJ8kZoB9PHGysDVeswrIVoTiI6FXo/8n34cSr/7UDuXitW3omKg9wNrv9CzIl69K7V6UPT4oNVlwJgdzVAgaXUfyHFy0LwdomMqL6Y0N+ditV+1xs9SCbHmwkTlS+oT0jHSMZm2Qyto6b5Y9YwA8+s4r5YmPQfs1D4RQVBOGFFSuZPtAFBsHk3XOOHVjDbeKyn2Uqh06ozC2h7GWkco3A8kZnquS+aP9ByNfP56F3NFEl2DCQB8s1vjUN/lSExMRECA8j6ozOTk5MDZWdv9rcRyjh8/Dj93A2a381e89ok+qyDQ45Bp3TnTa6Lp2MtSztCIPstRUySZ9m84fRyG08eha9qSW0fPuB3UNYOn4PKgVUYqz8Lotnj3E6LzqS6kNhV1rTHdT12Wkn+Re2Q7s9+lhb/5swv6nppWbZqOy7dNXiZVr15dnt8lQCqTKgERERGwty86oW5cVi9+Xh7Jzc1FRkaG0epLUn6oVq0a9u05b+swAAB5efnoGPUalv9SfmpmhFX1R+ztJFuHIZFIrE758wg3GAy4ffICbt25DwDQ5+YgNeYkMm7HGGsa2tnZoVu3bnj++efh5+eH//3vf4iMjMScOXPQtGlTzJo1C9u2bUNUVBTGjh2Lzp07491330Vm7k0cj/7ZqvHeiT+JwMBgeHoWvoz38vLClClTcPrPnTBIpbNEIpFIRCl/l2yJBI4uTvBv0Q0nTkl1EgtZs+fRkJaWhj27d+L7LyfBwV4+05OUDrdMnoWbOnhJtCOVSZUAJycn1KtXD9HR0QCA6xfu2Dgi67NixQr4+vpKP9tySNWq1bFz2znMem6ArUPBj0t3IPFeJma/+hNqRQSiY9u6tg6JS2iYL3ZskzcAEonEtsTffYC1L3yDxIs38EdONny83JBwPw3efgGoG1EdzZuZ+/G7uLigWbNmaNasGfR6Pezs7JCamoo9e/Zg5cqVaNeuHfr16wc7Ozvo9XpkZWXhu8Xf48qt6qhdrbNVYr4euxfNWjQ2+8zLy6swlvj7AFjZ0RKJRCKRFJKbmw9HR/lYRVI+8W/bHye/fRXdu3aBo6Oy2ksiKU1yc3OxZs0aTB7bGa1b1hJW90okWrlm8iy8cePGKktKeOgMBunwWxkYNWoUfvnlFwBAtVYN8eRX/2UWLKMLlakVlPR0GmEsuG3Kl6vVpfLEdoaWZbMKTQLAwRd6KW5bTk4OIiMj0aFDB9StW/Yf/kvMSU5OxrdLvsPd+z/AnpOFUtyKqxCWrRaBV8CcFHT/Y+fLeHxgb+Tk5GDHzs04f+BDBPxrH0cg6xB5saithujfophKject34lpM/pyl+VZ4InKupViYCFaQJI1VojGIhKjiBRerQ1WwXuCaKys9U3bNqpspwABAABJREFU0GpPwoJ1fKnFQFt6sf4mEEk5sXGjLVBoGza6HZY1iGk/tP0IyyKOtvAg67FioPtiLU8XNTaNm75Gqm2H0rbQtiXk+vfbJwcR3HGgYsFk021V+p7eD6zfjuajrCMA+Bag9PE086dL+P2FT9CkXiP07NUDdnZ2SEhIgJeXF9zc3FT71MKaNeuQGt4MYb1GG38jlp2g2vlIjs2kb2aiVatWxeYOGzb8jft39Th97RUA6ueLKazji2UXZGrpIFoImFfYnV6OZ3lhCbwCwSy7LGs+HNDapqUxiFrXKWG0aTOxlFtx+jYcGwZhfN+Gwn2xLMNIseOSQLd9+f3CYtcsezzWeiyU1he1vSMo7UcRWJZ8lqzDsxYsyf4wXV/JWo7AOoZ5dpOsGHgxaxk7tO4HrdvCQotdslYLOt7+N/07MSUTO0/ewYhukYrraN0O1ryTtpUWnSsrXU9Yc356TsOayxHo5wP0/RHph0bJHpZ1f8ebu33SZpTZ50rPJpTgzRnVYBWPZ+0f0fs/ck/Kis10zkc/L+HZJ9PWT2R/Lp1hh60HP0SLqFqIiopSXLeycuTIEbRu3drWYVRoCgoK8Pvvq1GrujvW/jjb+DxIxP5TdO7MgtUHa4wVaZ83/05nWKuSPukxmL6GEdTm4qz9QtrYE9ncbLtoRPcj6z5A7Xfhlk7hPAviPQ+k7fRNr1GZmTkI9R0P8grkxx9/xNixYyGxDKkfrCQ0adLE+O/EyzdRkd4hfvzxx3BxcZEyxXKKj48PnJwccemi7RVzdjo7uLi4oGHDhqhVMxJPv7icv1IZQMrvJRKJrcjNzcem9xahR+eueKxfXzg6OsLe3h6hoaFWfZGUlZWFS5cuwj+qt9XanDhxIs6fL26z2qtXDySnXcW6NQet1pdEIpFIKiapGbnw0pgUJpGUJRrUGoCjR4/K+tMUFemZWVnEYDBg8+Z/UMVNj1VLnuEmFkskJeHihTtm57TpM3KJdqQyqZLw999/o3///sa/L91YhOCQwkwj8tbWFDrLiJWVSwpeE9p9vhVAUUaPaOF1utAmXSgSUFYmXb9+HY0bN8bEiROlxV05ZuWqn/Hksz3x8uSuZp/zMhRY2SKiChvTY/+TNqPQqVMnhIWFoX79+sjJycHXX32DVd9PQd+eRRca0QwMUdQyP0TVS999sxlTn+nDbVtUJVQaaM1wsaRdXmanpVk2PMWSlja1ovW3orN16CwdNejCx/Q4TCtHaVgZo7SCR209niqKqFBIDHShTTpzk16OqFbo2OjMW9P9xcqAUlIrmfZFYGWO0ttPb+v7n+9Ei+G9ixVYNl2fpTiiP/840jwmMkaS/UnUxHRGMSuTe+KComy7em3u4IcffsDo0aNL9cX25s1bEXszA12jXgTAztqli4EDRb8vIXJ3PAwGA3afehPNmjVDixYtiq1z9uxZHIk5i5Hfvc1UnRFYWXMiiCoaWb8NgacWImjJzhdVN5WG+slSRBVILCUFT72ippKhFTdKfy/fFI286ASMbRrOXY/eJgJPcaKG6PaKqlZK8ltb+hvwlE08FVFJYPXN+s14+0erqqgkbZXmecxT4Ij2paWouhKmYy99b0CvQ4+ponNIpTH0+KUE5EdEom1UbSG1laX3EqJuB6L7U6m/kmak00ok1j0a/T193VS7NrKWpedr9LyAdW3mKZ8ISoofMq/kzacI9PaTOTc9d6G3Ranv5evHGp+9sFTsgLLjC43BYMCV96egW482aNSoEXO5ykROTg7Onz+P5s2b2zqUCsm9e/dw6tRJxMddw+Ftb8HP1wMAX1VDsEThylJK0qpPAk/9qXW8NB2DTN0J1BB1JOA9v7DGtvDUYrxrN63OoqGfRSipREWfcSjd269YthOzpi8CADg4OCA9PR3OzjIRxFLkq99KAv3W9dzZmzaKxLq8/PLLaNmypXyRVM7x8/XDzZhYm8ZgMBiQlpZmzMhydnZG5y4d8f68v2walwgyJ0AikdiK//3vf2jTpk2pvUjKy8vDmTNncOrkWbRuNMFq7ebkpiM+Pp75kCAkJARJt+5arT+JRCKRVExSM3Lh5VkyW2aJxJbodDo0qNkfe/cckPeV/5KamgovLy9bh1EhefDgAb7/4XvkO2di67pXjS+SJJLSJNrkGXi9evXki6QSIpVJlQSDwQBfX1+kpKQAALrMegqtxwxg1psg2S10tg35m0DXPiJvfsmbdqW3z+QtMZ05TmeeL19f6F/J8j3+8sdBCAoKwsyZM+HhIS9A5ZkTJ07g4oM4fLtqltnnrGxvVhab0rq8rD9yPL5aIx3PPPMMpk6dCgeHwszjvLw8fPXV/7Bu4+vo2iBcsR3R2jbWqN3DWn7+il2YNLWXZmm4UuaKVq9hGl52JAstvsiWKo54WFK/iZVxI5oNqiUTU2l9GlP1D51hSbJ8Dkwwz16klXy0ioP2YKfHbFrlQ8eipOpg1SiilUcsNQ+BlWVJX8NEs05NobdPya/etA+WwpaOgUArtuj+wk/uxpOjOsHFxYkZo9YsW3r/khhIBi2BzhijvyfKJL1Bj3vZK5GYmIhBgwYx47SU+/fvY+HChfDz88N/v5mMZu3qFauRxJq3mEIfo7NH5CAp5QaOX1qIp59+WrHvgoICfPDhB5i5aRFcPArt+ni1kESOM1b9L9obXSsl9Y1XaoOHpeonrX+bfkbQWqOFRnT9kvZjiq5pSyxfuReG29cxvm9Di9UroqorQLkWj1Ib1txOtfbUYiMxiSqTlNpUWs4SpZO19gMNL5O6JDUiRNXn1szyZsUsmr3Mi72kY5Ka8kZrFreawmnd3itoO6w3QkOK5k+iY7LaNrL61LrfePdPIpnqvPktC1bfojUGtSh/WeoCApnLkDkOmX+xVO2iNXkJar/5azHmqn76mk/m4qxanSw3F16dJAI9FzVdnsyjau+MxR87X8bgIf1Qq1Yt1fYqA1euXIGPjw/8/PxsHUqF488/N6BdCx98+cnYYvWoWTWFROvcsb6n73fJ+U+7N5QEUsuSnkPw6iRpmbOLKpXoPgj0PR1rfUvGfNZ1k26LpRBjPXMm4x5rvKPva+l4yLWhx6C52Ln3AgDgqaeewsqVK7nbJGEjlUmVBJ1OZ1436cotG0ZjHbZu3Yrw8HD5IqkCEBAQgKTrj16ZlJGRjeSz+5Gb9gAvvPACunTpYnyRBACOjo5o2TIKX/3v70cemxZCQnxxNy7Z1mFIJBIr4unlioepmbYOg0l+QS62HvwAly5dQocOHUqlDy8vLzg5OeH48eNo1q6eVdvOzEpWzTi1t7eHnb09CvKU7RklEolEIgGIMsnV1mFIJCXCzs4eYYEtcOnSJVuHUiZITU2Fp6enrcOocDx8+BDnzp7Fa8/15y8skVgJg8GAM9G3jX/LekklR75MqkSYv0y6rbJk+eDixYsyU6SCEBAQgAd3E5CX+2gf2iXee4iYpe/ixDsj4eDggPr16xdbpl69+tix7UyZlvxXqxGAWzeVlRsSiaR84uXlhtSUR/MyKb9Ajx0nbmPW/3Zj8V/nhMa7Kzd3w9klH+PGjSs1q1kHBwf4+vriwoULVm+7QJ8HOzv2NNhgMEBfoIc+X75MkkgkEgmbzKw8uLqyVcQSSXkgJzcD1+7skzWC/iU/Px+OjmwHA4llHDlyFNVDW6NqmK+tQ5FUIu7GpyApOd34t3yZVHKkzV0l4rvvvsO0adMAAA6O9th48RtsSyy0biFSQVI0kpaQ07YyStCScJ5dk1JBbAKxuAOKbO5oK5uDp79DzbquaNeuHTc2Sdnn0/kLsH33G6jfIFyoeDktUWZZEfBswQb0/ArOzs5o1aoVXFxcin1vMBjwxRefY9dfr6ExZXXHQ9TijUZr8ULDtl34fc8VTOjboFhbvOKMon2y0FqI0ZI+rIVoAWIlS0JR2xhWW7R9BS3DpuEdtwDftoTuS9TKhbb9MC1cabo8y7ZNaRna6o5lL8eztaOhreFYn9PjgxJEQs+yS6O/J7DsX1mSe9aYZUqXKnY4fuo6cnPz0a51HeZvRmBtJ6uwM4nh3SZD8Oabb+L7pd/ByckZkbUjcfXaZYTWDMBrC6Yg4F/LHtP9mzC3AHp9PtbveBlDhvYvVSuUa9euYdu2bbhx44bxhp62viX7GShebNvU9tH0+4Mv9MK1a9fQtGlTvPjii8yXSr/99jscCmqj97LhAIDHquZCp9OVyDaRXpaeM/EKi9M2PjzLDEsKr4tasWotPMzqj8bUwoO2BmFZcLGsRQi01ZlWGzM1SzpRGzAAWL4pGgAwvm9DZtu8v2nULOrIdy4vjQRQ3GKVLgDNsr8j62ux2DONiY5RzXru1qHCMbNaW/Pzl2Vvx1qehmwDgbctlsD7rWi7GGvZWpoiaj9paZ/0uUgfI5a0RdsP0fMSni0PPS+2ZGwSHeeUzpFFx27guf/0MouJhjV2kW1XK8audQwl0FZCPBs4+vcg8GzHlT5jWfgSSykSA+t5AOu5gqX20EDRdULLsQqwzx16bk9gWS2pQVtN03NN07kOwJ5Dsp7ZsGyfTW3v8vJzsGbzTMx+dpZU5AA4fPgw2rRpY+swKhw/rfoF7z4RgZHd63LHcEvmXDwreN6YQuDZWhK0zCVEbYtZcy/WnI733EApdlbf5DfQ+lyBnleybPJ4lv8A+56bHgcJdLkU8tzY9P53yz8n8cTgj4x/3759G1WrVlVsTyKGVCZVIlq0aGH8d35eAa5El2+ru/TMe/Dx8eEvKCkXBAQG4tiRK4+83xo1akCv1yu+SAIKLSJrRERg++7oRxyZOB6uTsjI4j8sl0gk5Qcfbzc8KCWbu5yMTKx/9XNMmTIFK1aswBPDnsQz02egZ89emDRxKlzghUnd/g/7NinfaNyIPQx39yqoWbNmqcQHFL7IP3jwIF577bVSyQyNiIiAo6MjkpPZFqHt27dFzI1tyM/Nw6UdhzG0yXPYvv6Q1WORSCQSiUQisSWODs4IDWqEixcv2joUSQXmwYMHiAhm20xLJKXBsaNFSUwBAQEICwuzYTQVA6lMqkTk5eXB09MT2dnZAICZ747C8Cm9jd+zMlUIdHFKWilEIOom00yjgy/0Mv771cMrzfoBgK6h4wEUZRwTZRKdgWz6+brtL2D0mCcQHBzM3XZJ2efcuXPYse0QrsV/Bp1Ox83OFlUiqBVuzcrMwbCmz2HqlGnw9WVLrU+cOIHoezcRM7crAH6hZF42o9Zi2qaw1v163WnMHNKUu3xJMliU+mX18yiwJMuWt72ivymdRUujNXPSGm2IFuGmET0GTJdjFdgk+4VWxLDaIu2Iqn7IckQtxSrUaQovo5ZWYtGqKFZRY5IdRdY7MKEwdlJkWSTzTe03TUnJwOa/T+DJUZ2MWdl7IgutR3jjH/053c+ZI6Ho1asXGjRoAC8vL3Tp0qVY/9evX8fvv/+Ov/76C127djX7rkOHDggICChVK5QLFy5g//79uHz5stnLftN5Aa3+YmVC04WryZzEz88PTz31FAICAphxrFixAp6enrh16xZatmyJ3bv24Ydd7yC0emCx41EpS5vAmlPRxbUJPMWhaNFyLeOCVvUmT0lDt6v1uqLUlsg6WlBT9VgL0/1jqkzSOndQa9cUU9UPqwi0pQWYWTHR+5Gn0FGKlSCqTFJrQ2Q9HlqODd45QBBVh7OUYyIqFoLoPE3rfE70mKCzmzvHnCz2HQ+eIpEgOsZYolDnkebmjO++2YwXx3U1+1x0jsqbg7Hm7aYxsoqZE+jrAWs90bkqrfoVueei+2Aph8k1kafgF1H7mMJT9QLaC9vzfmOt9wp0Vr2ISp8112TNq+nnN2QeRea6vZ+ww5w5c/DUU09x+67IGAwGHDlyRCqTrIxer8eHc+fi6szOCHBzZipsROd2rGsBQWQst/S+mcyjROc7NCLzBtFrH4F3D0BgzeNF2wOK7ncJ9FjEc0Shxzsa1v04vTxZjlxDWG399vzHuHHoDABgwIAB+Ouvv5jLS8SQyqRKhKOjo5k66cLJazaMpuTY2dmjoED5IZ+k/NGgQQMYkI3tW08/kv4MBgO+nbMaYVXDVF8kAUDNmjVx+/Ql5Beo36xJJBKJtfD0rIKHVlYmPXiQjv695qBv377o0KEDBg4cqPgiCShU7gwYMACDBw9GdLS5MrNNmzZISEiwamymFBQUYOfOnfjiiy+YqlFr9JGeng5nZ7ZdFAB07NgRTk5OmDJlCtq3b4927dvgtdHzkRCbVCpxSYAtR29iwOt/ITYxnb+wRCKRSCQSqzBgwADcvHmzVOd45YGsrCy4urraOowKR3p6OnR2OvjLGnOSR4jBYED8+avGv+VLYusglUmVjBdffBGff/45ACC0egB+PvCp8TueMolg+taXznYh0H6WdO0N+k00L2uGJqZLMC598Swea98CkZGRistIyh/Llq7A+Nf7oOvjra3SHuuYjv8wH0fP/Yi0nIt46qmn4O7uzm1r0Tff4a1XeuHpSd2Z2ZeEkmQ60p7B9LqsDJWv3vkBM4c0Za6nFTUfea2KIEu97HlZ7qbwlC+ivsc0PEUS67cmGZdqmZW0yo74yPMyGWl4ailLjkdL67EQWPVdCKy6QawaP2oZqGT/sWo80dmvBFYNG5ZCiZXxJJpFaxoLa1n6eF2+YANmTe1V7ByiawyIqKmWrx+Ld999F7/++iuGDBkCJyexG7mjR49i//79qFOnDuzt7eHv7w8vLy+sX78ezz33nHA7WsjLy8Mnn3yC2NhYRdUQrXCm61SR7eepnHv27Al3d3dNCiuDwYCdu3bjyMkzWLjuRUTUM/fbFj1vefUlaES93UXqrfFUEXSMrPOYzsok0Mcraxym+yHfr1yxGy/M/gE6Rwe8/90MtOjYgFtvTtTL3lJlsLUUTMs3RSMvOgFjm4YXa8vS7NbSwNIaU6LridRMIhCFkrWUSaLKG5bayvQ8oBVeLMUNOT5JJi+tpuQd11pVRqbfa83w1qoktLQuqJI6jqfo0jqWELRui6iCjPDdN5sx9Zk+ANjjouj4ydtW0foepstprTdUUoUX7zrEqs2pFBvvN9VSF9D0e4Kl9yhKiB5HPIUhWY/sJ1ZGPtlv9DXadN5LK7PpuqC0wn/pDDtcvrkTZ66twYSx41SV2xWZO3fuAICsqWJlbt68iX0b1+L01A5WVYTz5nY8NSvvemYN5TxPiaRVhc5aTu0ZDitGljKJ1Y6ompp1PVOru8er7UcvT2A9DwCA21fjMa7zf4x/b9myBb169YKkZEhlUiXD9C1s3M1EpCQ9tGE0JSM/O5ObUSwpPxgMBtyNj0Nkkxql249ejyNnlyEpLRqjRo0SepEEAAMefwz/eXc14u4+4C9sA7zcnfEgLdvWYUgkkjLKnTt3sGDBAnTq1EnTC6CoqCgMHz4ckZGRiIiIgJ2dHa5fv46IiAjk5uaWSqyOjo6oX78+hg8fjnv37pVKHwDQo0cPxMbGalpHp9Ohe7euaNawLlZ+tbF0AqvkVHF1QtXq1dC1Qyf8/IXcxxKJRCKRPCrqVO+GtlOH4sefViApqXKqsJOTk7nOJRLtpKSkIMJbKr4kj5YLJ6+a/R0VFWWjSCoW8mVSJYOW9JVXqzuDwYCsB/fg7e1t61AkViIlJQUwACHVSjcD6tjKf5CUdh4TJoyFm5ub0DoZGRkICwtDnTp18e2yHaUan6XUCvXC1bhUW4chkUisiE6ns0o7ObkZ6NGjB5o2bYrQ0FDN61etWhV16tRB3bp10aJFC/Tu3RvDhw8XfhlvCQMHDkReXh4aN26Mffv2lUofx44dg7+/v0XrGgyFCm+J9XGt4ozcvDzUrFkTV8/fsnU4EolEoo51LtUSSZmhxRO90Wr841i69Efcvn3b1uE8crKzs6XNXSnw4MED1PYuHftqiYSF6TPvevXqyWfIVkLa3FUyDAYDgoODjZm+7SYNQcdpw7kFxlnfE0k0kU6zCkXSVjQE2s7OVL5NF1MjfyfMLUBObgZ+2zwTb7zxBuzs5DvRisCpU6dw7NBldG/zmvG4Ylk20BJZ2pKR2IXQBf5efLcJOnbsiPHjxwvL9nNycjDvs3no07cPkpOT0bWtH94bEGH83lJ7DwKv0CRL2kxbqWTfTMT23efxZG1HblyixX7pz3ntiErFtcCzW9FaNJO1nmg/lsArQEnbU7Gs9ERjUbP4oL8TtQ9hWaPQ5yAZ61kSddbySvDOa569Hd0nC3L9Iuuz/iaYXufItZFcK2mrItrGhz4neFYnzy/cgiETexq/J8uTbaetT0ztAT2dRgAorA3UoUMHFBQUoH///lZ7QfWoOHfuHDZt2oTnn38eL774Inx8fIrZ1pHtP/iCuGVBfn4+fH19MWHCBPj5+WmO67e165Fesx2Wfa3suy1qd8eipBZHSvDGO94YxbOYYkFbGvGsIWMuxqJj2//iySdG4Keff0azN3/CvKk5Zn2LWnfQsGxGeMWfRWxGRGxUlm8qrD82vm9Dbmys73mxqtm+EVsZlm0fz86PxJA9b5Viu6wYeJZ+ajGTAt30b8Zal9cXy86lJPMM1ryHZ1tL21uS682BCfGKffOODS3wbJV565H9nvfWeLP1WPuL9fsRrGEzxoqVQGImxxQLLeOBXm/At3+ewTODm5Zo3qv1eORZAmnZj7zfhmX5SMek1VKpJDak9FjE+01ZbYr+ZqLXTaV9wLO1oscknh0hbY/JOxbo+2G6HAGZS5L7b9M+R83dje2fLEW3Ll3RunXrcjeHtJTDhw/LuiqlwO+/r8eUrl6YNbQZcxneeUJ/rmQvq9Wqk2U7ylqPvt7xbJ/Vxjb6/Cdtsa6JvDFH1LqOtz6NyFjJGl95z4zo35A3Bora7ROe7vcuLp2+DgAYP348li1bprodEjHkU/hKhk6nM7sw3o2+YsNoLCc9MxEeHt7yRVIF4sKFGIQGlvzlA01+Xj6u3tqLszF/YujQoejcubMm/+eYmBg4OXlgy5ZtSEq6D2dn5VpitsbfzwOJ5di2UiKRKGCFe/bY2FicPXsWjz32WLl8CNCoUSNMmDABf/75J8LDw/H8888jIyu5xO0ePnwYbm5uFr1IAoAa4WHIvHa6xHFIihNZLwx1u7fBjz/+CH1BATLv3rB1SBKJRKJIakYOvNyl7bqkYtKgbwc8teQdXLp0CX/88Qdycqz3sldS+biXkIg6VX34C0okViI3O9fM5UC+JLYeUplUCfnggw/wxhtvAACcPVwxe/O3eLNlYf0EViEzVpF0oCjDlM6qY2V105/TqiTyN1BYJJtkIJt+n5h8GUfPL8as2c9o2XRJGSUvLw8ff/oZpqz5FB6BfsIFyOnsfFMMBj3uxJ9CXOo/yM3NRXBwMDw9PdG2bVtND1Tv37+P7xZ/jwlTu+Lbr//Bvq9GoF3DEM2ZKyy0qHh4bX65eAtmT+vNbYfXPkFrVo/oelra4rXJy0jhZdCbKkfoDCBeTCQz8ONIZeUmDUtxxMpyEmlfaxFkrUokWhFDw7pGKO13VsFlS1UPPMURK1Y6A1NN+UGvQ2dz8sYqllqPLsLO2vblCzZg1tRext+lz9eFN2Bqal4S6/L1YwEAp0+fRp8+ffDMM+X/enn//n0cOXIE58+fx7x58zB16lTodDrsiltuthzJviX7QIm5c+di/fr16Nevn8WxfPfdD4hP+R52dnZWU/Gw1Hs8paLSGGnpuMpqW7TgLoEeN9RUxSzl4a9jXsbwqb3x9vP9FGMWVUHQnxMsLaCs1jeLNDdnLPl2C25G38bH7zwJp4tnhNaj++YpkXjqI7U2RdaxBF62rlr/WtQKIn0TeMczT1XEU/ACxZ0b6OOc/p5cH2mIUokF6xrPyzgWUbHTClta3SNaFJwVA09ZJtquWh/0Olrnr2pz9Zgrd/HX1US06tyIORYqZV/z3ABEC8RbUjhebXm1dunt0HoN0XruiiooLRm3WGpIrcefJSpWpeWU1BU8aEcDAmsMY82b6XFIaW7b0mMoxo8fj0OHDmHo0KGaEjPLGwaDAUeOHJEPna1McnIyFi36DrcTF8PFxYmr/CSIqlppeHNUGqU5ndr1XaTtkqqJeftGZIzVqpgVHdNEVeFaoJWm9DMR3n0zzYn7WYg+dgWzBr1v/Oz48eNo0aKF5tgkxVH2l5BUaNq1a2f8d05aJu5fuwO0rGnDiLTj7OSJzMwMW4chsRKnT5+GW3A1eARaliFOyMxKRszNXcjJTUVC0nnYOxjQqXN7NGnSxGIVm7+/PwIDg9CwUTjmfTEJbRuUXo0QiUQisRaHDx/GqFGj0KtXrwrj++7v749+/fqhWbNmeOutt7B582b8+OOPFrV1/vx5+PhYnh3p5+cHJ0dHnDl9A82al685VHnBoNfj1pW7mP/acrSuE4jH+reydUgWk59fgEVf/YOPP1yL5KSHmDW1F2rZOiiJRFJi7ielw8vXw9ZhSCSlioeHB37//XcsWLAAb731Fvr06YPGjRvbOqxSIS0tDR4e8py2NufOnUO1kBZwcXGydSiSSsSZIzHGf7u6ulbYccsWSGVSJSQzMxPe3t7IyyvMOunx0ni0eIKvZqCzYwkkU5rOqiNZ5yRD+MvV5m+WTdUkpgokU+isYrLM+dYeOP7mMLwpayaVe5KSkvDd90vwxNf/xaTe4arLmmYx03W4gl63x9m/duHU93+hUaNGCA4ORs2aNa1yfJw+fRq3Y6Oxfe8c4exn+nsltGYF8jz5z/28A09P7A57e+ufE6JZKqyMGR4l9cgX6UdL9rgavMxfuh0tCq+SegTTy7GUATxEVaqmbfLqKrFgKTno/UbUPESpxcvmpVGKg6USo2OZPaLwe1MlEFBcIURqFvHq2vDq4ZBMt5e/24G+IzrC0cmBq8xcvn4szp8/j8uXL2PQoEHo3r07UlNTkZycDHd3dwwfPlwxpvJKTk4ONmzYAHt7e0QGT4GLs6fxOzVFEqFly5aoV68eIiMjLY5hw4YNcI2qiTbjBxWr/yN6DIh+z6shqAVefQUWovXb6PGHrn8mMo6Qv1v3nYf7Z68iKzsL7yyegenDohRjoWFla7Lqw1hS54V1vSPzXABIuHQDJ94/gLjEU3CuokNYSFWcO38Cdx8sN85P6BhFs+5FM+BNsbRtWonAUtqKqq1ZMdO/j6kqhlczilUPR3SexvLsp69/5G/6WmT6u5subwrr/KZrABLIvRXdF+/856mUtdQcE63lpbXuDqsdtVjUsIbCX7RP0238c/81tBjYHeFVixLiLM20V9oGVk0O1jpaFU2iMfI+17qMCFpVb/R6lqreRNB6XvDaoa+n9PMS8hyFHjtMlRGi9y+s8cbUHUaN49WScHX5HDSuWwvdu3dHlSra5yFlmWvXrsHd3R2BgYG2DqVC8fVXi7Doh4no2adZMcUrjci5Kzqmaa2LLHp95dXepOMyjZelfGbtF9Ft4Y29vHtnkbqsvPpSWueBlj5TosczlmrpiUEfYcumkwCAnj17YuvWrapxScSRT+ErIa6uroiKijL+ffvkBRtGYxn2Lq7Q6XTIzs62dSiSElBQUIA1v61D1LgBCK5f8sxugwEICQlBx44dUbt2bau9aKxduzZOn7xmlbZKkxrV/HHz9n1bhyGRSKyEl687Hj5IF1o2NzcXw4YNw+jRo7F//34cPnwYffv2xfjx4zFkyJBSjvTR4+zsjCFDhsDFxQWb9r+HtIwE4XUTExMRHR2N8HD1BAYetWrVwpWdx0rUhkSdXv+ZhOyCPBTk5yP6WPmp85l6NxFrZs3FbzM/hJtvMnr0ao8OHdri5u2baNC4mkyEkkgqCPdTs+DvJ1UMksqDR0RDNHx5EWrWrInFixfj/PnzqEj56cnJyfD19bV1GBWKe/fuIS0tDV26N7J1KJJKREGBHocOXDT+3aVLFxtGU/GQdzKVFNMT6c7Ji+VuAqDT6eAWEIq4uDhbhyKxAIPBgJiYGHy7aAl0eg+0HjvQOu3qleu6WIVyULe+fmQoLsTIc0IiqSh4+XogNTlNaNmPPvoI+fn5qFWrFn755Rd4eXnh0qVL0Ol0sLe35zdQDrGzs0OfPn3QunUTbNr3LnYe+QwXr201Kq9Z/Pbbb6hTp06Js2lr1aqFxOt3cHrd9nI3jyovVPHywJML38CSre9hwkuDbR2OMA9uxeP+lVuYPGEi3NyqYMvmbdi57RC8qkRi0pQetg5PIpFYiZzcfFSpIm2bJJULR3dvrFq1Cr/88gv279+PNWvWIDU11dZhWYWCggI4OMhqINbk3NlzqB7aGo6Ocr9KHh1nTt/Aw4dFaiv5Msm6SJu7SsrmzZvRt29f499HTs1D3fpVAWgras6zXeEVeiQQSzwA6Bo6Hu0+L5Qf0nJrYiXUqX0iDi1dj9QjMRg6qOJlXFdkbt68ia1bdiAtPwMdpg9H/T4dYGdiy0bbKbKsQIiUldhPAcCh098jKNyAHj26WzXmLVs3Iy8vCYc+fszsc0sLe4taS/DaoSko0GPR0h2YEVVUB0RUes1C1LaOJx1nScbVbJNE7dFEY6ARtYHRus2m6/DspETl5QS6Ha1WV3TMRGavxSaDwOubZ9PFa5dA23GQ64VaezzbOvpvItknNkfEXoS2NSIx0EWKeRJ7gogNEqGFfxVcunAHD28konvnBsUsEYjF7MEXeuHixYto1aoVJk6ciIKCAvz000/46aef8NRTT2HatGnw9vZm9lNRuHXrFh48eIDTp0+joKAAK1asQKdOnRSX7dOnD1xcXKxSgPXmzZtY89s6vLFoElp3a8KcF9HHCP09Dc8S0RRR+zlWnyy7R3p5Vkw820byuenxz7JOZo1RvBhFx29Rq1CCkuUIbYdG2z0nzC1AQUEefts+EzAY4N2gPfza9kP/sSE49/dePBmkx/hRnYzb1jnmpGLfPJsklmUdjdL3LJs7rfZ0JbXOsnS+IwLrtxftU/TYE7V4VRoDWFZ6dFFvYvPKO28snYeyCpizxhaeRZElWGqNyLIJEznXedshYlW2cN1pzBjSVHU9rXZMBC3W2pbaH7GOBZb1sBZbTWvBGttY0OMbsb5k2d+x1hctPK+0Lg3P5pG2EiXnPD1nIPCstngWUErQ9skEVtkBQl5+Ds5c+h034/ehU6dOiIqKKtfq28OHD6NNmza2DqPCYDAY8L//fYXWDafjtx2FYyV930WO5+x5qwDwz0GWZTHP/pNeXm3M5T0fKKmtr4jNqVI7IvMnlv2v1jkXy2aV/p5FSUoMiN7bqD1/Xv3tJnzzXuEx5eLigpSUFDg7i83/JXzK7ygvKRHt27c3y1Tet7f8Wd3V79sBFy9cRG5urq1DkQiQmJiINWvWYNUvaxDq1wWT18xDw36dzF4klYQCfT5uxh1FkybWLapnMBhw9MhRfLt0plXbLQ3s7e2gL011lkQieaT4+Xsi8f5D7nJTp05F27Zt4e/vj6CgINSsWRPjx4+Hr69vpVHMVKtWDU2bNsXYsWPRqFEjTJgwAQUFBcWWy8vLw759+1CzZsmtVQGgevXqaNmqGXb+edQq7UnKP3p9PnLzMjFqyTt4esNXqDnmdXjVbgqdrhxInCUSiUQi0YCjgzNaNhyF3bt3486dO1ixYgUSEsSthyUVm7t37yI3Jx+BfpbXKJVILOH0oUvGf7dt21a+SLIyUplUiWnTpg2OHDkCABj+ZAd8/+OzxqxRVhYMgSzHy9KmM+jo9UxhqZDoAuemXPzfbPRu0xQNGjRQjVdiO9LS0rB9127EXIzGE9N6w/vxgXBydSl2rBBYWZe8zM8T+85j3gs/Ydq0aVbfhoVff4HNv7+IJgWFx7nWoqq8jBQRRLNWvly8BbOn9S5x9oxo4UaCUuaJqCKIRquihZW5QquC6O+1ZvOrxSaaPSqaDU/Dy4hmbaNSGzSsmMh4TQp/s+BlbrGyK2mVjpqqh6XwElVMELSqIOj+WeuT9ZRgqZPoMZBkgk5cWBRDQYEeS5dsw5TpvYv1abpfI0KmYvTo8fDzKywAnpqaips3b6JRo0blOjvUUgwGA5YvXw43NzfMmjULo0ePhoeHB+Li4jBjxgycOHECkydPtlp/9+7dw9KffsSMvxfCzsHcUpB1XLNUC6z1TNel0apQZCmGWNdl1pzQEvWhVsUpDVEjk/OEtz5vbLZEeUozYSJw9dZenLu2Gm3btsWJEyeQlZWFjs2eR6BfpNk5/fOKXbiZlou+I4pUc20WrgagvTi8NYrL87J+eSoHVra9qDJD63xKCd41XVSlRl/zeO3yrj/kWDV1VQDY55kptEKJvsaw+qS3SVRBpFVJT7LHCaysZ6W2Wccar6g3vT4rM53VDwuRbVdb5ut1pzGToUziwRt/tG6DiAsBL6uddexYotJRgjdO8dSSSvuEp8pkLcdSaIqOrVq3Xa09nkKSjAWsY2JPZHMA4vNX3n01rcgn0M9raPT6AtRvG4ePP/4YL774ouqyZZGsrCzExMSgadOm/IUlQmzZshUPElxx6PwUs895ilql+YPWuQpBdFwTHbtZymVe/0pzetH5pqiimKBlHqsFngpWbRnecwzeNU90m3dn6aHX6zG48WykpWQAAN5++2288847qutLtFH5njBIjHTu3Nn47/17y2fhRM9GHXHlSvkpyFzZePjwIRYuWox4pwCs2DcXE14eAidXl1LpKywiCA8ePFDMRC8p3t5euHUnyertlhbl8VyWSCTFsbe3g0HPP59dqjghP7/o5ZyXlxeaNGlSKV8kAYV1FceOHYuGDRvif//7H4KDgzF8+HDUq1cP9+7dw+jRo63aX0BAAFyrVMGd0xf5C0sqHDfjjuD4hZ8xcOBAODg4oGvXrnjsscew/dCnyM3LtHV4EomkFJF6Q4mkCDs7e8yaNQvp6enl8n40MTERgYGBtg6jwmAwGBB97jyqh7a1dSiSSsb1i7HGF0mA+bNviXWQyqRKzIYNG/D4448b//5p38f46khz498kg47Aqx1BINnVQa/bmy1HZ7LQWaV0u7QiifxN1ls6ww6paXHYvP89vPLqSxW2wHh5Ra/XY8WPP2Ng3zr4/MNRxix6U+h6IaysKJbijUA+X9zrBQwd3h/Vq1e34pYAG/5Yi/GdfDHznUlmn5tmT/C8sHnwMiNFM2VWbT+DJs0i0MDPQ7Ed0X5N0ark0ZoJw6oXxMuuYylhlFQirOwfnjpKVNVEw/O9Zy2vpjDgKUdZ+0M0dp7CSGs7agojUiOE9uYXrT1E/9akDh9dT4l1zLCgjx26XSXIMuRayKqJw1OksJS81fZsxswpPYvF2DV0PADg1cMr8cPwlzH0sQEICwtT3b7KyoMHD3Du3DnUqlULoaGh/BUsYP26P2GfXxfdvx8AQFzNQ6sTTLOAaSUDvQ7rGkqgxwy6b7p+JSvjmMzD1M4DoLhyUMl7XhTeeE8g9YpIbLz6dATetVWpnhyB3r5aTb9CnfreaG+SMZmcnIxvF32HJ/osRMj/OQEoVLwsX7kXADB+VJEySdRPn/U9a5u0eOOz6hSwYqT7KGntJd4cipU9bIkKl6fkE61lqHRsAEXHDqv+CLk/YtXMU6qtRF/zWNc4cs4rKV2VtpFFSWtf0agdD7y+WEp7enmt9YkshY7n6yXbzK7RSojO5VnzWdGsbYKImkdpeUvqIYmqgix1dbA0NpaKTik2gqVqT3q9W4cKz91qbfOVFhfeN1rHVdM2WDWUCPQYQl87eTU+6fHN9HmNXl+AddtfRMNGkejduxccHNQdb8oSx48fR5MmTeDoyFaOSsS5cuUK/tmyAauPz8em2MJji1zbRBWYljq9iD6nUOufHkd4cxTRep6sWEWvczyUltd67RN9lmHpHFXr50o17/LeGm8Wm+n4dWL1Zmyf/yMAwNHRESkpKXB1dVWMVWIZlTNlVQIA6Nixo1nW8on95a9ukpdHKJydPHD+/HlbhyKhOHToMFJTcvDR2088sj6D/Rvh2rVrVm/X3tEJ6dnKN/1ljfoNw3Eh+ratw5BIJI8Qg14v67Go4OPjg06dOpXaiyQASE/PgKuLd6m1Lym7eLtXx+3bscjJKbyZzczMxPHjxxES0AB2djLRSSKpqMicXImkOHZ29ujX6T3E3kzH4sXf4/79+7YOSZj8/Hz5IslKJCQkYM2atXjuw7GV1ilBYjtuHi96Pty6dWv5IqkUkGd1Jcbb2xstWxa9AT6+N9qG0VhOmyaTsWXLFml3V4aIj4/Hrl170LH5TDg7P7oJWUhAY1yOsf7LpMyMhwjxc7N6u6VBjYhA3Lxxz9ZhSCSSR8TtkxeQ8SAV7u7utg6lUpOWlg5nJ/kbVEaqh7bC/XsZ+OSTT7FgwZeYN28+rsQkoF7NfrYOTSKRlCIZGTlwt7AWpkRSkani4oXubV5B1YBOWLZsGS5dumTrkCSPEL1ej5U/r0LTyCfQ6bGSqUElEq3o8wtw2+RlUo8ePWwYTcVF2txVcv773/9i7ty5AAAfX3dci/0OXlmFCgyeJQktf6ahbR1MoS1TWFYQooyeEYRhw4Zh2LBhiIiIsKgNiXXIy8vDokXfoVZYX3RZ3MfsO2LfQ1vlsIqAE2gbINr2jsile853wek5ozBp3FgEBwdbY3MAAIu+WYIVr7ZG9xbhmu00LLEosBTS9/xTDzFtRl+ulJogav3GQ9TeTqR9lqURfYzwrFt4liH0cix7O62Yxs0r/s06lkRt5kQLcoraRrE+VysayvtNaXsNlhUVbz1Wv1ptiJSgrT1Yx5hoTKzlaVs8uh/69yYWOu2XFY1pB1/oBQA4efIkunbtin79+qFevXpiGyopFXbs2IGqVati6qe9ARS/bhGUjiti1Uag50asayJ9TeXZRLIsZFmw1qO3hWB6vrGsdnhjBj23pO1QlGxMlWJmweqfFGVmFTFXaoNA2tpzLQm3Lschon44qrg6G9swteLbtHovqns4YfTYrsXa02rfxdoGFiI2KfT1g26TLnZtqe0WwVKbPNY1W+m6SVvDsRCddxBY8w/WNZl1nWJZoLLsW9XsI3nX+bv9fgYA1HlD272SaNHrktrdiNgWss4TUateS23vlOaP127cw8Ute/FYmxrGz3gF4ZW2UdR6kcCyXKK3RXQ51r0LC7o9EatvehneOrwYeDERRC3/tPanBLG3I+fX5fevAyhud6d1/4laqYucT4CY9RZvfk3g2eUuXz8WCxYswPLlyzF48GDVtsoChw8fRps2bWwdRrnnxo0b2Ln5Dyw9Oh86nU74eqkGfY66vDRSaD1yLJP5DM8Wj1zzP44sfC4p+uyAbCOrHzW7U63PAljrsyipFSCvH958VQmWvbKoxZ+aTfX5E1cx8/E5xs/27NmDTp06KS4vsRypTKrk9OrVy/jvB8npOH3qhu2CKQG9e/fGypUr8fvvv+PWrVu2DqfSkpCQgJUrV8LNKRR1azz6DAB75yoIbP849h08ZNV209IfIsxfZpxLJJKyQ3p6Onr37o1u3brJF0llgKioKKxbtw73YpNsHYrERrh7uqJBy9qo4iqVChJJZeBe4kMEequ/pJRIKjvOzs7lorZ1eno63NzKhxNJWSfm4gU80bmmtOCW2ITje4oct9zd3dG2bVsbRlNxkcqkSk52djZ8fX2RlVX4Rn3u2yPw2nMDihU1J2ye+UC1PVbGNnlDT2fnsYpFk2xbkrlNK5ZMizwSlq8fizVr1mDSpEkYOXKkLET+iHn48CG++XYRWk8chDde7gEHx+LFNtWyoVmZmfS6NHRbLy2pgjMfjMPMZ56Gj4+P4jpaKCgowAcfvI8HG56GexUn4YwRkWKOLEQzNlmZZfNX7MKkqb3gTdV5ElWg0PCUMUqfsdpkZbizitWzYtGSlaz2uTXgFfWmxz9CSWPhZf/wlFBK62r9HXnF7rUqj2hYRcbpfuj41frqHHPS7HPe/hO9XhFIFjl9/STQiiQCqxhy3092o1H/zrB3dMAnbUYZl//111/x5ptvYvTo0Yr9SB49f//9NxJiDWjXdBLC3/IEUPz4ANjHAGtcJMcarTgisK6fotdNAq2EYK1PsjVFM5eVYiXQ5xGtwqBhbaNWlRVvLBGBNz4qbcPPK3bhz5t6NO7f2fgZib3NwtUAimdpio6vWuYhpliimGYpikT7YhVW1prdylOjKB2jdHYxrVziqUxZ55uoqoQ3T2GtL6oaN21XVEXPyvxlKcZEFS8sWL83T9WjFL+lin/RORRLRW44fRx/7r+GyJF9UTXcv1g2Op0NT8NT66lBZ+jzFC10Bj9PiUSrh2h457vWccG0H6Lu0armsYayyBqQ+FnQ2wWwt4HeZnJ+8I4prXNyx/eWm/VH36/w5hbkOU3Q6/ZmfwOFz2c+//xzrFq1Cv36lW3r12vXrsHd3R2BgYG2DqVcYzAY8PkX/8PAz17E12PqKi5DjmHWWME6FyxV3xHoe0E1Nbbo8xpRRK/DWmGp1OnrqdqzENE5Af29VgUwfR1lzSVY/dHts8a8/r3exb49hTZ3/fv3x4YNG1Tbl1iGVCZVclxcXMwkf9t3lc+6SYThw4fjiy++wPr165Gfr27DJ7EuGzf8gwb9O6H1mAGKL5IeFU4ePghq/zi2bdtmlcK46enpqFLFGe5VnKwQ3aMhomYQrl+N5y8okUjKPK4+nsh8kFrs85UrV6JWrVo2iEjConPnznDzzML67S/j6M8bkZ+r/oJDIpFIJOWXeymZ8A/wtHUYEkmZJisrq1wok5KSkuDn52frMMo9cXFxMOiA4Pqy9ITk0ZORkY3DB4tqtPXs2dOG0VRs5MskiZnV3d5DMcjKyrVhNCVn/PjxqFOnDo4ePWrrUCoN58+fR2xsAjo+PcLWoQAAQvuMxYMHD3Dx4sUSt/Xw4UOEhJaviWXDRtUQHX3b1mFIJBIr4Orjiczkh2afLVmyBLt27ULDhg1tFJVECXd3d4x4cjjGjhuFG38fwvfDX0Li0a0w6NXr/EgkEomk/JGbWwAXl/KTbCaR2ILs7GzY2ZX9x456vb5cvPQq61y6dAm1u7WCrhz85pKKx8F9F5GXV6SONH3WLbEu0uZOglOnTqF58+bGvzd/NgS9Jg0xW0akOBvLWoJIp4nEnmUnQT6nLUvI37RkWo2jR4+iR48emDFjBqpUkV7Wpcnt27fxy8pfsWL1bPTs3axYoWJWwW6t1jQsC0S6XcLv32/FgfUXMHDgQM3bZMq5c+fwIPEStq57RVNRQUC8mCJPIsyy/WCdlwaDAYsXbsLLE7ozl7WW1Q/ProVnjaBUjF4tHta+U5Kli1rC0JJ33u/1WkzhjQZtzafV8karzYtp4Xli0yNa5J5XSFPUUpGG9Tuz7IJ4FlVK9kGsY5S3bbzziiW5p2NlxUjGJNreg8CyZyV2sabbuHQG+4YrLSMB015qhL59+0Kv1+OHH37ASy+9hFGjRiE4OJi5nsS2GAwGXLlyBZs2bUUVxyC0b/Y0qr/jDaDoOkasesmxQ9va8awQaXjXVZZtHX1dVTsfWZC2WddoYo1HoOd8LLtI1jja52sfs37IvuPZ+fCsUpUQHWtYfZjy84pdAIDRY7saP6Ovx7zC1PR4zbMJ0Vq82BTWeGlpH5YWVtZqVcu7NhFM26PvT2h48xzW+ccq2s1D6/EmipJFHM+SjV5eqzWN1t9P63GixSZR9Lyil1f6/usl2zBzSk/uciLtkn1Kw7Ow431vugzPJk0Unv0hy6qORtROj3xPt2sNizvSZp03Iixqi7a1Y9nzXX7/OgDgwI50AED77u5my9PbwvpbC/Tvzbq/IL8beVZD34/Q0HMUMoeduND8uk7mwcejV8E/LAPdunXTvA2PksOHD6NNmza2DqNck5+fj8WLv8H3K2agf1ThMcuyYaOPbXKOqI0bLGtVnsUtfR1m3ftZa2ykrUVZtqlK56To9ZI+b7WWXuDdB2uxm1Vqj9ef0ncEkWfPLF56YyU+X7gJABASEoLY2FhZu6uUkK+LJWjSpAn8/f2Nf28/fsuG0ViHqKgo9O3bF7t377Z1KBWamzdv4qcVK9Gi/ij07N3M1uGY4R/kjezs7BK3k5qaiojq/vwFyxDygimRVBycnDywZ88ezJgxA8HBwfi///s/jBw5Ur5IKuPodDrUqVMHTz89FUGhLti45w3cOXWJv6JEIpFIygUyJ1ci4ZOvz4GDg+0s8EXQ6/Xy/rmE6PV6rF37B+o1CEWHTg1sHY6kkrJ9d1HZlp49e8rzuhSRyiQJAGDkyJH49ddfAQDNgz2xf3LHYm+56cKi5K3ynshCVRNLUUSyUUnGH13gmUAyAWePKHzjTLJbTIuYk3VIBoyaQik+Ph5169bFE088gfDwcIG9INFKdHQ0rsadx7zVrxTL5NRSkBsw/53pzH06c5kuDq6UVX3qwAX875VfMWHCBE1x0Gzc+DcGNrHHf8e05mbKihbzJaipL+gsMq1Koi8Xb8Hsab2F1RmiWKpYYWX6amlLdHkerG1gZSWzspFJZh7JiKd/M0viZB1TBPr3Eo1ZtF8aUTWcqCpLbVlWcXNaCUQrHFjZ4bRyjHUOkEw4kpVKn3N0nLRKkqhLvlxdtG94YxcZ78i6pteya9euYeLEiTh06BCqVKmCgoIC6HQ6NGvWDPXr10dISIicGJdDzp07h7/+2oj6NR9DjyVDYGdvx1QoaVXssiDnCk8JQR+vBBKH6fWZVi+xYlJSN6U/zITudjxc3ZzRpGkNODo6MFUd9N9k3kfvI5ZykN42Ok7RcUhpWZF1AOUxZ/mmaOjCIzB+VFG9Up4ihm6Pl0UqqkASmcOIKqzp5a0FK5Neq5KJpVQiiKhiCaK/t6g6itc+729Wv3SGtWjWsSW/oegxxvtctNg3vW2sbHCtajxRxRXh63WnMXNIU9VleOo8AkuRQmOJQkWpHxZK7dP3/nQbogohrYolGtHYRdVFPFWR2rI8SFtkPaJIIhBlEr08rfbSej7y1Hmsc4/lugDw7+mJ6oO0QSuNvbfMR5UqVdC0qfq5YkuSkpKQnJyMOnVKdn5VZjZv3YZz12Nx5+B/4OFRdJ1jzTXI/RcNTyVIKy0Jos9jWKjNgbQiet5ZqnznwYtb9LpkuqxW9ZZWlS6BNe8jqM0fEpIzEDpsifGz5cuXY9y4cUJxSLQjlUkSAOZekqfiHyIps3zXTQKA4OBgfPLJJ9i0aRMKCgr4K0g04+npicS4ZFuHoUj8nSS4uLiUuJ2UBw9RLaj8Fdd1c3VGhoUvWyQSyaPn/v372LhxI8aOHYusrCzMnj0bEyZMwKRJk9CxY0f06NEDoaGh8kVSOaVRo0aYPn0qElKOYPUz7yPtXpKtQ3rk7Pn7GIb0/xAjBn2GLm3/i4sX7tg6JIlEIrEYeTWWSPjcuHED3t7etg5DlYSEBAQFBdk6jHLLkSNHcCr6IupM+9DsRZJE8ijZfsK8ZniPHj1sFEnlQCqTJAAK7cpq1Khh/Punoc0xtH6I8W86Q4h+Y0yrlFj1MojHPcnCpSEZp3S2rhpq6iS9Xo927drBy8sLHTp04LYl0UZqaioWL16MZ7Z9C51Ox82m1govU5lgmjUNFB43Ow5/ghata6JFixYliuGHHxZj0Q9T0cc+Bfh/9s47PKri6+Pf9IQUAiGE3gm9hE7oSO+ggIgIKGIBFCv6syuK2BUBEZAmIIhUAem9hB5aIECAQAohtCSkZ/f9I+8su5M7d+be3c1mw3yeh4fs7tyZc9vM3Dvnew74XhYsbxiWJzGNrTxTIo5dgYsL0Kp5TYv2CTz7bAGrXyDwcluwEFVDsfIU8I6dkj10nSxPclrBSecF4amYaOj61Gw0R3QfRZRHPHWZXvUSC61e2/T39LHW6n1tfqzN81QpwVJy0OrZ0YOWWHw259q1a5g8eTI2b96MypUro3z58ujQoQO8vB4dxyNHjqBVq1aqtkicg7y8PGzZshXnzkbjye4/W/xG8mrRym0CL4cgPVaK5nWjFU5KYzmdE4FnG2nb/H69k5yC0KoT8OqrL+PChQvYd2Avpk4biXEv9ShgIxnX6dxLrNxKdH8vqvah21XaJxa846akHFm0bB+MN65idK8GVo+3Wsd1Xl4+Ec9UvTbQv4t6+/Jy5WjNi0Bgqae1qKl58OYq9L1ij3xfAH9eysrJIpqnSAnWcyJdB8tWltKILseCdb5ZcyrR+uhyP03bhldaVlNU0uhV77By5bByK9F5bng2680vRO+jFoUTK+cRL18R61jQuVVYtvG+p+0i0PaxPivtq9J+iMBS1fHUGbzzzCpH7lG6H2LlPib5j4gKn/VcpDR2z+72El588UWULFmSuf+OJiIiAq1atZIOWzqIiorC+k3/4unfP8b8nuUVy9iqHwLEc/XRbbO+p3OL6VX38WDNO1h5lAjm7Yjm09YakYbX3xBYeetoROej1syDlep4fuJcLFy2DwBQv359nDt3TnFbiW2QyiQJAKBq1aqoVauW6fPOq8kOtMZ2uLq6YsGCBTh48CDu3bvnaHOKHf7+/ggMDMSxpZscbYoFmVmpSEyORr169ayu68GDFJQrX9oGVhUuDepWxFnp9S2RFCkuXLiAt956C+Hh4Rg0aBDefvttNGzYEHfv3sWbb76JUaNGoVu3bhYLSZLihZubG8qUCUKA7+PnARtUJgANa/XF8mUr0bx5c4x5biy++nw13n97MQwG9YVbiUQiKUrk5ObB3VW+eJZI1MhMfYjMzEz4+/s72hQuciFJOzdu3MCGf9dj4DdvoEz1So42R/IYYzQaC+RLktgXuZgkMWEe6q64LCYB+avSkyZNwubNm+XLChvj6uqKwYMH4/CCtbgZWXQSi8cnnUalSlXg42OdZ6nBYEBqajrKBDtfmDs/P288TJdh7iSSokB2TjqOnVuKFi1a4PDhw6hSpQpSU1Oxe/duPP/883jiiSdUw3JKEXnxIjQ0FA/SbuJaXISjTSl0GoUOgp93FaxdtwbBwcEYM/p5/LvuFMaN/hV5eXKOJpFInIOkexkI1qisl0geNx4k3EZQUBBcXeVrx+LG/fv3seLvv/DWt6NROcx6B16JxBqiLyfiRtyj9BtyMcn+yDB3EhOrV6/Gk08+afp8aekY1OzdFYB2aSIdwoFAhydRgk5ETSDyagIJB6OUwJwmMzMTbdq0QalSpdC5c2euDRJtnD17Fvv370fFV3+Bh1+gKewMLxE2gRW+Tq0sjfn1EZd0Gudi/sLLr4wTsp9Feno6fvjhe2Td+sNqbyXRZNFqIVa0JiL8buFOvDSht+kzKxmzvdAqYRZNQmm+H4UduoYVhoa2mQ6xJCqFJ9uxwtaoXSesEFakba1J3kVD4fFC74iGvaPPFb09yy76mJm3pzUMEIEVjpIXqo8OB7Jo7SgcOXIEffr0QeXKldG5c2ddceNlmLviR2xsLJb+uRxPtJmCMqVqAHg07yHXD5nnkHAxdOg4Aq+fo0NAKkHXTe6Z8IXqofdo6BA3dOicfQeDYcjOwtVvJqFWnQro0aM7srKysGLpEjTyM6LmnK/g7ulRINwxORZbJtxTPQb0PvOOjVLfLNpn0cdTKXE5zdIlu+F96ZJFmDvROTYrXK5oKDG1vlK0HpHwoGo2aw1PxqqHhdYQsLxzzRrDRcZT1rjPCp9Krqfpocp5XnljIe98ag1BSIfRodujw60RWOG67IHWBN+s8Geselm2Z22/hJMJD5CZm4e2lR9FL2CFZeOhFFpIb13WQkLIEehwRtaEpzKHFxpOJHQcK+wcqw4aOlyetbbS35N7gXWv0OVEQ9uJwAtfyQvjTI+dNLxnd/L70deO4Grivxj7PPs9jaPJzs7G2bNnrQ6N/7ixddt2xBj8UW3oG6a5GSu8mtZ+g9f/8fpoa9MSiMALBctqi/cOgTVe0fWSfoX1O0Fr6DutYYjN+zfe+K811DGN2vUwc952THp3MYD8KBD37t1zCkWkMyNdBCQmunTpYuE1sv14rAOtsS3e3t5Yv349Tp8+jQsXLjjanGJHw4YNUa1aNVxf+YOjTcGV2H04eHIOSpWyPi5zeno6SgX6ObXsXfoLSCSOIzo6Gr1790anTp0waNAg3QmIXVxcpLK2mFGlShX07tMTe479jDyD+ous4oarpxc6tXgD585cwtat2+Dl5YURo0bjUo43/n71S6TfT3W0iRKJRKJK0sMshPhJZZJEokZa+m2bPJPbk1u3biEk5PELPWwNBoMBp8+eQ1DLno42RSIBAIsQd23atJELSYWAVCZJLGjdujWOHDkCAHhqQEusXDipQBmeZyTLa5ynUqG9WWnPXNorlpQnXquAujoJAHbu3IlBgwZh9OjRKFOmjGpZiTaysrIwa9YsTFv6OuqF1TB9L6pOItCeTjzPKJIUnPDvnvfRuWtrNG7cWNsOKHD9+nUc3L8VURHTFD0oRD1SeNDbs5IqElj3FK08WnnHEw0bV0WVqsGq9fHuYVG7Ab7Xja0TMIqqZ2hE1TZa4SXGVIJnq1Z4SbztBavP1+oJbg5dB+9861Vh8ZKssqATFZP+aMHqkVi7di0mTpyIJk2aoE2bNqr18Dh37hyqVq0KPz8/q+qRFD1mz/od9asNQ+XybI9YolgiypeeM0sBKKj+IagpaMi1SuZQBDLHYqlWRJVAtFqH9lo2/z0t+R5WjJyGKtVDMGBAPxiNRmza+B8uXbqGXze+hco1yxWY67HmhDRaVanmfQpP4UrvC2sflTy2/1u5D3USr1sok3hjMG/cFFX7sNSjPEUsQamf5HkFa1XFWIvoWC46PvK2t0b1LDrPsFapxlO28MY9lp16VWos1Oykf+N5qxNoz21RWPWbf79g8zkM7Vwbfj6ezHpoz221+vTYR1A7ZgSeisdabKH2UqqPde55sPZX7RrinXdaaUQrAnj7xjpGPCWSaDJ7AusepNVIrH6Ldc9Pic6fi5hHmiFjMf08Tjh46ndUD/VBu3btFH8vChw/fhyNGzeGhwdbvS2x5Nq1a1i5fhMafbAEh8beAlBQgUdf7zwloJrChjfe0eUIvHuE/p6+V8nzPP2OhQVrvsV7nuXN++j90zJn4vVLtDKSdYzpfs9WfbO1YwcA5OYZEDxwDlIeZgMAPvnkE3z66adC9kj0I5VJEgvMY0vu3He+2MWv79q1Kz766COsWrUKKSkpjjanWOHl5YXWrVtj3rR/HGqH0WhAqVKlbFJXeno6goOc16uhYeOqOHv6uqPNkEiKPQ9TM7Dl7wMAgNj4Y2jQoAEmTpyIdu3aWb2QBAB+fn5IS0uzuh5J0aNJ04a4Gr/f0WY4BL8ypdA9/EPE33iAlStXIiMjA/3690GbtmGY0H8qLpyKcbSJEolEokh6Zq7qQpJE8rhjNBoQdysStWrVcrQpquTm5sqFJI2cPn0WpZp1deroLZLiw7GLt0wLSQDQvXt3B1rz+CCVSRILdu3aha5du5o+H9nxKZq73rMoo+SRqDWGOS/uPPF4Id4uPE9Xlkpp9KAlBWxZuOZZTJkyBQsXLsSIESNQunTpAmUk+sjOzsaPP/+EZxZ8jmfbWSq/eB68BJG8SbRHNSF0TyI27J6CJ4f2RaVKlbSYrsjx48eRkpeIne+EW3yvNa8BC1FFkFYvZbKN0WjE3NlbMP7VXgW2FVXOaFUp2dq7mHds9J4D0f0SKSuaD4t1/kTzHtD16fWIFlWRsnIhKbXHUy2IqqVodQPpD1j5k+jrma6H9rTXct7VytN5AXeP24STUX+jc6vJOHp+Drp164YGDRrYLOHwnTt3cO/evSL/QC7RTkpKCmbPno2EhAT0+iNfGW4+lzGHzqlEK5aU1DUE+j4nkPGUznXIUgPr7W9Iu0rjtyE7C82ubcRff/2Fvn37onbt2jh9+jT+/W8rfln1Fuo0qV7ALtFci7z8QEo51gg8r22el7dSfUuX7IZPZi5GP9NBuK9njXv0OM6bG2jNg0f/Tjxz1VRGWlXHWvNA0e3Q9fDmNiLXgdL3rPGQeOOTe5F1PWpVACjZLOrRTOB5YtPHnFbadow+qWiPXuURyw4CS5milJfB/Hc1WJ7StCe2HmauicSEwU1U2xXJ+2MOTz1Gq81E94OnfNGSo4enEmPVRbzRa39YXdVGvbmhRHMu8dRBPDUQCz25QFjnlcDLE6MlCoISvPcz9BxabRw/9EZ3i/cuJGdov3798OqrrxbpRYeIiAi0bt3a0WY4DbGxsVi6dDnmbPkIVWtXMI1vHp8v0lQPT2kqmpuMRm//zuvbtNxvoupB3r1fGLmfRNCrQmIh0s9qUbR/8e1afDJtNQDA398fd+7ckQvEhYBUJkksCA8PR4kSJUyfN2077UBr7IOLiwu++eYbvPnmm1iyZAmysvRNwCQF8fT0RJWqVTF/2NtIirvjEBvc3b2Qnp5uk7oePnyIUsEBNqnLERTlibtEUlwwGo24cnMXcvOycfzcUrRu3RqNGjWy2UISIJVJxZmAgABUrVoVP//8My4v/AzJJ3Y52qRCx9XTC7Nnz8bixYuxadMmbNq0CTVq1ECvbl3x5rBvkHgz2dEmSiQSiQVyhi2RqLN+/XrUrFmzSD+PGgyGIm1fUeL27dtYtWoVli/7G2F1n0bV2srOvRJJYbN5W6Tp786dO8uFpEJCLiZJLPDy8rIIdbdp6ynHGWNn3nvvPTRt2hQnTyp73kn00a93H5QKKo2zxy47pP0KZZri8mXbtJ2ekY7AMs4b5k4ikdifhHOXkZ37ENWq1kRq+m2EhYXZvA1PT09kZ2fzC0qckrp16+Kzzz5DFY8sxK76GXG3TuPS9T0wGotXqGEe/fv3R1RUFBo0aIBffp2FfQcPoX5YTZQsJXOFSSQSiUTiTKxduxY1a9Z0tBmq3L17V0apEWDfvn1YuHAhBg0ahEFdv0NotS6ONkkiAQDcTk5BxPFHYbH79u3rQGseL2SYO0kB5s6di/Hjx5s+J1yYgbIJ+S/ntYavEA0bwUqWzgqzYg5rGzr0BAkLQ5I3H3qjO3bt2oWhQ4fi1VdfhZubG7ctiRjbtu/AVbdgLF02wOJ7OqQdgQ4LwguzoxTWkHA/5Sa2Hf4Sb7/9ptXndOPGDXh6YB288WovzdtqDfvGCjFGozVM15zVh9FvYEtUZBwL+h5lJZi0VfJXGhEZttbQeVqTkdP7rLc9vWENRZNzsqBDLZnfZ+TeokNC8cLQsWwkaA2FxyrHCl+nN+QjXY5GtD46bJ45xHbSD+XMX4Asl3MIDg5CZmYmevbsydzWGo4cOYJWrVrZpW6JYzEYDEhJSUFgYCDOnz+PlSv/BmDEoCe+RYBfiKkcmb8AQIfw2wD4YbVI6KrpoflzIF5YG9acihfejhUujBWWjtw/ZD8IJMxx8PojuJ8ah+wRA+Hi6moKw0eg5xOs/ROxkxwjAm9OInqM6O9PJGfgv5X7UNXfEyNHdS5QjvSHvLAldP+kNcQR3e+RpOokXCKNrcLhWrON1jmV6NjAC8HKGrtYIZpZYx8LXohBupzS76z5GB0KTWvbWkP8EvSE+wK0hVqzRX2iCdjNMd9m1ppIvMoIc8eCdY607qPeY8yDF2ZNrz0iIZxIGEP6euWFQ6Tr5IXGEg3Pxws5SCejF0U0zCOBdTzIOECP8QS1eTl57tEaFrTnzPycxOT5e9HaUYrbAUBcXBxq1aqFt956q0irBM6ePYtq1arBz086rbCIj4/HooV/ol/nLxHXqwEAYMuE/DQY5Noh9wMdzlI0tKfo/ahUH/0bL8yd3tCpoqEwtfbz1v5Ol6PhhRMkqPXjvD5ca6hVveOw0hxw8V/7MebV302fb9y4YZN0FxI+UpkkKUCfPn0sPm8ykw0WNzp37owyZcrg6tWrjjalWFGpYgVkxF5wSNsl/SvCy8MfMTHWJ+42Ggzw8HDuRcaGjavi7OnrjjZDIim2lC1dCzdvxqFjx452TfgpfX+KL66urggMDAQA1K9fH6+9NglVq9TAvZTHt+8uVbIKqldqCxcbhouUSCQSWyFHZImEzcaNG1GrVq0ivZAEAGlpaXIhSQWj0Yhdu3ahYe3+8PUJcrQ5EkkBNm45Zfq7SZMmciGpEJHKJIkizZo1M4V/G9yhJlZ93o9ZluXVwvMKFPXE5HmZEo8c4lFJvGYI5l6v37R+xiI5JADkVl6JK8duo3ev3qrtSMR58OABZsycjf8uz4KbmyvTo1nNI5r2BqU9h4nSTIkrsftw9dZGvPDCC1apk/7+ezUmPN8ML4/tavpOa0JFHlpVMFq56+mGRX/sxLiXelh8r+SFxvJSZe0jS9lDl6PhJQnXe0xFvQV5ych5iHoSK23D894nsJQ/dJs8RRBdP51MlxzTvaH5odmItzXtoS7qtWgtrOS/ognGAfFkpSz1ES85PW1jXm4e+tebgJfGv2xaELAHUpn0ePHff1vx8G4QwuoNBfBIZU2UO8QrlMx5aOUODa9PYSmBeaocrdvTCiUCrfQgYzzZb1Z5WhHCU1UqKTdZ8FTSdDkaljIJAHoN62AqJ6pIItBjGEFU1UKrWVn7IaqS5SlJlRCti6Wy0TvH4imceNcNS4HEU9vS9fPUtTxEIz+oQa4D+vojiEaj4M25rPWqpmF5KutVsLCSvqt5Tj/MyMGKXdF4vk8Drh30c7Latcub72p9xuB5d/OSv4uqCkTn71rPlbWwzq0SRFFRpY3l8ybvuhZtm8Dr33nqB4Ko0p9uR015bw7dp9DvV4g6iSimzaOFLFo7Cr169YKnpyeaN7fvc661REREoHXr1o42w6FkZ2cjNjYWV67EIObKdWRk/H/uaRfA4OoCg6sHGr43H67unqa5J3n2t9e9S+Ddw7z+XLSv0/qugadC0rsfSmV4YxQLWyueRPs0GmvHZrVzm52di7K1JyAlNb8f/OCDDzB16lRVeyS2QzmegeSxp1+/fqbFpG3HYpGVnQsvz+J5ubTt1gRbV8yG0dhLJmC0EQEBAcjNyUJmehZ8/dVD49iDGpXbI8/rDA4fPox27drprseQZ4CHu3Mrkzw83JGXy154k0gk1uHm7obAoAA8fPjQrotJkseL8uVDcOz6FUebIZFIJBKKhLsPUbGMVDNIJEpkZGRgz549ePXVVx1tiiqPq0+9wWBAfHw8YmJicPPmTVy5chWlSpZHuaCGaFSzHUp4l/p/5aUR15uXgWdgGbi6ezrYaomkIPsPR5sWkoD8d9iSwkMqkySKHDlyxMJL499nWqH3i20BKK8O87xmeKolvZ55dDtEvUI8dwlEnWSuZlm0dhTa/rgNRkMeTn48FC+OHY3gYMvtJPrIysrCtK+/xtsHFuOj5vmTD1HPKRYsb1GSG4v2jLqXchNbDnyOCRNeQcmSJXXtx1+rVuK9V9vjuafbm76zRXxyrfeL1hwQ9PYzft+KSeN7FNiO1T6rfha2ymVA/04QVTip1SHq6cdrQ+++0ui9Bqy9NujvefVovT/Ny4vmoKDRmqOFIOpxztqeV55Aq2F7/BqIY1P64c03JsPX11e1Tms4cuQIWrZsKZ0eHhOSkpKwcuVK9GzzNdzcHj3E00od0dwtNEqqGfP6eLmYCCy1C6teAq1+ZNlDYG3PU0SZq5qtPTas7XhqL/Ptli7ZDQAYOaqz5nxBBFura1nzM9G+mMDr2+lyamgda201hhFYamHe97T6l4VWBYeoGk2rwpxnF6+8+TZ6lUXW5HFQK6c3/w+PrO2XsD/2Lsp2rolGNcoo/q7Urr3yHLGULiLP63TOEL1oPbY8j3u99RKsPdY8O0Rzp9D2sFR8Ivay7kFaYchC9PmCjjpBlEy0CprOe0jevYTuScTNW5G4krAKY8eOVbXJ0dy5cwd37txBaGioo00pNOLi4rB+3UakP8yEb6NW8A9tgYBaTeDhV7JALk5WHme636BVfbz7Rau6iCCaX0dEacnLxaMll55Sm7zcb6ztaGw1flg7PooqrkTzRYmOAWrEHnbH15fOYmFsfmqLMmXKIDEx0eqc6RJxZCByiSItWrRA2bJlTZ83X0pyoDX2xcXVDYF1W+DSJfvKdB8nXF1d4R/gjx3fLXKY10+pgEqoWbkj9uzZp7uOvDznz5kEACUDSuD+g4eONkMiKZakXTsPD08vlChRwq7teHl5IStL20tjifNSpkwZBAcHY9fRH5CTK8+7RCKRFBUSUjNRIch+ziMSiTMTd+sEqlWr5mgzuMTHx6NChQqONqNQyMrKwqbN/2HRn8tQrVw3DHriB1Qb9iaCmnaEh58+p1uJxNHsTr5l+rtPnz5yIamQkYtJEkVcXV3Rt29f0+dNl5KKtRQ4oH5bnLsoF5NshYeHB14e/xJOrdmBe/cct4hRs3JHXLxwEQaDcn4AHrl5xSO8Y4um1XH81DVHmyGRFEsStixGl04d7K4Y8vf3R2pqql3bkBQdXF1d8eSTTyKgFLAz4htk56jn7ZFIJBJJ4XAnIxulA7wdbYZEUuQwGA2ITTiGevXqOdoULunp6fDzK77hKlNSUnDixAms+Otv/PDDT4jJcEPDd+ehTvVucHGRr4Elzs219DRcS3/0nlGGuCt8ZJg7CZPVq1fjySefNH0+Oe8Z1Ll6H4C4NFQ0GR6BTlIqAiscBx1axVx+TZOTm4W1O97AyGefRqVKlYTblrDJycnBl19+ieS0pfDwcLcIDSIaMoUF61wTyT05x0ajEWt2vIGnRwzRdV7nzZ+D+YtfRvcm1fPr0xH+Q2Q7W4V5JCEJ6Prz8gz4bcFOTBjXTagec+wVotJWMm36e63taD13osmECSKJnK2xS6mcrRJ8i4YjZIXfYYX94W0nimiYOmtDL9H2hi/MD6lJktBWL/cmBg3uiSpVqgharo/bt28jJSUFNWvWtGs7kqJFXl4eNm7ciBvX7qJLq3dQ9dNAAI/CvNFhFwm8EGX076xwdQQ6pA0rDB6BF66OtpfAs4O1P+Q4mNvFmiPw9oFug66btw+sc+L/MAuLlu3DhRwDeg3rUKA90fBDNHpD0fL6RK3h/fSGKKXtoOcy5tBj6N7QMAAFQ/Sx2mSNP6LjhNb7im6fwLODwLNPNLye6DyANX/gIRpmiC6vhJ4QYCLl9M6/lMrPWhOJVwc3sfhOb4g2sh0dFokVEo3eTjRElKgdPKwN+abWtrWhlkTfL5DfWe8d9IbK1ju35z3TsOwVvT9Z25F2WKHy6L6djH0kbQAJu2v+Ofb4OWz77HdMemVCkQ/LHBERYZHWoTiQl5eHI0eO4OSZ07h35w7KBdVF+aAmyO7/BLzLVDCFKaTnMbxnIK3hxwCg9ofVLb4XfSa2V0hQGtF+h/fOw9oxh9jBChfICpMpOuZo7duVjoutw8bawvbvD17BR7suAgDc3d2RnJysO7WFRB9ySVrCpEePHvDxefQwtGJntAOtsS8e7l6oV6MPdu/SHxJNYsnuvXtQqVEoPDwcp+xxcXFBpZAwREfru3ZTHqQgpFwpG1tV+Li5uSIvT586SyKRqJObmw0PDw9+QSsJCAiQyqTHEDc3N/Tr1w9VawRjy8HP8SDhtqNNkkgkEolEIinAha2H0aBu/SK/kGQwGIq8jVq5desWFi9ejOTkZHSc8hwmbp2DLi3fRt0a3eFd5vEI5yd5fPj7fILp7yeeeEIuJDkAqUySqDJ8+HCsXLkSAFA9sATOvtrJNPCKepmJelRpVTqwvHRorzrau5X2TCXeNDm5mViz/Q08N3rkYxM/1x5kZWXh4IGDOHLkOEav/Ar+ZYMKJMpmeZDyfqfLsbyHyTkFgPikszh2fj4mTHxZ0wvfvLw8fPHFF0i4txghKr2kVm8U0SSt9O8s71WeUoh8nvHPKUx6sinTPlFvVTWPYZF6bOUxKuppzTtOanZb6xHFSsaptV5rPSC1HitW/bxrk4aXHJ5nF6sPF01wzupfWIoJ4JGn3vTQPMU6CJOG5dsW3akcLsx4Hc1rVECHDh0Uy9qSI0eOoFWrVnZvR1L0MBqN2LdvHyIOn0Sv9h/D1ycIQP41CDxKiq1VMaF0H5iXU1L8KJVjwVLpEOj+gaVIYmHeH7D6NNq7mqVQIvc/gWWzqDqFYK48WrRsHzK83TFyVGdmOVHoPpJWOPESq4uOCay+nNcuz276vIj27bS9rP1R24bAGhdYyiLRY6RVEcwbL1nlaTtYigoy/+CpwEQ9rrUqkejtaA9s3na0ZzYLlj28+rXg0qQ5Zs7bblL7601oTsNTGokmateqWNKiONBSLwut14rW9w08u3hqQNbcd0r0o1wcZMxg9RN6FX10m7x6eEolWnnE69d4qlEyntPRXsg8pNauOPyzbRLGjB2FkJAQVdsdTVJSEtLS0lCjRg1Hm2I1eXl52H/gAPYfPIR24waj+YjeOBBhefzJHJGMs6JjFN3n6u2PWL+zrnWWYlPvexdW/bQ9NKKqRJ6SlFWvmg3WqkXp37XWx1JEsdA7ltDb0/MD8plQpU0uou+koelve03fLViwAGPGjNHUvsR6pDJJosrTTz/qwK/eT8fxhAcOtMa+eLh7o16N3ti9W6qT9JCXl4djx47hl59/Rcyl++gR/iH8ywY52iyUD24AX5/y2L17t6bt0tLS4OvrjRIl9IXgKmqUC/JFfHKao82QSIod1UZMwbFjxxAXF2f3tqT/z+OLi4sLOnbsiOYtGmNnxLfIznFcPkKJRCJ5nJFjsURSkFt3LsCnhA/Kli3raFO4xMXFFQvn4cTERCxcuBAnryag/uSZaPlsX7i6yVe8kuLNKjNVkqenJwYNGuQ4Yx5jpDJJokpmZibKli1rCq3zeuvqmNbtUUJFvSvdovA81kW9E4jnDoHlnZr1MB2/D5yMMc+OQrly5TTZ+jhz8+ZNrPt3E7LcfVBpwCsIqNXYlE9EKzyPWlY5Au3p+/6KCshOuYOor19E33690KBBA66sPTMzE0ePHsXJC2eRfOZbxTK2juNrq9w9rPKJITWx79BFDK3hrri9aL1qbdB1iG7H8z7kxWHneRmy2hfdV14OOHtjbbu8fpSH1vJqddCI5odgtS3qJc7zRmfZxbK758z88JfEK7Nyw4vYsmWL3ZN/Fsf47hJtGI1G/Pvvv4iPTUPX1u/CzS1fTTN2lrKCj+WRzFIkEXUOrURi5aNkqfhYqhuWEoRWJKvdg6LqEZa6kbUvLG9z4o1N76tWhRIA/Lcy32Gp17AOmhU9vPp5dojmSBDtd7X201rzAbEUA6w5PeuaottjoaTCE1WriioSWPMVOmcJ71jYyg6CVq9quh6eOkfUi53GWnWO6O9a9jsvz4DfN5zBK4OaFPjN2tw/NGr1iOalssZTXq1eVl4Ua/Od8K4hURWPvfOc8MrR/RTv3uQ989BjOUtVyDoOouMLPa7Qc4kFr+Z/Jmok4NFc2D1oN2JiYtC5c2ehthzJ4cOH0aZNG0ebYRWRkZHYuPE/tH/1KTQb1gNJ0/Nf685YmX+u6bmL1ny/WqHvzUtTrwIoqDAhfYaoipCXt8l8e63RPHiRXVj9EaucaD+s9xhrRXTsZOVrohGthz7HPLtYamUljEYjmv++Dxf+30l6wIABWLduHXc7ie2Ry9YSVby9vS1WeledT4ChGK8/evmWQPOne2LPAalOEiEjIwMb1m/EkiXL4NfuSdSb/CsCajV2tFkF8AwIQruwV7Hlv134bfZcnDlzBnl5eQXKJScnY9Wq1fj++x9x5V4inpjyvAOstQ/lywUiMan4KgslEkfy0ksv4cKFC0hISOAXtoLiFt9doh0XFxf06dMH3r65OBQ5F0ajzIcnkUgkhcWte+koF+TraDMkkiKFwZCH1atXo169evzCEqs5ffo0Nm/aiu5t30Pzp3vBxVW+1pU8Hpy7nWpaSAIsI2lJChfZ60i4DB8+3PR3XGomDt/UpzhxFpoN74WrMTG4deuWo00p0ty4cQNz5szB/WR3DOg8HSHt+sPF1Y2/oYOoULYhBnb5DqGVB2H3ziP45eeZiIiIQFZWFgwGAw4ePIgFCxbAJbsaBnSZjqGz/odqrRo62myJROIEVK5cGV999RU2btyI3Fy+V5VepJhcAgBubm4Y/vRQPHgYg+vxRx1tjkQikTw2XL+Viipl/R1thkRSpEhMjkKJEiWcIsRdamoq/P2d9x4+c+YMtm/fjq6t30FQYHX+BhJJMeLvc48cN318fNC/f38HWvN4I8PcSbhkZ2ejXLlyuHcvfxFpZKXqmDua73UiKo9kydXpkAs82SovtBYrhASRnYcvzJdrh+5JxJlL65GcegzPPz9aeoIrkJGRgdm/z0G7icPRsG9Hi99YYWKsRTTMlTl0yBIizS/7niuuHzmLo4s34NaFq/D1D0S2uw+GTH8RwTUrM0PAWBvaTmvoBBrRcGx0QlbCwmX7MLhfc5QMKKG4nV5EE0zzJOS2CuMmCp28m66PtpcVBsaakB5atxU9VqxwHqxrg4e1ycVZ5UWT/tKQc6Z1f7SG2yPQYaJuTbNUNl6PP4I1Wz5H//794enpiU6dOgnZo5VTp06hbt268Pb2tkv9EufiyJEjyM5NwD8b3hMOeUYjGuqNLk+3Q4cqEw0Bp2YnK3wZDW0DQbR/odshcwcyF9BiM4+lS3YDAEaO6qx5W9FweKzjxgurR/pVVqhoXr28dkTDz2md72kNlyoSStEc3n5Za69SWdaxEq3bViG/tMIKS6c3QbjekEEkaTudPJ6FlhBxK3ZGo11qNoJVrhvRsH2s3+l6tIZ4Y6E3AbtoOCxb2SfSvtZnB3q+SD8DWBP60NxWvSG3RX+n7aafUci1zzrme0PDABQc81n9MmvMnzQsf/9IiN0RQ5Yj1DsLXbt0Vmy3KHHu3DlUqVLFKReUzp49i/+2bMI3y99GvbAaQtt0jD5p8ZnXT9s6BBvvXmI9y7H6b9HxQvSdIt2O3tBwLDtEj6eWUG9q24mGmtPaHm+ctHa8J/YQ6P2p0iYXRqMRjWbvQcy9dADA0KFDsXLlSiH7JbZHKpMkXDw9PfHkk0+aPm9JikeeoXivQdav2QdpKdk4deqUo00pkhw9ehRlQqsUWEhyFlxcXFCtdSMMnfk/DPvtI5Ts+izqvf4rgmtWdrRpdiW8VS0cOnLZ0WZIJMWOM5fWITQ0FH379sXRo0dx+/Ztu7QTGBiIBw9kuEpJPg0aNMC+vedw906qo02RSCSSx4I7DzJQpoSno82QSIoMebl5uHvmABo2qO9oU4RwVmXSuXPn8N+WTZi+7C3hhSSJpDhxIuGBaSEJkCHuHI3TKJMyMjJw4cIFXL9+HfHx8UhNTUVOTg4CAgIQFBSEhg0bokGDBnB3d+dXJkBOTg4OHDiA2NhYJCQkwM/PDxUqVEBYWBiqVatmdf1btmzB7NmzcfjwYdy7dw8hISHo0qULXn/9dTRr1syquu/fv49jx47h+vXruH//PjIyMlCiRAkEBASgcuXKqF69OmrVqgVXDbFVt2/fju7du5s+r3u6JbrXDLYoo9e7QTTpHs+Lzvx3XvJJ2nOPeEQQb9Rb0/KQdCcae479iImTXoWvr4yNbU58fDxWrlyJ0Wu+h6ePN/YdzL8WOoTnv0BleTZb6z3KQjRRsVJyZRE7CTxPTxqeakPtGhYpz9uOvncMp47h19WReO3zF7h18rBWPcWqz9b2sNoXtZ+2R28CYLp+uj4avSotUXj9Kw1PxcXbjqdo0qp0sha9HuXm9JxZCkC+mvVCzDacvvQ3/Pz8kJaWhm7duqFFixa2M/j/uXfvHm7fvo3Q0FCb1y1xTlauXI4XX+mApkPaA+CrdGhYah8CPT6KKKBI20QRTiCe0LTihwdLGaIXYhdLjcVSILG+5/Uj5nOP/1bm5+TsNawDU3HF+14UUXULy3464bsoWhVAoooyFqJqOFF4iisCb67KU8DR39ORE1jt0N/TiCqBWeOzNYiqRUQ9lVm/20r5w2tfSeUxc00kxvlbKvxZ9bHsspeiiNhL0KrMEtl/NXtE3wVoPZ/0djSi7wh4zyCs40UfVxr6fQJBa59Aq43o+gn0cSPtstSlBJbKlIYew8lYySL2+HnsnfoHxo8f7xQRXQ4fPow2bdo42gxNZGZm4seff8L2f95GuzahzGuOwOvXtaqPrH3PJ6o61WoPD5YKiVavitojOlax0KpSItDqIfr3gzvzcwiFd/VTLC/aHq8dvfXq3Z7m3W3n8euRawAAPz8/JCUlwcfHttGQJOLYZuXFTixYsAA7d+5EREQErly5AoNBPcmwn58fhg0bhkmTJqFp06a62rx9+zY++eQTrFixAnfv3lUsEx4ejjfffNNCrSNKdnY2XnzxRSxevNji+xs3bmDx4sVYsmQJPvnkE3zyySea6s3MzMTixYsxb948HDt2jJtXwdfXF2FhYejcuTN69uyJtm3bws2Nne+mc+fOKFeuHBITEwEAC07dKLCYVNwoGxSKSuWaY/v2nRg4UMbiNKdChQqoWLEiljz7Pzzx7lgAXR1tkkQAZ5jgSyTOhtFowJEzSwAAvXv3xpYtW3Dnzh27tOXv748rV67YpW6Jc1KtWk3s3XPetJgkkUgkEolEUlhc2nUUtWrVcornzMzMTHh58R3GihrHT5xA5bB6aNdGOpNJHk8yc/Ow9HSc6fOQIUPkQpKDKdLKpEqVKiEuLo5fkMLNzQ2TJk3Ct99+q0mptHnzZowZMwZJSUlC5UeOHIk5c+ZoUq2MHTsWCxcu5Jb7+uuvMWXKFKE6Dx48iLFjxyI6OlrYDpqTJ09yF+A++OADfPXVVwAAd1cXRE/qinJ+YoOxqFcCjbVqBboeGtprlFbYXPvkLtbtehfjxo11ioSShUleXh727NkD98BsfDT7ZdP3ovkRtOZe0ZpbRWsOFp6Hqdb8PnqVOazyer3uaFXe8pn/4bmn28Hb21PVHpZ9Wj2GeR5RonHqbaUCs9f549XD205r7HclJaa1aipe/iGtqjNry9HXGp33jlee1S7txUd7hdPe+HT7SqqBZ9q+g4TY26hXtwGatwjD3bt30apVK0U7rCUiIgKtW7e2S90S5yMqKgqHL57Gwo35c0ZevhrzMjQ8JQzvXhCtl4aXc2dKtKWzE61sElUv0+VE90NUGSWSi+nMxr0AgEZ9OworotTOpTmiiilWHyeqJOIpaQh07ilRb3i9ylGtijL6e6I2PTgmUbEdvfZpzSdGb0fXK6r0slbxa6s8SjRa1Uta8hkpwcrTSeA9o9Lb/zRtG15pWU23x72aOol3rli5PXjY6pjzsNa7nzdP5UUaobE2D5LouSOfyVjFUt/SYxo9BojmWWLBexbkKahE+3JSfsxYwGg0YvvR99C3b19UqlRJ1b6iwKVLl1CqVCmUKVPG0aYIk5eXh19nzcCS5a+hQ6cGpu+tzTHEK2ev7UTLs3IBkc9aVUK2UhtpHUO01svLHcRDpDxLgcQ61rz8Srx9tUV+pr/OxuH5dZGm7/bt24f27aUjnSNxqpxJJUqUQKNGjdC3b1+MGDECw4cPR/fu3VGuXDmLcnl5efjpp58wdOhQ5OXlMWqzZPfu3Rg0aJDFQpKLiwuaN2+OoUOHonv37gUGnaVLl2LEiBFcxRRh27ZtFgtJI0aMwObNm3H27FmsW7cOTzzxhOm3Dz/8EJcv83ObbN26FU888USBhSQPDw80bNgQAwYMwMiRIzF48GB06tTJqoFz3Lhxpr9zDUb8efqm7rqcBR/vkqhfoze2bt3haFOKHG5ubqhRowZioor/dVCcaNe6Ng5E2DaxpkTyuPPx7FcAADfjbqBWrVp2W0iSSGj8/Pzw8M59R5shkUgkxZ4i7IMrkTiEuw+uISsrCxUqVHC0KULcuXMHQUFBjjZDE5cuXULJ0n5o39E5clJJJPZg/olY09/169dHu3btHGiNBCjii0m+vr4YMGAAZs+ejcjISKSmpuL06dP4999/sWzZMvz111/YunUrEhIScOjQIYvFGABYu3YtfvjhB247N2/exJAhQ5CdnW36rl27djh37hyOHTuGlStXYuvWrbh58yZ+/vlneHg8ihu7YcMGfPjhh0L789tvv5n+/v3337Fs2TL06tULDRo0wIABA7B9+3a8++67AIDc3Fz8/vvvqvXFxcXhySefRGZmpum7kJAQzJw5E0lJSThz5gzWrVuHP//8E6tXr8bu3btx+/ZtXLt2DbNnz0aPHj1UQ9vRVK9eHT169DB9XnDyBgyPwaS6Xs3eiI9LxNWrVx1tSpGjdOnSSLxpn0TzEvtQv25FnLugXfEpkUjY1G1aA43rDICfXwByc62LBy2RaMHV1VW+4JRIJJJC4Pb9DAT7ejraDImkyBCbcAy1a9fWlIvb0ThDOD5zHjx4gNqNqjid3RKJrbiQnIYDN+6ZPjtLfrbiTpEOc5eTk2OxcMPDYDBg9OjR+PPPP03flSxZErdu3VKNjfrCCy/gjz/+MH0ODw/Hjh074O3trVh+7dq1GDx4sOmzl5cXLl68iKpVq6raV758eSQmJqJp06Y4efKkYpmcnByUL18ed+7cQdu2bXGQSnZuzujRoy1yL9WpUwe7du1C+fLlVe0wJzY2FjNnzsS4ceNQuzZf+r169WqLXFH/PtMKXasrq51YckbRpJsEUQm8tdDhJ95fke9hE7onEZeu70JMwhaMH/+CpgW44k5mZia++WY67qYvZ3bovHAbWsOssVCS5lub1JlGaxgvVhgEXr0sREO58cr//NE8vPZUmHB7vHAJoveg3hBxvO15drK25/VBtj5fWhMtaw3HYW19ekNNstB6H9i6HQIvjB6BF4qIFSKLjBXtWt/CqknTEOLmjz59ewvZroeIiAi0atVKTqIlAIBr167h3/U70afDVIydZRm+jMAKYSMatoug955hhedihdUTDQumNcwY63eC1vBjtH0kSTkJXUSHzgSA/1buAwD0GtZBc7hBUftoOwm8kKbWXge8ctaide6mt33W/SIaXpBXHx0yilW/aOgrAi8cNOt60DvX0RrSiFePtdvxQieJhipS49C5BHi4u6JFnRDN7ZDn4tofVue2o1Yfy36tYYRYiIZs0hvmT6sd1j77kNBfonN9veEd6XpE+0lev6z12YYuJzr35oV4XvBq/ng2Y6VlP7Zg6Nvo3bkbatasqVp/USA1NRXXr19Hw4YNHW2KJg4cOICkEnno8f4LBcYNv/9/V6g1NB2N2n2rN4ybtdtbG1qN1xex+uRLUy0dyHl9qt5jzkI0nB3h4M40AEB4Vz8A/BB2tkJ0v23R/pRt5zHjyLX8dr28EB8fj9KlS+uuT2IbirQLgZaFJCDfO3PmzJkWOYwePHiAXbt2Mbe5dOkSFi1aZPrs6emJhQsXMheSAGDQoEEYPXq06XNWVhY+++wzrn0kIXe9evWYZTw8PBAaGmpRXonMzEysXr3a4rv58+drWkgCgCpVqmD69OlCC0kA0L9/f4SEhDxq00xuWJypWaUTXA3+2Lp1q/QANsPd3R0GgxE5OWLhJCVFgzKBPki6l+5oMySSYoWrmyv6Tp2Ic2cv4Ny5c3Zrx8fHBxkZ6jloJI8PeXl5MBrFwi1LJBKJRD8x8Q9Qs0JJR5shkRQJ7sYmIO3OfVSrVs3RpggRExOD6tXFFnOLEklJyfAtE+hoMyQSh5CZm4elZx5F1Rk6dKhcSCoiFGllkl569eqFLVu2mD7PmDEDEydOVCz72Wef4dNPPzV9fvrpp7F8+XJuG1FRUahf/1HcUl9fXyQnJ6suQgUHByM5ORnNmzfHsWPHFMvk5eWhQoUKSEpKQqtWrRAREaFY7tChQwg3S55YuXJlxMYWzsLO//73P0ybNg0A4O7qgkuTuiLET9n7z1pvNFFPA9EEnQTe94RJw/J/j+5UDjkPU3Bp+isIb98CbdrI5OdAfuzwL774Aldu/o7SQf6m7/UqfwrUbyNvK9H69KJVqWLrpMas48H6fOvuQ+w6dRMj3nhGkz085YdoQlyt7djKa5Cun4ancBH1EvV+62nV+m2NqHct7/rTel9pVaxp/V4E2uNUrzqJ51nPU1iQsQIArscfRWzyvxZOJ7bkxo0bcHV1RcWKFe1Sv8S5yM7OxqxZs7B27VoYa18DwFY0iHpKE4hHMlHYsBCt11yhYw5R9EwPzVOsz1pFjuicj96eZS/v+BKPbTq5+tSTuTizcS+alM5Fr2EdCtTHUr7wYCm6aESVaHoVPcR++nqhPd5FFWws9CrPWLCOGzmP9HVJ289TsdJ2sa5nrceF/p6lLOAdV61zE2u900Xr5W3PUwJZq+5W8vT/7dg1vNyimib7eLCeacn8hqDVu1s0gbqtvNZZSeOtRfS64SmnyNycdb2zrmveM4io+p2GpxjmPWtpLU8ULKL2kvJEMdVzZikAwLTh8QDyVflxO/5CcMIpDBgwgLGXRYvDhw+jTZs2jjZDEykpKZgxYyaWHvoaweVLmfp3WpFEI3pfa+1XWei9/22t6rF2nCGw1EG2VveItqsVut8XLc/D2nGIhqfkrdImF3+djcPz6yJNZfbu3YsOHTpA4niKtDJJL/RKZWpqKrPsmjVrLD6PHTtWqI169eqhdetHCwoPHz7E1q1bVbdp2bIlAOD48eNYsmSJYpnPP/8cSUlJAKA62MXHx1t8rlSpkpDdtmDcuHGmv3MNRvx5+mahte1IPHwD0KXVW9i1aw8uXbLNgOfsuLi4oExQCM6cvu5oUyQaCCnti6S7UpkkkdiDCmUbIz4+HmlpaXapv3Tp0rh7965d6pY4H56enmjfvj3eeOMNqZyWSCQSOyK7WIkkH0NuNu4e+c8UUaeo46zzo8OHI1CtQisEly/laFMkEofwx8kbpr/r1auH9u3bO9AaiTnFUpnUrl07i1xDCxcuVPQQTkxMtAgL5+7ujvv371uEyVPjvffew/Tp002fX375ZcyePZtZftWqVRg6dCiA/Jfwzz77LEaOHInKlSsjJiYGs2bNwubNmwHkh+w7deoUGjVqpFjXihUr8PTTj7zf69SpgwsXLgjZbQt69OiBbdu2AQCqB5bA6Vc6wc01P38DL1cSQTQWM688C+J5w/LUI/Bi5xOI5+zJN05h3/Ff0a9/H+b5eZz4d9NGeDetio0z8q9ta1VJPCUArzwLUU8y0e1pRFVHelUxWuGp+n5ZdRKTnmzKzbtC2yMa01u0Ptb39srDpDV/kK1UUKQeaz1mtW6vtTzv+hT1BOapQ7Xmv2LBskev2pCXE4b+nkDHlI998AcCAwPRtGlTXXaoYTQaceTIEQuHFsnjTV5eHubOnYtWk4ahzhOtublYCKI5WUQVejyI0oNA7GTlHOLlfhLNrcSyg85tJJpTitWvkX6A7IfS/p3ZuBcDqrpi5KjOBexi5cwR/V1rrinRXDr0PJquh8BTRNHlWLmDeB70WtWzaWaRHMzt0atM5UF79BN416etcoPxcp/Q1zvr/Pgx8vbyPLtFFSDWPufpiV7Bm2PwbJuXmo4Jg5twbWDZwoP2yiawvLpZ6iMWpJytco3wVE9a4UUeoe0RzSclWi+N6LOJ3rxkooiqjujfRZ99eWMXrcLcdMMDe39djtsRFzDqmZFOkcMzMTER6enpqFGjhqNNESYzMxM//PQLDkRMRWjdirr7ZBreOzeWGk80X5ot8zVp2Z4VIUTUfhq9qh7Rflhvu1pVR7zttY4vrPa1qo9EzkPU7VQ0/32f6fOPP/6IyZMnM8tLCpdip0yKjo62CA3n4uKCTp06KZY9e/asxefGjRsLLyQBsAgzB4CbI+HJJ59Enz59AOS/DFqyZAl69eqFBg0aoH///qaFJACYMmWK6kJF2bJlLT5fvHixUBeTxo8fb/r76v10bIi+VWhtO5oKZRuha+t3sHnTduzcuRMGw+Odq6ByxUqIP3nR0WZINFK3ammcvybVDRKJPRg0aBDOnDmD3Fzbh0Nwhod2SeHi5uaGDh064NC81fzCEolEItGFHH0lEiD+7GVErtmJgf36O82c9MaNG6hSpYqjzdDEkaNHEVCzEULryrDWkseTXyKumv728vLCqFGjHGiNhKZYLSYlJCRg6NChyMvLM3331FNPMZMCnj9/3uJzrVq1NLVXs2ZN1fpoXFxc8Ndff6FXr16q5d58801MnTpVtUyLFi3g4eFh8d0zzzyDuLg4xha2ZeDAgRYD8k+HY5xWPqyH4NK10KfD50hNTcXff//9WCdDr1ChAm5dkmHunI2OTSpi7+nC6S8kkseNcePGoWrVqlixYgUyMzMdbY7kMaBChQpIS77vaDMkEomkWJKWnYsSPh78ghJJMSY7MxubP52NHk90Q8mSJR1tjjC5ublwd7dNPprCIDk5GfsPHEL5nvbJvyqRFHUS07Kw/Oyj1C6jRo1CUFCQAy2S0Dh1mLvc3Fzcu3cPUVFR+PfffzFnzhykpKSYfq9RowYOHTpUQMVDeO211zBjxgzT57fffhvffvutcPtpaWnw9/e3+O7u3bsoVUo9pqnRaMTKlSvxxx9/4Pjx40hJSUFwcDA6duyI1157DW3bthVqf+jQoVi1apXFd76+vhg1ahSeeuoptG/fHl5e+pLoivDTTz/hjTfeMH3e88tTaHlLXx4WnlzWWnjycl6oCBbzXsrF4dMLcDf1IkaPfhaBgYFW2emM3Lx5Ezt2bsSpqJ+sDk2nNTm4XvSGHdAbwo5A7zfPDmtDfdG/0/x2Pw2vPxUm1IY5WkPLsJLD6m1Xa7gLVj0E1nmgZfFENk+SIlvTP+kNsWFtGBi9oQ3o+ngJo3mJi3n7L3qNicJKXEygr1E6PBGBlSCdDnMX8r4b8nJzsXbEbLh63sOzo0ZospdHRESEDHMnseD+/fuYN/93bLgwq8D1SYc9I/DCwYmG12IhGnaOF0aMFzqIF46MFapHbxg9Amu/6PBt5vUsXbIbABTD3NGw7KTtoMOWsfoprXMvXjg/rdeP6PlloXe84M1Jef0+az+U6mNdmwRyblihFVlonS+LhrSjYV37ouGVtIau0xomTmt9rJB7WueTWdsv4WTCA2TlGdCm0qPnfN6829bJ5fUmuWdtZ619Wu3hleeFQ+LBO690O/TclQWrfVYocFaoTlZfQ/cLNKJh9Hhh7cjve0Pzn/1YYwsdcpaw6YYHdv+yFHcOX8KoUc84jSopIyMDFy5cQFiY9mdeR5Cbm4v5Cxegdv/22P1lXwD8a5pAhyKzNo2E1tB2WtvjwauPhWiYeTq0KC9kndZQntb2kfbC2tB11oZUFbkuPtl1Ed8evGL6HBUVhbp166q2KylcnEqZNHnyZLi4uJj+eXh4oGzZsujUqRO+/fZbi4WkLl26YO/evcyFJCD/wdsctbJK+Pn5wdvb2+K7Bw8ecLdzcXHB8OHDsWXLFiQnJyM7OxtxcXFYvny58EISAHz55ZcFFrMePnyI3377Dd26dUNAQABatWqFiRMnYtGiRYiOjhauW4Rx48ZZLJ58v+KETet3BtzcPBHedDwqlw3HihUrkJ6ubzHNmYmPj0fVatruHUnRoHSAN5IfPL6qOonEnri5u6N5g2dx9VoMsrOzbVq3t7f3Y62IlRTExcUFBuf1D5NIJJIizaW7D1G7tHg4fImkuBF35hLOrtuNgQP7Oc1CEgBcvnxZcwQiR3H37l0s+GMxfCqURqtR/RxtjkTiENKyczHvRKzp84ABA+RCUhHEqZRJkydPxs8//6xaZsCAAZgwYQJ69OjBrW/IkCFYs2aN6fOMGTMwceJETTaVLl0a9+7dM30+ffq0aq4jW7N9+3YMHTq0wMIYi5CQEPTq1QujRo1C165drZ4I/O9//8O0adMA5MeRPvlyR4QG+QGw3ttJryeCVrR6ttIseNUVRqMRh0/PR0budYwe/WyBEITFldu3b2P+wgUY/MPb+G1MA4vfeOobljcmK3ExXa+tUFM40Moa1jYszzSerTwPMlrlwfOq0ZqI9vb9dGw5Gotnu9dVbJ9lJ20vT9nDQ6snIWs7nmpGq1ezVmWYqJ2i2+vt+2zdZ/LOq2iiVlvZofW6ou1i/U7D67tY3v+EMWPz/9915HtUqFICvXv3FLJbhLi4OBiNRlSqVMlmdUqcm5SUFMz6bSY2X5rDVKSw0KqW4Cl7WPDmWax2CB2jTwJgjz20mpyn0KKVSqLQ29He5LRyx/y4LFq2Dxne7hbKJJ7qhOUtzkuWTkMrKVle8Cy0Kpjo7XhzKQJrXi6yDc921rUnOrfkXbOsYyKq5uLVayu76O/1KvZZamSWmprGWiUKazut7YrUO3NNJCYMbqJqJ6td0fk5LyE6q16tz9pa2tHqKS+azF2rgoFWmWl95tCqoOc9U4gqHrVux1MzirbDa5+GNQ6+v6ICACB0TyL2HZ+B2vVLFcgbXtQ5dOiQJodtR2A0GhEZGYn/tm3FG2/2xdvvDUbgkQiLMrz7nNxjtT+srlqepyZioVdlQn6/NPWqhX3kM0slo7WfZtlDl2Pth6hKh3eci6oayVbwVE1a1VsE8/My88hVvLMtyvTbvn370L59e902S+yDUymTRNi8eTN++eUX7N27l1s2LS3N4jOtMhLBx8fyoYCu095069YNJ06cwJNPPim0MHTr1i0sWrQI3bp1Q4sWLbBnzx6r2p80aRI8PT0BAEYAPx++qr5BMcXFxQWtG42FS25J/PPPGhgM6uHxigNZWVlYvXo12o4bgkpN6jjaHIkOggNL4I5UJkkkdqV14xcQGXkGV6/abnwMCgpCcnKyzeqTOD9JSUmoUEWqhCUSiUQikdieOw+uoWrVqo42QxO5ublwc3NztBmq5OXlYdWq1dgdcQBP/vwu3vvwKbi7F22bJRJ7kWswYMaRa6bPbdq0Qbt27RxnkISJUymT7t69axHKLiMjA3fu3MGpU6ewZs0a7Ny506L8hAkT8PPPPzMHkB49emDbtm2mz/PmzcMLL7ygyaZKlSohLu5REvuDBw86zPPhwoUL+PPPP7F69WpERUXxNwDg6uqKadOm4d1339Xd7rhx4zB//nwAgJebKy5M7IIQP0uvF57HA28l21rPdr2e9aJqGuLN8+7iUrg46y3UKV8GfXr3dCoJuFY2b96MWzfz0KH5JDw/O78b0eLlKhq/XSuinmJ61Shac8DoVT+w6rW1WuW34/cx9pkO8Lp4RlN9BNrTjY4TLpojh2cnb79F1Uda27dVHjdrcx+xsKYe3jUreg3aKr+Rre9JvfXyFHe8vCNKOfd2bTiCn95ZhgkTX7FZLkOZN0lizvZt21GuXglM+OwZYWUST62gNQePVsULTwFOlDeE6aF5qtvzch7RsDyxaQUQS00ielzM21+6ZDd8MnMx+pkOinWaw7ObPj4shZLe/JR6PejN2+Xlt9I7J6NzGdLlRefvNFpVc1rzgYluR29PsNXcmb5XrR039aJ1DiM6b1GqX6u3Ol3eXJmktr3W71le7Tx1ga2g7WB5yWvNncHKPaLXa52g9xqh8xnR5Vl9E12OwHruIbDyrqb6ejG3IfclrcIVhffMRUf94OUFJKokAMhNT8WJT4bjf++/B3d351FSXLlyBX5+fggJCXG0KYoYjUasXrsON9LycDbiLfj7+5jOCy+Xly2VIbx3dfbK/6b13Z+1z+m8d5E8tZFoPyja/2lVJR3cmS9cCO/qp2k7FiwVFv07C60qLJHr6O9z8Ri99pTp8z///IMhQ4ao1itxDE6lTCpdujSqVatm+levXj20b98eEydOxI4dO7Bv3z4Lb4mZM2di/PjxzPr8/CxvQj35B+ht6DoLk7p162Lq1Kk4f/48kpKSsHbtWnz88cfo378/goODFbcxGAyYMmUK5s2bp7vdt956y/R3Vp4Bs49d012Xs+Pm5YPa477EuSvXcOjQIUebYzdyc3Nx5swZhNUbUawXzB4HnuhYHzv3iS0+SyQSfXTp3wrubiWQmJjoaFMkxZSbNxPQoIVz5ASQSCQSZ8JgcBrfW4nELjy8eRlBZUOcaiEJyFdta82LXpjs3r0bV2/dRa3nP4e/v74wqBJJccFoNOLHwzGmz7Vq1cLAgQMdaJFEDadaTOLRvn177Nq1C0FBQabv/vjjD6xbt06xfHFbTDInODgYAwcOxGeffYb169cjKSkJkZGRmDJlCkqWLFmg/BtvvKE7ZE69evXQr9+jBIFzj8ciLds6ryNnxsO/FEJf+hrHjx9HZGSko82xC1evXkXVqlXh76u8SClxHkJrlUf05QRHmyGRFHt8fYIs1NUSia0wGo24dSsRtRpUcbQpEolEUuyIS05DpeCi8YwvkTiChzeiUbF8eUeboQkSgKmoOr4eO3YMFy9eRO3x0+Du4+tocyQSh7Pn+h2cSnz0rPzmm28W+TCVjzNOFeZOlF9++QWvv/666XN4eDgOHDhQoNykSZPw66+/mj6/8847+Oabb4TbSUtLg7+/v8V3d+/eRalSpXRYXXgkJSVh+PDh2L17t8X3U6dOxQcffKCrzr1796JTp06mz+ObV8GzjZUTg986m98hhDTMU/ydhdfIHgAA4yUxFUX2kRsAAM9WlS2+d6ldT1O7NA99PFR//+Ni/n7FzLiBo2cXo3PnjqhWrZpVbRY1Tp48iaR4F7w/tzcAoE5gvjzeNyPHohw5VtZ+TyDnnpxDXj0E8ju9PQ9WedY1yKuXVx/5nq6fdS3Tv7NgbUdYsSMaQ7uEwq2OpV308eXde1qPE/0763vW7+b7zepX6H2njyV97Eg9lZ+voPg7qz/hHRvWOdLar/Hq410jvGtB9ByK1pfeuDEA/jWk9d4RPV50ed7+8cYNVv9v3gfRbc2Izffb2fvhOgSXB5o1ayZkO4/z58+jbt26cHUtVn5BEh08fPgQf69aiZ/+eR/1SrPzf168nx86pZmX8jXDur7p7VhjMQveWE8+k3a0QuYgou3S7fC217p/avy75RRwKw5929YwfUf6SVFYx42cH/I9mY8+X0f5QZx3Xsh51mqfUt0sePM6Xl9PbCtx+rRFPbxrlHdueb+TY866dujf6WvuwK187/52Ibmq9Wi9BnnzaB6s40YfX/OytoY3btOwbBSdsyrNKQHLeeKx+Puo0KYqqpULMP3Om3vT9dDbseah9kLr8zcpTyDbmX9Pf0fmzjf+iFfcloe1c2LRuZvotULPYQms55cTWflh6uj7WbQ/YcHqH+j6aVh2ij4/E7tmbgvGzQ2/o2H5kqhXz7r3KIVJcnIysrOzUaFCBX7hQubatWvYf2Av3v52LCpUe6ScarBqu03bEe1n6HL0/c96LtZjg953gVr3haC1r9Z6rPRCH2MWp48qCx4at7Stko0+H6wxgAV9XunjxHtHYTQa8drmc4i8lb+YVKZMGcTGxsLHRyr2iirF8g3E009bxs8+fPgw7t+/X6Bc7dqWMTWvX7+uqR26fOnSpYv8QhIAlC1bFuvXr0fFihUtvt+6davuOjt06IBwszi8f52Nx8PHWJ0EAIH+FdG8/jPYvWsvbt686WhzbEp2djY83NkvrCTOReNaZRB55bajzZBIijUhQXURffEyDAYDv7AA/v7+UukkAQDcuXMH5auUhatr0fS+lUgkEmfmZkomKgf78wtKJMWQzDsJSL0RjcqV1R3IihqJiYkoV66co80oQFJSEvbu24uXPxpusZAkkTgr1i4kAcDxhAemhSQAeP311+VCUhGnWCqTgPyFnXv37pk+nzhxAmFhYRZltm3bhh49epg+N2vWDMePiycW3bBhAwYMGGD63L59e+zbt88KqwuXL774Ah9//LHpc9myZXHr1i3d9e3cuRNPPPGE6fOnY9rg3YqlVbcRTRTISqbHS7wuCi+hKw0reTFJnEkS6049mYurhyLx7wczMGL40xY5vZyZNevWI7xfbQx7uXeBJMKsBNQEXrJlGq3JmkUTS7PssTa5MM8uOvErvR0v2TR9L/ASvvLKA/meID/N3oI3Xu2l2LatE2iLJsvUm7yYha2Sh/KSe/LQmqyZHFdeIlYWWu1VvEYY55DULdqHsq5v3n3D60d4iZNpePbzkhdr7ef2ZBhgMBgwpP576D+wB2rVsj63TUpKCm7evIn69etbXZfEuTl16hTSM2/g73XvMsvwxkIapbFUdHyly5Gk3p188n3YyFyJQL5n1U8nByfzDvozDcs+ve3z6mftN7HP/2EWFi3bB+ONqxjdqwGz/6Khf+edB5YdBHN76PrJsaHPFWuux2qTVU4U0XkG73u6z6brZ11D9LyesOlGvud+n8o5Fp8JH4ZZ5hPhXaN0ezRKdvKuSzLP5F1frPGaNQ6KzpN5c0HevMBW7fDQ0s6vc7dhXModAAXnVJemXgWg/CwrOs+jYc1TefNY3nyaIJo0XTQ5PNmeZR/reV/r/F8rpB7vt/Idjel7hvVMBhS8vsgcnPdcRd9vdB9K34dK7w6Agn0Jjeh8l2UnbS9dL/l+4tBMbDv0JRo0rowOHToItVUUMBqNOHz4MNq2betoUyy4c+cOFi5agNenPYvPR4Rb/Cb6nCf6PGvrcgTR93fmdav1k0p104i0pWQbqw8W3Qe6nGjfyauPx8GdaQCA8K7WhVdl2a21PL2fsYfdC5RlfRbBaDSiy6JDOBJ3HwAQFBSEq1evFogCJilaFEtlEgB4eFhO7rOyCk7SGzZsaPH59OnTSE9PF26DDp1H11fUadq0qcVn88U3PXTt2hWdO3c2ff7x7xNIb+1cHiz2oHrbJuj50XisWrUKcXFxjjbHJly/GYd6zWo62gyJjXBxcYGbmytyc7XJzSUSiTiurq6oU60ndu3caxN1kr+/P1JTU21gmcTZ8ff3x63E+442QyKRSCQSSTHi6s0DyM67V+QWZXjEx8cXufB2aWlpWLJ4GZ55rS+eGNTG0eZIJBZoWUiyNVuu3DYtJAHAlClT5EKSE1AslUmZmZnw9fW1eFkTExOD6tWrFyjbpEkTnP7/uLkAsGXLFgu1khpt2rRBRESE6fO6desslEpFnU2bNqFv376mz2XKlMHt29aFutq/f7+F18rL1Wpjcs16mlftAb43klYliV7lCU9Bw/IApb0Xv593BNu/WYinhw5z6hxKqampmPHrL9gQNQttKgZY/EZ7YdHevrS3pKjKiOcBK+r5qvdasZWHHK89gr2vaaCgt+6pf/5D8oMMPNG8iqJNBFEPVx6iXlKi5fVuZ61aSdTrNGv7pQJt8WwV9TCl4U0CeXbQ8O4HnqJKqzcyjVaPdNHtaNT6etHrOy3c0suQ9vA8kpCKF3t8ioahTdGiRQuhOtWIiIhA69atra5H4twkJSXhn3+WIzr2N9N3ehUhBK0qHZFyWpVMNCx1B6184tUviugx5CmHzFm6ZDcAYOSozgU80HkqGRrao52eY/HsVYO3L0qqK7XyouoplkqM7Burj6XRqo63VhWnpP5iKcJY27KuX9F9Ey2vNUIATzFPoOcA5FzR6g+tYzbv91RfL80qDVFcmjTPV++PmI5XWlbTNOczR1TFTc+zRLensZUCX6QelhJAq3qKoPXZRuvzhCisc0Cfc16fxBof1PoYMjbcmpbv5Dd2lrp6iXWP8ebZPDVttx99cHrqKAwfMhA1atSAM3Ho0CG0bt26yOQVzczMxNJlS9C7byN88+MYBKRn53+vMeqE3udjentr+whr4NmgVdkiqmbSqzKyx+KJGrQqSau6SA/WHhO9yjEgX5XU7o8DOJWYH+IuJCQEMTExKFGihJjxEodRNHpXG7Njxw6LhaQSJUoUyA9EGDx4sMXnBQsWCLVx4cIFi4UkX19f4UWoosL58+ctPrOOkRbat29vcRwW34jB3WzrXmgUF+r1bIdeH7+Ev1auwKVLjhvAreXatWuo26QGPL3UkwFLnIvGNcvgTEyyo82QSIo17h7uePeH57Fr906pKpLYjMzMTPj5y7jiEolEYmtuxN1BpQDZv0oeP9LjrqCEj7fTLSSR94BFZSEpMTER8/+Yh7rNq2L6D6Ph4iLzW0okhPUXb5kWkgDg/ffflwtJTkLR6GFtiMFgwBdffGHxXa9eveDp6alYfuTIkXBzczN9Xr16tdCL/unTp1t8HjZsGLy9vXVYrI/ExEQkJCTo3j4nJ6fAwlnXrl2tNQsALI5/el4e5l2/rKseR3pM2IvanVqg/9eTsW7dOpw7d87R5mgmP/7wUXR/yrmk7hI+Li4u8HB3Q44MdSeR2JV6YTXQbUgb7Nixw+q63NzckJurXfkrKV4kJycjtI71DkESiUQiseRsVBwalLUub4VE4ow8jLuC8uXKOdoMzdy8eROVKxeNVAsnT57Egj8W4ZnXe+P9GS8WmQUuiaQoYDAaMXVvtOlzxYoV8dJLLznQIokWimyYuxkzZuCpp55C+fLlhbfJycnB+PHjsXDhQovvd+zYobpQ8sILL+CPP/4wfQ4PD8eOHTuYi0Pr1q3DoEGDTJ89PT0RHR2NqlWrCttqLbt370bv3r3x4osv4q233tLUdl5eHsaPH2+xzwBw5MgRtGzZ0ib2DRgwABs2bAAA+Li74tyELijnJxZmRGuSTnO0hifTG76Ml2yTFxZj+tNXsOvI9+jVqzvCwsI0te1Irl69in83r8PyiO/QuoJlHFOtIXV4oUZEkzuz4NljbSgM+trhhWXQcq3pvS71hh8jRP51ErEPMtCjZrDFdqLhyqwJu6eE1tB2ehMWi9TNsokk9bX1PrPOPTnGdFgEW4frE0X0mlNDNMm36HXHC5HDC71jbbJxXl819WQustLS8fuQd/Fk/z6oXVt/+MyrV6/C19cXZcuW1V2HrUlOTkZUVBQePEhBRkYWMjOykJ6bhcyMDGSnZyAnJxthYU3QoUMH+PnJF3S2YOu2bWjTLhiffDHC9J3WMZkXPpa+f1hhzawdu5VghX9j/S4aTo8Vdoi3Hat9Am2HeejfRcv2IcPbHSNHdRYO56c11K/S/hAbaOjQavT8lfU7DR2Gjnf9iYYrFj03rBB/rOcBkX6bd93xyrPOi2g4Q60hqkSuA/N66fBcNKzt9IYvU0Nv6HLaNhb0dallXJ85bzteeb6rxUtg0fkH73vzEMg8REPqEewVzkprmC1WGDytIfvU9kc0/CCB10+w6qVtJtcVK0yn6DhJhyylQ+aTcHas7eh+WiSMND0m0P3RieQMTJ88H3n3vdGuXbsC2xdlDh06hDZt2jhUAZSTk4MtWzYjPiEWS/9+E82a1yzQ/9jq3uSFhSus0PF6bLMXvHZtbRcvhB4L0fJa8hbx6rT1PrPaFTn2q87H47k1p0y/zZo1C6+88opN7JPYnyK7ND5//nzUrFkTzz77LDZs2KAaDiYjIwPLly9HWFhYgYWkUaNGcRU3n332GUqVKmX6fPDgQXTr1g0XLlywKJeVlYUZM2Zg6NChFt9rXcyxFZmZmZgxYwaqV6+OLl26YN68ebhy5QqzfHZ2NtatW4eWLVsWWEgaPXq0zRaSAODzzz83/Z2Ra8B3B9l22RJ60l4U4sIqUbZ0bXRr8x42b95qdZ6qwmTvngN4+tXe8PAs3NixksKhbhk/XExOc7QZEkmxx8uvBCr0GoN9hyL4hVUIDg5GUlKSjazSz/3797Fv337MmjkHc3//A7GXs2FIrw5/92aoWLobSvYej4rPfIDubT5Anw6foX79+pg9ezb27t2L7OxsR5vv9NyIj0PjptUcbYZEIpEUO4xGo1QTSB5Lok9fQzknUyYZDAa4uLg4dCEpISEBv/8+H4FBRhw8Ph3Nmtd0mC0S50fLQpIzkWswYOreR+9oq1atihdeeMGBFkm0UmSVSU2bNkVkZKTps4uLC2rVqoVq1aohMDAQnp6eSE1NxfXr13H+/Hnk5OQUqKNfv35YtWoVvLz4XpG7d+9Gz549LV5quLi4oHnz5qhRowYePHiAEydOFHjx369fP6xdu9YiVF5hsHv3bnTp0kXxt+DgYNSpUwdBQUHw9/fHw4cPERcXh7NnzyI9Pb1A+Y4dO2Ljxo029xB+6qmn8M8//wAAPN1ccerljqgWmB//Uqung1aPI/I7rRqwxmteK7QHohLzvl6F03uu4ckhT+lqozCJi4vD4mUrsDbyW4RXDlQty0syam1icILW+qz1JCRqEGtUHCyPPFupkQha1UPk+xnPTMezjSvBx8NNsV6eMkc0iTDPbnPlDWtRWG8/oteL01r1DjlWBK3emLzfze3Wuy+2SnzMOs96EmsD+ryJlcqr9ee8/oBVB6sfoj1NCWRMeJiagSFNXsekiZPg72+p9NRCREQEWrdurXt7vWRkZODcuXM4dfYMkm7dQq12Yfh0Qkd06dYYZ1Py52TEq5YkkTbnfspNnIhajvup11G5ShV4eXrBp4QXwsKaFimlVVEnNTUVM36dgTWnf0YJPx+u2sHq9hjKFN64z7JnSnT+WNOncv41w1KBmG+nV2FEb88qR/cF9L1Mt0eSodP7oHQMli7Zjeup2eg1rAM6Rp8EAOwNVVaos/oO+nuWypJu2xytahW6DyZtaJ2H6b1+eMojFkrzLnpb1r6IKuVZx0YUnoJIVH0rqvbSs61W9bVWxbDo76zxmGUffW7pe0XNVrLNwh83YNL4Htw2eNgrIoJo/fZUFbDmfHqfbQii22u9flj3vNL1xbpGWWoiVv/PGhPp7ch4QiCqJFZ5Aq//YPW99PhFmP+yAcs2voi3337LqfKXxMTEoESJEg5ZBMvKysLevbsRGXkKH346DC9N6GVaiCZ9j14HZ61KGlZ5rfc04dLUq6rbKT13stQ6vLZZihdWucJS4rDaZ8Hbby2LQrzzqHff9fbxPDt45wwA/omPxQdRp0yf582bJxeTnAynWdY0Go24dOmSUD4jHx8ffPjhh3jnnXfg4eEhVH/nzp2xZs0ajBkzxrRgZDQacezYMRw7dkxxmxEjRmDu3LmFvpAEAKVLl0bZsmUVPZJv374tpHZxc3PDhAkTMG3aNLtMEj777DOsWbMGBoMB2XkGfLTzIpYMcZ6QboXB8Jd7Y+3Cd5CYmFjkPX927d2PkE5D4O1jfcgaSdGld+2y2HQpCU/WFw8xKpFItOPr74NWnRvh3LlzaNOmjaPNUSQnJwenT59BcvJt+Pr6okSJEnB3d0fU+Yu4dPkSypUJRdMJ/VGrQzN4eHuhp+mlR0EHH5rAgEro2vodJN2JxoO0BOTmZuJBUjIWL16MOnXqoH379haqcYkyUVFRaN6+Pkr4yQTxEolEYktycnLh4eE0r0skEpvxIDUeviX8nWohCcjPKx7OCeFpD2JiYrB63QZ0aF8LRyK/R8VKQYVug6ToYYuFpOJIWm4ufroSZfpcq1YtPPfccw60SKKHIqvZnjt3Lj788EO0bdtWSFkEAHXr1sUXX3yB6Oho/O9//xNeSCL06dMHZ8+excsvv6z6AqNNmzZYtWoVli1bBl9fX01t2IrGjRsjISEB+/fvx//+9z907NgRPj5iLxIqV66Mt956C2fOnMHPP/9st0lCgwYN8Pzzz5s+/xOVgEM37tqlLXtiq1woSvgH+mLw891w+PBhu7VhC27cuIEbN28ipP0gAOpqK4lzUynAB/GpmY42QyJ5LKjTtBruP7jnaDMUuXr1KmbO/A0H90Xi4Z2yqFGjBgAg4uAFlHBrhEFPfIeurd9Fve5t4eGt38mgbFAoalfthHo1e6JFw5GIiYlBhw4dMG/ePGzevBkpKSm22qViSfTlC+gysJWjzZBIJJJiR/TFeNStLZ2rJI8fyfevFnlHV5qsrCx4enoWeru3bt3CXytXocLgSfhr9dtyIUki4TD/+mXczn6kppw+fbrmd/cSx1Nkw9yZk5OTg6ioKMTExCAuLg5paWnIycmBn58fAgICUK1aNYSFhdnUgzU7OxsHDhzA9evXkZiYCF9fX1SsWBFhYWGoXr26zdqxJbm5ubhy5QouX76MmzdvIiUlBVlZWfD19YW/vz8qV66MRo0aoUKFCoVmU2JiImrXro20tPw8LC0qlMTuMeFwVYljK5pEkBfyiodock7R0EdK2xJYSXePJT3EM23eRf3QhujUqbMm+wuTPxYtgWvjblgwqy0AfpJrwHahUEQTCtNJSLWGtCOIJo8WTdZqDi95rmg4M17iWDqcGl2OwAoP8tfOi+jYuCIqlPGzqJeg9R5UCr/GsoEX/k80bJvW8GsseOH4eCFY6PLmaA1zxwq7qBfRvs/avlYkbJze0DUseKGR6HJ6Q/qIhrehw4tMGpbfXkDzLTi4/jwG9BsoVI8Sp0+fRs2aNW3m3JKWloZt23bgauxlTPp8BN55sStcXFx0h2yhv6ehQ+FFd8p/eZF9Pxnx2/7E3eM7MXBgfzRo0MAWu1esOHXqFLZv34LzMbNQsqSyY5DekF0sWPMZXru80Dyi4c/UQrrxEO0XeNvzrmU6LJH5MV20bB8AYPQzHQpsT+YxpJ7poXkW7bJQOoa848qqg7ZFZL4ngq3DIyr10bYYl82hE9ST+aXekHC8+SgvzJ7ouVTD2jDU1oaapcvxwshqceijQzSKnhe1ef+fKw+gb4+mKBXoa/Mwd9bsqyhaQw2Lzvfp31ntipQTDWEnet/wEA39KVo/3W+T/p+ME6Tf4LVvDj3GkLrpUKp0OV5/TWwlIVbpa5/8viHGBQuGvYNu7Ts51dwrMjISNWvWtHnqBjUyMjLw29z5+OCj/njp1V6Kx571vCYazs1aeCHQREOTibybK6x9UrNBC1rDB7K2F0Ek9JtSOS2h47S0y2ufPqbWhtIjJGRmoNehHcgy/H9/1LEjdu/e7dA8ZxJ9OIW+zsPDA40bN0bjxo0LrU1PT09mTqKiiru7O+rUqYM6deo42hQT5cqVw/vvv48PPvgAAHAs/gH+PheP4Q0rOtgy+2KMPG4x2fV/mKU4eXR1dUXb7k1xbEcU2rQRV+EVJidOnMDtew/QKLw/gGTh7ZReEEucgwHhNbB4axReHlB4fa5E8jhSws8bOTnZ/IIqlCtXDrdu3TIph/SQkZGB8+fP49KlS7h8+QqqVWyNxXunoWRpP4dN7j0Dy6Dqk5OQcuqALhsePnyIjIwMlClTxg7WORaDwYCdO3fjxPFIbNzxEXMhSSKRSCT6uXf/IUoFOiYKiUTiKI7/tRkBPr6oX7++o03RxMOHDwt1IclgMODv1WvhXTMM41/pWWjtFkX05oJyZh6nUHW2WkgCgB+unDctJAHADz/8IBeSnBSnUCZJnJuMjAzUrVsXsbGxAIBKAd6IfLkTfDwe5ZrS601AI+oxrzXJPL0dQY/HHe3Z+scrwIGTs2Fwu41nn30G7u5FZ2C6cOEC1v67AcNnf4AxXfMVbcTrSdQ7mF5YU0OrxyNBq5eoXm9AketGr/pIbz087z+R5MNK9f709wm8/lQYXJu2AFDQq0qLOkXURtHzT5fj9Ru0RyarHdF6RGB5uvIUOPZKqGytmgh4dA2wlG+8+5CV6Fj0vLKuG4LWRMssjJHHNd+voh7m5omVv2n9DHbt2oXnnnsO48aNE2pHiby8PBw/fhytWukPdbZ40VKUCXHFmBe6olJ4Q/gH+jI9X4mXLa1coJM4iypWes7MV5WH7kkEAIS8/2huYDQasfP7xYjedhhPDR6CatWqCe2PwWDAsmXL4ObmhhEjRght40xs/HczYi7HY/a2NxBcoTQ3EXeqr5duRZJedYSoVzbPLrqcFnus3We6HCvhOoF1zZvXs2jZPmR4u2PkqM6m70k9tGc7T911IjmDqQBkJYFXs00N0p/SYxuvH+f102rtiSqDiU1aE9NrhdfP88Yc83Z5ChGt4xhPNce7Tsjc0Bp1j9J+mtvOQss1oVRO9JrjXU80qb5emDNzM94e01VYPa1V7UjbqPU5k1UPq7z59UMfF/qlX+0Pq1v8LjqXJog+x/DU8PSck3VPEJSec+h+S1SdxLof6fuE3p6+H2lVI62O1XL/iqo3aXhjJ5mLVd5yAet3TcHY50c7VZi7e/fuISEhoVAXwHbs2IWoc9cQe/YjeHt7WlwvrOtZK1qVM/Yqzyrn1a220ywkWfu+UWlhRFTdZS+sVSXR9SiV16s2U9ruaNx9dFr4qI9+7rnnsGjRIqH6JEWPIpszSVJ88PHxwddff236fDMlE79EXLUoo/XFnTNDJnFkYvj8bKBt05eQk+GDtWs3ONI0Ezk5Odi//wDWrF6HQd++gbK1q1pVn1QoOR/NQkNwPDrJ0WZIJMWa8PBwJCUlITU1VXcdbm5usNYvKCkpCTN+G4+Rz3WGfxHywnZxccETb49G13fHYPnylThz5ozQdkePHkVOTg5iY2NhMBj4GzgROTk5OHXqJDq3egvBFUo72hyJRCIplkh/W8njyKmLf6Nhw4ZOtZAEANHR0QgNDS2UtvLy8rBr1y4cO3oSnVpMhrd34edpKgo8Du/tCMVZhVRYC2FGoxHvbY8yffbx8cFXX31l1zYl9kUqkySFgtFoRNu2bREREQEA8PVww5lXO6OcX75XDKsTE43RCrAVG3pVEDxIPbS3Ps+rkOVJ+fuLWVi7620888wwVK5c2Srb9GIwGBAVFYXdu3egVmgInv9kBGo1qGL6nfYwptHiXWgrtRKB5XVGPpPzpFWlIhrLm5D5/V9WT66svUZ5uZMIanmKDEYjfn/wEK8/FabowSOab0fUJvr8kPPJy23ByxvEi+ee8/Fo5jXCQ+s1wvJI1OrxqketxOsHRePq0+jNVUaj5sHNgnU8RPOeseB5Glubx4L0+bOeT8Hl2H24mrANEydOtEqVGhERgdatW+vaNisrC19P/xqbon+Dt0/+vtDKC6KYIOw7GAwA6BB+W7FOok56f0UFHByTaPEbS5E0dpay6uP9Ffmq2NJrD2JHxDcYMWKYqkLp7t27mDNvLg4fOIhevXph8ODBTvdSRI3o6GhEnNyPeds/56q/aETUKXrVOzSiChle7i3evENLTiCtuTVYbYgqksg1Tpg2PB7/rdyHuh6uFjmTeIonup2pJ3Mt7jFSN8DOtySaf1JUXaNVgcHqp5VsoMdi1vyBdV54uav0zvuU9pmn+mZtq1XRxYN1H7CUEQSle8FW4zbZnr6+aXh5m3j2KCm+RJXuannU4uLv4vA/2zCkYy3VuvSgpKph9UssVSD9uz3yUGnBXI2hVZGodf5tbUQD1rzO7+BB5jZ7Q8MAFLyXiCqbleNOqzqUNxbquU9YbRPbyZwu7UY0Lv02Ba9NfNVmeTgLA6PRiEOHDiGcoRizJffu3cOqv9fApbQX+k6diNkdlXO2m6trrVX/iKI377ie+nh1qSmZtNhgLaz3gkr5nHk22fr4aoWlELLFYpCtbKdtMbf5v1vxmHz2mOnzJ598gk8//dSq9iSORSqTJIWCi4sLfvjhB9Pnhzl5+HxPtAMtKnp4ePigQc3+2LF9t03rzcvLQ1JSErKzC+blSElJQXZ2Nu7evYufZ87G1K++wqZd+/HL7BeweccnFgtJkscLVxcXeLi5Iiu7cOXaEsnjQOr9h/hn2xvIMJzH4MGDrQ5v6ubmhtxcy3s1Ly+vwHdK7Nt3AG26NDEtJBVVypSqgbZNXsTq1auRnKycvy83Nxfr/t2A5k/3QtOmTVGjRg0kJRUvheWFC9Fo36eZo82QSCSSYk3kuRtoUrP45dyTSJQwGo24sXoGunTq4FQLSQAQGxuLKlXs/87i3LlzmPPbXJTxD8Pw3z5CQLni3z8Udtg2e8BLEeAM2HMhqTDIysvDd5fPmz5XqFAB77zzjgMtktiC4qvXkxQ5wsPDMXz4cKxYsQIAsOjUDYxvXgVNy5W0Sf0kZmvW9kvw6la7wGcCUcWYe1AVFepU64qonZtw+PBhNG/eHB4eHvyNKC5fvoz9+/fDzc0NXl5euHbtGkqUKIF79+4hJCQEISEhCAoKQlpaGiIjI5Gbmwv/wNJIz8hA2MfL4e4bgD7979t+5yi0qJMkjqFfeHWsOxCDgZBJESUSW+Ib4AM3Vzf06dsTAQEBVtdnNBqxY8cOuLu7Iz09HTduJOBO8i3AxQXly1VE1aqVUKlyJWRkZOD27dvIyMhAbm4uUlMykJAQhz92f26DvbI/Vco3x8AR1fDVV1/h+eefh4/PI0/327dvY926dfAoH4g2YwchMjISZ86cQYcOHVRqdC5ycnIQFRWFV6cPdLQpEolEUqy5cvUWerWSoUQljwfJx7bBLf0+WrZs6WhTNBMXF4e2bdtafGc0GrFnzx60bNnSJotjJ06cwLatO9GpxWSElKkLV3c3/kYSiQQAsPhGDG5mpps+f/XVV063aC0piAxzJylUrl27hrp16yIrK1+a3apiIHaObgtXF/GX1SyvAl44K16iT3vEfRUNEWFOxKGL6NH5YwDAxIkTUaaMmNfLgwcP8N+2rUhMvImXPhyG0mVL4v6dFFxYXwd+JYKRk5uF+ymxuPPgOu6lXEOJJu4If3EIelUDIg9fRLmHDzHOLCE0HZZCS/gpc6xJvKu3LVttJxo60R7XkNYEwiyssS1r+yX8fDgG737YU9E2vWHY9NgB8JMmW3NP87yWeHWxyvNCpNG2q6H1+IqG7BENS6I3AbX5wrFomCnR4ySahFpr6Du1dujQfqzkz6xzT0KWDG/yGTp1aYEGDRoI2cTixo0bWLZ8KdzLVod/9Yao08QLZWtXwTOdKsBoNOLsscuIPHQR549dQWAZf9RqWBkhlcrAy9sDnt6eqFi1LKrXrQSgYBgiEgLl1rT88C0h71s+PJPQKCTEFoEVJo+E5iKwvifHlhxrwvsrKiB0TyI27/8YPXq1Q+3a+dd2YmIiFixYhIa1BsB97Fi4uLriyoJP0LhsiWK1mHTkyBGcjb+KMxGfAuCHLtMagpEXbkoJVqJxVjmtIX9Y9YiWV9pez34qlRcN9Wcedm3pkt3wycy1CHPHCotEX/8E8/uU3KMEci/R50H0uNH7SGxghY5jJZJn1a/UFi/0q2iYO1IPHUaa7o94oROVbNAampk3ntIhsnnbszA/X6xtWedEa3g0euwTRUtoPQJvzFYLT6dWLy98ozm/rj6FiUOaFvhe61xJ6/Y0rH3VE7ZTdBu94eNY5UTDZYrMb0Xn56xrSO88lBcyFHjUx3SMPmlhA/07a/7IQjQEIqs8PU6/v6KCRZji+/FJWPLch3hm2PBCUfjYkvT0dFy4cAHNmlkqti9evIjly5ejXbt26N69u1VtnDx5Clu3bMcv699FrQZVCvSB9POnHljvFvTWw9qe976MEHvY3W7ql8JUCPHC3Om1xVb1iFBU1UcstRTNjQcZCJuzF+k5+c+SzZo1w9GjR+HqKoOkOTtSmSQpVKpVq4Z33nkHU6dOBQAcibuPRaduYmyYY3IEFUVat62D3zZ9gv9W7sfcufPRu3dPVKtWDQEBAQU63djYWERHRyM+Ph5xcXFoNLgrnvv5DfSs++jW7j4EWPAq4OHuheDStRFcOn+wIy8FA0rloEPv5pofDguDoqgee9yoVdoX0TfuIbSyckxoiUSij5qVOmHd2r9wJOI42oa3Qp06deCiwbEiNzcXOTk5WLN2NSZPG4Xluz1QrsMgtPj/FwQBpfJfKrfrEYZ2PcLssg+OwtenDFJTU02fL1y4gGoV2qJBrb6I/v9x8uHNSwhtPxRAvmK3evXqcHNzbk/SQ0cj8MSH4xxtRrHCaDTiQUo6SgaUcLQpEolEIpEUKobcPGz88Fe0btnS6RaSACAqKgr169e3+M5oNOLAgQP49NNP8c0336BBgwamcNDly5cXfoltMBhw/Phx7Ni+B93aTkGtBo/H+yp6kUAioRFdSAKAd7adNy0kAcDPP/8sF5KKCVKZJCl0MjIy0KBBA1y9ehUAUNLdA/+17YomHfkveaxVfuhVTvAUKWq2afUuJPg/zMKBw9EY/8ZCxN5MRkCpIAzs19+USPzy5cv4Z+1qvPxcR3TtWB/t24SiZEAJ076RRKEkOTNJck4YO8tQwFuT9krXmuSVtc+shM50O1q87ERVKFrPuVYvOWvUOFqT5bJUdQS9aiW1Y5ibZ8DMNZF4OdBPUxt0WzwbecddRG1Ee/zq9UbSqjyjtyeexiLJcLUq/qxVE9H10Khda6zjxzt3vCTcPE9V0QTyIh7d1vZhrN9ZNtHXIt0HpqVlYs2qQ/jg41UoWyoIfXr2QqlS/IXbixcvYu26NcjKysZTw9ph7sKJ+PCb9Rjy/CPvS7p/JxCFAYEoGViqJJaaCHikWBo7S/nc0smdiScsUTeIqlloOjT6E7fuH0P/AX1RqVIlzJ+/CDXK9UOrGW1Mdi3fOA6vT34NGRkZmDlzJoYMGYLGjRsr1ucMpKam4tdff0HCvcVwc8s/XloVNQQtnuyAtn6Ed7/S3vUsFTTvXiKIJqVXSpZ+MOISBo+egeTbD/DhzJeQ2SxfLURf8/R1TWApX2gVj3k5c2WSqCLJ3IudPj5kf2jFEA+63yRzRvo8TInOn5uz+glyPs23511frHNOYF1vtOKIoEcpw/P0J/BUIHrUIebtqI1XvLpFVQk8G2h445t5O7QNWo8PT4Umur3IXJw1t1BSN91KeoBdSzdheNdQ7pyEdxx51xTLBrqMUpus65NWohDIPUer+Oj6RRBV0fHOoej4JHK98urSOhbS5WnlEeu5Vgl6W7rPZWHtcaPVpbTSfMtzf+Fu+mmMHfuc0zncGI1GHDp0COHUdZyTk4Pvv/8eGzZswJYtWzB37lz4+fnlh/b390f//v1RsiQ7zUJubi5Onz6NffsOwr+0Jz6c9RLGtaye3yZDZaqGVtVKYZU3h/csfGlq/ns7njpG1BbeYoQepZbIew3RukTQo0aiVUZ0HbzjYq1KqTBUTub79N/lJAxZccz029ixY/HHH3/YrW1J4SKXnSWFjo+PD3755Rf0798fAPAgNwffX4nC4o4NudvS+Y+KEizbrMkN1K5NKM4d+gp5eQb0mLodC+YuQtNGTeDj442Io0fQd+pEfD+af9xYnEjOQLMyPmhWxgcnkjNMn50BqVoqHNzdXOHm6oKs3Dx4yfjQEolN8fPzxqgxXXC5Tiscmrca8+bNQ7t27dC6dWvFh3qj0Yj9B/bj6LEIfDF/EqqGVkC3+vkOBu4e7sjOyoGnl/Zce85G4zpDEH2tJP7++2/UrFkT8fE30bZBXdPvqQ+TkGfIg4+PD/bu3Ys6derg9OnTTr2YdOvWLYTWqWRaSJJYT6WKpZCSko4hQ4bg+3cWYcgvFVC+QU1HmyWRSBzM8chraF6nrKPNkEjsyo0TUYi+vgMvvzLe6RaSgPwwz5UrF1QLeXh4YNCgQRg2bBiOHTuGb7/9FkD+ItNHH32EWbNmoWPHjsjMzERycjJKly6Nxo0bw9fXF8ePH8exY8fg5hKIsNBR+GBVI6micDCFEQ5PL0XZNprCDpeXkZOHt7acN30uVaoUpk+fXihtSwoHqUySOIzBgwdj7dq1ps87R7dFm0r5HtmiOWpYWJMrhfe96O8sBYHWeOjmRCbew68/bYSfiws6d6iLgX2Uvd6IpxnLs1yLF5TeBRtR5QMLnhLAPN68vdRD9HY8D2gtuXpE8zRpjQOvN6eMGrG3UnD4fCKGdQlV/J13fEXvMd4xUaqDZYOo2ohXL6s8gVYhmdtCw/Nm5eWG0huHX6mcaE4KrW2Kwst3IHJ9WuNRq9YGr16lPox472vNJ0IrG17/OwZbv5qHvPvpaFS/gSnsnZeXF7y9vXEz7iau3biCrTs+RtVqli+6Ig5dREx6Huo0qW6hlCDqVALJb8RSiPFsZKkv6PIE2ht2xspH9YuqSVg27oq+jQXfrsaZC8l48pcpuDUtD0ajETdSFsBoNCIsLAxz5sxBZGQkWrZsiWeeeQYhISFwRvbv34/bvnn4adZoAGxVhxrWem3zcpmpjTc8D3oaW+VK4XmOv/XaH4g8mYzKlariv83b0bbJi0h7qhtcXN1MSjp6DkUg1zZLeUcwvyf+W7kPVf09MdIsRyUNrejbMuGe6TeWcotWKtFKInNFljms+Q2rHyCYq4FYuXS05iZh5U7iXTtKag2tal+e0pVWerDm0azx3dwmrUoOlsqEzjlH55qjVShaxmutOc1Yx48eT3nbm//O2m+i7OChV0UNADN+34qJL3a3CD2rpmhjIdI3Kv3O6xfVbOddq3pVeSwb1I6rqNJKFNEcQyzVs9L2ojmR9OY7YrXHUuubl7GmDzRvY8Gr+TYTNdK+g8HIfZiCs9+NR/8eT1idu9NRHDhwAOHh4cwQ0fv378f169dx7NgxBAQEmL7v2e59nLm8Bv4lyqFUQHXceXAZ1+OPwQVGlA2qjbdn9kfj1qFoHmwZ/pZWSou8nNcaJUNU7aL33ZiS87NeW1i/89Q3vOd+EZt45URt5f2u9n7A2oUka21S285eqjYC79r36lYbny44hC8WHzF9N2fOHIwfP15TO5KijVQmSRzGTz/9hK1btyI9PR0A8PrmszjwQju4S+8PJjVqlsMPM17QPPmWSKyhSkgA/t7tPJ43EomzElyrCp6Z9ynObNiDW1ExAACjwYjsh6nIuvUQZf1dMWPd/wosJAFAoybVsHX+LtRpUr2wzXYYJUv7YfK05yxC78XcPIADJ3ajfPnyOHToEF599VXUrl0b/fr1w4ULF5x2MelGfByq9GvjaDOKHe/+bwia1n8dbVqHo1v3Lti/fzEypi5CmTa9kdOsKzy8PR1tokQiKWSMRmjKYSiROBNGoxHXVn6POjWrO+1CUnp6Onx8fFTv03bt2iE5ORnDhg3Dxo0bTeqrcsH1US7YPM9SV7Rs+BwyMh8gwC8ETdoYlCt0UvQuGNgTa9IE2Au96QPsiZ6FpMJCbSHp0s17mL780blt1aoVxo2TOV+LG3IxSeIwqlatio8//hjvvfceAOBMUip+O3YdE1sV7oswsnpflEPoORJnCCfnDDY6O7UrlcLF2HuoU4Wfz0UikejHxdUVjQd2AQZ2KfAbSyEBACVKeCE7k/3744KriyumTJmCJ554Au3atUOJEiWQlZWFzZs346mnnnK0ebpITEzE9evX0K3r6442pdgRUi4Qr7/ZHwvnrsEL48YgLKwpYmNjsem/rTizwRXNhvZwtIkSiaSQketIkuJM0qFNyI2/jL4vvehoU3QTFRWF+vXrq5ZxcXFBx44d8euvv+LevXsoU6YMs6yHuzc8/LxtbaZE8thhNBox6efdyM7JV8K7urpi9uzZMlxkMUSGuZM4lOzsbDRt2hRRUVEAAD9PN5x8qRMqBhQczEWT6hFYYa9EpLWsOvSEYlKqj95eNIGnUvg5VggBOrwBT8Zv63B2tkBrcmCl7awNccdDaygVNdvoZJ70tUrCFfBCfPCuMy3Hgtw3bl1q4tfVpzB5aDPF3/WGZhNtX6kNng3Wehip7YNomBoCL1EzQWvSUKXwLVrDLvL6NdGQnuahJ0XhtSXaNl0fq08l4X7My+gNPap1O5EQYlqTQRNIfz/1+51oNqynKcwWHR6IIBr2xnw84YWL0RpSh66HF1pGKRSM0v51rjC6wHddWr2O/SdmoW14OIKCSiMoKAgVKlRwmhwBSxYvQ+enGuHZ1/ubvrPl2K61PyPwwiXxwv0C7PCxdNusOQ2vbV4iev+HWcjLM6DlgOnwMvqjd68++eVPnMC5pOsY8tO7pm3ocHY0rJDCpO33V1RA0pGtCK2dikZ9OxbYjg5bRkITAUB0p/zcaOYh79QgYe3okHu8MHm8JO7NyvgIh2Ciw9/x7nVemDu6vP/DLG5oX154WR68OTbB/Ljohde/032g2vei/QPPBvo6UruP1PZBqW3RMYR37/PCPrs0ac4df83LJt66j70HL2LY4NbM7VihHVk2mdsmcl2LIBqql0apfr3jh+jzmMhziWgoVDqUJ91vsq4f1hxGLRwx75pl9bP09rxxSOR72n7R9wAk1HHonkQAQEpaAjbv+xSjx4xChQqWYZCdBYPBgEOHDqFdu3bcsuvXr0fLli2Rkahcloyt5PiMnaUcfpBcJ0rPYVpDqxcmWp99bR26Tekz/dzIq8NWv6s9S9raKVlL6gO17c3Rey5Fj4fe9CJ0nX/vvoSnP9tk+m7SpEn45ZdfxA2XOA1yeVDiUDw9PTFr1izT57TsPLy3PUqxrNZYsraA9xLengspPFg2kYkrLy/S44I1Oaokj3B3c4WXpzvSMrIdbYpEImHg7u2FnEwZBpUmpExdtGg4CncTSuDE0WvYunUrli5diocPHzraNC5ZWVm4eu0ynhzX3dGmFFvc3Fzx8W+v4NKVaJw9exYAUKtWLcSejEJulhzzJJLHiYjjV9C6RU1HmyGR2ByDIRcHTs5G+w7hTruQBAAxMTGoUaMGt1xsbCxiYmLw1Vdf2cUOGdFGGa2OgYWBqFNiUaAw3nHaYyEJAFLTs/HmzD2mzyEhIfjiiy90Wikp6khlkqRIMGrUKPz555+mzyuHNke/UMu8BiIJ+LSqlbSiZXu93uo0oh5qLK8noKA3n1alilYPfrUkrrz9EbWNZYOo96FSG7RXGitpMcvT1ZrJktZzQRC9lmnvbz33QPKDDGw4GINnPJRzSOhVwCgdN72qIpa6y5bwEilrLc9brBZJTMprS6uN1qjZaGgvWXN1kBK2fOgQVagStPYFSoh6+LM8mkUTwSsReeoq0h9moW27uopjAcuDV6tagdXPqqkAeH0X3UfpTW5N9ltJ5UE8UI2GPMSumYn0qMN4buQIBAUF6WqrMLhx4wbWbtmI26e/ASCewFyLp7locm8RdZ1am6z+xPzc8+YZampDJXhJ5Al7Mgw4cyQa7436EWNHP4/g4GDM/PU3NKn9HCqUbWhR1jyJOfBIqaQWhhLIvybPbNwLABbKJFIPYdrweIttzKHvXZb6UCTxPMC/t83boNtktcE7/6zyakonrQo1FqLzNfPfyfVJqxDItae17xJVB5kfZ964wju/vGNNfzZXogH5+85SudE20G2S40auc1pdR19PSvuidUyioe8Tui3zMf6XOVsxaXx3i1ws5vWLKqVEVZd6FG2iEQ1Y5XnXi9I9q7Vv5qlHefeN0vYsG1jzKtG5Cl2PmjqOvpaI8oelGiXXP0FULUqj9gzNUzWSceTA76twa89pjBw50qlDTh04cEBIlbRhwwa0atXK5Lg8etASxXJkTKeZHpofposeN8yx1XOmLZ59ROvQq+gRydMjuvig1TlcT/QRe+dlIjaQiBxq7WhVCem1RWQBT6+Dvsh1MOHHnfht/RnTd0uXLsUzzzwjVL/E+XDeUURSrPj2228RGBho+vza5rO4ryP3A68zLEyViujAZW1YDBHIZJJMNq0N72QNel8Q2oOipFpyhpxPZUr64G5KJqQPgkRSNKnfoDLOnY11tBlFHhdXN1QZMgn+LXtj/fr1RbpPS0pKQpmalR1txmNBo1aheP6dIVi2/E/cu3cP9erXweUbuxxtlkQiKWRcZNIkSTEj/uxlnFixBf369XPqhaS7d++iVCmx/L2tW7fGkiVLcPToUTtb9fjiCLWRrRdirLFBZCGpsGxxpBLMq1tt7D5102IhqWvXrhgxYkSh2SApfKQySVJkWLRoEcaMGWP6PKpxJSz8+UmLMlrVKrywdFo6fpHY/3qw5UKGXm9ILd5xevMYiWIeN5sg6u3GQnT/zNvmefFpVfjoufZEr3drcwIowZqonbyUhOQHGeh4Xzn0D09GrkfFZetJkTW20HUQbJlzTDScJs9+vQoqY+Rxu+fCYrWthF7lpNbtlNQRPFj5orR66Crtv96cRK/P3IIhzz8KicaLya9mo7WhXUU9mdX6Zls5IJA2pkQ/8kA15OZhwfB30L19Z9SrV88m7diazZu3ION+CPadzn8g06saY/2uBp2bgqWmE22bl8+Irj/z+78KeNpb482vZAutnDyRnIElP63H33N347mRI7BgwWK0D5sILw9fuLp6oKR/eZPCjUA80mkvcIK5Yum/lfsQedcdjfp25Cqb6HqAR57SvP6B53GvJUcZS9VBb6tVSS+iHGfBU9Yo1amESG5EUVWUVnWQmt00rHmeqCpKz/3CusbI+WcpDFltiyjNWKgpZpRsZbXNa8NgMODHJXsw/tVezG1Fx1Kl/RWxgd7W/DMrrxhBKRKEaA47vVEo1MrRiiHW/bg3NAwAWxFEUBuD9B5j3ves8z1pWH55kmMHYKuUeNch7z5Qm/+x7iUyft+aloec3Cxs2vsBOndti7CwMMU2nIVDhw6hVatWwjkv9+3bh5ycHFQrNc7iezKOEyUwGW9p5SlBKQKOte+G7PFMZYtnXPPtROCpbXgKSpbyS0RVI5qKQiS3nlp58+30zjfofSCIhpzTgq1C5SmdWyW7HmbkoOm4pYiJfwAAKFGiBM6cOSMUjlLivDivW4Kk2PHcc8+hV69eps9LTt/EliPXHWiRRCKhCatdFpGXkx1thkQikViNq7sb2r08FLv373W0KUwyMjLh7envaDMeK0ZNHgC30uWQkJCA7t274ti5xTh7eT027vkQ0dd2Oto8iURiJy5EJ6B2HefNJSORKHHi/DKUKx+Epk2bOtoUq8jKyoK7u7vwQpLRaMTVq1fx9NNPW9duIeSwKUoUhf11ZH4leztOm2OPhSRboSUM3kd/HDQtJAHAtGnT5ELSY4BcTJIUGVxcXDBnzhz4+z96aTL+y/+QosODzx7YWpHkrDgiRGBhhAKk237cz7Ma1coH4Oq9dEebIZFIFAgMCsDd2w/4BSUAgNAurZCamopbt2452hRFsrOy4e7u7WgzHjv8ajRGVPQlNGnSBN4+rriRcAphzZoi8uLfeHjzsqPNk0gkduDoyRg0a1HL0WZIJDYj7lYkbtw6igED+zl9+Mbz58+jfv36wuUjIyORm5uLcePG8QtLJBJdHDwbj1/+OWX63K5dO0ycONFxBkkKDRnmTlLkmDNnDl5++WXT55cGNMKsN7palBEJS8FCS5J7PfVZU7ctFstEQ1zYoi3REEiiIVB4oU9YITSUtuG1qVXurMVOVugrFqw2lUL8aJVW88KVqe0La9uc3DzMXBOJyUObqbYhikiSSBYiybOVsHXIJHNsEZZQ9HzzkqTSsZyVZOq8cHisfkw0ZrVSOa0hfXi28e7JrO2XmPeh1gVj3r3HS7qtBdEwLObfX7+WhA0HLyO8Rxg3dJD5tlpD3YiElGGF5GGFZuIlYueFADI/5rwwYOYhybZ/swB+t7PwxBNPcPepsFm1ahVKeXdE9YptLMLpAMqhyHghl1iwzgUJ/ULCq5mX4YVKY4U2Ep13WDNPEQ1vRod/M+WYvP8QI9q8g1Ejn0NeXh7mzp2LAQMG4Pr16yjfrxUa9e9sClNHoMPlkLB15mGHzmzci+hL/ijbqgfTNhL2bt/BYNPft6blH39yDfDCQYmGDVO6Lnj9DI3ekIsAvy/nzW1E51dKaB2H6JBdrNBj5tvR1xeBF66SQLfJs9H8mIuGmSTQYS1p6DBQSu3Sx4K2k8ALGciyWQlyjAh0naLHuFkZH8yZuRkvTejNbIs3BomG7ROB91xjbRhaJUSfjUSfg9TasHYeSJejUQvZSY9N9HhAQ48P9Pkl9w5geX+Yw+sfRftwkTCKk4Zl4Xr8USTeOY/b90+iZ8+eqFOnjmJ9zoLRaMShQ4cQrvIuwJzjx49j++6dGPLjOxjXu5rFb6QvI2M4CUuoFnrVVtgyhJneOtTCy/FC1tE2sLZjPWOq3des50zRkOtaQ95pCQvKa4OH0nZa6+IdW1umORANXZh+JALNX1yGizfy7yFvb29ERkYiNDTUalskRR+pTJIUOcaPH4+uXR8tHs1Zfwa7Tt4Q3l70BYJoeWtwhJKK97BvSwrzWPKwx/6xKEylFBnEHXFsWZNUD3c3eHm4ITVdOW+SRCJxHFWqBiPxpgxFqYW6PcMRFRUFg0H5RZIj8fPzw4PUOEeb8djhH+iL4S/3wo7tu1GxYkV06dIFwcHBKFWqFG5HxzraPIlEYgeki62kOJCTm4WDJ+egQlVDsVhIAoCYmBhUr15dqOzBgwdx6NAhDJv1ISo01LfgUtwjk7CcEu2JPRw4eYgsJBWWDfbIjUUojOtVycH580WHTQtJAPD555/LhaTHCKlMkhRJYmJi0KhRI6Sn54fSqlGtLCL3fQlfsw5f1ENLa0I+tTq0JnbntWFeTqsnBM/TQ80jVNTblEaPF1xhLaipJTbWC2uiwfK8VGtTa6JbLcko6TboOkTvBbV9oOu4m5KJf/ZexvgPRgMomFTTmVC6D+nfrFUXql2L1ibi1Oq5pQRRitAJZ1nXCK26syY8pKjXmhaPV1bdWlFrk+eNr/dhSalNrYmlZ/y+FZPG9+COC/R25t7VSgoe4JEnJ1FhEFie87zzpvS7qBc0DUsFQHv80mUMBgMaNPsQwd7+GNh/AFxdi4av1Z07d7B82Qr0fS4cY94exFQ3EGzxoG4LdTOvDtEE8DRqYy6tdmN5uLKULEpe4ndu3cfw1u/gow8+MH0fFRWFkydPYsuWLfhk8j4AQMj7+fkb9h0MRnridXhu2oVyZerhdr+WcHF1ReieRNP2l2P3IbFOSZRt1cN0D9H32vsrKhRQORFlEkkaTmCpoQi2UEiQceE9n1YA2J73PHWcGqL9Pqtv4KnhzLcRbVvkfmIpUngKFdG2lLyYWW2zYCl1aMxttqXChq7b/LOSfTSs5z1yz7NsNf+epS6zaCc1A1NXRaDP0x2FFZ5qijCW3Vo89c23I5hHaeDVTcNrS22uQV9nrDGfVRdPmaOEXlUSvT09NzCvl/zG6kNpRR5RIZHPrPtPTTlMf+45sxSARwoZ3jWtxPsr8nN9he5JxNW4w7iasBHjXhzLLO9sHDhwAO3atVMtYzQasW3HTpw6fxHP/P4eSlUKMZ2nScPyzzkZQ+nx1/xeslfeGqV6CytHjiMWNESer2l4z+Gs51Xy/dSTuSYlvZ7nDzXU+jRr33dZ876SRvS8aIlqo7RfR0/EoG2Pz2Aw5C8ntGzZEgcPHoS7u/IcUVL8KBpPyxIJRY0aNTBt2jTT55hrSfhg6t8WZejJuj1W6LWG/bEGvWHM9KBnQq8XR+YeKkxFmCPbdASlA7yRlp6NnJxcfmGJRFKouLu7yXtTA66urnjylylIykjBmnVrkZeXx9+IgxZfLaPRiKioKOzZswfbt2/H5k3/Yd3aDZg7dz6qhHTG6LcGWm2PRDuBQf7Iy8lBdvYjFW6tWrUQFBSEBg0a4OCp33E/5SaM/69ou3vmAC7MmIy0nFPYEfE1YtfNdpTpEolEIxHHr6BeWE1HmyGRWE1swmE0aiyeW6iok5CQgJCQENUyBoMBmzdvxulL11B30s8oVUm9vDm8sKq2xBFOl4XxLsYeYTdpRBaS7IVeR2wRbLmQxEPPQpJiuawcvDBpnmkhycPDAwsWLJALSY8ZUpkkKbIYDAZ07NgRBw4cAAC4uABbvxuCJ8YOsihny8FL1IPBmrb0DhhavH8J9pARW6t20aIq4NVJwxrobeHNYQsFitZzbY3dNDwPSV5bSvGUryem4ND5BDzdtY5FXXTsfFZdajF/eTl/rI0Tbd4W6xhoUYVZCytGsda8Rkq/sRC9ptVUoNYugot66Krl9eAhkl8HsPRc5dXN2l+WMoag5I3NQsTb1Rzz/TtyOBpu7q5oTiUSZ3npas1VJIK14w+tdlTLRSWab4/nbZ+Sko6Bvb9EVqYnOnfKD2umBaPRiOjoaBw7dgwuLi545plnuNvEx8dj67YtuJeciVq9m8LDxwvu3l7w8PFCUl5z+FdvYPKgpc+P3utUS54cAk+1qMfZRsu4A6grIdVyAAAF+1JWvgpa2eLdZx4mvPQiAgMDLcqnpqYiIiICJ0+eRE5ODipXrozbt29j8ODBqF69OjZt2oSc1KpoFNrfYrvLsfsQ0M8Vjfp2LJBTyfyepxVJNEQNRSuWSI4l2ru+Y/TJAvvPy/9CXswQL181734WtlLCs9Az9tHb0nlSaMVFqq9XAUU6L7cKQYuyQu+YRisrRHK26HUi440h5qomAn086X6ZpfRgHUvzYy+qaiKw8tL4P8zCjN+34rnX+6JkRo7itqw5AytHmi0UeaxxT+T5z1qlKisXlfkxZOUe4kUPUcuBa75dqq9Xgb5ZdJ6lplSjv2edQ9Y8jKXUpu9B8/1g5SQj2xDI7/T+Eha8mv896fMPjslXvoYvzP+cm/kQJz8ZjsmvTYK/v7+i/c7GgQMHEB4eDhcXF8Xfc3Nz8c8/a+DpnYm1m/6Ha4b88ZEcKwIZNwnmuSD1vrAvzHBjovlslMoS9CjA1cqnhYdrVp1rfX+mNE7SETJY4yIvh55SP69VRSoaTcgeUXR4uDRprjn6Ef09jTHyON7/fT++Wf6o/BdffIEPP/zQZnZLnAO5dCgpsri6umL+/Plo2rQpMjMzYTQCo6dtQeTAJxBUunhMjiQSZ6ZquQCs2BUNo9HInOBLJJLCp0lYdfy5aHeBxSSJOgEBJbD+vw/x8msLsXDxAvj4BqJJg/qoX78eSpUqxQ1/t3fvXkRHR6Nt27aIiopSLZuXl4ctW7bgXNRZPPfGAKSc7IEKb1o+1JIXVRLHYDQaYczLVTzv/v7+6NatG5544gmkp6fjzp07KFWqlOnlXUJCAupV6VbYJkskEp0YjSgyIU4lEr3cO3sI5StWLjYLSffv30fJkiUVnzNzc3MRHR2NgwcjYMj2xdGoj+Hn541rnNCfgOVCUnHAng6PagtJ9sYW0XO0LCRZi5aFJHtjjYO92kLSzhM38O1fj66Jpk2bYsqUKbrbkjgvcsYkKdLUqVMH33zzjelzfPJDvDj2B03hY7RQGDJgW8p+rY0lrQd7hvzT6g3jbBSmvNyemHtC9WhZFVuPymTkEklRwsvLAznZMsydHvz9ffDWt2Ow5vQvCOr3Cq5deojf58zHl19Ow/z587Ft2zbcuHEDBoOlt3BkZCTOnj2LgwcPonXr1khLS8Pt27cV2zAajdi8eTPc3d3x54GvMeylXnBzlf5dRY0bSalwcXFRfSnn4uICX19fVKlSxVQuKysLCQkJCAoUSxYukUgcS16eAa6u0ilK4vykXjiChnWdL38ti6ioKNSrV8/02Wg0IjY2Fps3b8ZPP/2ECxcuoHypDujS6i34+Xk70FKJpPhz50EGRk/bAvIq1svLC0uWLIGHh4f6hpJiiQxzJynyGI1G9OvXD5s2bTJ9N+fHsXhxdJdHZTQubIiGXjIPA2Jr6a6W5MAER3g10IgsWmgNS6dFLqx18cqRC4NaQn+JXkd69sdW94USWdsv4YdDV/BmW8s483RIIVueB63h57SU1xquQCQ8nWj4PF4IP2IbHf5LrQ1eeAMtkneWd5XWxOm0JxsdPkgJXuhEe4Qc5dmglsydNW7oDR+nJ3n5N3/swMsTe3NVgyKJ4Gn76GMgul9KbfHa54XH0bI9He6OwAs56JeWieQ7qVh66gYObj2JreuOAXkGNKrfCE0aN0J6ejqW/rUSdV75Bs1iApCSdgvnrmxA0r1I+Pv7o1OnTqhd+9G9uHvPXpyOPoeRC77A0bPVADwKT0aHeiJhWmasLBiWjHUM9Dh7kDpJu3RYNBpb5Hfkbcvrxwjm4U60zO8Adj+2J8OAo3vO4sc3V+Cll18Q26H/59KlS/hv01707fglAGDR2lEAgLY/bkPSka0AgLKteiB0T354IjpEHfAofN3YWfmLliS5Og2pg4TvIWo21vVkHoaMFUaMdb+zwkWa9wes4yoaekptfisanpcVJletzyZti4b+YYXQURtX9M7hRfpRGls5m51IzmCGCbIVU0/mMkPzmdsBFAz1SX9PMP9dKRQf/fnM6Wt4cD8d7TvW5+6n+e9ajzNrbkAw/543rlpzHbGuIV4oWNb9yvP4V6uDtkkkNCEr/Jx5GSV4946e0J28Y2Jejg6nR4e4I/33lgn3LOqmw+rRvwOP5gr/7n0fAwZ2R7Vq1bj7UtRJT09HVFQU6tevj/v37+PixYuIioqCq6sryvg3R41K7TF5STmLbchYSY+N5n2M1nvHmjQIoiHFigJqczJ6XLUlWsZokfLm2/GeEWzxbo3Xf7LasubaEA1Np2f+wwrvZzQa8ezw7/HvuqOm32bMmIGJEydy7ZUUT6QySVLkcXFxwYIFCywSL77xwVJcvJTwqIzGgVnPCxbRRSRrJge8bR25iKSF4qLAKS7Y85h5dauNsHIlcTz+vt3akEgk2qlarSyuX1NWxki04eLiguAyAQhrVw8TPnsG49f/gn5fv44rhgDMW7gYS5b8iepPvwO/yqEAgAC/ELRtMg63b9/G9OnTsX37dqxatQr37t3Dzt27EXHqDJ6c8R68A3wdvGcSFg/upmLtgh0ICdEeavDYsZOoWt7+4V8kEoltOHHsCpq1qMkvKJEUYQyGXNx/kGjxzqSosmvXLmzcuBG7du3CiRMncPnyZZw5cwb79+/H5s2bsWrVKvz+++/Yvn07vvvuO/z777+oWrUqVqxYgZs3byKs3jCU9Fd2sqDhLVZbgy1zdzuSwsz9ZAtEHQCLGrZYSBJF6yIdj0V/7LRYSOrbty8mTJhgpZUSZ0YqkyROw3///YfevXubPoc1roqDWz6Gl5eH7mTUSl73rG1oRJKM6lWuiP5ub7QOdHoW3ESPEQtrzqWoEsR8e3tOtrQeXwKtdCEo7ZetJivmx85oNOLbv47j9eCSzHbN2ybwvIrVEomKnjs6GbuemNK8hKcsvLrVZrbLU0uxPKvV4B1frR51Skntre3TzFVV9DGgvd1YfSvr2In0k6JqCtJGzsejLWxQSwZNJ6KmoRO3q3n+8jypCWrewcl3UrHuQBSGjeig6m1MJz+n4XkCqnnFi3r9akkEzPMqZHkIqv2u1ePefNvs7Fz8b1sSAiuUNXkbE89YkpQ71NsFQ17/Gyf+3oqg4JL4afV7CKkYBOCRxzFLiUIUJmrJ3bXGZuepBm3puKI2H7DWAUjtumHtE33/0dfJ8dvpWL94F2ZNXY26dULRs9sT8PVVX/TLy8tDQkIC3NzckJOTgyVLlmJwtx9Q9ZNAi3L7DgYj6chWlLv4ALWqdDCdazVlHO2ZzoKVON7cE55ODk/ufVYdPJSuE5Zih4bXN+zJMDD7VN6LES0KVlFPYZ7dSnNQciwItJKLvjbV+jJa0UDXSdujpGCm94N3n/PGKlt4dvOSphPMx13Rflq0X/d/mIVf5mzFay/1sNpOum09kLrp+5WgpBaj7eRBrkF6rqm0vVZvexrzeRNPmUjDm58oqbRF0XLsWEooETUSC7qvpueUNPTvZHtyjPYdDEbwhmPYdWQ63n7nDWa7RYG8vDx8/fXXmDp1KhISEhATE4ObN2+idOnSqFGjBmrUqIFy5crh1KlTeOutt/D+hB1wdXnkA0/URgQyfyIQte+04fHM+0hUVSii3idodTBWK6c1Eo7W5xs9UTr0PANqPY5aFue02kWjFF1BNLIEr1+k2ZNh0Dy3sqXDutYoNXSbF2LvouVLy5Gemd/fhISE4PTp0yhbtqxumyTOj1QmSZyGXr164fXXXzd9Pnn6Oj78chUA24Re0PIyy9o66bqLqveH3smEFuyx7/Y4l6y67XEs7Ll4aI82XFxcULtSIK6GBtmsThp7JhaVSIojZYL8cfdOmqPNKPZ4erojsIL6w5Sfnzc6ThyBMcumY/amj0wLSZKix7WLcfj9y78xasRwDBk4gLuQBACbN2/G+vXrsWnTJvz777+oV6M7vD39C8FaiURiLUaj0W65eCWSwuRW8nmneLl7584dBAYG4t1338WPP/6IdevW4fjx49i2bRvmzJmDKVOmIC8vD++//z4qVapksZDEw3whydbYI91AYUZzscaxUrQtW743s8d7G7pua94dallI0ootF5KsbTMrOxfPTv3PtJAEAIsWLXKKvkZiX6QySeJUZGZmonXr1jh9+rTpuy3fDUa35lW429rq5bnIRMLRiiJboWXg0qoWEI3xWlQQUQ3pXTy0Rd2iE0R7TEqytl+CwWjEj4di8FZ4TQsbbK2EUoKnVtKaY0lpW715mbK2X2LmjxK1S0ktwFJciarbWJhvR+fHoHMSiHrLaS2r9Hv00HzHgSpt8ieyavmirPWoU6tLb1xs88968l+oYW4Lncvo2wU78fLER4pe2h7i0UrH79cSW17EK5m2ky4vUkatTaXrlgUvX5La76z8BQSWiohWgBBuTcszvfhQy5+jVKeo6kitDAt7PsDT6PGSpdtg3adq1y7rmju94wwGj5qJsc+PE1pIio2NxV/LV6F/56/h5ekHoOA5NL+/zmzci5R/DahVpUOBl15KuUDo65NWtRDMvdN5dYqqXGi05BPhvVRheeWr1cHyFGYpfdS20araI6jNx3hKI7X9E1V+alED6fGsV2tbSTVL4OXYoXMdqal9CVrnCebXFj02qKkuY64l4fzFOPTrGWb6Tu0YiZ4TLTkDRfIzmaMl75+omkprLkG1bVl1mM85RNW3LIUfT9WkVoZ33JUUT0pqT94+mrPphodi/6xkDy8nFM2mGx449toRHIyci5Ejn0aVKvz3Io7k4MGDMBqN2Lp1q+LvmZmZeHv683jqxZ4FVLlqKiQWPAWZSO5WAk/NShB5r6FVfcTDmsgvWuZZto6sozZfZI3det7HidYhEh5ONHcsHb2Cd4/T46CSPfZ07laa+7z72z58v+KE6fPkyZPx448/2qxtifMilUkSp8Lb2xvLli2Dt7e36bsx07Yi+YG2SZdEIrEtri4uqFnaF9FSCSGRFBlCygciIf6uo82QSJyGpo2qolO72vh5xi/YsPFfJCcnq5Z3dXWFh7u3aSFJIpE4F/sOXUT7NqGONkMi0cWmGx64sv8EDkbOxYgRw4r8QtLt27dx8OBBfPPNN8wyy5YtwxOD23LrsqcKyZYUpqrEHnUWRsQULdhDIUYQWUgSxRYLSVrt04PaQtL247EWC0mNGzfGtGnTbNa2xLmRi0kSp6NBgwb4/vvvTZ8T7jzE89O3wWBQF9kVptKlqIevswcsNcjjdAzsOdlyBpXbgDoh2HDxlsV3j9P5l0iKGu3a18OB/VGONkMicRp8fb3w98KJGLN8OlxqBGPhwoVYu3YtDAblMCWBgYF4kHobeQZl9ZlEIinaPEjJQGBJvgpRIimKXD9yBps+noWnnx6KatWqOdocVXJzc7F+/Xp89NFHaNq0qWKZzMxMpKSkoFSZgMI1TiKRWJB49yHGTHukHvT29sby5cstnPoljzcyzJ3EKTEajRg4cCA2bNhg+u7Dz4bj80l9udtqlcmqeSDYwiNCa8gzupw90BImhxW6i15csld4NaW2RBCxR3Rf9Nhhy7B+toqBbL5fesO7rb2QiPrBfggNsvTSVgt9xwtPx7JBKfQdHfKO9TurLqXfWaHkCKywdSLt6mlL672kJQwBSdpNkjGzyopI7nmhH0RDN5rDuhdZbYp4lvESr4smtSW/T4l2M4WJEw39RqPkncYLg0OXI9/Toe5E6mC1SYdvoRNCq9mtNdyMeXnRkBQEVqg7peMtGvKHFRpMpC46zB0d6oaE+zn0RncAwOhBSwBYJplmhdSx5TzEmnHa2nFIaXve/Su67+YJ7XmJ3OmQRmkp6ZjQbypahYWjYcOGBbbbvn07LjwwoNbYT03nkw4XSep6f0UFJB3JfzAv26pHgfLm27ASz/PCYiqFYuKFhRKts5OPa4GwYXQdoqG0zOsi8EKUapmvs0LfiYZ+Ewl7ytpWLbwZ7xnEGo9r1ljFytdgfo7o9njnkXX8lK4xvWH2zG0R7fe0jOOpvl4wGo1Y+OO/eO2lHkK2kO1Y8EKviYbAE2mP1WeRcTh8Yb5qY8uEe8Jh3dTCT9Lbs8K+0WHJ6H6QYB6CU2v4RNoGQicfV4v+3twuGlY/rRRKVuQeUrKHFcrPvH0CKzyuWvi/38dnY8OuKejbvwfq1aunaGNRYufOnTAajdi9ezdcXQvOF0cPWoJL1/egUrkw+HgVXExSUiKxrjetIaRt0eeKjBsioVRZdSnVZyusVfsojaGiofZsoQIiiIbHVmpDdFymxzs1RREr1Cor1CJBy3yc976KhXm4Pnqb7ONH0OOtNdh7Os7026xZs/DKK69w7ZE8PkhlksQpcXFxwfz581GpUiXTd19+uhJbd57hbisa21oEa5L2EfTm93A09ozbWlRgLUzYYkHMlotqvAWUwqxTSZ0kkUgkEokz4hdQAi+8NwQ7du8toE66c+cOTp48icqDXnWQdRKJxBquX7uN6lWD+QUlkiLImei1qFApxCkWkoxGI06dOoXZs2crLiQBQF5eNnJyM4QXkmyFPZyD7VFXUX3XIppHSk+dtkBkIUl0Wy0LSbw6CY5aSKIxb/d/cw9aLCQNGTIEL7/8MtceyeOFVCZJnJqIiAh06NABOTn5XjulSvvh+M7PUK1KsOaB2HxRRGtCPpHOnvZI0DvQmif/tUe8VJH2AfbEQUSZwKtbaTt6UUOrYsYWyb31nDNe3UUVayYyq/deRsPqQQitXMrid4KWc6FH/cVqT9SOrO2XuO2wjo9SG+Q7Wu1DY62SR62sHpUhr25bqA1FVF6iE2QtXmd0e6x92Ruan5BbS4Jn3kOpmoqHtlnUo1stefv3f+xB49ah6N6gvKpdNCIPXTw7aHvN9533gMbz+FX6nZdkmVUXq061sqxt6LYnDdP+koK8NCHezErqFNYDrVbvUi33ry36AF5frtSGaBJlWo1CIMeoY/TJAr+1fDkKcZvmo+6EH+DhV9L0feieRAD56rDsjEzM7vkSXnrpFQQFBZnKLF+2Ap6oiV92PQWA7aFv7vn+38p9qOrviZGjOpvqMVeuTQ+1TC7OQk3Jx4N1zZDjR/o989+1vmxTUzWSetX6LUCsD1JSJojURRDxnqahVTvmCg3aK57n4SwyVmsdD5RURVqVWTTmygzeNaYnQTrrGUmLZzt9HYs46y1avg9dn2qLwEDLMHeiLx1ZyholRS1rDBNxctRyfyvth5YXs6JtiSh9tYy1PI99Vj+htL3efVCzX+l+Bwoqh9TmDGQbok4mkAUSUYVWz5mlkJ54HVdmTsaLL76IwMBAZptFhfv372Pu3LlISUlhqpIuX9+LiiFN4ONd0uI3otJmqcxE599q95ToGKfWrzliEcgaRZEWhaRou7wxTeRZgkCPZbx+WUkFLNoXKPXDWo+PNedfVKlt/jsrKgPvnNDQ8+I1/xzCmGd+Mn0ODQ3F0aNHERAgQ09KLJHKJIlT07p1a/zyyy+mz/fupmHI8zORmZlt1Ut81oRWz4taApkMkzqtmVjYI2ScPSY6tqyTFQLNFhT1hR1nY1D7mli3/4qjzbAKe6i8JBJH0KRtHUQevuBoMx47li3Zg6ohL2DrwS8QcXoBbiVfgJL/Vp4hF3FJp3Hx6k5cvXkY91JuOMDaxw+j0Yjvp69F7IrvEOjpglv71zHLHl++GTVr1rBYSLp69SpiY2+iYa3+hWGuRCKxAw9SMgosJEkkRR2j0YjYVT+hbdu2Dl9Iun79Os6cOcPMK2g0GnHlyhWsWbMGXbt2VVUlZeemF1hIshW2ULpYGwrOXhQ1ewgiC0k89CwkacWWYWZp7LWQxMLahaSLUTcx4cXZps++vr5YvXq1XEiSKCKVSRKnx2g0YuzYsVi0aJHpuxdGdcLcn1/QXJeoVxsLJS8B0UUtW+bQUbKLhV71kBZIHhaCuVJEa54creUchdK1oFQG0DcBsYWKRS9q6jNyXjZ5uaBe1dKoHn0HQEF1UFE9b7ZAbR+1LnLb8nxquXetUWHS8PJAsdo2R9R2nhebWjta8kGJ5rnQ82CiR33EixH+wfT1ePKF7qbv9YRloOskqO0b6ftzPh6tWqdavhWWWoJWeLG8ENW8vGlEvb5FzmetVyORG7EG7dq0RkJCAs6ePYtSpUph0qRJeOqpp3DgwAGsWLECmzdvRunSpREYGAiDwYArV66gZ/inKOlfAQsXoIDtgHpIDFGnF3Ju1BRCovc7fY+L5LMTVX+qebFOic73VqbVICLerJ2arsCNW/sx8tmnkZmZiZUrV+LmzZu4d+8exowZg7vxJdEodBDONfPC6WljMW7saISEhAAADAYD5v0xFyMn9wLad+PmOTK/Jpcu2Q2fzFyMfqaDad/MVTuinvQiakke9L1DEMnfwlJkdIw+CUC9vySw+lrau9b8WmXlamLZqfS7iLJeDTWFlNacZmr3mNo9QLehptLQYo+abbRSV01RQz9HiR5j8+cwUSWkSJ+ndByMRiO+W7gLL0/srUnBw1PPiipkzbehYeX7UVPPas2FpnTdsNAT4omlnmQpetRs5yFyT/LGfbW+VXRbEUT2H2BfP5OGZSHmxn5cSdiAF154Ae7uynkA7U1aWhq2b9+OGzduICgoCDk5OejevTvKly+Phw8f4s6dO0hOTsbFixeRkpKCqVOnYvTo0Yr2mnIlhTQtsJg0dpZ6vipWP24+N7bHIpBeZY6eNlioKfJ5YyNB6TrTui3BGHmcqY4R7WvM70PefEd0Li9yf9JKchF4z3y8Z/vM7/8SnhtreR4Xfc4ukMcpNQOtu32KC5cSTGX/+usvDB8+XLU+yeOLY0YficSGuLi4YPbs2YiMjMSpU6cAAPOX7EGbFrXwwqhOjjVOInlMGdiuJr5ZfgxvhAQ62hSJ5LFH+g0VPl6BZXE3JRW1atVCnTp10LFjR1y6dAm//fYbJk+ejOrVq6NmzZp44YUXULp0adN2q1atwp37V1HSv4IDrS/+JNw+hZ69upmOfbly5fD8889jy5YtqFOnDs5dOYBqFcMRv2UX6tera1pIAoATJ07AJ8ADvYZ3wH9xrBYkEklR5tKVRNSsVc7RZkgkwkwaloXsnIc4fn45hg0f4rCFJADYvXs3atWqhd27d8PX1xczZszAJ598AoPBgJycHFSvXh1169bFxIkT8eKLL8Lb21uxntGDliAnJwO5uVm6VUmsULiOxp7h7bQsYBJEnQ60bEuwhdOjnnC9NIW1kESjZyFJFFs6nDNDyxqNeGHSPIuFpMmTJ8uFJIkqMsydpFjg4+ODf/75x0LqPfHdxTh+6qqmekiHSjpYPd4loh1+UUmi6Gg7RPPbOCP2PLaOPm8Elh2uri5oUTcER+LuF65BEomkAOWrBCP+epKjzXisCKjZGEa/0jhw4AAAwNXVFXXq1MGwYcPwwQcfYNSoUQgPD7dYSAKA0qVL427KdUeY/NhgMBhw9/5NlCv36EVyeHg49uzZg4EDB6JPnz4ICwtDVMwmGLIyEBUVhYiICGRnZ2Pbtm3Yu3cv3vz6OWa4HolEUvTZe/AiwjvUc7QZEokmTl1YhRo1q6N69eoOsyEzMxPnzp3Dd999h5IlS8Ld3R1vvPEGrl69inPnziEjIwMXLlzA2rVrMWnSJOZCEuHKjQOoWaU9Fq0dVUh7IJFIzPlh5n9Ytf6o6XP79u3xzTffONAiiTMgw9xJihUbN25Ev379TJ+rVA3GnkPTUDrI36r4p/Z4cU8nmlcL+SKSRFbpdz11KCW95tUl0j5Ba5gztZBqrLKOyoGkJVEw+aw1jIcWHHEczBcBvbrVxrQ/j+C9kS3h4uJS6LYUVex5nbIWZ61Bi73WxHkWheVBZ97H6+27zT3LeCGYWKh562kNbWlNIlhzUlIysHTrSTw7uovF97zk9QQSTsw85I5IaBg1e9VCamgN06EU6oMuy7Nz6slcTA/NA1AwhB4LVji1VF8vTD2Zi3s3ErFk5Id4bvSzqFixompdhPPnzyM+Ph5tv3ulgJeknpBZtgwtaou+SzTslYinrJ4QZzk5uag6cAVyYiIx8ZWXmGPTsWPHcD7yNuYffgUxUTfwSp+v4O3tjbKNqqHblOfhX/bRIiAvFJV5+LulS3YDAEaO6lzg/tt0w4Mb+oiXNFwt+Twdio6gdF7p70iIM3ofWV64Lk2aFziHHp/nh6PmhXExv6/okI4EVrg7e4Uz0pqcnWWXiG1qYePo/WaF5WbVpQTLq1+tzxZNXi8yFmttX2msp2GNpeZ2//brZrw8sTfTLgId0k1tXCaIjmlK1xYrPBxB7ZjT+8kKqSaSbJ7eFy3hFkmfR2CNZbS9AD/8ppbQX+bfmUMrEcjv76/IVwR3CL/N7NdZde07GGzalobUxVJAiIRMPpGcgYunr+H1QdMxceKr8Pf3L9BOYXH06FFkZGRgx44dVteVlJSEdevW4cUXX8ToQUsAACHvW8456euYXCNKYxaN6D0qUlakb1SrH1AO5yxaJwtr+neR40Nspq9fXjhVPfvAC48JsK8LgmioUfO+gqdgEglhywr9ryWlg9Zwu6yQsiJ1kjqObzmF7oOnIy8v/zyXK1cOJ06cQPny5YVskTy+SJc6SbGib9+++Pjjj02fY6/fxgvP/YLc3Dxdkmd7vvTVk7+E3laLXXrq0JrfRQRrlEfWLGIVBnraF8nPohdHq5eytl9Cj5ZVsfVorEPtkEgedwICfJCaoj0khsQ6SlUuh7B6T+Off9YiOztbaJty5crhzJkzMjShnfjgi1Vwi7+AF8Y8p+rk8OBBClxd81+Y1KhXGa0bj0VYnZEY9N1bFgtJEonE+cjNzYOrq3RykhR9yPuLvNw8fPfWAnTp0smhC0kAcPbsWUyYMMEmdf35558YNUpckaS0kKQVe+ROsgZ7LSTpxZo69SwkEUQWknhoWUjSWidB5PjoWUgSxZYLSQ+iE/D0CzNNC0lubm5YuXKlXEiSCCGVSZJiR15eHvr164f//vvP9N3rL/fED8PrFiirR61jjpJHGWtyY83gYc3CD42Id7uoAkgJWyzoFOaikdoiDs/jUYtyS+u1pQZP7cFTOdkb+lqfvuwo3nm6heqDO+v+0HLtO3oxkUZUdWYv7KFIUIN3javVzeqX6Dppjz7zibRWxWaBxKMC3ue0YkXLxF20vzBXLGq1Q2k7cmw//GY9Bo5+Am5uln5EagojtQTrStDnLS08nOvBrqcPFPU0ZXmAKpVl7aPS9cFSOyn9bjQaMbrlT6haMwDduj3B3TeDwYBp06Zh2eFvUKZcKdWyvPNPK6AJXt1qF+gf6DjuevpiVlnWZ7UE2Xq8iXnzsYRGYahb/RWMfu55BAcHM+2/e/cu5s77Hb9t/hiD2tQEUNBzPXRPIgBLD2r6hYeSGmDRsn24kGNAr2EdFNvmKT3U+krSp7GUSWoqIlHUlC68a4dVlxJE2UDUggRWvH81G3nqRCV1j16Fk9pzAUsto4SevlbrtrQdaoofVt+idh5EscapTW3MU+NoRDRcXFzQopXy/IilBiKo3Z9aVWxq54tWRdEKATUlI298oiH3XJ/KOUxvfdb3xL4p0W5cNYnIvSVioznmiiIarQojurzabyxVklIddPtamHoyFxGL1iNm0yGMGfUcoqOjUadOHbi5uWmuy1pu3bqFefPmISkpCYGBgbh8+TKmTZuGcePGoW3btprqunr1KkYP/RbVK7UtoEYimF+/rKguPCUiXRepz7ysFtSUdebtsFSNJ5IzmPeDNQtJelVIanXSakNazaflehaZ79Hfse55gtI5pW3X+r3SbzQic2GW4zRPnW1ev1rECiXohSalOgiJMKJX109w+tQ103c//vgjJk+erFheIqGRyiRJscPNzQ1Lly61iCX8829bMD8ytUBZUbWO2ksUemBmddjWKHK0hIngIfKQY81iji3UMNYsZtkSWyqzbLmQ4GjFkVaGdKyFVXucPweWROLM1G5UDZfPylw8hY2Liwsa1hqEyFNiaqNjx46hdu3aCAxyrOdxcWTJgp2oUrmy6kKSwWDA+nX/4qkXe6BKrQqFaJ1EIiksTh6PQVjzmo42QyIR4s61eEQsWo+B/frjwIED2LBhA/744w/ExcUVui2lSpVC3bp10bp1a4wePRpNmjTBypUrERMTo7muFStWoGrF1szfec4VavAWhO2N2kJSYWDNIhVdR2EtJNFoWUjitUvQEqqQhS0i9NAovdux50LSAx8PvPzCLIuFpKeffhqvv/4623iJhEIqkyTFlrNnz6Jt27ZIS0sDALi7uWLrd4PRefRAAOpxdkXy17AGEp6Xnp68I3q2tSZcmuggmRYeblWcdF5ZLefBGhUIy4NHzz6w6rYltgyFV1gqme/+Oo7XnmwKT498z7PCUulYo3iiy9KYb8vKVVQYoTLV1DG2XJjVc3/wFuaVPMHphxaR/BIsm7R4n+nNSZT5/V/CnvhqedPoMjRqyhHeA0eqrxdycnKxfNYWTBjXTTGUBCtPAUHtwY/8pqYEUqtTqV7WOWWdYzV7CCK5JvQoEVgvLci1bDQa8Xv/SRg26ElUqlRJtb5vv/0BHcJew5QVtSzq4r2YUMrvRK4VGtq5xfutp5kevzRqoTtYXsI09DnzO3iQq9rQkhNHSYX48GEmatV8G0/1740aNWowt42IOIzrMWex59h0eHq6C+fHMPfmpzHPd7N0yW74ZOZi9DMdNF1zIi9gRL2llcqL9oMi/aQ1L2vo/p/OmaQ0x2bdC6z7Xw3edaamYufNJc3VQ6xcR/YImaRUv555LsEaZZveupTGeSV1sTlqattJM/7DU+N6MHPrqI2HWnL30ND9NMv73rx9ej9497WIypguq7a/vBfH9O9TT+YWUEzx6tDSV4jkNmG1R+dyovkwzN1UhvTx04bHAyjY9xOU1FAE0Rx4SuebkJdnwIR+U1G5bA1Uq1YNK1aswMmTJ/H+++/j5MmTePbZZ1X3yR4YjUYcPXoUqampaNasGdatW4dff/0Vffv2Fdp+9KAluPsgFuFjktG2e1OL33gqdvN5Cws9fb9SmwB/LqJ2v9F1iI6navc9uQ5p1a5SnbwFHLWxQut8Xg1RpbUavFyQSn0rT63OcyIXsVmtDd47CJZdSvNp0bQIas/X5jZ//NU/mPrdOtN3LVr8H3vnGVhVsbXhNwmE3jtIE6kqHaRIB0EUxQIISrMiVgQLXr1cryiigNcCKiBVEFAUlCpFaihKR3rvvSaE9O9HvjmZM2fN7Jl99kkCzPMHss+03WbPzJp3rbpYvnw5cubMCYtFF6tMsty03HXXXfjxxx99PvETk5LRadBcHDh0JoNbZrHcejzZpgp+WLQro5thsdyyZM2aBYmJ9OTTElrCwsJQsUV9bN261TktwpAt0qqSvCQxMQk9nvgfSpco6qdaFzl79ixWrFiGH79/EZGRWaTpLBbLjUt09HXkyBm80c5i8RLZwvpPoxfi2qV41K1bF3PmzMGIESMQHx+P+fPno3Xr1uncylSSkpKQL18+REdHY/To0ShQoADq1DEzKh8/vRkNWtcIUQvNCUb95Mbg4mSkUqFjSHKqNxSxlkxws3HCxJAkkt6GJIYbQ5KI14akaTPX+hmSSpQogVmzZllDksUYa0yy3NQ8+OCD+PTTT31/n79yHQ898jGuCIHITXbPi2lE2G7DYHYXBqNi8CI+ixexK4KJr2DSDi/i0rC04kDO5DrcaK7n0psShXIhNi4Rl6IzdvBqsdzK5MqZDdHR1zO6Gbck9bo/iL1792LvXtrl5/nz57Fy5UpEZIlAYpK9R16RkpKCV/qMxsH9F/H4Ix19G4xEEhISMHPmLLw/4GHcXa10OrfSYrGkF3+u2olajatmdDMsFkeO7j+FSZ/PxoMPdMCffy5FrVq10KNHD3Tu3BmNGzdG8eLF07U9KSkp2LhxI7744gts3boVnTt3xj///IONGzcateXEme0oXriq9HtssVhCw/oN+/H0K2N8f2fPnh2zZ89GqVKlMrBVlhsV6+bOctOTkpKCZ555BuPHj/cda9+mBmZP7Yfw7ZsApJ/LLVaXqUu0UMcockJlVNM14qjOm0orlqUbxykY119eXEsdFzBeuqkT69Vx/WMSE0vXBZcO1+64C6Mn/onXG/u7iKDq8MJtoVOb3TxnIjrPmYnLMy8wdRdJ5THZuWb6PFPX28k9jcwVi46LJS9dflKujcTfvHhmZefgpgxGnpg47D94GhsPn0Wn5neRaUSoAN667uhk7eDziGncuPuS/c63XbZ71KQdMtdhskDofDp27Omv/8KC/3yLF557Hnnz5vX9npycjMmTJ+P0yQu4dv0y5i0ehMZNqinPU2yXeE4pWzZI3W/K4F1yOLm7E6F2QjpdXy92hIqub/g2n7irJp7vNQob/jqG3r17IEcOevdwQkICfpw6A2HFc2LXb/0QEREuDXQvwt9vytWgeA5TJi8DADzZvbnfOTCXXW1HFvDLIwvoztrF3MHxsE1NKyrVIs+B/c0f0303KHRcwfFlUP2IrCwddNwQObnXUo3dKNeigP63nS/fxM2QiGkwcb4tTm3m04tupJx2QVOYXBsZJveV9bcDp6fGOWOuyRj8/f/mq3m4p2sL188E70JLdMklc32lCjQvnq+JK0tZWRSm33vqmMzFHKUYMM1Dufhi8H0WENiX8W6R394T4XdMdA8mg+9jZX2m2A+z561Jo7MBbvFkbafizlCxYZKTk9Gt1seoeudtuK30bZg3bx527tyJYcOGYdasWejatSvCw9NvX/jZs2excOFCREREYNy4cWjEue3UoWfHyQCA5JRk/LN3LkYsTnOJJ74nblx0Oz3fOi7sGE4uUwHneE5uXMLK5kI69epsYtb93lBt13U9rPNtN3X7p1suoHZFK8Nk7OmE6JqXL9+pHeK4m1o7c3KnK6bjObZ4Oe55cRpOno/xHZs2bRq6dOmibJfFIsMqkyw3PWFhYfjmm29w7733+o7NW7QFbw2a5kl8IVdtMjQamcQkSW9MrqGXftXdlJ3e91lGehovqXpN8LKNuXJlQ/Fi+bD/+CXtetO7zRn9PlksoaRC+WI4eOB0RjfjluX2xrVQrUNTzJz1K5KT0xYn1q9fj9y5c+PhVsNQvXJHVLijRAa28uZg5+ELaHrPuzh5/Dqefba31JAEADN//hXxsdnx0NBUQ5LFYrk5SUlJgd1Ha8ksqNyjxcclIDk5CVFRa/DTTzPx/fffY9euXfj222/x4IMPppshKTExEStWrMCECRPQs2dPbN261diQxHPo2Bq8Nb6+6/xu5oVuNimoDElOuI3ByuMUGyxUuGm7iSFJdiyYehlu1g68XBOiDEkMN4YkkWAMSTHr1uKR9373MyQNGjTIGpIsQWGVSZZbhrNnz6J+/fo4dOiQ79joAa3wzAN3GStWTBac3eSVtSe6USPpTpBQGKJUAYYzyhDi9MGkAto7oaPEUQUFFglmZ5UT1M5eXT/L/KDLRK2j21adQVxycjKGfjEXA/t1ULZDVW9GG+Fk9fMDQdP33mQHlU45bu6fWz/aOu+cF8oamW9sqh5Ze5bHJmupB3j499mNepQRzOYF3fc1mpjgi/fz03FL8OIr7QN+11EQmRBMkHY36jKnSWwwygoxEDGlOhKR7ehulCUZjdoOxomz15A3b17kypkLu3fvwsI//4NGFfyNSGK9JvdDVOzoKoz4PDxisGvdXaoqpamOyoxNzmV9qnh+Vxs2xOQJf2LAq5PQomUz3HPPPY6udH6fMxuVquTFbS8/DyB157iuqsr0GzVxwT8AgJ7t7vS9r9SuX/a8jO/r31/1HuX/TOSOivIrh0Ise/CmRN8OeKf+kCrLdOHIpG/RGVOZqB9NFVA6/bxK1exmd7wM8ZmTKaR4dOIxyAJ7y8riz1tXpcRfD6d7LRszU98zJ5yu7979p7D1+AXcd38t8jnVXeCk7rOTAkdUn9QunENbaUQpmmSL3LL4IZRCT/adUqmKZGU4qTipMsTy+bJNYsjI2sJgqqFKy08BSOtHmbKI/02EpRWV8VRdlFKUh38GZEop1lZG3IXT+LhxYTRo0AB33nknGjVqhLvuuktZj1ekpKTgl19+QZ48eTBhwgRUrKg/jgDS1Eh7mhXHkC4ncC06FsO/jUKdLu1810q2AB+sy323KhwV1DsM+M9PZONxp3dd1Q4nbw08pnM56pun2x+pVDgm7dFRM/PpVPWpxmamMY8odbGYV3Z+fFmycbjsfPlxr+maAHXeSZv+Rtf/zsfPy9PG9p06dcK0adPSVd1oufmwT4/llqFIkSL4/fffkTt3bt+xl75YhhVbjmu7o3KDm7w6H8Jg4vsw3OzcyCh1j0m9Xt4vN8azYO6JCcG4S8kodVZ4eDga1rsDK9fsdl1GRj17oc7DCKWCz2K5vUJx7N9HL5pYQk/WrFmwZNbb6D+sO7q+3gZ17quAzz7vhburl8vopt3wnDwfg8c6fILB/5mJ7j2eRIMGDZSGpKtXr2Lr1q0oVLAIpk1ZgUPrt6djay0WS3qzbNVO3NusWkY3w3KT4OQ6j0LH2MaTrWAxtGvXDn369EHx4sXTzZAEANu3b8elS5fwxx9/BGVIYsyfvgp3PdjUMW96zfOCiW+tY9hxqs/EYOqmPid05oyhNiTp5g3WkCRiYkiS5dUxJDEyypCUsmUDPpy0zs+QVKdOHUyYMMEakixBY5VJlluOOXPm4KGHHvK5OShYIBdWL/g3KlcMdCuj81Ey7ej5XYEyv+SyfIB8R6KOISwYhZVYhomvdC9d1KnyUh9i/ngwO4p1dsSrdrqKZTj54OcHluLOPXEA6bVLuGAGZ7rP1JAlx/HO66luGnSfj2BUffzvbu6xiKlc3Q06A0kvJ1zUrlzdwbVq97FpWV5h4q9clYalk036VG4NRIJRjvFt4dtqEofkaq5siIm5jp+mrUavZ1r5Hdc9PzdqQZ1vqGwXJ4/uRJzaKW0aL4mK2yDbTU3FTdKNNdF0T2rsRl55LLZJbLOJeoNSJgBqn+wy+DJlSgyTXcbBqDhYm5dXrImNK3fgm7dX4cjJjahfvy6aNWuGyMhIad74+HhErY7CX3+vQ516dyB37uzImjULmnS5F3Wa3Om3u9gLNTZ/7hOnrgQA9OzWRJlH3P3OULlFksUGo457uWtbNUYxdV3D90Wyay72FaqYSE7jJ0rx4Sb2hI5qymlRzs2mLS/G8W7GK8GMianxgqjCZJjE7dPZ2b9l0mK8+sJ9AW1V1aP7HeARY/moVEtO6iCGeJ68wtAJPraPKr6f2DaGG5dbuuWLSiv+mlBt4aFiIwZj4NEdJ1AxoWQKNMa8o1l9qqOFL10k8248F4ukpGR83fss8uZOXZeYOKs7pk6ditdeew3PPvsssmfPbnx+boiOjsbo0aMxe/ZsNG/e3CjvW+um+v3dvnQCTh07hy1rdqNtp8a+ftjN5tlgFPPUeNnku8kf53/T+R7I1iJEZTF1nqYKW1kbqN8ZbpQ8Ot83Garzc5qP6HjzED0LUMY3k3Ge7lgwVGsxbsoAgEkLd6L3J3/4/i5RogT++usvlCpVyqyRFguBWotrsdyEPPjggxg6dCjeeustAMCFizF4oMtwrPnj3yhSOK9DbovF4gWdHq6Pn2atR5dHG2R0UyyWW4pcubIj9pr7ybjFkllISUnByEE/Yums9ahZvTY6PPoi8ufPr8xz5MgRzJj+MwrkLY+lqwejStXbfL9lVIwCi8USeuKvxyNbNrv0YQkON98JEwPXD//7DbOWzELJYtVwd8VHcOTIEbz44ot47LHH0s2QBAB//PEHulYGIFQAAQAASURBVHbtamxIkrF01lp06XO/7283GyG9MiQ5oWNIkhHMeZm0Mb3dUJsai0zKon7TMSTJ8NqQpItXhiSvyvhz01E8P2yx7+/s2bNj9uzZ1pBk8QyrbbPckgwYMADPPfec7+8Dh87g4W6fIzY23i+dGxWODuIuQKZSUZUlqplEdD5GXigD3Ki1vFAgmAx02C4f1o5Qu39z49ebqdFk95NHHMy6CQZqQjD3TzdtxQrFcfzkRVy7FpfubusyysWfG26ktlpuHCKzZcX16/HOCS2WTEpKSgoGjonCyjmb8EzvZ9GsWVNHQxIAbNy4EXeUboMW9fv7GZIsFsvNzdb1e9C0YeWMbobFImXf9sOY8d1CvPjii7i7Zhms3vQV7r77btSsWRNly5ZNt3Zs374d58+fx7Bhwzwpb8fG/ahUvRwiskR4Up7FYlGz49B5PPb+HCQkpq4ZhYWF4YcffkC9evUyuGWWmwnr5s5yy5KQkIAOHTpg4cKFvmOPNr0D0we1R3i4v499ldsvL1x0udkV4ZSHclvhtDDtpes6nfq8wss4Tm4MKaqdRE7+dPn7JHMb5OQCQ8dYZhIAU0THcOjm2p9fuRrTl+7Gix1r+JVBuWZ0ui/BSMRVAbeptCZtENN54SrJy+dd5cLAS+OzCHVNdPsnt+1QueijyB0VZZwnmOtn4i5Cxz2dysXQrp3HcPzYebRqU4NMQ/VXTq4yxOdTdN2hQmWIV7mZAfQChQfTBtkOVVmdVFre7Y2uOy6dQOROLrx4TN5F2b1TXSOV+zW+rZTrJCd3TtT9K9ttEa6sn49nevVA3rx6qvKkpCSMGDECXSf8FwVKF8fQSknK9G6+RU7I3Nw59W8ylz/8MTGtiMn3nx+PyNzyyMgTE+fo9o0ax5i4VaXqpBDdp1GudWTPW7BulXTzXx8+zc/tpCmmbipVeWX9OCB3palznjouWBmmbtFUafmyZn6/CIPf6hAQR03XzZwqLVWvk6pBdIWXJyYu4JxYn67qeyk3q1S9fH0yl3Ayt3mqfptyK8u3HQDe3hNBlq/z/XZyMzhwekk0aXRW2X4K0+vGf7913djy15dye8cfH9snGfNX/hv3NLwb99xzD4DUtYp9+/ahYsWKyJIlfVR1x44dw7Rp0zBnzhw0a9ZMO58YI2lIlxMAUjd+TPnyd4z4sAsAuq9fUakWAG/iADFU7nhF+D5F1gbx26XTVtn4WKddTq6YTerVcUVusk5gsjYi4vS91UnjJm6UydpdRmGyDqLKf/LPFWjUdzoOn77q+23YsGHo37+/l821WKwyyXLrkjVrVsyYMQPVq1f3HftlxT68M3pVQFrVZMuLBVA3i6TB5HGDmwWU9PpYeylR9hoT1ZJMSeW0SOcVbhYxgjFoFMybHTmzZ8WR01ekabyOB+VF2mDyWKWRJTNQuUop7Nl1PKObYbG44pPP5+DS2jno3eMpbUMSABw9ehSFCxdGgdLFnRNbLJabDtGQZLFkFrbvmY3cebP6KQeyZs2KqlWrppsh6ezZs5gxYwZGjx5tZEhSsez3v9C3e+rmiWBcs5lgMj/TMU4z3BgxMoMhyQmT8oOZx+oYkmRt8sqQlFnxypAUvXYtHn73Nz9DUt++ffHGG2942VyLBYBVJlksOHbsGO655x6cOHHCd+zr15r71BKmmCh43ATzk30Q3fh+VSkdTIxHph9plbojmLRe4Naloek1UO0SMgl4bRL80wnVAMZLFQzf1qSkZHz65VwM7NdB2haRYIJUB2N41A1iqpPHTRuCfT9laWVBwE0I1pDr1J9lBnSUP8E8Zybnarpjntr48L9vFuD1F9sp84gKlWACBus8X04Bz924FFXhpHri62boBGPXVenwaYM5N1N1GqD2Jc9QqVWo8lVKOYYYnJxSYPHl8eSJicOYiX/ijUG/4JlePVGwYEFp2yl+nf0bzheqhCMz2vsdd1Jn8MdMoBZDpkxeBgB4sntzUsmoq8bRUYEEo8jjlZludiPrKIVMFxbdjJt4hYjTs6lSo3p5DXhE5ZSqn2Rpm+7ZpCwzWDfUusHQqTSyMnSUJyqljmysq6NSu5orG/bvO4V9e06gbfvafulkC8gqlRLrw1g7ZSofBktHoVJBOS0o6567F8j6bdXCrtP3nKHz7WT1M3iVj+6GO6oe8bxEtRBj3tGsUgUTg7ovbUcWINMyJdXpIanq2POXDmLx2k/Qp8/zKFCAzuM1Fy9exPLly7Fnzx6kpKQgJSUFiYmJ+Oyzz/D6668blSWqkha+dBGDNyUiPiYWxTaswEuvPeBLq3quxf6JjTVNxo/ieJXB51WNYVTH+d+cvslXc2VTvt88/Hukq+jhyzbxZgCov3UiOoohk3JkZQQzNtDxniDCK5Qy06Zk0bOQLBwC73mIkZSUjMcHzcVvqw/4jj3wwAOYNWtWuhmkLbcWVplkueW57bbbMHfuXOTOndt37NWvlmPumoOuyguFEcbE1YobNQZVfyiMYqo2eJ02FHh9Ddy4omE4uVYIlvQaYEVEhKNR/YpYEbXLddt0yExGCUZ6tSkznrsl46lYoTj27j+V0c2wWLS5dDkGbw2ajm5dOhsbkmJjY/HPP/+gSMMHQ9Q6i8WSWVm5/B80aX5nRjfDcgMiMxJ6RVJSAqI2f4fWrVuliyHp+vXrWLp0KcaOHYvmzZvjn3/+wf79+3Hw4EGcPn3a2JDE4A1JjG1zlqN77xbSPOmliDHJ68YgG4wRV0dpozIk6bZN3Diog8kGAh10DEmmqNYndNw7ZyZDEsONIQkABnyz0s+QVKtWLUybNs0akiwhwyqTLJb/Z/78+ejQoQOSklJ3CeXKnhV//u8x1KlcTCu/7o4IKpaRm7KdYvFQPmF1dpmaqKSoOilMlBteKRJMdii5KSOYXcq6DN6UKPUvLg7A+EGorm9owPl+i7ER8sTEudr1LA5exes35PPf8darDyAiwlvZOnV+ToZSN7t6vR6EOpWr8vnshaosVMqgYOONMIKNZeG2Poabet0oMnV2UprUzStLrl2Lw/SpK9H72dZkuU6qFFWcnGBUbjqTV7HfU+Vx2hVNpXXaecziPwDyndoUTjEgVJi4B9GNRaSqh2Hy3RLz8rv+neIQUPlFevznJ2xedgCPP9pJu02MtWvX4p8tJ3H4n/5B9W9OfYHTez5x6kqkHD2Inu3uJNPpKJR04wmoYobJdoDL0qtQnbOq33KKJ6Hz/Vahs8PbaZe5kzKGqk827lSh4z7bZCyt0xYdFZzqnabQifXGq0FYv+DUp288Fyv9TfU+sHfh57F/4PFn7yPbKUPspwdOLwkgLRYMVY7q3XPqS6nvguxbwa7hyqgiAFKVLqICSvYtoq6jG08JqjhBTkofnW+3Uz1UOeKzQMUrdIrJZRLfj1JsyZRq/L1inB6ShE07ZyA6fid69Hwq5G4Yd+3ahfnz56BZo8oYPvgJfPjftDWOibO6uyqzZ8fJ6D3Kv5/ceC4Wxw+eRtyB43i8S2NfWn4MJT6vMiOHW68MIjI3afyz4xSzTBXfR6zHREEo5qXS6aqpTIxfOvMSql5dLzm65TkRzDqTCpkKyGSNLrPw5c+b0G/kCt/fpUuXxtq1a1GyZMkMbJXlZscqkyyW/+f+++/HqFGjfH/HXE/AQ+/+poznwqOz+wFw3m2gW7Zs0EDtthDLCWairsqjew1U5Xm1eC1eHzflqgZmbgYubhaBxcmIjhLJpB6vr4ssrVPA7ic7NcSUn/R3SwVDMIafzKTyyUxtsdx45MyZDddj4zO6GRaLFufOX8Uv3y9GsybNjfOmpKTgr/UbUbFsa+8bZrFYMjWx1+KQI6c37t4stwZuFBJu8hw/vQV7Di/Bwx07hNyQdPjwYcyZMxsTpr6GWVNeQ4XyeptlVTD3dhR//r4ej3Zq6Pub2ozjRKjmOTIjEUUwxhqTzThuNq15ZUjSLV/FjWZIYtwMhqRZq/bjjVFphqS8efNi7ty51pBkCTlWmWSxCLzzzjsYOnSo7++qZQtixZedUDBvdkcXc6rf2PFgP1YZJcd14/YuWEK5e1iVR9xVz9+77P2f8DvGEHftU5gM9lRxJVhZbtzkBbP71mRnFsNp5zFfzqQv5qLrYw1QsEBux/K9iE3jZdwkqk3pBbWTWee6q8rj06riVOi0xQsVUTBxZFTlpLeyyW19Xk/oGF9PX4XHOjdG7tzZtcqn4ijpoOOHXvxd5145TaSpXd1O/bDYJwLq3fKsXBlOu6B10vKICh9xt60YdwSQK1dUu8N1ds5S1wpQXw9d5ZOofFu0YBNeeO57vPxiX6NFt+TkZCxbvhz79/+DbXu+Qv7rCWQfB8i//fwxGTrXMGXLBkxc8A8A+CmTKHQWZMRxAkMVx8vN+ECVXvd+qhTR1HdKVyVvoq5wE2OCaq/YBhXXh08DQI/5ZTHITMY3wajsVeNW1fVxUj6q2iBTbfD9lax/Euvl+wjxN/7dWP3HJhzOWw7dGhQg202dl5N61M33j69H1o/rtEWFqAQS/3Zj8KDqF++frA+iynHKS8Gfh9P902mDCN8/yvpXmbJp3tGsvudXFduJMb5vOJKSE7F51084eno1OnTogIoVQ7uAff78eUz8fiy+ub8Kuo7pByDtmWs7sgAqLaddHjPXdSJr+rXxGZK+muH/fgLA3yu2o/Zt+VG3fup5OfW3/LdX7J904jua4DSedjPfoGDnJBsz899P2bhd1Van77XJHFpVrliGKvSCG6WYm3lNMGtg/GZumSFJ3PCtWrMzWR8LBau3ncB9A37B9fhUz0pZsmTB/Pnz0bq13TxlCT1WmWSxCHz88cfo3Lmz7++dhy/goXd/w7XrzoNdi8Xint7dmmD8lJUZ3QyL5Zahecu7sWzJtoxuhsXiSLOWdyMuIR5LlizBhg0bsHPnThw5cgQJCfKx2ZUrVzDxh8nYe/oo5i0eZORG1WKx3BycPHIW+UsVzehmWG5C3MRTuhJ9GgtXf4DouN149tlnQ25IunbtGn6a8SPealgWj1QpAcDfkOQ1iQmJiN5/3GdIciIYt8he45UhiaEyJOm2RcfYYlK+G8OPjprJGpLS35D0z8HzePhfv/kMSQDw3XffWUOSJd2wsyqLRSA8PBwTJ05E06ZNfcfW/HMST/x3PhI2/gVA/fFwUgi4cXOnKi+9MPlAevUxDWbgEEwATZVLNrbL1M0AwmTwxHa5qSYqwQS/dIPJjmY35ebMmQ0VyhfFth1HPS3/ViAzBQ613DiULVcUR4+cdU5osWQwkZFZ0P6DFxFTLAe2bz6Nlcu2YPny5fjuu++we/fugPR79uzB2LFjUazhneg6dhDKlbeLyRbLrYZ1wGLJTCz8aTXmrxqE6jXvQM9eTyFv3rwhr3PXrl0oXCgn+t1TPuR1Aann2O2pZulSl8Vyq3L0zFW0f3sWLl5NW5sZNGgQnn766QxsleVWw7q5s1gkXLp0CU2bNsW2bWm7tnu1q4axb7VGeM26fml1Yg+ZxAZySuv1wrGJ6y6dut24iFGhcz1MgkDqBLgGQucCiyrfKaAw1R43gTp1f6fSmAQc5dH1dxxWow5SUlIweNhsvDfgYdKVUTCu6fjnhBkFmdtC1XnoXCsnNzgq9z06fqB13z/V866TVqcNOmlN6pDh5j3UcQkRjKHZpA3BlLM8Njkolx6yd5eq/8vv/sDLz7VGTB7aXRCPk0sOvi5ZXtGlJtUuN649qMDwMnc44nnwGwhkLuFM3ANRrnRk7ph0XCvJ2kC5MVO1SfZM6QRZV9UttsHEfYzO+yhze/XhxgTsW/431n4+Eblz50XOPHmRnJIFCQnxOHnyCP711XN4s31NAGZjFwbVbzuNG6jz4uuWublzcnnG4J9VE5dNItS77OQ2UjVmEdOYjBf4c3TjRlPWJtX7YdLnMKhvt+43mfqWmozhvHL7qXJtKaLzfLGyZM8r9VzL3GLquHPTdXHG0m7dcgh/H7mImg2rKMs1uS4qZH049S3WrWvwpkTfBjOna8RvQBPzUC5Qnfp3/rhu2o3nYqXu9cT2D5xeEk0a0RtaWN6B01PjfgzpckJaLvXM67i9E9uv+j7zf887mhUro4oAgLT97HfW7kVDvse2OSvwxBNdQq5G4omNjcUX//sKrRsORMF8ZX3He49KfQ9lmxZXRhUJcH/H8lDX471aWXDyxAX8sWATej7dypdH5mKNQuXmzWmeTPVHVDnicfE50RknOY1xmNqKOicTZN9K1ZjVa3fYsjzBrkW5ieutgm3SFsMRqJRH7JibUA5sHUEsywRVmAwVF65cR9NXf8LOwxd8x1544QV88803IY+9ZrHwWGWSxSIhf/78WLBgAcqWTRt4TViwA++NjdJaDA7GIJTeslmdtgQTc8WpDid0roeTD37d3zIKk5hOOnlM4jO5waRcI0NkWBi6PHIPZvy6znXbVITqnpsMyDODKweLhVG3Znls2Hwoo5thsRgTFhaGis3rYe/fn+K/7zyA+56qi+gKjXG9UlN8v/i/qN+iekY30WKxZCBrV+/C3fVuvIDqlvTFZLOIiWu7IV1O+P5fuFIZFClYHtOmTceY0ePw559/4tQpOlaRl+TIkQMNGzXAlt0/Y+Ks7lp5mCFMBRUDa+oPy9Gtu1yVZDIHC3bTo4ibjWQmaSlDUjDoGJJkaVXcjIYkxq1gSLp2PQEPvfubnyHp0UcfxciRI60hyZLuWGWSxeLA7t270bhxY5w/f9537H9DnsKrL9wXkNYr1YQOumoDt+UGY0SStcWkXtN8sjp1BgUmRppggmHq4GbXos7uYwb/PJjsLHaDjo9lhnjfvhr0PZ5sUwUF8mR3VbeWCkryzAXrStJLgxU12JS9m6pzC0ZhSOHGeOvFu0PtOJRhourj0zipekyCzlN4teNetSPXqR5eHZSUlIyx3y7ECy/dr8yrM2kP5jqr8jBUwa11lDksnbjbWKZG4tPI1DE6zzODSisqtVSKH+pcRGQ7qalg9jpqI916+P7e6Z3X+c7p7Cpn5b69JwKA/251k++PLjpKZ6rf4dNMnLoSKUcP+imT+D5bVOaoFpBkmLikNXnXTZXHwai8TdSP1LNoosiS1c1wO043wUkJSb2vMnJHRUl3+DPcPiMmSl4dxT1D1vfw/ZYY0N5JyQkAP49ZiMefa6tUpYhKBPG5XR6bbNQHM5zUC/w9FftpMS0g//6p+mcRShEs3g+qHlNFGP8bUxaJCp6VUUWw8KWLyvJM1E4mBiEdqHMzaYPsWxxzNRa/TVqK0R//hDvuuANPPfWUp+2miIuLw8iRI9GlSxd06tQJzZo1Q2RkJHp2nKxdhqhKAvzPcdnSbciWLSsaNk5TAVIKXdm3LE9MnLECWMzPpzH1MOEmrSyPzqZa9hsbA/LvvtM3jke3nW7HQplxA64K0YDkdBxwt8YVaigVeqMsyXi0+xeY+8cW329NmzbFwoULkT27u/USiyUYrDLJYnGgcuXKmDdvHnLmzOk71u/dKZg2c21AWjeTTJX7KxU6rrGCKdeLxWcvzifYOnUWxE0GjDpqIIZXxphg0lJtcHPebjA5f/G+Pd3+Toyb94/rut26Y/SCUC02WfWTJRRERIQjKSnQRZzFYrFYLDcqZ09cQOHiBTK6GRaLj+uxcZjy1RxM/t/vaNW6FZ544gnnTB6QLVs29OjRA3v27EHPnj1RtGhRdGr3lXZ+ypDEExeXgI0b9ksNSU648c6hShPq+S2FzkYFhsqQJOKFsdQakm58Q1LT7GF4od94P0PS3XffjdmzZ1tDkiXDsMoki0WTBQsWoEOHDkhMTN2xlTVrBOZO74/Wze/ypXFSOuiiK/81UQ5Q+WXHg12Ipnbo6JZpEqPFq/K8Om8VugNcXvWgs6vbpD4TdwAy3AxqZbEjnJi39iCKFsiJupWLkb+b3i8qVosuKn/34gRCNWhl8FJ7p7QMnV3x6WUYo2IkBOsX3KQ8E9WeLI9KtadTn85OYjc7G3UwMVyr4iUwfp+9HjVqlsedhfP6lWcSz4a9V2xXM68aUtXNUMX54Jl3NKt0V7DofoZvgwgV30ec2JvEYBHT6PQz1LXSUVjJdsnrxP3Q2UkuXkfqvjmpAgZOL+lz8SNrr7jLm08re/ao3fyqWE1OMVyAQLc0qjGYSSwbqj/mYyYFEx/IS1TqKoBWQuqMS3XUe+K111n00dmdrhqPuxlLu/m+iefIPz9ie1XKJFka1QIkpa5hmCg63MRrkyky+GM6CleVQk6m6OTb8tN3f+Cxh+ohX97UzYA6KkLZdaPUGFT/RV0P8RqIadzUbRJnStUuWbn8eyQqScTz52MHUXGOdNslfg+p89Y5JydVq+ob2HZkqvGRioMkG0/oqIoHb0rE/tWbsGToeBQtWBjt27ZDgQLpb+hMTEzEjBkzUKtWLUydOhXh4XQfwhRLvUclB9wfBrse845mxaaZi9H3qVroWDq/XxqdMZROfybitdFINebV2awZrCcSWbli+W5c6enMSWV5KKhyVOn5PHGL9zq2g5rPujkHnTpk8EpYk7KC2bztVN6/xqzGJ1P/9v1dtmxZREVFoWTJktp1WixeY5VJFosm7dq1w/jx431/JyQk4dEeX2LjlkMZ1yiL5SamfYPy+OOvw1Y1YbGEmBatquPPJVszuhkWi8VisXjC1ejrPkOSxQKYGd+8KjchIRFz3vsaiwaPQbsWrdGtyxMZYkhKTk7G3LlzUbx4cUyaNEnLkCSDNyRdPnEWdUtlQYH/34wkw6trn56GJKc8weKmzsxmSHKCilckwxqS6PK+/HmTnyGpUKFCWLhwoTUkWTIca0yyWAx46qmnMGzYMN/f0dHX0e7xz7Bj13EAeh8HHXSVQzrxgKhyvY4RI0LtOHSjmPBaZaEbZyoUmKiBvFAQ6bQhI3ZDm17rbq2rYOqS3Z7UbbLrTQev74/FklHkzp0dMdHXM7oZFovFYrEETXT0deTMEZnRzbDc4qSkpKDvc9/i2oFTeLlPX1StWhVhYWEZ0pZly5YhLi4Ov//+OyIjvXs3dixYhdaPNvSsPIvFksbEBTvQb+QK3985c+bEvHnzULly5QxslcWSinVzZ7G4YMCAARg+fLjv7xLF82P5nH+h2N1lAOi7TFHBxzoKtXs2WeBnKg3VzmAwCQrsFenh1k63Lnb+gzclBrgSUrnw8dIgRLnWo9xEOLljUbk9Caad345fikfKZ0XRAjkD3JOoXMLIMAkgrcov1p07Kkpr55W4S0u128prX85u3OG5aYNJMHavnmXZrj3KNRVVt5vdiQxTl5NiuU5ufRgmQdhZekDP5drkCX/ioUfuQb58odnJbeLWiMGfL3OxwvpJlSsbnR2wOm6CnK4b5b7K6ZpT50S5z3Fqn8q9j8r1k8qFkoisz+fdO4nfJ8pVoElMP9k58chcZfH3A6Dd3Jq4pRP7aB3Xmzpu7sJKl0fPbk3I9oiEeve1ThtU7fDKVZyJi2MT90JUuaoNW16MCymXjDL3e6rvgAhVnslmFp2+zuR90/numaDzjWDwbvtE9555YuLw65y/UfGeiihbrihyR0U5jsEp95kivPtPXplB/f1erSyO3yHKLamTizZA/d1QtZm1iyG7n2/vifCVL3Mdq3JRKjtv/nydzsHExZ3KdRrfTtHdrup7aaKikbnx3XguFmM+/gl//roBPbr3RI4c+mM3Lzl//jzWrl2LEydOYP369VI1Q8PPF/ncEopuCsf3TduMt6dZcQCprgAPRG1Gmyo5UblG+aD6Jn4Mzh8TCWbNQPUdcuNeW/VN9NpNP0Mck1BzTjcKHtm3UcctHdW+YNpiWo9uHV65ig92g7gO7PxmhafgqY8WIDk5dbk+S5Ys+P3339GuXTvjMi2WUGCVSRaLCz799FP06tXL9/fJU5fQ6uEhOL/zGAAE+Jd2o1Si/LqLeBUnhZXDFmKoAWCoDC8ZqY5Jj4CKJnWJ/qhNFvmCRZxMUnXrpGGIE7Fg2vn0k00xbtMlAHrXMSOVQjqDWhPJvtcD2xsliKol/Wl9Xw0s/mNzRjfDYrFYLJagOHTkHMqWK5rRzbAIeD0+99ptnZuYqjJ+GbcI839cja5PdEt3Q1JKSgoOHjyIn376CePGjUP9+vWxdu1apSFJBm9I4omPicW5g8dRuUZ53zG3hiSdY8EQKg8ssnqCxa0hyQ0qQ5IJ1pAUSDCGpPnZw9GdMySFhYVh4sSJ1pBkyVRYZZLF4pKkpCQ89dRTmDZtmu/Y7eWKYvmcd1GqZEGtMnTc1FEDIB3jlK6qSZVGVR6/E1g3aL1bZY0bxYBOXaFUKLk5P4ZOAGbV306DeerayOqhCGYnvwq+XNEl3dLth3H50jUUrFM5oB7ZtRAVdzzMcEr9JsLK67PsPK6cOo9D15v6fmO79lh7rw9P7Q+OrM2Ciu+V9yvHaz/UFLrPsunOORNlopv3SketolLqmZQrQu1GVe3E1p0kUyoiE6WQG6g6KSWK7B3+afRCdHq+re9v1e5gt+dgorQJNdT9ENsn7swG6ADhsvJ06nRShqrKVPXZbp63YO+ziVpBlpZXHch2u/NqWUYwCzmUGpz152L/TI3HdPu7iVNXAgB6dmtCKhJMVCBeqTqpc/CibNMynMa21PVi316T+8CndTNWE+umypA96ylbNvjGHU73nEJVh5hGpXih0FGUm9RpMmYXVYVUHlGdStVzNVc2xMcnYsLYxXi+r96iG/WNFM+H1b0yqgiAVFUGQ1Tr8Mdlyh7GvKNZA8pUqX+cmHc0q/T7xJ+n7NvFt5ddZ/HcRZo0OhvwW6XlpwCkqVgWvnTR9xu71ysq1fJrJ6Uw0vm+iXlU5yL7vqvulY5KSrxXy+f+hWH9J6Bnj14oUoS+bqEgKSkJ27Ztw8aNG5GQkIA33ngDzz33HPLly+eXrmfHydKYSLwqSWZI6j0qGdO/nY+HurdAjlzZyXfG5Nuh8hIQKg8m1HhB1v+I80pVHr58nTUYWTmq8YxsPunVXNKNwUaFyZhJtT5lct1M56fsN9mGT2qM6PQ31WaV8Yr9Nn/RFnR86n9ISEjy/fb999/j6aefDshjsWQkVplksbgkIiICkyZNwiOPPOI7duDQGbR+ZChOn7msVYaJWxC3H1edRWCT3RgsLRtYRTdqJM2vGvCZ7F5ys9NJx3VIKN3cuTk/BjWxcjIi8ZgM5N0Myk0USW7hFxMBoN49lbBzx1Fciw4sP71iQE3q+R6m9R2MXV++igvbViM5UT3B3zv4oHbZXu0wM1lMtSoli0i2HJG4Hpv+alGLxWKxWLxgxbLtaNriroxuhuUGwcRYp0P0lWsY1n88Hn+sU7oakhITEzFr1izs2bMHw4YNw5EjRzBgwADSkCRDdG9H0XtUMrb9tRe3Vy3tMySJuDUkORFKQ5JIsIYkk7ozqyHJC6whKbC9qnNZumIHHuv5pZ8h6euvv7aGJEumxCqTLJYgiYuLwyOPPIL58+f7jt1V9TYs/W0gChfKQ+bR+aCJmHycdAxFpkonN5jExvAKNzF0KFRqKCeDjok/f1XdFDrxZkyUXCYqI68MRVS5bFefbIcmAFTKHoZxoxfh1Tc6KMvny3PaoekEf80mT/gTXw5fhCpV7sTGjRtx8uRJlCxZEtdyFUW2EuWxa+J9yJ07uy89NTgVd7wzeLcFwbgw4GN7uFEI6aglVXmc6jJpk+57FEzMCJ24M8FiEqfCxFDrlTKIL+fQwTPYvvUwHny4HtmuUF2bUKqSZHWoVFw6Kh8T9ZBYhlNarzdbOH03qHdNNOjr7s4WF+Zkz06emDip4tlEWcznF3/jj7M+N3v/J/zSUgtGTos1wcRcmDJ5GQDgye7N/epV5WHofLdCpbjWiWPjtKOcykvt3tZ5Pqn7plK1UO1l+QAzNzih3IhkEjfEjZKcf0dl4yReHaCjnjKJdRTs2F/nnEd+MRcvvfaAsu93onbhHAFxfVTjSlm/SdUvMnhTYkCZrO6hlVIXFPk4Q6Iyi2Gq7JEpjpo0OhtwzipVEoNSXTGcYsKq4kGKafnrxVDFPTIZX6hiczFUirF5R7Ni9ZifcWHtbjzRqbN2vcESHx+PX375BSVKlMCcOXOQM6d/7Mu31k0FEKjQopTXjNNDUp+9YgMj/P5OSorHkdv+QINeD5Pxp0TlJsNt3yYrT1W2qg4nvNxo54VhhpoTyuaJ2VpXNKpTNJqkl6s6J9zEGjcp1yuFmZiOKsdk3LB67R60ffxTXLsW7zs2bNgw9O/f3zGvxZIRWGWSxRIk2bJlw8yZM9GyZUvfse07j6HtY5/i0uUYMo/bj5ksjYmKyaS8YAmlWxYZKlWPCaoJmMlEPpi63ZZnshCZHiojnXLZpIxNTKmJ657rKbirelmsjdrlWIfM7Ygp/L24/4E6OHz4CCpXroxnn30Wb731Fu6//340v7McIo9sRuUnZjuWp/NuhdoPtlt0yrFqpxubcuWL4sjhMxndDIvFYrFYjElKSkZEhF3euFkRY8tSeLU5hTIkOXH9Sgw2TluAFk2bedIGHeLi4jBjxgzccccdmD9/foAhSQY/P/r0nm5kGtGQBAB7Di9D9Y5pax46RjuvjeQ6ZLQhyQtMDUluymZYQ1Ig6WlI+mvjAbTvPMzPkPThhx9aQ5IlU2OVSRaLR8TExKBdu3ZYtWqV71iDuhWwcOZbyJMnB6n+0ZH76uz0d7NL0mQHsA68r3EZJv7XAbl/dL48L401blzS8fn43VNO15LfbcUwibPB/+3kV5qvy40SQrUTn8LtLlC+zQzqnoz86Ge83qctEjjln8nkQ2e3quy379+diM0bzuPxxx/1+/3o0aNYtnw+Nv7zud85qJSBojqJwQ/gZZJ7E3RcDPDH02P3NatTPD9KoaDjP122i9okHhKP6t0MJuaPTlwJimAm1SZG4dqFc2DMNwvR85lWiIzU3/0s7nKlduyqXKHI7l96YrLLXxV3ym28JIaOC1NZXlVaClVMMLfxn8TfZb/xu/6dFGJulbeUmonF6RDj3fAxW2QuT0wVSVSbeGWS7oJaqOMnmTxzOnXwbQ6mfbqqV9k94Nsui8nDl2Gy+Up139l4WHzGAD1XxVT7TdFVXuqoCGR9HX9+Tu9jnpi4gHmCaBig+gKxDSo1MQBsXrMLOXNnxxMtqirbLitLrMvp+8mXISp9eFdh4rjj7T2pi/S8Ikk1RjFRVYtQ32WnWE46UG1WxRykrgtflgre4wCDzQ1152UMHSMRc/cmwtrOK9f48xoz5GdsW3kIjz3yuGMdXnDt2jXMmDED9evXxw8//ICsWQM30F2JnwHA//lkMa0AYOKs7r40AJA3MlVR1fDzRX7lVFp+ChcvH8GVmNMoW7Ieig2McHxuqHeImu859Ydu1zr4/AzZ/IeabzmplKnfj6xNfS7LNAg0fKp+08HJAORVGt05p05IBVnsST6N25iHVN18eWI7+TJMPWQAam81wbBl+xG0fGgILl5K24T+7rvv4qOPPgq6bIsllNitOxaLR+TKlQtz585FvXr1fMfW/r0fHbqOwLVr9IfG5KNpsVhSea5Hc4yZtCxD6v7o0+44uP8wVq1ahQ0bNiAqKgp//vkn/t6wEadPXXQuwGLJ5DRtfidW/Lk9o5thsVgsFosRe7cdRsW7ymZ0M256dDZ8BOsZgBEqLwlukZ375QtXMWv8EjS9N31USdHR0Zg6dSqaN2+OqVOnahuSZGlUVFp+CskpyTh6aiPKlKjrUyypoK6TbOOgimDXQXTiF5ls3MsoQ5KIjhcLN2msISmV9DIk7dh1HG0eGepnSHr99dcxePDgoMu2WEKNNSZZLB6SN29eLFiwADVq1PAdWxG1Gw8+MQIxFe70S0spAUR03FSp8qsw9XvuBNv1pRr0m+5wZbvOZG4N3H7IvY7XxNpA7TZX1WWi4FEpinR2asvyu9m16YSb2C4mk8VCBfOgVIkC2L7tsO+Yya7nYNqTP38uTP3lFez+5zS2bz6NrVfCsSesMM4Xvxuff/1MQHrVgFWM3UERTPwkCp0BdKgVSZbMTeWqt2HP7uMZ3QyLxWKxWLRJTk5VnISFhWVwSyy3IlO/notKlSuhSBE6vpRXxMTEYPXq1Rg/fjw6duyIcePGISLC2bijA1MlUew/shIVyjS175clU5KeG7S9WkfavuMYWnX8BOfOX/Ud69OnD0aMGGHfM8sNgXVzZ7GEgLNnz6J58+bYsWOH71jDO0tgzicPo0DjRtrlqNzNmBhRVEacYH0UmwQsF49Tv1E4udKhpPKUQcPJyKHjNk8ly3drmDMJEK8DdW9lbghVbsBUrj7EciiDHxW02MnNHnV9qfNKSUnBZ0N+wesDHibdcVHumlTouIPRQRYknhrkMjcnn8SuD/hNx++yzqDYK7cQsvJ0DLqqNDo7xHSCuKvSmwRx1w1krnqPVPl4vHQJKsvvtk/6buR8PP18G2TN6v9u6fS1gNxYbdLfN8sRHtBvmfRJVH/u9r0OxuWbKni0yqWZmEZVlyr4O8NNEHKVO0b+/uu4jpRBPT+qQPeyNqreT5bWq3iS/HETt3uAv5s7VT7dsQZVhk4eGTpjSx23cjptlV076rugui8mm0lMXYxS+WR5VS5YRVRuiKm0qr6Q/W3ibtLrMb+OSzadbwXvJlpVN3XN1q/dg10Xr+OuehW1vq+630c3yhjT+nXGCeI5q+IHie7H5h3NKo0lytQqLGapTnmyNvLt1EkL6Pedqjw84rtCvYe8m1Ug9ZrIXKozVN+Ydxafw7jH++P5Z59DoUKFHNtvSkpKCo4ePYrNmzdjx44duO+++/DKK6+gVatWfovOPTtO9v2/96jU6zC+r//Yg6mK2pdO8HPnt6Zfm4ByWNpnC9TFM11H4PbSjX1pvpqRek3bjizgc//Hni2nawnQ33BqnCTipE5RwedxUiOpNvF5vdFPBx33e7L0gHdxdN1uYg42JpPsfjm1RydchG5aCp05KjVGWbnnODq2/wgXL0T7jvXq1Qvff/89wsOt3sNyY2CfVIslBBQpUgSLFy9GlSpVfMfW/HMSbd74BedWrFLk9EdUvPADWTcLizyyhQZTpY8qn86CoslCvywtNSHUMcxQ5Zmcv5u4DhSq83MziaWeDR3lmMrQ4yYOEuXiwkQZpbp2YWFh6P1sa4wfs0iaRvYsUHjlRsNr1dutgHXlmflo1vJuLLeu7iwWi8Vyg/DXur24s+4dGd0MSyZCZw6m445PNUcYvCkRf02eg6rVqoXEkBQXF4fZs2djzpw5ePjhh7F//37Mnj0brVu3lhqSZPCGJBmiISk5MQnTpk1D+dvSNsPyhiQRt4YkN7g1JDGsIckMtxsUrSHJvy9asu0wHmr7oZ8h6cknn8TYsWOtIclyQ2GVSRZLCDlz5gzatGmDrVu3+o7dVfU2/PHLWyheLD8Asw8RdVy2OE/t7lPtfnSzM0yFycBQtWObanMog7TLBrhUIGWTcsSd4zptd1JK6ewsdUqjo7agoAL6ytAxHlLKKB0WztuIgoVyo949lbTz8FA7/INV64nl8MdExDQsSDiPTuDx6EaNpHXI8ridFJgYT9Mz8LiuesREVcfQMX5Sagod42mwxk4vXFby14WVs2bKUrz02gN+6dzcM0p140axmd7fAoaJAobKo/NtlV1X1c513X6V/S5+w0wVezptlGGi3Bs4vaRfkHM+zbyjWTG0UpJfelGNxY99KEUSQ1xckf0tOwY4q1yoZ2bBjJUAgHadm/ilVSlHTBRJsjao0gdbhw4qxYpT22RpVN8iHUzOjT1n/HiVGqeaqHJEdMdBTqpMp3Gdk0JcpWRiUH2TKh6KicJYpXpkiOq1pKRkDJ/4J158pb3Sm4NbjwI6Y1f+mC6DNyWSKn6nOngFCNWHAghQi/CIdfAKlUrLTwEA9jQrDiBNsdS+dEJAWaJ6VKUuUX37+LGs7D6oPClQacRjDN3746QA5tvxVJ1P0bjpXahWrZpW2bqcPn0av/76Kxo2bIgJEyYgb968ZDoW94i1h6mRmEHo9JC07yZ1DEi93+ze8+w6uBiJj96PyLyphjL2PIj5e49Kduw3eJzGjBQ6IQJ0iFu819igwfKFCtFIpdM+Pm0wBiMqr0k7vESlSqZ+103Do1pjYsd1nmU337UNCzejQ9cRiOF+f/bZZ/Htt9965q7SYkkvrOnTYgkhRYsWxZ9//ol69er5jm3feQzNO3yMY8cvANAbaKkm0LJJ4fLY5IB8qkmt1wsIJpMpyjWPSpVlMjk3Rbzm/PXkj5uWw/7WkfDzuHk+TNMwTK6njhGJQvVcuLmvbdvXxsoVOxATc92z9gSr1hPLCTaNzq4rygiVnpguamYkoeg3bkYis2XB9evxGd0Mi8VisViULF+9C42beruQb0lDZ8wf7NiKbYpSoTO31JlnBEsoN7AwoqOjMWnSJPzrX//CzJkzpYYkGTKjEXWMGQ5Fzl08gEt1b/cZkmQwl3o8buZOuoakYHBrELKGpNBzsxuSVs/+C+07D/MzJL3yyiv47rvvrCHJckNilUkWSzpw5coVPPDAA1i1Ks3FXfmyRTBr4b9RrnxRUg1B4caPtElcA1U7dH3hm8So0NkpqFMOhdPuUKeJQDBKLbfqA6oNMj/5OmU7KZuCQWenudtdqib1A0DM1Vj8/sOfyPvgw9L0bo1fIjJf9Xz5sveMup8M1Q5cCrfxG3TK1dmhHkxfxP9m0l/wOO1K5VG9O7Jdtqo0VFqVS0+dZ0W265jfCWyiAuTLU+12VnHo4Bls23oIpRrfrVWnKaaqIp0+OZgd4tSOfaocHcWUU7uo/LrtdROPRFWO6bcRoL8tOspn035fpgymxiqsb226ZxOA1AUFmfJTR8nJL1DopNcdw02ZvAw5rieiZ7cmpLpD3HDiVjVEtUdUsvK/myyM6BBsedS91kH1LdS5XiZqdFWcIt02OqnGnd5hJ6WIWJ+IU/2qDVB8XvZuqdR7FDrPH3OlxZQ2FGumLEXfV9sbBy13Urs5qUNNXDeL8HGMVP2w2MeZ4hQjiY+dI6qZWFoxPU/twjm02qhS+IiI4yZKgSWWq0LnXVWNw1XK5I3nYvHSg4NxV8XaniqTVq1ahbx582LmzJnKdKJ7u2IDI/zu25p+bfDWuqkA0oxIE2d1R8PPU92Es3suxlZKTIrHzv0LcHelh3zHrsVeQFJyAvLkKhbgMk/V56i8KMj6Z159qLOpLtg0DMpodGRtquu+Mg1Sn0uVkUXHRZ4pOh4qTAjWWOT1fUkPVHMGqm+QfdP4skzWipbMiEKXp79GQkKaIfftt9/GkCFDjL9bFktmwSqTLJZ0IG/evFiwYAFatWrlO3bw8Fnc32oQ9u1JHcR5NaF3mviGug6vXKJYLLrkypMD1WpXwMF1W50TWywWLcqVL4ojh+QBuS0Wi8ViyWgS4hORNWuEXZBzQbAbrYJV6OjkV8Xg8SomqioNZUji84377BecPnYBZcqUcaxHl+TkZGzduhWvvPKKMh1lSBIRDUkUvCEpJSUFJ85sw+KooShSMDUG2fW4q/j7nymY/efb+CPqY8QnxPjlV90HHXfcMuOT+H+nOihuZkOSG6whKZX0NCTNnbQcnXp95WdI+u9//2sNSZYbHmtMsljSiVy5cmHOnDl44IG0GBQnjl/A/a3/g3WHTgMIjUFJ5i5OFctBpTDi05r4r9fZLWqS1gknP9pOk4tg3P7pxIXQhe0KNYk5wRMq416wbiS8dqNY/Z7KKHbxCGIvXyXT6wTY1YFda9XkVnU/xPtJ5XOj+vGS9Kg/WGVaergYsQC5cmfHtWh3fZfFYrFYLKHm7+Xb0bJ19YxuhuUWZPywXzHvh1Xo/mQP5M6d27NyDxw4gFy5cqFZs2aelelEYmIc9hxaijnL38Gard+hYNEIrNjwJRat+Rizlw5ARI5T6Nu3DypUKIv12yamW7sslmBIDxfrqjp+Hr0ITz7/DZKS0lSbn332Gd5//31rSLLc8Fg3dxZLOhMfH49u3br5ydYLFsiFP355G7VrlPNLa/oB1DH4uEXm0gYwW9hVtVHHiKbaIaZyWSW6euLTUhJ9Vodb1xVAqnsI5haCahOr041LJf58dNx4yc6RyseX5+QakXIdwbfZ6flTGSUpVPchPi4B07+Zj4KPPuoboHnl3k6Gk5sTJ7dZvJsa1lZmcOJdPLgdDOsYUd249tKtW+WCEaDff/5vN27LVEGaVW7oqGeF3QvmjoUPei2WR/UxVH8jEswz6vQ+m/Rf1Ht87tRFbF23Gx88kbqjVOf9N8HUdaJpcG0Ttzg677HYblO3qyo3hAxVX22Czjda9VyYXkcTt3nUO+7kXojKT/WR1FhBLPv68GkA/HfmqnbJBhOfUOzjpkxeBgB4sntzX/sA9f3WcQFMtUPHjajsnHTqcsqnM25QnZuJy1yVezAxrcp1HtUnmX7/ZOkp94w610u3LpN3R4T6FpuM5ah8DKf+VsftmZiPL3vkF3Px0msPBKRVuV7jnyknV39UPtW3iB8n6IzBVK50VW5udVzgmsyLGJRrQ51vvziWcvo+OH2XqHkaw8SFqyqNCv7ZpJ7tF94/jBMz/4dne/dE/vz5HcszYebMmejZsyf69+/vmHbZiVTDDq8umjire4BqCUiLjVRp+SnfsY9HtsSXX36J7777DsWKFcPdd9+NK1euoHHjxoiLi8PWrVtRpkwZFCtWDNHR0fj1199wJjYB1fp/iz9evuQrh+ojdFRJqpg3TvFw+N9FNUzc4r3GsYf4v3nYb2IdYTXqaCmeWD5q7OEGHVUPNb924xKPqpcvW1amyX1kZQLuNyvyz5rOJmUVbsIvUHPPDT+twIDXx/nlGzlyJPr27WvUHosls2KVSRZLOhMZGYlp06bhySef9B27cDEGLR8agj9X7vBL6/bjx+f3akeG2BadhSYKVRtNFmqoSYI42aAmItTkiR3T8YeuAyu7SaOzfn6rxTbx9fCoFoPZ33z7VW0Uz1snrgafRlTLUPdItXCg8/yZqMBU9yEyW1Y0uq8Wdi9e6zvmlSJJhWqRQOf5URkc2ODY7eBax5jgxtCgi07ZqmckPVyoqHAbo+BmoXDxAjh36lJGN8NisVgslgBiYq4jR87IjG6GRSBYQ45q7K4zrvPCkOTElV3rUbd2Tc8NSQBw9uxZNG7c2FVeE0PS/8Y/iNtuuw1Lly7FE088gbp162L58uW4/P9eHrJly4YqVarg/PnzmD9/AUaN+g7XildG1Ve/dDQkMXRiDjJURhJTQ5IO1pBkXq81JDkbklJSUrBkzDw/Q1JYWBjGjRtnDUmWmwqrTLJYMoikpCT06dMHY8eO9R2LjMyC78a/jEcfb+i6XC8NSE71AN7Jh3V2qTmhs2PQpBwqr2wnn2oHHZWOUi/oLPyrdiKy/CqlBbXDV1RdqHYumvond3NPdQNfy+qYOnk56tWviIqVSyoVQSaY3BtAT22iY0RkfpsZ0Y0ahWynq6r9qp22btHpQ3TrcqNAcYtqp6+YRvWbqgwqv47iwxRVX8HqGPrdEtRpeidaVy3uVz/VTp0+hC872B3Epko1EZVyQqeuYBelVLueTVWALI/sfCmlbSjdRZrsROdRKYtkdQycXtIXRFx1n1W4WXgwVVYDwMSpKxGbPQue7N7ck/GaiRpFV/2toyjWaZOOasj0uqsURSqFieoZClZ5qINbJVKw99dE+aajDHLK76ZPCeY7v2TWWtRoUBn33VVSu52qneQ6Yz1dhb/T+NNpjqJS/YvqHfEbzHtG0PFMwKuRxOujGpObzq2cxhx8O1X1y55Zpz5V9ayZfBc3notFzybvomXT+1CuXDnH9Kb89ttv6N69O15//XVlOspoJLKnWXGfAUk0KMXFx+CnhS/hwQcfRNTqdYiJiUXnrnXxy8/rcHv5Sjh85Aiir15ByTtvR8laVfDf3nVwT8PKZD06cWYYfL/GG2d4KEOFKhaPTrwiXSMTyyNrE29IomIQifnY+fPXSDwHVTmya0TBK7ap30SotDoGIJ00VFqTWEm6IRXEenQNbjKo8bLYD8k8KyQlJWPAa+Mwbswi37GIiAhMnjwZXbt2dWyXxXIjYZVJFksGERERgdGjR/sNFOPjE/H0U1/g26/nuy7XS9d2TvUA3sVuoSZe/G86mLgp0imHyitTkVCLpxTUoquoGnKrYmH5mQsuVRp+4MMGSCoXgCplk4hbI55bxDq6PtUUv85cg+vX4z1bLDU9Dx1FlI5aiO3o49FZ7FBN1HUMXcHuCk1vMmObbhYat62F1Qs3ZXQzLBaLxWLx4/zpSyhcvEBGNyNTIXpEuBnQUbCnx9yXkZKSguTYfLhw4UJQ5Vy/fh1RUVEYOXIkPv74Y3zyyScYOnQodu7ciShhM5kIb0iaOKs7mYYZj3h4ZVK2yFzImaMA1kXtQPkSbfC/Ud3xxTfPo3Sxe5ElqTIa3v0yurT/Dl1G/xsLR3eTGpIYOov41H260QxJYr0qtZE1JN06hqTY2Hj06DrCz5CULVs2/Pzzz9aQZLkpscokiyWDSUlJwbBhw/DWW2/5HX99wMP4z+CufsH5TGLLiKj855uWRe0sky1wO+2UDhW84of6jYp54pRPTMejsxOfQuVvnU0ImzQ6G2DUEduvis+yMqoIonqlTh5UO091dgy68dEuQ6VmYOg8V5R6avm+c5g3bQW69Llfqy1imbJ28KiMjsHufhQVSWE16mj59Rev18DpJX0Tx2IDI6T1uVXayXDylU+lE39zg0r1Q91fHZURn5Z/J53S8+crq0fVXsrgrBOLgEJ2Xfm+UEzLty163u/o/EI7v3zsWjBFCP+beC5UvbL3X2WM1u2fVejs9qbSqp7NgdNTd8WLz4VKYUaVqzIUU7vaZe3l+/JgY0uo0pp82/kFP9F9JB+bTIzXwfd7Yrm6sT2oNrK2sDw66dwg7qbnlUm5o6ICXAA5LVbooKNUEaEWZKm2yMYQusozCtV7pxr3hkJBJCtbFedPlZ+hig8opnMqi0IVH0vWXic30zrnJz4P/HNA1Su+Z5SqifoGUVw9cwH1r+zDY50aYfCmRKXCVlZ/MAokE6Wlr82K55caz7tV04vo3B9dVY9YJl8Ww/SdlJ1fsxzhruauVJ/F0FHLOnmkGDi9JKKP7sH+b95Bi5ZNUb9+fbIcipSUFBw/fhzbtm3Dli1bULhwYVy9ehXVqlVD8+bN8fzzz+PUqVPIly8fqlatSpYhUyTtaVY8YEzmNPa+fj0eQzYl4src3/HUax1Qp0hOv/TBfhN1YvTJkLlRowxDR9amjmXLNEiU/sYjpuPd2Zm4hNMxhPHoGKCCNbrwvwGBc0qxDhN3fW7RMQSp6uHTqFwnytzUqfpuVZ+i66ng4sVodH3sM6xZvct3LH/+/Pjtt9/QpEkT8pwslhsdq0yyWDKYsLAwvPnmm5g0aRKyZEkb7Pxv2Gy8+OwoJCSkDXZMYsuIqHZ4mJZFKV9MXOswQqkm4Bdgqd/YYpvYBlU+MR2PSs2jghrc8DGXgFRjkDiZodqvMso0mpC6O40tvlGDI5WiiaFzbrqLvTL3HDyqyYx4vXia3VEYd9a5A2sWbdZqi1hmsGnd/qZC5x2l7ivbmXh6SJI0n+p+pkfcqfTCKpjccXvV27B/x9GMbobFYrFYLACA/as24v4HglvgvJVQGaTSU9WjC7VZQAeduKs6ngF4xHlGUlwsrp87gdYNBmLZn6sRtVqtIgKA2NhYrF69GqNHj8aMGTNw+PBhZMmSBeXLl0eXLl1QsmRJjBgxAklJSWjQoIHUkCSDUiHpbOIatjMcG39aiEeebp2pDEkyQm1IMsEakvS42Q1Jx46ew/0tB/kZkkqVKoWVK1daQ5LlpsYqkyyWTMTChQvx2GOPISYmxnesbcu7Me6nAcidOzsA977/dXaJ6ey4U+3+8wKZT3HVwJ9a7OZ3zesoXxg6Sh+GuKNfRKacUcHXRakgxLLEHfE8Yn7qGHUOOgolqr1uDU2qe6yj3GBQPuJ/m/wn7mlZHcVKFVIaF1l5qtg1lGJMdk4qqDJlSjkg8ProxNyRpZOhelYY/G9U/BsR6l0S0zvt/pT9RsVwUpWjoyzTqU92TKc+9l5RyGIa6CpMGFSf4+YZE2MbJCUl46MRS1H3iftJg3t6fhN4VPfFJCaDDFl/K+78pcqmyleptqjd0qZuRWX1qvK5dQfL0I37oxP/wtR9LuXWRLaYoGqnqfJDFf+GSs8zZfIyAAiImaSKXSIGu+aDTDvVJ7ZXFcfFjdLCLbrKBdNNUCbPkM4zqNtOavHVpO2q55RqixifxO31pPKq+lp+zOhWya2jBnEqNyUlBQM/nuVTzMrmDlS5ur+JaVRxeXQUo6Z9rc63WtV2E+WpEzrvAxszsGeEUqHybZWp1EzfObFc3bRUHt1vZ4+un2P2L2uRt0hBVCjcCv/sn4Onn+6J4sUDDToAkJiYiClTpqBs2bI4cuQIkpOTUbt2bVSrVs1vI+mnn36KvXv3omRJeQywnh0nB8Q+Yp4H+PdTN07bnNl/oUTJAqhT7w6/esT7kzsqSrrYb6LSFPPJYi2ZurPjoQxIDMrgBNAGHsrVnIlqiUI8B96lHjWmkdWnSuOU38QVHp/HxJUcgzd4uXWPR6XXickopqXSux1nM2au3oe3nxyOsyfTXF5Wq1YNCxYsQOnSpR3LtlhuZKwyyWLJRLRt2xbLli1DkSJpi7gLl27Dw63/g7NnLgPQG2TrLHRQ6Ayo36uVJaRKBdlHXvUhpxYN2cL3wOkltZQvDF7t4rQoqVocFsuS1S/C18Urk1h+sSy2qEn5SBfzU8eoc9BRKFG4dYGnusc6hgUe/loBwINPNsOC6SuRlJgUdKwgUTHmBaLSjMKte5NQLvCbcjOpm25FIiLCERYWhuREubrNYrFYLJb0YPOmg6hUvVxGNyPTk1FqbB11EEUoXFaaujLUIXurVihUrAgefeAh7DmyEMULpi4eJycHGs9SUlKwYMEClCxZEidOnEDhwoXRo0cPVK9e3c+QFB8fj7i4OBQoII8BRrm3owxJDKfrefDAaVy4cFXLkCQjGEMSw0tDkhusIckakmSo+oiJ87bg1Uc+8jMk3XvvvVi5cqU1JFluCawyyWLJhOzbtw9t27bFgQMHfMcqlMyH+Z92RIVS+X3HmNSXR3e3mptYJU4Lwl7E0dEtz6lMmcJEZXTh85moiQD3fs1lO92dYj6ZxDVS7YoMdue7rjLApA1uXejJFDCnT13CV5NWYPBbD5H5dO+ZGI9Epz08/LMn82nedmSBAGMVy1dp+akANxasHGo3LNUOHbUa9Y7wAXuBVHcaOvFhvESl0FLFQGOw81r40sWAsk2Vj2KZ7D4MnF5SqlhzUr6J6CgGVLvY+RgUIibqQ9aWnTuOYvk/J1C/RfWA9lHnxJfP+jnA/5nloe6BjhLIqd2q8t0qrFQ7qd3EjlDtWNfdra86PxNVLrVjXNVm3d36Jqh2qOvGq9GJISMSzH10o0yi8qnapbswp3N+FDrXPRTobnzSie/jJp6RF+3j433JYrRQ7dNV9qnwUoFClakTG02nr9CNxahzHgM/noXHnm2DukVz+eqQuS8yvb6hijknc9umer5StmyQxlULBp2yZOen+/64jQ2m0/+YflcZuvMTp3yJCYl4sNIreP6FZ5GcnIwffvgBOXPmRNWqVXHvvfciPDztXq9duxbbt29HWFgYypYti1atWvnFQ2YcO3YMS5Ys8Zv781CGJDYnEOPiqmJNsbFhfHwiRn40E+8NeMjXXr7vEsc5TsiMDU5x28R8KkMSb/QRj+mk4Y8x3Lqco55vU8OOmE5XWatTlso45daQY6KkdsJN6AanmHMmClXGvKNZMbSS/0Y5vkxKlQukKvqe6fEFrl9P60seeeQRTJkyBTlyZIwR32JJb6wyyWLJhNxxxx2IiopC7dq1fcf2n7iMe1+ZgQ27TxuXR31Agw3mSuFFHB0TvDZeBZPPknkpVjw/ylYshWVLt2V0UyyWG5aq1Urj0O7jGd0Mi8VisdzCxMcnIiJLuN+CvSV9MDXEhsII7aUhSZVelS9L1iwoVaw6du/ejSJFiqBbt264evUqNm/ejNGjR2Pbtm1ISEjA7t27sXz5cly9ehUVK1aUGpIA4PTp06hevTr5G2VIYlCGJBHekMSY9MVcvPh0S08MSQzKkET9XyzbGpKsIckkT0YbksaNWYTuTwz3MyT16dMHP/30kzUkWW4p7CjMYsmkFCtWDMuWLUObNm18x85cjEWL12fi96jUXUuU7FzHX7Rb/91euQnTxdQtnCq/ykWZqMTQiZck4nZnKK9o4KHikuj8xn4H0tquGlgF67edR2ei5rYNuojXhdVRp0k1LNl4CEePnHNdNiuLH1S6fd7F+81DKYMYokKIR+c6Us+/SpHEoAL7ii4FQ41qsu/kcjI9UV3HG91YnTt/Lly5GJ3RzbBYLBbLLcqCeRvQoFWNjG6G5RanVNHa2LFjN1JSUlCsWDH06NEDJUuWxKVLl7B06VJ89NFHmD59OrJly4aHH34YTZs2lRqSACA6OhqXL19GYmLox7Pzfv8b99SpgCKF84a8LsvNh0xlGSooA7Jo3OLRmQ9T8zFVmQCQnJyMf787Bf1eHovk5DTnXh9++CFGjRqFiIgIx3otlpsJ6+bOYsnkxMfH4+mnn8aUKVN8x8LCgGEfdsPrL7b1G5hSOzRE+EVXtihOLcSqYtXwiG6eqPQqwwzlloxyicHqEoON8i66VG7hRFdefFrVAq+4G8U0OLrYDgrK3QLlhopyX+dGYabrQk83sLtOfCu3SjiVGyrqPojuDHnjybs1wvHpxzPRvHdbRGbL6leOjjHi9JDU3Uu9RyX76uJd0PGo3MBRtC+dEGBg4ttOPYes7ez/LD/fFvaeMPj3laVn9bDz49vOt48hcxlJuYtU7QxzclMnM07qutv08l2StYXqr3Tu98qoIsrnQ1WP6MOe2nmocoHKt1PcdecUW+DSpRj89us69OjdEkCqW0Yevh9W9ZPis+dGuapys+e2PB0Dt467HVUwdr4+WT7KRQ2fRvX8Uu4gqefJCSe3Uar4hm7dMancKuksHJjubhXRcZ8WTPmAs5s7XfdPqlgBJrE1KfhzZrvVqXrcxFBwgnJXZ+r6zuu4K6EsW4YsniffHicXZSpXlrL6dPtBHZwW+VS7xVXj0HcG/4LOfe5Xlqmqh3Iha3LOuv0RhckYWrc/8uqZpL4tjGY5wnF9+DQAQPb+TwTUKz6TuaOipCoJ3iUkdQ4ql2hUehMohY4O1Hhj9PPxmLfiPTRsXAcNGtzjO37u3Dn89ddf2L59O+rUqYMmTZoga1bnjURxcXGYPn066tWrhylTpgQsTIvqpGIDIwLeE35cKHP9uXf3CaxbuxtP9WwRMD6mvt/8xlVZX6/rIlbnO6obL0mlStLJp4JX41AqGCD1Wonj8JQtG5QqK53YUCbfU1l9Juojt+olfp6hc89131lVf62ai4n5nb5zsjbzLkn563HtWhx69PkOv8z525cnPDwc3333HZ599lmtc7NYbjasMsliyeRERkZi0qRJeOutt3zHUlKA/u9NRd8BE5GQkLYIzj6MqgUsflGaDSKpoJ06hh8gbTGQUlroxFKhlCRsACCmb9LorE8hwRa+eVWFylgjqi90fbeLRoZgJtoqAw5DVL+oYhKpjIZO7VAtdIuKJh6nwZlJPt22yqDug6hA4w0eH29JxvMvtsO6acsCyqLeARHRMMPX44VyRxUXRmXsYudP5Wfviao+SkmjUte4dVmpegZ0Ddo6uFX/eKmQu1nJnz8XLl+Kgd2HZLFYLJb05tjRcyhcomBGN+OmQ7WRxFSFQHnNYJgacRheustz2wbxGmXNkh3N6vbDn38ux6FDh3zHCxcujPvvvx9vvvkmWrZsqWVIAoBs2bKhc+fOWLduHXr06IFjx45J01LzEWqDkbiQHxNzHbN+WYMnezQnDUkMypAkwxqSrCGJ52Y0JJ08dQnNO3zsZ0jKlSsXZs+ebQ1Jllsaq0yyWG4gxo4dixdffNFPAn9fi7swffzLCC+RukPcaWe5jkKE8hGrE7Cd+qBTyhLqmKgiYPA7+E1YGVVEK2g7f65i3bzxJtid7pRqQWVcExVflOs9XknCoIwoKpWJWO97tbJoKUhUag+delQqEZUBTVeZJMLne2VYNOIunELHF6v6jlFKJvEYf035+8LDP68q1R7VXsqAI7pBVCk5+GeHqZPYs6GjVuLLV50Pn1amTqICV/PPjOxZ0VUr6SJ7b924W3SjXOJRKc9Uz4rOQg4fpNukvYDexIz/beXyf5A7Tw6klCkhLV/HsOz0rRLT6G4AoNID/t8ElYJRtSOewU9sqXxMsSXez3lHs5IKRyC1P2fvpo6SSKWSpa6VjrJBNmFnzyC1oEK1S2y3l0ollSKH4YUyx7TNOsHjr+bKhimTl+Hw1Xi069zEL00ojNlOO/ndKLlkeUwVXDpQdbtRJMjyyZQgwSg9dDbTOH1zVL+LbVS12akcJ2UTj+ob5/TNUKmsVPWK/Q6QGufl6SebIrFwHmkZVJk6G6F4dN9n3fqd6mEGDv46y66TqTJKda/dvlPU94caq/CL12yMQqmDZOoslYt203Ecv1DMoNSeYn1O/egXk1dhaL/v8UTnrihdurS0fl1iY2OxYMEC7NmzByVLlkT79u2xe0MuFC9SzS8dGy/wMV9UxpuUlBR8NPw3PNP/IeTOnd0vDd+fiH2LbvwdVSwft1AGIZFsrStKYyjxx3TKV+XnjzF13p5OPwMAKr5XXtlGmZGJv36631C390eEnzdQfZqpYVA00qr6O75MU0W1qu8Tx+XUmoau5wF2Pvv+OYJ3e/4PZ09e8P1WqlQp/P7776hVq5Zjmy2WmxmrTLJYbiCeffZZLFiwAPny5fMd++PP7Wjc9kOc35m6g8lpIK2zYMEmi5RLPNViLjXop1xUUceoeDQAvWCtQ5NGZ5VxaRj8uYp1U+6gTKBUVk5lisoadg58epaGTSR4Q4HKKCKeF1Xv4E2JAc8If79ENZtqgVdVj67ByDQOk84i81cDciMlMQELf06L/aIywlHXlL8vIlR6Haj0rB4dwygPZURiqNRKKpWSKt4ShcpY4FZ1ZIqXMYpUfWd6nU9m4N6m1RC1cmdGN8NisVgstxDJycmIi0tAjhyRGd2UkKIaT5gaa1Xp3Rp+qbGdlzFUVBtOVEYjU/eCqsVrE9epTe6vg9qVe+GHH37EgQMHHNNTxMXF4ejRowCAHDly4JFHHkH//v1Rv359jB49Bqs3j0ZyctrY3cmQRDFp2iq069xIaUhi3EiGJPH/1pBkDUmAN4akNYs349VHPvYzJNWqVQvr1q2zhiSLBVaZZLHckOzatQsPPPCA36C1QOG8GDzuVVSrcweZR3fnoGonlurj7RSDiC1gU9J8BitDVGHI0DGcMCotP6VcYGewNPzivUpVRMWP0YmFwucTd8urJpJU/CcemUHHSSWkuo8qhQ51TLy+vUcla8WTUakEVG3l26mj3GlfOgEpKSkY9NF81HqsDdZvLUsajlQxgUR04uTo5nW6vrLf+GecSkOpjlg+BsvfpNHZAGWQzrlRisBmOcK13IroxliTKXxURl9e9cG3lUEZ63R2ylLoxKxxip+lKlO2i57aYayK3UOp4th1cNpNPubbhXiqZwsU/f8AtE5Ba6kyWHpRacng75eOSpT6jjGFENX/87HBVMow3fsunp9KUcefg2gwplSiOt8GL2OdAGYxRFT5qJ3OFKbKCpM28OgsnDi1j3J9o9rxzsMrk+YdzUoqMHUUCTrno9ylTqgZVajitzi1XVQiqFRlYrtZGh1VnApVG6lnVNWvhgqTumW/qVSHOoqVYNRZbr+VqrJ4NqzcgfrlC6JGTfnirRdKYxlO30WdZ9lJ1SlTsVF1qr7vsjrEdqreK515odM5ydLIVLCy86fiaOn0mW5wG8du5LQ1GNz3O1S/uzpKlCiJkiVLolChQggPVxvaTpw4gRkzf0X0lYvo/0Z/5MiRAykpKTh8+DDmzpmNJg0rYvjoF1CwYG6yfTqs/WsfTp6+hEcerOt33DTunSq9ym2b+JuTwUfHkMTnN0nP10m5yTOtm4J3lcfj9B3ViedqOq6hFIAisjGM6fdW9u6Yjv0Gb0qUvu+yOKCixxTKy46uqr5Woez4buQCDHxzIpKT05bKH374YUyZMgW5cuWSno/FcithlUkWyw1IlSpVsG7dOjRu3Nh37OK5K3i90ydYOnsdmUc16KbcFVADEurjqxM8HkhbGFSpIlgZqlguPDou3Rh7mhUPcP1FwdLwC9Y6Bg3KoKWjtOEVVDoGCSr+E4+O+zDqN9V9VCl0qGPi9R3fN1wrfhZ1XjqGPL4sVZwiPl9YWBje7d8KG6YvQEpKCnkeMuOL16iuicpwSLVHZSg1bT8bmJtO0ilFoJe7VlUqLdViu6rvoXCz2CTDS4VUZuCBDvUw9/e/MroZFovFYrlF2P/PYaUh6UbBS8OHaVmqRV3dXftuMdmYwUONn7wcn6kwMdg2bF0T//vlHVRqWBwrdx3B2ImT8f2ESYiJiSHLPn/+PBYvWYrxk35A/eceQpnad2LUt9/g02GfYfDgD/HrLz/hf0OewPif+wdlSDp77gpWrd1jDUlCndaQBF/d1pCUdp2r54/EgNfG4e3+E/wMSQMGDMDMmTOtIcli4bDKJIvlBiYuLg7PPPMMpkyZ4nf86TcfxVOvdUBYWJhjGU6L86qYMPwxQK7m0FkQl8WgEcvXUS+p6uMXlHWUSoxiAyOki/FO5y0asSjlDX8+4jE+D1WPieqBr1OVnn8mxDqpnf2qhXr+vMV01D2gjH3sdz7OiOz68jgpc66fO4FW+ZfhwSeb+8qVpVfdF1101U7BKJ1065Zdc9mzNqTLiQBD0ZAuJ6TGMKe+hU/H6tO5nioVIF+mqbJMZYjVjf8lSyOrU1YWr1YR48mJ7jgB/5gFJnEwglnU+urz3/FKvw7KelRx9JwUWDoTawoqHzXRVO1y1rm3OgycXtL33Inx5ij4OBk6yibda2KK02RblobhpObwMoZSqFC5ABKh0qiUSQDwZPfm0npVagbVrnmdeFKA+SKi20Uhqg06sX74fKbPCKUa04lZpBPDTaVgCga+LC/KVcW1UilYdJQ1upi+q0792JWL0Vi1cCPaP9GU/F228Cprh+wbY4LT9XKrZlXFBlK1wyn+j6w9pioune+DSTod3CrD+T4z2GdZVj5A93GJiUl445XvMe/3TahcpSqKFimG3Llz4+TJk9izewdOnbqAMiXqosknHVCofCm8WPoajh49h9uyRSKiRH7kzZsTERHhAeWbkJiYhA8/m41/9X8IkZGBY0dV367res3EkETBG3XcGobEsnTS6kAZnFSI31Sd7yLluYFXLeugCmPA93U6ZTr1jTrGK9N+n/LMQW0cZHMjav6qWkfSoX3pBMRcjcV/XxyF9X9u8x2PiIjAqFGj8Pzzz7sq12K5mdHvpSyWINi1axe2bNmCY8eOITY2FtmzZ0fRokVxxx13oEaNGkFZ+RMSErB69WocOXIEJ0+eRO7cuVGyZEnUqlUL5cqVC7rtCxcuxDfffIO1a9fi4sWLKFasGFq0aIHXXnsNtWvXDqrsS5cu4e+//8bhw4dx6dIlxMbGImfOnMibNy9Kly6N8uXL44477pBK5LNly4bJkyejUqVKGDRokO/4uM9+wdEDpzDgs96IzOb8UWULa7IFVR2DEkNlWKHysd8GTi+pFReGtZVa2DaFcgumQhW/ycmgFCy6C+0WM7IXLoniJQpjw4p/UKfpnRndHIvlhqFipZLYs+s4KlUpldFNsVgsFstNzPK5f6PFQ/UzuhnpTqgN56blp4chX4apIcpLd6+q8mWbCLJkicAXo57DAx024dfF23Bgxz6c33UZNe4ohi+GdMJPP96Nku+lxi9KXeTPi3I5sgWUE4wq7Mvv/kCf3i3T1ZCk8xvDGpKsISmzGJJOHTuHd3v+Dwd3HfMdz5cvH37++We0bt3aVbkWy82OdXNnCRmXLl3CBx98gLJly6Jq1ap44oknMGDAALz//vt488030bNnTzRu3Bj58uVD3bp18cknnxiVf/bsWfTt2xfFixdHixYt0LNnT7zzzjt4+eWX8eijj6J8+fJo3LgxZs6c6ar98fHx6NmzJ9q1a4fZs2fj9OnTiI+Px9GjRzFp0iTUrVsXH3zwgXG5169fx+jRo1G/fn0ULFgQbdq0wbPPPuu7Nv3798dzzz2Hdu3aoXLlysibNy+aNGmC999/H6tWrUJSkr+yIywsDP/+978xdepUZMuW9nFfNDMK/R7/BOdPX1K2R+XCTUwD6MXNUblBU8V+GTi9pJb7M94dnk4sGR4xboquQYkpanSVUPwxUX1DuXHjXfuJx/gyKXWN6n5R6KTnnwexTv582LmoYmHx501df1l6qs7xfdM+W6xdKoUZf61lSpW6Te/CiSNncfzgadJlHkOlmtNF1yDolTLCTd0qZR81wFepqEwH9qbXU5Xe1Phqeq29vDc3Im3a1cLiPzZndDMsFovFchOTkpKCa9GxyJ03Z0Y3xWIxIiwsDG3b18bz73bGJz+8gTGLPsBPE17GQ/fXRkREaN0f/zRrPe5tUAkliucPaT0Wd8gMSSaojJ2mxleTuGsyTNNThiQVKk8ywRiSNq/ZhT73f+BnSCpfvjzWrFljDUkWiwLr5s4SEn766Se8+OKLOH/+vHaeYsWK4dQpZ3djADB//nz06tULZ86c0Ur/5JNP4rvvvjNSQPXu3RsTJkxwTPfJJ5/g7bff1iozKioKvXv3xp49e7TbIbJp0ybUrFlTWn7Hjh1x9mzaImruIgXQ8ZN+2He5QUB6pzgs4u/MoMJcjQHqOEJOrq1ki9ayQYW4kO1kAFMNLEQXaTwmaiWqDN5goqqHv44M1cCK2nlDuaOTuf6S1aVCVb6T+0LZ88O7xxPzAGnXSmWgUuVTubvjz4kx72hWpKSkYO34WajTpR0ic+XQisPF4+QmTWyrk8s1vm1OeU8PSQo4Z9WAm7/+VJk67r/4vNR7SbmvVD2f4nMvc/fIoK6fzFc271aMKp/hpHRU9T8M6pqJLjlVbkRlUD7CxYkfM7QWGxgRcO0WvnQxoEyVWzeqj+GvD7sWv05YjPZdmmLJuVxkO/n2inWqftN1hcf/zR9TfRtWRhUxupeDNyX6+i7WJ6kmvvy7x9Lz5Yq7K6nvgOjaEKC/v+LEnfc1T50fw+nboHILFqz7KpVrMTfulnTa47SbVuXmyxQnl3c6bu7EfKburlR5KddxpjvTqR3X1O5olWtOMS/fRl2o55Khch9mgsxFlsp9ntu6nOrkf9PdBU5dFxO3X9R56rot9MoF5+aonciRKzsq16DjJcn6AdV9V7XXrRs3t+dLuV11U67OM6fzDXZ6RmTu+Jzao3IXp2oPVZZTO4J1Wej0buj0KW6/m6bfId49JmPZzqM4fOgsHn28oXF5OooiHlGRo5tfpUrij1EKJDHukROmyiQdVRLlJtbpuaHcsMqQ9Qsm91P1DeGhvieq8QSlduLPTadPcDp3BqvDaY4gC3+gGu+mpKTgt0l/4qt/T0FSYtpm7YYNG2LWrFkoWrSoNK/FYrHKJEsI+OCDD9C5c+cAQ1KZMmXQunVrdO3aFY888ggaNGjgyr3dsmXL0LFjRz9DUlhYGOrUqYNOnTqhTZs2KFy4sF+eKVOmoGvXrkhODly0oVi0aJGfIalr166YP38+tm/fjtmzZ6NVq1a+39577z3s27fPscw//vgDrVq1CjAkZc2aFXfddRceeughPPnkk3jkkUfQrFmzgHPQoVGjRli3bh3uvvtu37Hosxfx44sfosClXwLSq1Q91O9sYYxXh1AxKFQLk3w+VRwgCnGxVxXTRBbnRKxDFZ9HF7EMPi6Qqh7+OjJYm6lrwM5fFmtFpuCSoaOsUJXvpDaTPT+qPEDatVLFYVLlo6DUYDxhYWGo2609/p42HylCP6G7Y0onFlUwahnV9TZ9ZlVGLV0DB68olP1GHaPar1oAp9RQVBmmu9JM0wfrVtNrMtLdDKNJuzpYucBs4cFisVgsFl12bz0kNSTd6HgZF9MLdMcVujGMGF6oJLxMr0I3tpKuIUknPcONIUlk39VYRK3caQ1JXHkmWEPSrWFISohPxIi3J+J/707yMyQ99dRTWLp0qTUkWSwaWGWSxVOGDx+OAQMG+B3r2rUrBg4c6GfgYCQnJ2PNmjWYOXMmFi5ciH/++UdZ/rFjx1C9enVcvJi2y7px48YYM2YMqlat6jsWFxeH7777DgMGDEBCAvexGTgQH3/8seN5PPbYY/jll1Tjy+jRo/Hcc88FpHn77bfx6aefAgDefPNN3/8pjh8/jipVqiA6Otp3rFixYvj3v/+Nbt26IX/+/GS+w4cPY/78+fj111+xZMkSJCUlKZVJjOjoaPTs2dN3DoyqFdqi/cQnEZ4lbVG/fekE6SKpk+KEUq2whV9q0CwGQWd5neDrFBfBeVUGf0xEV+XC18kQFS9Oii5KISMu9lO/9R6VLDXErYwq4lMXUIMwMR91T2VxpmQGDplbPapcvg08ujG3dBQ7Tu1wUh+x4+IkeOD0kr68l0+exf7Vm1D78fuUdVHnrGsUdWojlcbUxR7vvpFSSvAqMbGt/PtDqSYY4rM0pMsJ5TmImCq2+HT8O6ajSJMpTmTlMyhDFqXa4Y+L5/JerSwBkzAqHV8mrzJix2TqEt4oTd1P/pxEhZKqXXw5lDKKTR4/Hv0HXunXAW1HFtBW3AFAsxzhvkms0+SRoZpEMnRi7/E4KZuo50X17qpcx1K/ie13egdElYdMOahSiekEZ3faIW9izJT59A82MDpVFoPfrU0pkkzr5POJZZionCZOXYnY7FmkyiQeakEymGvmVnmlun4qRQiQ+p6LZch26W88F+tLT7kACuYZ0lFaUHU5xUwxUd7J0rlFR41DxcCg2kH1Iyolr+4CJ3UfVfWL1+XsmcsY8/N6tOt8r99xfkHT5Jype0bVS0GpnPk5j0wpo/rNzTFqLqWqkzpPnW+AEypFL4N/pxnUYrrueyOmp9I2yxFupMzUVRmqFHk8OuVTbWPIVK0iVLpsF2Pw0fDf8Pp/OqNAXKK0rSbxjAAEGHBMYxwFExOJyuf0m0m8o+hGjXzXRtcYRhnR2DFWRnSjRsoyxGeXGr/pjs2o7xs1ZmV5244sAMB/3qbyRPJerSwBSmNq/sDXp6PcdBqzqr5FOhuXZZ47ttfOhr0T/ourB9PWHcPDw/HZZ5+hX79+CAsLCyjLYrEEYpVJFs/YsmUL3nnnHd/fWbNmxU8//YSpU6eShiQgteNu3LgxRowYgS1btjjWMWjQID9DUqNGjbB48WI/QxIAZMuWDa+++ipmzJjhd3zEiBE4fPiwYz1RUVEAgJo1a5KGJAAYPHgwChUqBABYtWqVsrx3333Xz5BUuXJlbNq0CX379pUakgCgbNmy6NOnDxYuXIgDBw7grbfe0lJz5c6dGz/99BP++9//+h3fuX8hpj4yFLGX09oy72hW6eKbk+KEUq2whTFq0MAGIDoLXrI6RaNSsYERAbGIKMORrsqFr5Ohinmkk54/xqB+G983XDpIatLorG/wRw0kxXyy4JW6Kg9Wp46BhFJMMSiFmKpcXRWQk0FP5daJmsCxvPlKFEGRCqWxb+VGZV3UOeu6a5S10W0aGZSRRXTX5QSlnmOo4ifxeLnzlroXpm4pvdzBymMaQ8lUpZZZqXpnaWzf5vxdtVgsFovFhN9mrUezB+pmdDNckxEK4lDHOdGFGmvpqDKccDIkydJThh+qDOoYlVfHOO90nl4akvLExOHzbxbg6X4PIsv/bxq1hiQ11pB06xmSNt5+Bds/f8nPkJQ/f37Mnz8fb7zxhjUkWSwGWGWSxRMSExNxzz33YOPGtAXYcePGoXfv3p7VsXfvXlStWhVJSamLoZGRkdi+fTsqVlQPFnr16oWJEyf6/u7duzfGjRunzBMZGYmEhAR07doVU6dOlaZr1KgR1qxZg0qVKmH37t1kmuvXr6NIkSJ+xqRVq1ahcePGyjZ4xaxZs9C9e3e/+kuWLYLB41/H6M31APgvCqsUEPzitKhA4mM18HE6xAGHrms93rggqkB4w5A4UGjS6GzAgvnpIUkBsS748sVFd5URSGyvDErBxe9A14kZxJ8DpWLQUVHw8DJwUwOSjiLEKU6PKj6VSs2lMhZQ7VW10en8GGf/WoRct92BnCUCXavIjJtirCc+jc79M3VVV2xghNYzo2o3D1+WqHCh1CKqCT3l9pJXVPCqMLFtTs8RkPqsM0MXf0zVzzjFDeLbboLqPlL3QuzPZOoXsXxK+eUUV0o3/hVDVKyJ5bH28H1bcnIyPvxsCep1a68di4ffqavaOezUXhFV/aY7r52UlpSbVcrVBnUPVMZu8TfZznv+vBiync6DNyUGKJpUbkxk6MYlUqlXTBZH+DKcFu5ULl1UcV1UOMUSos7PSSEli5nkRvWl2tkuuq6hduQ7Qd1HKgacrvsmJ5UKj1cL3MGod2RtcPrm8flYn65S+fD1mcRiEfPK0pmqPvg81KIku1ZDKyUp+w6VekknJk1ycjJ+Hr0QnfvcLy2XymeK2K/KXGczdDeOqOI3Uv2xyftpcp6yhV1dxZRufU5qKtMNNzqKLdO+ks9jqlYU85tgWp4bFekPM1bj7ixXUb2C3qY8QN9VXKg4sjb1PSjTIFFqJMrWumKAscYJyqDEDDy5/3/DMOWqTlY+lVbMo3J9J/vGiDE0AWDC+NR/397jv+lPpSxldQDOnixUGx+pjZ2qY3y7VN4qKGMVD+XxRmYo4sfh1PyImkuyOU2WKb9gzabvkZScdi2rVq2K3377DXfccUdAuywWixqrTLJ4wk8//eRnSGrVqpWnhiQAmDp1qs+QBACPPvqooyEJSHVHxzNjxgxcv35dmSdfvnwAEBDfiCcpKQn79+8HAKW6aNOmTX6GnNKlS6ebIQkAOnbsiDVr1uD222/3HTtx+Cxe6vAhHsj3OwD/AQA1WBFj0lRafipAgfRerSwBqpi2Iwv4BjqqWECqQUuTRmcDVCC8qkJceF4ZVSTAlVexgRG+/1Pl6xg0ZO2VQSm4eGOPTswg/hycBnOAc0wXVj/lZo5vFzXQpJ4B1XUT4dOLx8VyGTpGKqq9fD2Uqkx1fozCdVvj4o51SIi5Qtareo7Ee0alF393i84zo2o39RugVuHpouNaR1a/DpQLPreLFcGUkZ5kxraFh4cja/ZIxF9Tf1ctFovFYtFlw8odqN3kzoxuRqbDC3W1kxtTt1BlUJtkvMALg3N6GJJUeFXeqrW7kefcCWtIgjUkiVhDUnGkJCfh6qgvsGrDt36GpIceeghr1661hiSLxSVWmWTxhObNm2P58uW+v5csWYKWLVt6WkfNmjX9XOEtXLgQ9913nyJHGg0aNMC6det8f8+ePRsPPfSQNH379u0xf/58AMCkSZPQvXv3gDSDBg3yuZF79dVX8cUXX5BlzZw5E48//rjv74YNG/rc6KUnFy5cQJcuXbB48WK/4zWqPIrqlR7C3uZpAwF+5zylflHFf1BJmyllEY/MeFBsYAQZQ4iKQ0QZNqiBCitDRGbMcFLH8FDxTXhUkm2qnZTkXTVglMW/UbnaoxQUpkoZJ2OSTj7q3lPKDx1Dkxv4cpOSE7EsbilKte6K8CxZ/d4LUcGh69LQ67bqxueSBSXVVeHIfPM7qZPEvFQaUUlITRb481Qp/nhEpRgPtVNY5koToGNkUWoSnThYsomaLD6RrBzVPdSZlDm11yn+Gp/n2sUrqHZ0C57q2cIvnWqnN1+f7m+sLToxy8T26sQB0XlmRVRxLHSQXRsdNyGq9y+Y3dO6MXpUaiRV+fOOZg3Ymc+Xx6MTRNqL+EGqwNE8TtfVKX7MghkrUTZPJJ7s3pxUIzgpFJx22OuolRiy++BUL+Afl4SvgxHMIq0X91es00lloVKe6LrjAeQxzSj3QU79PsPNwr+oiuHT8+oy6lx1xgd8HE/dNonPK/88UuOKL4b/htf6+8/VnGICyZC5kRJxijFF/aZSq+puqtF9N8Q5AKWWNf0uUGrZYMoTyzZJrypD9Tw6jTPFdDrjIVU5Yno3ajldRSdDZuzYf/wS/vj7CF58uLrfcR1j0ZG1WVCmQfDGPpXrOd5oxP9fVYaOizonRFdzsm+z6hssU1kD6n7ZaWxKzd3YuFb0usD/xkO9l3zfTsXGFWO9OXmjEb1UUPMzXe8bsg2D7D0SY8UCeq7ZqfUgnnwvX8ec97/GwbVb/Y6///77+M9//oPwcKutsFjcYt8eS9Ds27fPz5BUrlw5tGjRQpHDnFOnTvkZkrJkyWKk7mnevLnf38xQJOPpp5/2/b9nz57o0aMHFi5ciB07dmDOnDlo3769z5AUHh6OZ599VlpWYqL/gOnChQva7faSggULYv78+ejXr5/f8S27fsHyv75GucUHfcd4JRClflH5rFVNHChlEY9M4XJ6SBIZQ4hatKcW96kYT6wMEZmbNSd1DI9scZDBLyToTkwB/0m2SkHGt0el4nJSs5jGotE1GKny6bgVlBlRvIAvNyI8C4o36YiTy35GSkqK33vBrquumi1U6LpmDEZhJMK/4ypXI7qL6lR/oKtkVOH1s6EiMyqG0pOcBfLi/LmrsPuTLBaLxRIshw+dQemy3o1bbjVMXSG6Kc+UYFQ4N5shSQcdV3eXouMwbeke9HnIPza1NSRZQxJfzq1qSIp44iR+eGaQnyEpZ86cvrji1pBksQSHVSZZgmbMmDF4/vnnfX8/88wzGDt2rKd1LF68GG3atPH9Xbt2bWzYoCd3BoDffvsNDz/8sO/vJk2aYMWKFdL0KSkpePDBBzFv3jzHsgcOHIiPP/5Y+vuff/4ZoNLauXMnqlSpotHy0DBx4kS88MILiItLG1xlL3ob7ruzL850SA10y+/qVw1AxEFE+9IJpE99ykAiUyiJMHdW/K5GaoctIFc9uUVmJBAHWU716ihpZAosMW4NkLYLXqyXUqE4KbDc4mTUcTK0iO4I+bSqwStflkoF5KTW0b0Gl6+ewJkLe5DS4wnpeVFtkinETKCUWSpk8ZxEQ6Mb1ZkYJ403brJJ19t7Ap9h6v3noWKJqdpJubejUMUh4ttCKStVwXEZVJwsqnxZfgY1YRLbJlMYqlSRlGsJKsaXeD2b5Qj39a/UPZRxcsd+1Ml7DTUbBn7bTOMdqYzsTlB9IkOlCOB38psuAFHXiZ/MU+oDHUUTFdOFij1GtZ16T8V81IIIH1+JUrywAOdOahEqr3heum2iyuUxDVSuQqb8EcccsvhPqgVAKmaSbtwOajFTJ34IpSB1UsOZxpbiUS3A8fXoXDv+mqvez4HTS2rFonP6Fun2UyrVuHgNAfW1oGItOcWtcVJQqpQquucoKlL5bw2lZnOzaK46j3U//olnXrgP26+oDQVuYxvJXC6pFlopdAwUMq8CuptQqBh4svp1jSIytblbdJ9dKq4gj6kqWPVt0T0f/pqI6meTtoh1quKO8b9T3wyVSzdmtElMTsYnq/ZhQKMKyJ4ldfzIG4iY8UaGypCkMhBR6aj28b9Rx7xE5YqO+o5RcSQp2L2jxl38s9Z2ZAHf/8V1AadNkl54GWC8VytLwJhS9k6YGGipfmt833Ctub8qTjOVj0cVR5k3mlF5isT8hgUfj0FCbNr7Va5cOcyaNQs1atRwbI/FYnHGmmMtQbN+/Xq/vxs2bAgg1SCzePFi9O7dG9WqVUO+fPmQK1culC1bFq1bt8Ynn3yCQ4cOadWxY8cOv79NfZtWqFBBWZ5IWFgYpk2bhnbt2inTvfHGGxg8eLAyTd26dZE1q/8Hu1u3bjh+/LgyXyjp2bMnli9fjhIlSviOXT9zDPNWfICsU2cBoBfgZEHeRfjYPAxqEKTabcLDdqzwgyC2oJWeUIMa3YV+3cV7J7dYDF3XNJbgyZenJHLnLIqLO9Y7J7ZYblFKVKuA3VsOOie0WCwWi0VCXGw8IiLCERl5449zvY6xo0LXEEOl89qQpMKLeKHUdQ3WkMRID0MSw60hCQC+WncIz9Uu68qQpMIaktLSAdaQdKMZkpKTEpGwbgR+f/9rP0NS8+bN8ddff1lDksXiIdaYZAmav//+2+/vqlWr4tChQ2jdujXatGmDCRMmYOfOnbhy5QquXbuGI0eOYMmSJRg4cCAqVaqEl156CdeuXVPWsW/fPr+/y5QpY9TGsmXL+v19/vx5XLx4UZI6lTx58mDevHmYNm0a7rvvPhQqVAhZs2ZFyZIl8cQTTyAqKgrDhw93lMjmyZPHTxUFAJs2bULlypXx4osvYsmSJX4KofTinnvuwYYNG9CkSRPfscSkOKz8exQufz0MyUmJ2NOseID7M97NHYMfLLBBB29QUvkTd2NQYoND3qBkWp4uKtdwvEFJp16n2EvsWvPXh99JLyos3quVJaDeSstPacnLvXAB5hS7yMkFG6XIEI101LUQ20DVqapXbLsOJYpUQ5GNRxFzfL9jPsrQ6Pa5PD0kyXjiTbk7pNwQmEIZk51iTzBUixz8xN2LdupCtdMLVy4Ut4obvMLFC+DsiYxx5WqxWCyWG58V8/9Gh471M7oZFkum5Yetx9CmQmEUy+0+npzFGcropGsg1nHbDpjHRKUIpp0qZIYkFZR3DhVOhiSTcuMvn8fxya9jw/QFfsf79euHP/74A4ULF9Zqk8Vi0cO6ubMETfHixXH69Gnf34sWLULXrl1x7tw57TJq1aqFuXPn+illeHr06IHJkyf7/v7000/x5ptvGrUzR44cuH79uu/vgwcPoly5ckZluGXPnj2oW7curl69Sv4eGRmJGjVqoH79+qhXrx4aNmyISpUqpUvbEhIS8Pbbb+Pzzz/3O56n/J2o2OM9ROYrhErLT+GrGakD1lc6pxm+RGOByq1Y71HJAT5xKVcabtyvUT52+TbqljlxVncAQM+Okx1S+kPtwKEMGboxmMR8YnnsfCmfxU6xhMRBmNduAVX3wgnd+D+Ua0Exncp3s5hO5RZLvE//7JuH8rc1Qs7s+aXnoHtvKXeEMreJsuvq9tlyA6tLDLoNpBphnNyXAP73QqffoFy/8S6NKHRds6ncjVCB7HkXQdSuQ9l1Ectg14mll+0W1HFXCATuoqXc91CB1gGQLl1ku4x1Ap7HX4/HCwM2o2lyAwD+90/lV51yCUnlFc+J/63S8lMBRluVK6vTQ5ICXKhSu4hlLorEybvMnaJYHn9/qOeYvyfUrmnxnqncScpcKpnGznBKr7NoQQW2p9rnFH9C5UZMlkfVTh23gDply+pg7Vwem4zahXNgyuRlOHw1Hu06NyHzOZ0XtTOaOqbaVa1qL98GykWhLI8OfDwKqk38eyg+D9T7pWukd1qQo55Hvm9SuUTlz0PHTSD/HvB1iN8U2ftPnZvqfdJ1a+YUW0bWhoHTSyrHMhSqMdm9Dc8g37IFePWNDr5jsr5J9/qI9VLfQ9m5Uu4lqfsn1iEeZ3llLutk4xWVC0RZG8W6VN8mmStp6v6prhmVxtSlpGoBfWVUEdLVsqrcUG3icXp/KKi2iB42KEUSpQ76ce4FJANoUqioTnP94JVLXsdLEpVHwcQ/4tVGqu+gzGWr6BaYegfeq5UloK9uO7IAqS5izx4bf5nMsyi3+GysytrHr63wayQMvl62HuPkIpl6P1RuHNlzzV8DFV6vH5gizqOPbtyJmW+PRMLVtLlYrly5MG7cOHTu3Dkjmmix3PRYZZIlaC5duuT3d+/evX2GpFy5cqF///5YvHgxdu3ahQ0bNmDcuHG49957/fJs2rQJjz32GBIS6IFfdHS03985cphPZMU8MsNOKKhUqRJ++eUX5M+fn/w9Pj4ef/31F0aOHIlevXqhcuXKKF68OHr16oUlS5aENKh51qxZMWLECEyfPh25cuXyHb968B9sG9EXV/ZtxZ5mxX0DHTaIAQIXg1VGgPF9w30Ld7wCRxzQuFHM8AMaSqmjWyYzIjGjki68EoUNbFTybN02OSl6qEVmp9hM4iTeayWX6l44oWNcANLOgVI0UTgNilXtFO9T1dvbYs+hpUhMiifTm9xbasGfOjdVe6lr5oXqjMJp8kS5t1Sh2nnmBKWSotBdTNBdML1VFEZuicweiZSUFCQl2etksVgsFjNO/rMfdeubuTK/0QlmnGKqBHeTjkK3Xq8MSYwb0ZCkg64hacniazgVd90akmANSWI6xq1mSEpJScFfU+Zi2ssf+xmSqlSpgr/++ssakiyWEGKVSZagiIuLQ/bs2cnfqlWrhgULFqB06dLk78OHD8eAAQP8jn344Yd47733AtLed999WLRoke/vMWPG4NlnnzVqa6lSpXDiRNoHNCoqyhffKb04ePAg3nzzTfzyyy9GBqLatWtjxIgRaNasWQhbB+zcuROPPvoodu3a5TsWFhGOZn2fQN1u7fFAmdTBC1MYUSoIJ3+2zKBEDb7dKllYfW7KMMFJuUS5UhN/43ebUiomHtGgoHtuKj/GtxJeqHbYPTg9JMlXXuL1GJxa/itKtemGpveeBxB4L71WCDkpvihDZTD18+ctHhtaKQlv70n7P6NX78C2sIkPH3xZ9a5SKj9+N6o4gZIpRUQlCaX6KjYwIuC+UUY82U5k9n+mMKJ23cv85Yv938qoIkpf4yo1HrVzXkwr5hEnx/wxHieVF68WY2WcPn4e7311HoVrNfdrO7WzmPc1z6Ce4WIDI8hd0SplE98P6qh4xN9l6O5gBxDwDDstfvD3UVRovVcri1I9xCsDqWslXhfq+aJ2zjupSfg6VNeNf0bEBTlThZJJ+3SVTqYKHEoNRClSRJXPghkrAQDtOjdxFePDBJ17SdXdLEe4Lx1/ntQ5q6Dug2oRWKXckKH6Fjgt+Ko2PvD9Ia9mFBf7ZP2QU7+iag//LaAUmOICpey9C8bQICJTIDGoBUhT5c7KqCLIdnAC6nVrj7CwMGl7ZedluqjP94mqBVSna0aplxi6KjAqnWrx16leVV2qMvh0Jt86WRk6daiU1FRe9n7niYnD8thkv99kC+nUN8f0XVC9syrFNT/+5NvODEiU0YiKeZTtrhhM2XYMj6GS7/1wg2hIcjIuUUYj3uDDzoMdk8V8im7UyO9v/hqwvEzBC6T1/ZQSX/x2qvpYSu3Ov3esHtUc22mTI5WWtXV83/CA7wZfL4MfI/NzDlYftX5Cubfjy6XGeKIXCZmXGC/mksHgNB9rXzoB16Jj8ekb32P5XP+QG506dcL333+PPHnypEtbLZZbFatMsgRFUhL94c2XL5/SkAQA/fv3R79+/fyOff755wEqJAo3g6hgBl5eUb58efz888/YsWMH/vWvf6Fq1apa+TZu3IiWLVvi008/DWn7qlativXr16NTp06+YylJyVj21VT89q8vMWtX6gCFDWgoFYZTHCFmiKIG8W6VLKw+N2WY4KRc0onfw8ecolRMPCpXZyp0/Q/f7LhVhPHwkxBWXpbsuVCk/n04tXJWwEA9PRRC1HPA33MnV4c6UJMq/hhvRGJMGB9YDr/jjqGrXKIWd3SC5gL0YqfKVZoTVH9F5aWCKeuWp+tfnYJa5HB6TkJFsVKFEH/xTEgVtRaLxWK5uYi/fB65C+XPFPM1t1Dfdl1DMZVO5dLXqd5gFDPB5A3G/aTumIcaa+kaud2cW0YbkgrVvo6xG4+gY0pFa0iyhiQA1pB0aM9x9Gn/gZ8hKSIiAsOHD8f06dOtIcliSQesMskSNBEREUhO9t8Z9MEHH+Df//63Y96YmBiUKlUKly9f9h2bMWOGnzEDAB599FH8+uuvvr+/+uorvPzyy0btLFSoEC5cSAsMvnXrVtx9991GZYSCs2fPIioqChs3bsSmTZuwdu1anD0rH0y7UWWZkpKSgs8//xxvvfWWn8GwcsUSmDnxVZwtWyJgoAakucBju80pdQHgP1ACUnf2i4vOE2d1d4xdRMnH02MA5Da2EpA2IKTiYjgpj0zPLZh2UmV5UQ5gfh6ZlQuXD+Pi5aOoUCbNbWd6nZvOvaUmQHy8LdM2ipMkIPVdFneB8xMTPi4QH7SVPU+q60UFW+Xr0t11zSspxbqclJSquHAqtxWsjUCgyw3+N/53Vj/vSpRPL06y+V38KiWG045oPo9qAk/lbZYj3KdS4+/NmLkHAQClqldS1qVS9Dmp1Cj1mUpdxUNNslWqJDcxRsS6eCgFgxtlhdhWUb2n2o3NLyqodobrqHNCjU6MJ1k7Vel0VTe8ukgVD0en3imTlwEAnuzeXJreSUFHoRsPSpXPSTXE5/EylpLTc6Qbm4Va3OXRfRf5ckVFHx+bjVLuOqmdqPg0fB+rGgfydahi2qj6ROqbTUHdY0pRy0OpHWWLpFS7ri+ahwe7NUNk9kjfcZVLWyqGoJNCSif+HqXuFL85OgpTCl7hRfWxfB2Uylb8Pg7pcoJUMFHXTazXKdYSD+VWS6xDde15hnQ54TceZIjvFTXeEtvK2qGKochfZ+oeOimwxfooKIUV3wbKkLR3cOo4iTfm8IYkdvzgmgh8c3APepepgKr+UQJIwxOPl+7seMJq1PF9A2WbqFS/88pXql+h4o2pUN03WZ+qO1+jXM9Rz6+YHqC9N/CGIZUHBoaOcZb6Bjp5fwAy3l0dg21GZPMJILDv4O9TVN5dODB9BJLjr/uOFS9eHNOnT0fTpk1D21iLxeLDGpMsQZM3b96A+EMHDx5EuXLltPI//fTTGD8+bUt73759MXLkSL80PXr0wOTJaYumn376Kd58802jdubMmROxsWkTowMHDqB8+fJGZaQXW7duxdSpU/Htt9/6GdoAIHfu3Dh48CAKFy4c8nasWLECXbp0walTaR/wHNmz4q3XHkTxpndj9enUQeyFCWnGxAFDUgc0r/6UFwBQs/pFbN6aalx6qU3a4JDlZb992ekKhg30HzD9Z1h7/GfAPGUbj9Qu5KuHtYUdK7PxvMnpGvGfYe1T/3VoH0WHt1Ov18hFqQOll9qcJa8lhem5BdNOqiwvygHMzyOzcvbifqSkJKNowbTJVnqdm869ZW3h21OwV7jvvTNpIyuLeo+frpw6Adh9Kc73XDO+7HQFuy+lTiZ/Hxo4AVNdryO1C/nebcbTlSN85bH6eRoXC5w8/z40nKyH6j+oNrA8/PUU8xTsFe67Dozdl+ICrhE7zhDffdaHiuVUzp86+R63O8l3nuwYXx47pqqL5eepnD+br2z2fABp95vKWztbOL46Eu53frsvxWHVqQjsWLAad95/b0Bd/HmIzyF1ralvSOX82QKegc1bC/g9m9Q5M1h57B42LpboS0c9P9R1pq6Hqi4e/pmm8vLXUnUeqntIPR+rT2fx5WHvKX99+faxdOLzxMO3L5RQbRDrlrVTlY79xj9PVDm5YlPHJjE5svr9X4Ws3gXzNgIA2rWvLU3PP4uq55IqnyqTen6pfNTvVP389XJqgw5Oz5HTsy+OJ8VvBkP3XeTLZf0y//0o2Cu1z+O/F+wYVQeDH+vJ+ljVGJCvgzpHsS+h+sTVp7OQ/YsIdY/F+0D1G+I94NugatfyoylI3vQXWjxU3++4OJ4Q6xPbQV0Xvk2qZ4C/rtQ3i+pHeXTe1ZGLigTUQb2D1LMH+H8r2TXk5xJ8PbLz5PsVHlWfz39XqDpU152HtZEaCxbsFU6es+pZp75j/FhXPCd+TEb1r9R14X+noN5pvg3sfWPfjpS9O3F0XKrxoNhdaYv5p7f7jx+L3ZWEU9siMPvUUTQpVAzVaguuz4X0InzZbomsH+hhJqxiVd/3j52TiOp39ht/LxhU3+b07ZPdM0A+p9adp7E+l28D9eyK6QHglTJpdX/w39R/2fx/9eks5LiWvWcMp3NnZQH+/ZxsLsN+B5zXG9KLQf+/95zNJYDAvoPdp6TkRPx1dQUubFnh9/u9996LGTNmoESJEqFtrMVi8cMakyxBU6ZMGRw9etT3d7FixfyMD06MHj0aL7zwgu/vFi1aYOnSpX5pXnnlFXz99de+v998800jl2/R0dEBctcLFy6gQAH5pC8zcObMGXTp0gXLli3zOz548GD861//Spc2nDx5Ep07d8aqVav8jndoVwsDXr4f2bNH+gaG/CCIH5iLg6GRi4oETCRVg7NQEcpFf10jjpiOmvyM250UskEfv3jL2uOVwSijEM+JJxTnd+LMNuTMUQD589wWUJff3wb1inkd00vKlj2H1H3n06muIfsd8F9Y440lzJgsMxAB/gvWbEGAMvTwyBYJVQs7DNk7xE/+AP/JLL84IfYXlKGLX8DnDTNfdrriS0MtyogLGtRCHn+MXS/eUOe0kEstLKsWv/iFItZ+3lhILbrxbZ0yewPKV70NhYrml54nVZ9scVdcHBMXzqhFUxF+swFDZkwRJ/rUt0zXmMkvDMqMueJEny+Lr0e1YE6l598xcfFRBlU2ZQwVn3Ue2QKveK35d0O1WKsyhIqo3gV+cYtf8BIXv3hjEXWMeu8oo65o9Ny/ehMAoELjWgF9gM7CEY/KyNm4WCK5YUWF7NmljJbU+fPXiXomdN4f6rlxMp7wC/RUOVSfzb/f4viTWrzXQdxwoWu4YWmB1D5K/Kbymwmod6R2trT2b4xL9itPZmR3Y2zQgf/OUn0aK59v49OVI7BowSbUrnsHChVOm6tRC6tiu2QGAd2NWQzV88Uj+zYzdA101OYB/nypfp4aj1DfC917qzKsya612OeL91tnoZr/BjJeanOWNIqJUH0PvzGFIbtG1DmrNrM4lUP1LezcO7yd7Gsj6xvjpvzhK4MZauLXp62hiMzZfRp3Fs2DnMf91zBkRijKgKRTD58urKLcBb/Yt6u+WXyfpXpueCM5tXGLwffV1DxCto7wn2Ht8fTUdQF9uWyew/fjYr+rqgNIm0N1eDs5YKMYf4za7EMZmgG9zTQ6fV5GIdvUCPjfc6e8FYrvx8pvpuPC4ZN+afr164ehQ4cia1b3rjktFos73I0ULRaOSpUq+RmTTHcFlCzpL5M/fz7wo1Kxor/E+vDhw0Z1iOkLFiyY6Q1JAFC0aFH89ttvqFq1Ko4fP+47/scff6SbMalEiRJYunQp3n77bXz++ee+478v2IQDh85g+riXUa9KKVzNlQ116qa5QjiAVGl2FQS6hPiqJjBwemU/lwxVflTLxkNB4YOpku8LZbx3S/b1R7swcVZ3zF1eT+mKLCDdbOAAF2y+duEcqde1WmJI5OiFDwJ7Olb2nf/XH+3C3OWDPHNplxGI58QTivMrXOB27DzwB7JF5sYvi/r7ymb3luH0LIjtlMXmopCVLXsOL5Txf+7FdOLvAef8/+9O4YOngNmpbh3mI82Vx+q6qe4uqTIulEl1s1Ci2llfP5F7d8n/L/dUQDqeEtXoRQZWDg/rexjhBSTvz2x/txT7LhXBvkupbiD2XSria5ffOf9/+1g6X52ci5j5EYm+8urUTVuEYP1kFa69rK1V+Pcege7r2DF2verUvYgwhXsuHjFd2LlYHPj/61OFcKPB6mD1sDzsOLsXVN7ahXMgsWQxzJ64BI3vS1Ng6NTH32M+Hd8eAKhSM4/fb/zffF084QWSAp6rEtXS7jN1jJV7gLs/qjqocztwNKvv+StWLcLvuWLw74VYFl8Py0u9C1R6doy/RuK1FKHKrsO5aRSfJfas8/DXlC9PvNb8u8HKdbrW1DXmUb0LvMsd3g2P6JKHd2NHHaPeuzDhfRXPCQDOHUwdy5WoVsHvPKhzdkKsg6+nCtevVqmZh3xWRWTPrni8duEc5Pnz14l6JnTeH+q52XepiPJ5z727ZMDvfDl8n82XCaRemzUF/MeefB/Bv6NOsHx8n8HemzAHV37sWoQXSEKxaqnfIz4v9Tyx86+XI63912KT/crbd6lIQN8I0H0A36frPC8U/HeW6tNY+Xwba9eMwKrlO3Bfu1p+6cRniGoXf4wvV/q9F9rGUD1fPPyzz/7mkd1nWX8ApN1n/nypfn7fpf93T1wgn/J7Ibu37YXrLvbFsnRAYLyXEtVSXWQV/v+p9J5mxZGba4/s+rOxFl936lwwD3LvLun7PwV/DXl3uSWq+ZfHX6PU8VlBAKlus3KX8S+TpWXtL3zwlO//snJY+8W8Jaqd9V2T3qPS4v+wfvH68GlAyfwA/GMRsWMiv+0+hVa3F0aTsoVw5Gqg+zsg1c1d0byBxxk69fDp+HhIIldzZfNdb0Dtfo13rdpNuFf8c8O77qx90P968qS6RsyHwgXSnrVUd5Spz8r4vuG+MnkmzuqOhp8vQu2D+YAC+XzH9zQrjtr/f/94WNlDupxA7cJFfedQxaEOINXteOECt6P3qGTMO5oVJQrB73lgx0QXxFWQ6qrx/idSnzHKLTQPy8OYdzQrwkcnkW3LaPh7yd4X6p475S0aOwfzPxyD+Ji0/jV37twYO3YsunTpEsIzsFgsKqwyyRI0r732Gr788kvf3/fccw/Wrl2rnX/RokW47777fH9XqlQJu3fvVqapXbs2NmyggzxS/P7773jooYd8f997771YuXKldv6M5sMPP/SLQVW0aFGcPn063dsxa9Ys9O7dG5cuXfIdy5kzG5r174WLBR4D4O9rXMcnNg8fL8MJL+MBieWqyvQydpAObAAK+F+zYM/fy/Nw2xYTY4mb8mXPE1Wvm2vBl5OSkoKPP/4Yffr0QaFCaTupdMp1un6y6+S2bNPrblrnnmbFSf/1FCw+0OBNamOpU7wKVRv4mEaq9hQTjLiqdql88QMICHLLp+XRjfVBlaGKq9IsB22YXx4buHNRFbyYjymgG0uI56PPl+HO9k0QmTM7AOeYJbyvfL5uKjaHGFiZvw5UDA0qTgSfTvfbQz1/fGwHsV4+Xe9Ryb5ng4rdxcfDoGKKqIJ7U1CxSVSxNFge1hZZnDQ+Hd9u/h1SxbnRjXcmg3/uVHHDVMecYizVLpwjINYDFSdJFutIxoIZqWPP5IYtpWkYsnKo+GmqumXvL1WuGIvMTXtkqPo5nfZRMVp0NtlQY4FiAyOU3wM3Qded3hkV4vmL58rHW2KbNvjrTV0/PpYMD3UfVLHbqFh6/FhfN1YcFdMOAK5s3Yd8+XOhaeVSAFLfM+o5pGLcUKi+A1Q5PKqYQPw58NeWj/GjiuMkGy/IznPg9JLKeI3tSycEjDWo7yB1r6j28d8T2feNii+li/iu8u8l9e2gxiR8OdR7xxC/r+I9EMuUwV9Ppxg0qjiD/LeExUwKq1HH7//8b6u2HceZvCXw2EP1fMdE4hbvBeAf04gdkyHGP+KNR1SMIz5OIBs/UrF+qPsD+G/UEtGNEwzQfTA/l6HmJuJcRzZ/kcVCdQv/LKswGVfzfZF4zZ3amt7rFlTsU5MNu3xs6eSEeBye/S1OR83xS1OjRg3MmDEDlSpV8qjVFovFDenvV8py01G9enW/v3lDgw5ien4hlnHXXXf5/b1161Zcu3ZNu47Vq1cry8vs1KxZ0+/vixdpV0+hpmPHjti0aRPq10/zaX7tWhzmf/gdri7+EElxsVgZVcQ3wGEDAh5xAZCHmhDIYAOjYBbGZeWqynT63WvG9w33DTb5axbs+Xt5Hm7bEmrjk+x50pl06MCXExYWhjfffBNffvklrl9PCwiqU67T9TM1MjmVHcykQvc6qYKQ87zSOW3Sqpp08hMR3Uke3waWx2nhg1pcoNrl1AZq0SzYBXQVXpXjNZVb3YPdS9dldDMsFovFkknZsukgatW+PaObkS5QhgZqbEAZsniobz51TGVM5H+nxktOmBiSRPixOTXGcjL6qBapqY0aYpk68OnT05C0+8hF/JOQ2xqS/h9rSLo1DUmxZ49j+5evBRiS+vTpg7Vr11pDksWSCbDKJEvQnDhxArfddhvYo5Q1a1ZcuXIF2bNn18o/aNAg/Pe///X93alTJ8yYMSMgXY0aNbB161bf3wsXLvRTK6lo0KAB1q1LW9CaPXu2n1IpszNv3jw88MADvr8LFy6Ms2fdD+KDJT4+HgMHDsSIESP8jhcqVxIdPnoVu06nuTUy2dFpgs5AUle5oWtcuJFdv2UUXhkxMrou3efpiwkd8OWXX2LvhrIID0vf/Romxihxp7YXaiU2CRjfN5zcnc0mScyAxF/TYgMjApR3fLt5ZRE/URH7DVGRJJYt62/ESS+l+ODrZvAGc0pBwxs0+R24fJmA/65zIG1HOK+SYP/nlS2sfn4CqquKUqkJ+N24FDIVEIOve/pHy1Ci2WOovPIMWRa/ICNisvuZuvY68PdDtqubUjDoqpF06+afV7E+3U0WYltElTD1fgD+E3jquVepxShVk9gO8TcTBZ4u4m52cfe/+DyLrmZYHgr+97YjU33JsL5NpuaRncOCGSux5UIW3P1A04DfdHfmU8fFPoM/H/EYpSTUuT6y9Cqlh1gmVQ6lCNV9vhheuyqWIfvu8IoVsU1iHwPIr59M8Qf4q2x53uNcUKrUYZRShSEqNil1sajKpL5lIqwcvo388/TDqrM4f+gEJr7ewPcbpYyl+kTVN465YxPPQQW1gO2m73VSPjNkz4BMZcYQF5QpZSI1HuGRvVdU3yyOnwD6W+j0rortltVLvQOqe8N/o/ny+GOU4UM8P+p55stxUre5+W7xrvBStmzAyfMxGLMrBv0GPIy81+KlxiQdRCMV9RvgbzRiRiVK9dssRzgaTfAf2/PPq0wJyRDHRU4bN3XS6RLsnFD0bgA4q8vFdKIST/VeuVkbCXbdQqXuc4Kf/7lBnMs8+elKLBwyFgnX0jZn5smTB2PGjLFu7SyWTIRVJlmCpmTJkmjYsKHv74SEBCxZskQ7/4IFC/z+btKkCZnukUce8ft7/PjxWuXv2rXLz5CUK1cubSNUZmHHjh1+f5cqVSqDWpJKZGQkhg8fjtmzZ/vFnjp/6AR+ePrfyH/+J59x0Wki5nbC5jTQ1FXeyNJ5pV651fF6QpBRdek+T6/1+h3PPPMM7m58Gjp7Nbxspxs3gG7z8rBz4CcR1CREXJAUr6lqFyMP326q36AWMZzKphb/qXKc+ilqIu1mkZNaEHSKiZRZKVDtHlzcYdVJFovFYvFn/6pNqHBvbeeENxmUUUPH7ZqIyn2uDDeKIjdGNQonQ5Ju3apNKJRxia+bJ7MYkgDgcnQcRm65hFf7dbCGJI10ulhDkjOZxZAUGxuPJl2+w5z3v/YzJNWqVQsbNmywhiSLJZNhlUkWTxg7diyee+45398tW7bUMiitXLkSTZum7c4MDw/Hnj17UKFChYC0e/fuRdWqVZGUlPoBjoyMxPbt21GxYsWAtDy9e/fGhAkT/P4eN26cY9u84tSpU0hJSUGJEiVc5U9ISEDNmjX9DEr9+vULUAVlFIcPH8YTTzwRECerWrvGaPPW07j4Repg22lA2LPj5IDJQTBS81CiOwjOqHY0/HyRJ7t0nWIKUG0IxiWbDC8nFqE2ODEuXz2Bk+d2oEr51mTa9DZMNvx8EQB/pRCvVmAEM3lh5y/zT8/g4wCwcnp2nKwVC0lENBJRPvkBWh3B8OJdCWYixuB3LqsmZfx7Se3mdYp/Q7Wx2MAIMg4HQ+a6ROX6ha8nx91z8MSL7QPuvQpR3SYuBDntRGbHZOfB6lApovjd+LqLX1ReSklyekgS+XzK/s/SsXMQd3ICIBUyuvdO1t9TbmD4c3VaIBHzyFRvurvonRbtZAGrdaFikDihEx+KvV9TJi/D4avxeLfvfX5toxRDMhWRU6wyKq1TPCMnVO+W7kLqvKNZSQUVT7DfJQZ7PyhVi5dQ/QOPaX/nlOerGf7xhCg1G+UCiboeuqpBvq9SLaIC/ioqlSr3vVpZcPbMZdz35h58P/wuv3Og6ufzi+1VxdTTRVRHU7+zulV93pAuJ5Rx6XTiEgGB32xV7CSGk2s42TeFUrDydejEFpMplShjA6XCdWPgkuVVlUl9D2UGI53vlKjyo8Ypottj6huV9fxVfDzidwzs1wHZ92wL+J2Cd5Wnkxbwj5sp+76I8H1GVK/U+3w1VzafSheg1f66ruzSc87vZv7uNi4w3yfw75bqPeIVrl55j+DRnaM7nStLv+zERN8xKh4olYcvm/8uXTh8AusGf4Xt24745evbty+GDx+u7fHIYrGkH1aZZPGE3r17o2rVqr6/ly5d6mjsOHPmDHr37u13rHPnzqQhCQAqVqyInj17+v6Oj49Hr169/OKTiMyePdvPkBQZGYlBgwYp2+U1u3btwu23345XX30Vhw8fNsqblJSEPn36BCiTunbt6mUTg6Js2bJYsWIFBgwY4Hd8x4LVmNz7PYQ9fgyA3iCMDUB0461kFKpzSU8jgaodXu0idJrg6Q6uvTKyBVtOerndy5enJArnL48DR1eTv98MLhMzyz21ZH6q1qqAHRv2ZXQzLBaLxZJJ+PXnNShUM9DdY2bFaW5CxUp0gxujp5NB18kdrcyQpMLJkMTgjWuUEshLQ5KqTJUC3Y1xnHIXKZatY0jKeSUWQ7+YizdeamcNSRmE0zzkZjYkmaYLhSHpn/mrMO3p9/wMSXnz5sWMGTMwcuRIa0iyWDIp1phk8YSIiAh88cUXCA9Pe6T69++P1157DRcvXgxIv3jxYjRu3Bj79+/3HStQoAA+/vhjZT0ffPCBn1u1qKgotG7dGrt27fJLFxcXh6+++gqdOnXyO96/f3+ULVvW6Ny84Pr16/jqq69Qvnx5tGjRAmPHjvU7d5H4+HjMnj0b9erVC1BR9ezZE/Xq1Qt1k43ImjUrPvvsM8yZMwcFCxb0Hb9w+CR+ePrfOHb7IqSkpGgZYXiDkq7bq1Cgo6Rym9cNJvFw1vRrAyB4gxIb3DdpdFa7rPQ898xSnqzcwgUqIHu2fDh6alNI6jOBPRP8pF5854Dgnhn+/J0WXah6dALJmuZJrzgaXtXjxs3NjUD1eyph6/o9Gd0Mi8VisWQCrl1Lda0VEWkXCS23LikpKRj29Tw816M58ufLldHNcYS5wvMSt4Yk07mcm7mfmzxUzFinuRUVc89t/aaYbLL02pD0664EzBk0CvM++AYx/+9uEQBq166NjRs3BqzjWSyWzIV1c2fxlK+//hqvvPKK37GsWbOiQYMGKFWqFGJjY7F58+YAhU5kZCR+++03tG3b1rGOZcuWoW3btoiPj/cdCwsLQ506dXD77bfj8uXL2LhxI86e9d+V9OCDD2LWrFmIiEhfA8WyZcvQokUL8rciRYqgcuXKKFSoEPLkyYOYmBgcP34c27dvx7Vr1wLSN23aFHPnzkXu3LlD3WzXHD16FE888QSioqL8jpdvWAN18z2HHNnySvP2HpVM+mlmg1fVTigRNz6HvfJTbIJObCY3ruOYWzMGMybwv1MuoDLiGqQX4jVh5xjq9v/8888oWrSon0vPzIrT86ijhqMCdavKBPRcM/ITEsp9jo4rFhnBGoOo8+V3XrqZLOu6FaLyqNLo1KlyC+hUNu86js+f7cffUDBfWeTJVUyal7k8NG0v5WbJyU0c307q/vAu6qg4DwynQOaydqhcM1G7w51cFMniN1Bud6jrxdDdUcy3Tfx2iO79ZG4bqQ0jsrgEVHqV0dqpH1C5seN3bfOuxIKBjW2Ym7t2nZsE/E65ouPrFmNsLI9NJt2b8bBrxLuLZMcWvnQxwDWi+Oyozl3mTpEtFFHpZFD9N+VajCHu8lbFUJG5XFPFS6HQ6VN1x1DiN2PirO54a91UqatWwH9xkrqmvKtSql/gXWSq+jS+Lj6d7vWm+h/xvd53ZCVKFauBcv8pEFA+fw3dxF31ehOJTFHA/65qT7DfU1U63j0uf61Vyhz+fKjry193qu38705xb6mYMfy5if0w/7xS5yHrj/hFeNnCPH8+Ypmie1O+Luo39q4BafNV3pWf7LvCYH34yLGL0brZnahcMdUVPh+3iOVhaZkSSYx5JJbJH6PUR5SrS1mb+bbz56n7jgUbyyfUUGNO0zkhn9+kH+JjDX01I/WevdI5zaASivUFCkpFFUrYt+/E9r1YNXgUDh864/f7K6+8gs8++wzZsnlvuLRYLN5ilUkWT3n55ZcxatQo5MyZ03csISEBK1euxLRp0zB79uwAQ1KxYsXw559/ahmSAKB58+b49ddfUaRI2sA2JSUFf//9N2bMmIGFCxcGGJK6du2KadOmpbshCQAKFiyIokWLkr+dPXsWq1atwuzZs/HDDz/g119/xfr16wMMSREREXj11Vcxf/78TG1IAoDSpUtj2bJlePfddxEWFuY7fnDNFsxd/y8cP71Vmnd833C/ATSQuljCBsgLX0pTubmZYDrhJo+XbtdkZZqokhiU8Uj8XZzYFhsYkSHXIL0Qrwk7x1C3//HHH8fevXuxZcuWkNbjBU6TF9Xv/MQpGOOJTjt04gekJ07nmxEqSzcqs1AquUoXr4MjJzeGrHyLxWKxZH6SU5IRF39VubnsRob69rpx361jSDKthy9TZkhiyAxJqjKd6qSOyQxJIjqGJNUxJ8NnehuSfpixGvVqlfcZksQyrSEptFhDUsYYkpKTkrFm/CxMe+G/foakggUL4pdffsGXX35pDUkWyw2CVSZZQsL+/fvxn//8B7Nnz8bVq1fJNMWLF0efPn3w+uuvI1++fMZ1nDlzBoMGDcL06dNJV3oA0KBBAwwYMACPPfaYcflekpycjDVr1mDevHlYtWoV/vrrL8TGOvsqLl26NDp37oxnnnnGLybVjcKyZcvw1FNP4fjx437Hq1Zoi9pVOyMiQr1bldotqtrlJssvCypO7YJ0w42izKGgBsJOSogb+XwBvUF2KM7x888/R8eOHVG+fHnPy85MBDs5cypTXJgQjYRUG3Th2/rWuqm+//O+79mEq/eo5IAFi1C71dvTrHjArltVnbLAwSYKINmOYobJOe89vAylS9RB9sg82nmAtPaK915UBel+Exj8ohBThfAqBr4OmcGQ2sFtuuAmnge1KEUpEag28e2hlFKqPCJeP8+9RyX73h/++8yeaUqd47QjHqBVEpTKiy9HZeDlVT7UIhul2KFiYVBMmbwMAFD1/nuk+WWxLMQ6Np6LJZ8L2cKgKq2JeojHSVURzO9iWgpqgZhXY4mxYMT3Qrd+J7WtLnwfzuCfJ5naS1T7iWkZ/LNLKVHEtgByA4GuYgYIvA/ideLf9wvb1+De+3KiULmSZFodnL5BJs8WVa6O+lcnHaXyAdRqWEqlJULVy8cgod5VXm0mPm/tSycEeIbgkZVpMidjiHMzwF8pytrBfwt41R2Dz8+Pi0QjmGr8wucFnPtB/rqxNvHXi43LhnQ54ackFRVHUX9swp3FcqNFq+p+5efhXH3xMY7E9vHjFHa+79XK4mdU4ssCgLf3pH3zTg9J8nte+HNj56FS1FHjHUqV7mZ8KoP/Zn96T7eAvG7feapNFG7nFdTzRik2qbmMUztkHhuYgYpXHvPKVPZs8gYsp3NwY0RkbWUKyjPHz6P/C2NwbNMuvzzNmzfH5MmTcdttt2nVYbFYMgdWmWQJCRUqVMDkyZNx+vRpLFq0COPHj8eQIUMwfPhwTJo0CVu2bMHJkycxaNAgV4YkAChatCi++eYbnDp1CkuXLvXV8eWXX2LmzJk4cOAA1qxZk+GGJAAIDw9H48aN8dFHH2H58uW4cuUKdu3ahTlz5uDbb7/Fp59+ig8//BAjRozAmDFjsGDBAhw/fhxHjhzBsGHDbkhDEpA6ONi6dSseffRRv+M79y/EvBUf4NLV45KcqfCTLTZANXF/wcf84fOK+d2ocXgy004rU/hBn8pdCH/sRj5fQM+4EYpzfO211/Djjz/i5MmTnpd9KyOq7gD3BizVfad2unoVcNsEqh2mZNQ7XK5UAxw6ti5D6rZYLBZLxpKSkoLY00d8hqQbGafFVTcL2/zisps5iZMxxMn4LDMkqTBpp5MhieHWkCT+7nQP0sOQxGBpN67agbK5slhDEqwhiXErGJKWz/0LPVv/28+QlCVLFgwZMgSLFy+2hiSL5QbEKpMsFkvISUlJwdixY/Haa6/5KbKyZItEy37dUf3hFli1JtUVYKh39oeaG1G1EwolyY2Km/hUJiQmJuKjjz7CK6+8goIFC3pSZihxez1C+UyF+h7xMHVS+9IJfjvcZeogUUFjEu/ICdPYNqw9Ivz1U8UKMWmnrBxqt/quA4tQoUxT3PZ+TnL3uqlqwFRlxcPHT2Hto3aR6y5MydrHcGqnTvwKp/hOlKsS1fnpKKlMz1t2Tyh1Bx+7xmmBSbaZRFRdic+RmA5Qu1bS2awilqmjVMoTE4eJU1diV0Iykhu2VJYrlieqCShlgSpmEt9WIFC55aQs4dMCwcVkoxBjJYnvnNjHqBYu+YVNBnU+sudUtngmLsA6lS9DVMbrqoZkarpg1VK67Qv2G7anWXFc2bcVZbddwcVH7tUqSxaDz1Rp5aatMkzKN1U6uS1fFj+PQfXzfLwl3hDD92mUApoyCFHtlvXDJspdlfKQV5hSrttkcbj4OlWqJaru92pl8S3Sj+8bTvaf7Jo2y5H6LWYu6gBgbVxe7Dh1EZ27NvGV832fFLz+0SVcjY7F+KH6C+p8W6N6nQqoi7nE4w1JgH/sNEawLs68ePeCcTHnlJ8ywpiUbxIHVvZNYbjx9GFizOK/E8zoyQxHvDqcT+v0DTEx/vHj0YHTSyIpLhZFt4/A3CnL/dJVqFABU6dORf369R3LtFgsmROrTLJYLCEnLCwMzz33HDZu3IiaNWv6jifGxeOPT77H7Hf+h7p3HgDgXh2UWbgRVTviYPZGPAevcBOfyoQsWbLgnXfewRdffCF1AXozcDM+U/zEW6YOYudJTaiDXeDyesFQJL1iTpUr1QCHjq9Nl7osFovFknmIPrILRQrekdHNSFdCvUnO6dtNGXT4BWeZIYmhY0hSlc/jJuYSD2U8lhmSxPKpzT2ydugYkqi0KkPS1ogi+PvAaXTu2gQrD17AzLF/4PG73sf0Bc+hVdN/o12LD3Hg6Gr5yUvaag1J1pDEyGyGpJhj+3Bq7AsBhqQePXpg06ZN1pBksdzgWGWSxWJJV+Li4vDuu+9ixIgRfsdzZi+Asr0HIl/FmuQgPhS7ZL1e8L6RFT3pqfa4EaCuh5fXIiYmBp9++ikGDhyI7Nmze1ZuKHGjNmJ5brbniCmWREWFiJdGND5QLsPLgLmm/alsgskrTWTlJ34/HlVub4Pw8CwB6UIFtQtZZxEg1DvgKajYGXy9ssDZ1C5y/rnRibPlhOl3U3WNg41rIo4VZCoVhlP8K9P6qTYAdMyigdNLYkiXE1gwYyUAoF3nJgBAKh55tzRUrByxXIaOyoO1mVcmifHgTHB6rwDn2IxUG3lM7lsw76ZM/UQhW1h2U9fpIUkB95mPUSOLFaaKK8rQVW6yxeWB00sGlPHVjGxoO7KA72+nPlHWrguXDyM27jJqf17Ld94qKIOEm3hXKlRKTVnfIVuENVHJytrhRpXE4xQTTPWdV7WB+q6L94dSKlFqUso1GuD8POjGq+LT6xqv+OtGGdSYcQhIc0HXLEe4LxYSAOSOigIAxC3eCwDI1rqiz6iz+cQFfD9zHarUuB1fv7EWB4+uRpkyZVH/njq47bbbcOTIESxZsgQtW7bEtGnTfGXybpwpQwR73vY0K46FL6XGj+Zd7/FxsGTx2MRrJRvDMUwU5E5l8edigq6BSGfeEoq5f8+OkzFhfOr/e/VWp9Vth5fzjK9mZHN0cydzoycifssAICUlGTv3L8TGHTOQnJJ2//PmzYtvvvkG3bp1M26zxWLJfFhlksViSVeyZcuG4cOHY8GCBShWrJjv+LXrF7Hzm7dx+LfRWL4iMI4WNal02mXmhNeuuG5k9UV6LIbfSIRiwsGTK1cu9OvXD0OHDkVCAr1ImNlwY3w19Yt+o8B8tjNutvMLNWVK1sPhE39ldDMsFovFkk6cOLMdJYvcndHNkOKktnFaFA92HOCFIUk3j1s3tqpjPHz51P+D9ULhtSFJ/L8XhqTYindh09ZDGDZhKZ7s/iV++N8cvNfjGxQsFovnnn8GTZs1xvHjxzFt2jSsXr0aX3/9NX788UdfmdaQRGMNSfr5KEJtSIqJPY9FUZ/i739+9DMkNWzYEJs3b7aGJIvlJsIqkywWS4Zx5swZ9O7dG/PmzfM7nj9vaTw88kUUrVgW7Usn+A2IAf8dmxRuZOS3MreSKsmLRX8vr8uZM2cwZswYDBw4EOHhN8b+DpPnJViDrep+pffzmZEGI8oo57ST2c0kmzrutbqKtXf73rm48477ERYmf+511W/itTCJU5RemCxkTJzVXbqQxMOrjkzVEeK9dYrLlNnh1Vx8UHJq3CBTHojjCiflE7+zno9ZRAU4Z2ybuwJX5iQjuXungDpkqhQVToujosJGd+wUClT9iUoh4vTumCjcRAUYoHZfpHpHnZS3pu6JVIpOKj4MjxjYnYp7w3CKKyOm5dulUpeIdbEF7lc6x+FK9GkktzqKyi3vkV4DsR5ehQsEvkuq94XKz5chxo+jYnQFEytPxCkuH0MWw46H71t0+2rKkORWGcqXGey10VFk6Y5DVPdT1tfzzwjlmo4RVqOOn/GIkScmzmdgqr/9LyzffBzzftmKKbticfHySV+6e+65B9WrV8fVq1exY8cO7Nu3D0WKFEH79u1x//33o23btnhv088AaMWbF4iu29j7E4zCXTZ2lD0bbo1H1HOi81y42dBG5THxxMC7EGxesmfA77r169RF9dlr+rUh8zT8fFFAn6i697pKQJbu3oZnMOvrbTg482skXY/x/R4eHo733nsP77//PrJkST9vBBaLJfTcGCtXFovlpqRo0aKYM2cOvvjiC2TLljZIv3TlKCb3eB/rJv2OOYcifItBzKjUvnSCcgcePwDKLAuJmZlbSZXkxaTMy+tStGhR9OjRA8OHD8eNsrfD5BqGMnbSjfh8emkAC/XCb6i5rVhNHDu9JaObYbFYLJYQc/TUBlRsWtd1ftGQFAxu3OulB07KKJ5gr0ewyiAv49uaGpKocRRloFO5KwS8MSQBwLEDpzDr9S+Rq+1ItH97Fr5edwAXL59EeHgEihYtinr16mHLli346aefsHnzZjzzzDPYvn07Dh06hFGjRqFDhw7WkCTBGpLkdWUmQ1LdOw9i3ItjsG/KUD9DUpkyZbBs2TJ88MEH1pBksdyEWGWSxWLJFOzYsQPdu3fHxo0b/Y6XqlEZn337LEqUKSId+PCDL7abm48PwZANsiy3BiZu2dKbPXv2YP78+Xj11VcRFhaWIW0IBpNdo0Dgu2gy0fJyN3gwhPpZ8fo8gnU56KVhkJVV584ncOcd7f2eedGNSmbqt51Ueargy7zKglp84dOIv6nc9TjFyJBBqZq8XgSiynGzsAOkfdvFeD8M6vrquNkRY9WM7xseMpXWnmbFcWb9HwCAe2Ora+dzik3CcGqvGMvGCzUAlQ9Ivf/Uc8Mr7mSxkEziKjmdg6xuU2O8FypNvozeo5IDlFHiecliXLFjvDKHUg/xZTH4ep2eAVPliUxxE33uIvLu3Yzkhi18x1hweBaLiV/oHDi9JKl24lVrlNqOcn2t236vVbh8G5hCq+3IAo6qIFk8Jq/a4rZP8zJOoKwtqjEij9P3UzQeifHm2MZEBnNRx8NiHfFGpL/PxGDs3EPYs3Qdsl86h8sXrmLXtqNIjEtzLde6dWt06dIFzZs3x+TJk31xUU+cOIHnu32PgvnKIiwsjHQPxvBqbEnF9nRyWybWT6mXGbJYbmIZpvTsOFkZw03VXr6MUON0ndx4DVDhJpYvP25iyL63DDEun9OY4uDarZg/+DvEnLvk396ePfHFF18gX77A0AUWi+XmwCqTLBZLpqBatWpYs2YN/vWvf/m5+zq+ZTd6tnof86atQK+R9ICGH2CxCQgLds3DLyRYbj1MdnylN5UqVUKrVq3wzTffZEj96YEXixD8/QnFvboZXTtmZooXropT53ZkdDMsFovFEiJ2LVqLlg/L3dvdCjCjGeCs6gmVm1GnmEoy0sOQxGNiSGI4qZAYbgxJhw6eQd/+k/FI7QGY96+vkONENC4dv47tf+9BYlwsbit+N5rU6YvLly9j0aJF6NatGyZNmoS33noL2bNnBwAM7LsEhfKXs4YkB6whiSYzGpIK9kvE4mET8PPrQ/0MSYULF8Yvv/yCCRMmWEOSxXKTY5VJFosl07FmzRp0794d+/fv9zteunhtNKj5NHJky6tVDi83tyqlWxO3QU0zik2bNuHvv//Gc889l9FNCRleKMTcqhtMy8xsz4dbdGJPhXoCLu7EZvUOHToUb7/9dkAbMtO1d6OycRu3SRbgWrZIptqVn57xj1TKNa8WWN5aN9V3vmv6tfEtlrhZ5BTrZItvvOpBJ74J27TCL3yplDP7jqwEAF/MJDF+D4VJXBSTa+FlP8uX6RQXyY3ahY8Z9Ok9zgG8Vc+f22+CyTudGeO2UagUMqJ6SOxjKJWNuDiZEH0ZhWMX4nKRzr4ydJWYfDwmXpnltYtXL1R4QGpge/FauVV38WUAZoqlYI0/uspAL+8DdZ1k90XVv4pK09qFc/gMRmE16uD68GkAgGytK5Lqo8GbEn3/P/z3P/h70u84tmkP7rzzLtSqXQNZs2bFnDlzkCVLFrz11lvo1asXcubM6ctz/fp1fPLJJ3jjjTeQN6/eXNVrnPpfwP97ptOfqsoNdqzWs+Nk3317r1YWvNI5zrhsmeHL7TPqpv+eMD7tWdp4LjbAm4qu8k4kmHmsal6jKpeK8cYY0uUEdm46gCGvjsbRA/7X94EHHsDYsWNRvLh3bjAtFkvmxSqTLBZLpqNhw4bYvHkzXnjhBb/jR09txO9LB+LoyY2SnP7wAzmrUro1CcViWSipVasWatasifHjx2d0U0KGF0aC9DI0ZLbn42akcePGWLVqVUY3wxVXok9i8dqhOHJyA1JSkp0zWCwWyy3EuY1LUbVtI0/K8jJOD0+ovvOhaq/XUOOpjDYkAWq3sao26BiSGJQhKfrcRfz+7peY9+5XqFzoNrzRvx8e7tgB0dHRmDJlCgYOHIj9+/ejb9++foak+Ph4fPLJJ3j99detIUkTa0hSk9kMSR8+egQThv+Klx8e7GdIypUrF0aPHo3ff//dGpIsllsIq0yyWCyZmrlz5+KZZ57B6dOn/Y7fUaYZ6t3VDVmz5vAkdkpm2gWf0dyMCo1QTYRCRVRUFA4cOICnnnoqo5tiyUR8/fXXmD17Nlq2bImWLVuifv36N1SMLdl7uH3vXNxV8QEAmfedFOnZcTKux13FjAUvI2+efIgIz4lW97yNnDkKOGc2RLZAQi1W8koZPsYIRbDuabxYhNVZuNHdFMC7Zek9KjlgQcetakbl7oXKp1IR7DuyEqcq58Njr9fyOy7Gr9FVIsjOyTTGGavPKY6OW0wXBpmynN1D1fnIYmsBqYulYloq7p5MheSVocHLmHOAXBnE12USy5CKOeZWBcTKTLx2Fec3L0eThLrK8kJhoPACsd91eie9WMg2wctnlGo7f7904s+Fgj3NivtiTuWJiUOjCWlKUd5oBKQu4jN4QxIQ6Loud1QUohulGjlf6RyHlJQUDPiwJqZNm4aRI0fizjvvRLNmzXxu6nbu3ImFCxfit99+Q5MmTQLamZiYiI8++ggvv/wyChUq5Ok10EXmxo5XO4sKQifDBr/xkqX14nvjRHq4JfdirMkUzTy6BjoVXn13KFURFX/aSRE5tFISdu89ie59vsXfmw765W3UqBEmTZqEChUqeNJmi8Vy42CVSRaLJVPzwAMPYPv27Xj00Uf9ju87shy/L/sXTp3d4YmhwCoQ0sgoH9ShxAuDo4qUlBTs3bsXo0ePRr9+/fDggw+iYcOGePDBB/HMM8/g/fffx9ixY7Fo0SLs27cPTvs4GjVqhDJlymD69OmetM9y47Nt2za88847yJYtG2bNmoUHH3wQZcuWxfvvvx/gEjTU/PXXXxg6dCjWrl2LpKTgF5gK5S+HcxcPeNCy9CV7tjzIn7cYHu/0KCpULIX128Y7vtsWi8VyK3Bu458oXLtlRjfDFeltGDIl1O5p+fPnY/ykJ6IhicEra3QMSQzKkNSz/SFs2vkzVm4dhKZNm2Lp0qXo2rUr2rZt6zMkXbhwAXPnzsWsWbNIQ1JSUhI++eQTvPjii9aQJEljgjUkZS5D0scVEvC/bxagdvP3/QxJWbJkwccff4wVK1ZYQ5LFcotilUkWi+WGICUlBZMnT8Yrr7yCK1eu+P1WqVxL1LnzCWTNkt1Y8s1DDcRvlF3yoeJGU/QA5gPxYM7l/Pnz+OqrrzB69GhER0ejfPnyKFiwIPLnz48cOXIgNjYW165dQ0xMDGJiYnDlyhWcPXsWefLkQceOHfHoo4+iadOmyJqVjpexdOlSXLx4EY899pjrNlrkXLp0Cfny5cv06p6kpCTUrVsXxYoVQ8OGDQEAycnJOHLkCP755x/s2LEDrVu3xgcffIAaNWp4WvfmzZvx888/4+rVq7hy5Qp2796Nf/75BxUqVMCxY8cQFxeHxx57DIMHD0bJkiWdCyRISUnBp59+6ouddKMQHR2NSpUq4eGHH0bBggUxZswYvPfee3j11VcD0rqNFaaK26LCSYHD7+yWqT/SA924U7osOzERgH+cRF6lEkx7vGDfkZXI+2A4im5tHPAbv0AsW/BTqUZEpQ2vpKD+D9AxtxjFBkb4nhEg7ZrqjJHcKpxNrz+vqBLb5jVOKjo3i6omsXBuJBISYrH/6GpUub110GUFq1zSed7dxvPy4nnzWpnlNgZUMPUBZt84qh8TXbFRyiP2fyDNwLQ8Ntl3PE9MHFK2bPCrM6xGHd+x6EaN0HpEdpzfvALx//yGs/uPosbd1VG1alWULVsW4eGBi+379u3D5s2bsW3btoDfkpOT8cknn6BXr16uxz9u4ft4Xn2sMvyo4PsvZihR9Uu6Gw+9GFd4/Tx7bUzywojE0DnX3qOS/cY44jvEG1zbl07wjfH4b/q8o1n9YtEx+LwXjpzEgsGjcXzrHr/6q1Wrhh9++AG1avkrrC0Wy61FloxugMVisegQFhaGHj16oFmzZujVqxeWLVvm+23PoaU4cWYrGtZ8Fj07TpYOEp0mWCwwMD+5UZV3KyC7Zpn5uphOpN2ey6xZs9CrVy+UK1cO7du3R6lSpciJqEhycjJOnDiB7du3Y/bs2YiIiMDChQtRpUqVgLQtW7bEggULMHv2bDz88MPGbbSoadiwIfLnz4+vvvoKdevWzejmkCQnJ2PAgAG4dOkSHnroId/x8PBwlCtXDuXKlUPLli2xfv16NGnSBI0aNcK//vUv3HvvvUEZyVJSUjB16lT06dMHd955J3LmzInIyEiUKFECLVq0QGRkJFJSUnD+/Hn8/fffqFy5Mvr164fXX38dBQsWNKorLCwMd999N7Zu3Yrq1as7tis+Ph7ZsmVTpnPD+fPnsWnTJpw7dw5Xr15FdHS0n/LqypUr2LFjB3bv3o2jR4/i6tWrKFiwIPLmzYvIyEh06tQJgwYNQmRkJPr06eN5+ywWi+VG4ODxNSh/W8OMbgaJlwagUOPGMBTMwrtpfSZjZxNDEsPUkCTCG5L2lK2C1vfPxNm1c1GiRFHUq14TVR/qhMjISF/6xMREREdH4+rVqzh79iwOHDiAvXv3okOHDgFlJycn47PPPkP37t2tIUlSpzUkmZFZDEnJScnYMH0BVn03A4lxaRtKAKBfv374+OOPfco9i8Vy62KVSRaL5YYjOTkZo0aNwttvv41r1675/VapXEvUqdZFGUtJBhV3gZFZDScW9zv+g2H16tVo0aIFunXrhvLly7suJyUlBevXr0dUVBQmT56MBx54gDRIzZs3D4mJiX7GBEvwtGnTBgcPHsSZM2fQrVs3DBs2DLlz587oZvlISUnBww8/jK1bt+LRRx9Fvnz5lOmvX7+ODRs2YMOGDShTpgzeffddPPLII8iSRX/vUFJSErZt24Y333wTmzZtQseOHVG6dGnHfGfPnsWqVauwd+9edO/eHd27d0dSUhKuXr2KhIQENG/eHPnz51eeq0ydFBMTg759+2L16tU4fvw4rl+/jtKlS6NGjRqoXbs2ypcvjzJlyqBUqVLYt28fli1bhvXr1/sMQTlz5kSlSpVQqVIlVKhQAbfffjvKlSuHy5cvY8GCBZgzZw7WrVuH06dPo1SpUsidOzciIyORJUsWv/cxPDwcBQoUQKFChVCgQAHkzZsXERH+LoBOnz6NH3/8Eb1798bQoUOlqsPMAq/k4eOmpBc3W4y+nh0n46sZqYbOwZsSA8YS+46sBADcUSbQXZIpMqUM5d5m3tHU53BlVBE/tROfj7WbdxnFq5F4hYdMscTKaDuygF/8rv9j777jo6ry/oF/0nvvnfSEFEroJASlCSjiYldEaRYsuOK6+Kxld+2uZRcrPisiPhYsgIIgSIeEmkpL773XmUy7vz/4Zcwkk2QmmWQmyef9es0LZubee74zc+bmzPnec05n3epcC6kzns6Y1K0F1lenf/c1lXrr3Fd3jKGqX0PVFunvO9LbFFf9la/rxd07kwNSWQdyi44jMnhhn8ftb+T7QDqR++rkzk70VHaWDvdIsK5ruOlqRNNwGOhI2MGOQux+rkm0uv7etdhYKJNGXf/fmTAymhCnnM4upVaEbY8Zo6Y+D1mFv6GkMhVR46Mwc9Z0eHh4KI+vUCiQnZ2NCxcuIC8vD3Z2dnB3d0dwcDD+9Kc/YdmyZfD0VD2/dCaS7rzzzkH9Bhiozinouo8S7fo7tnuSqftoVXU0TSaq226w59WBjEpV9zpGavuhv9ff+TcP+ONv7m8bGlT+Xnf+Xa16Xa78m9D173/Xx9WdCz02m6C+qBz7X9mK8swclfKDg4Px+eefY86cOQN6fUQ0+nBkEhGNOMbGxnj88cexePFirFmzBsePH1c+l114BGVVGZg1aY3WI046G8ed08B0bWAZ8kicsU6THz+6/vwmTZoET09PtLW1Deo4RkZGmD59OpydnbF69WqYmJjgjjvuwN13342ZM2cqO7KXLFmC/fv3Y/fu3Vi+fLkOXgEBwIQJEyASiXDbbbfh4MGDiIiIwH//+18sWLBAo1FmQ23//v04e/Ys1q1bp1FSwtLSErNnz8b06dNx+fJlPPPMM/jzn/+MTZs2YcaMGTA3N4eFhYUyASKXy1FUVISsrCxkZmYiNTUVV69ehYWFBSZPnoyHH35Y5ardvri5ueG2225DQ0MDzp8/jzvvvBPm5uYwNzeHQqFAWVkZli1bhtWrV2P27NmwsbFR2b9zdFJ6errKVH3l5eW4+eabIZVKccMNN8DBwQEWFhaora1FZWUlfv/9d+UUko2NjXBycoK3tze8vLyUr1MikeDKlSs4c+YMmpubUVdXh8bGRpiZmSE4OBj+/v5YsmQJ3N3dtUq8qePh4YHVq1djz5492LNnD5YuXYp58+YhICAADQ0NqK+vR2NjIyQSCSQSCaRSKcRiMaqqqlBeXo6mpiaV48nlcnR0dKCjowNGRkawtrZW3hwdHeHt7Q1PT094enpi0aJFsLOzG1T8RESDUVB6GkF+s/QdhsHo2gk8XCOadGEoE0l96SuR1Knr/9Ulki7WtOOl5edxLf9XtIvrMGVqHP501xMqFwuJxWJkZGQgJSUFdnZ2eO6553DPPff0aJt0p1Ao8NZbb+Huu+/GuHHjBvVaB4KJJCaSAN0nktz+YoTz/7cPp7Z+rzIaycjICE8++SRee+01WFtbD/g1EtHow5FJRDSiKRQKfPzxx/jLX/6iZpTSDZg8/m58s2+9nqKj0UIQBLzyyisoKyuDlZUVamtrsXv3btxyyy0IDw/XWRnl5eW4evUqsrOvz0+9cuVKrF69GuPHjwcAHDhwQJn8IFWdyYGuHQEKhQJFRUXIzMxEeno6ysvL4ezsDBcXF8hkMrzyyitYsmQJIiMjAQCXL1/G4cOHIZfLkZCQgHnz5iEsLEyZnKipqUF6ejry8vLg5OQET09PeHh4wN7eHhYWFjA1NcWlS5eQmZkJJycnuLu7IyQkBJMmTeo1OSUIAvLy8pCUlISysjKEhoYiPDwc1tbWmD17NhISEhAdHT2g90QQBOTn5yMlJQVNTU2QyWSQyWTo2vRzcnKCk5MTHBwc4OHhAU9PT9ja2up8Hammpiakp6cjNzcXlZWViI6Oxvz58xEfHw9/f394eXnBxcUFb7/9Np599llUVVXh+PHjeOyxxxAbG4u5c+fqNMEnlV7/sTxUI4fkcjkKCwtRVFSE8vJytLS0wMbGBpaWlrCwsICxsbHKzdLSUvl8V0ZGRjA1NVUmxqRSKWQymTIJ1dbWBrFYjKamJtTW1uLZZ5/FE088oXFSaThGUwxHB09neerWrVG3rk5vMamb4mego5y7Tx9T9bpcOTLpdMpWjY4BqK4L1HW0T+fi9K+kypQjhbqPMOvr8+06QuKhjxQqnU7qXvPM9w6pHb2myciZ/srvqus0Pq/fVa78f8KsGuVnqG7UU/fX2320znCNSNL3yL6utJ22TJvRO+q+a1KZGMnmafBMWK58vK9RZ5p0TA90XTVNXvdQjBLq2mmvzXpI2o7I6u2zHUz96+14gxnFpkk5ne/Z3yaZqp2urjNJ1P25zkTS7NSlyvd42ups/M8T38FY1Iwb58QjMjJS5SKR2tpanD9/HpmZmZg5cyaeeeYZLFq0SONpqt98803ce++9CAgI0OIV64a670rXkYldz5EAeh2FqgtDmUDq73szFHVfU7pcS1iT96BT59+8ya5WyiRS179/XffRdu23LfMu4bH1H+P8WdXRSCEhIfj888+RkDD4kdRENPpwZBIRjWjGxsbYsGGDcpSS6lpKR1FWlYEFs/JwKOlN/QVJI94HH3yAjz/+GOPHj1dOnbV+/XrY29vrrAwjIyP4+PjAx8cH8+bNQ3l5OU6fPo2tW7fC09MTISEhCAwMREdHB5KSkvDCCy9oXH5jYyMyMjIQFxfX71WXI83Ro0fx+uuv4/jx45DJZLCzs4O3tzeMjIyQn58PExMT+Pj4wNnZGdbW1ujo6IBUKoVUKsXtt9+u0iEQFRWF8ePHo66uDoWFhdixYweam5vR0tKCxsZG2NjYwMvLC/b29pBKpRCJRGhpaUFHRwfkcjlkMhnc3d2VySqRSISKigoA10eXeXt749ixY8jMzIRMJgNwPeFjaWmJgIAA2NjYoKWlBdXV1aitrUViYuKAE0nA9ToVHByM4ODgwb3JOuDg4IA5c+Zgzpw5EIlEKC4uxunTp7Fr1y40NTWhsbERcrkclpaWeP7552FpaQlXV1csW7YMQUFBOo9nqKefMzExGfb3vry8HNu2bUNKSgp++OGHYSuXiAgA8kuS4Hpnz/VlhpuuO861pe00erpKJA3GQBNJuigHuJ5IUkfTRJIgKFBl9hk23ZOOG+fOQVxcnMo0tJWVlUhOTkZubi7WrFmDr776CiEhIRrH3ZlIuu++++Dv76/xfrrCRNIfZTORpJtEUlaCG27u+BLx075DR7fRSE899RReffVVjkYiol5xZBIRjRqdo5See+65HtOPrV+/Hm+//bZOO/9HA139wBipUwuok5GRgR9++AEBAQEICQlBc3Mz7r33Xtx///095k0fDjKZDKWlpWhsbERzczPa2tpQWlqK6upqLF68GKtWrcJNN93Ua4NfEAQsWLAAKSkpaG1tRWRkJBITEzFx4kRlZ7e3t7dBTOumrRdffBFbtmzBzJkzERMTA3Nzc7S0tKCpqQmCIMDV1XVIRtloQxAEVFdXIzs7G2KxWJkw7HqlrLW1dY8YZTLZoKdcG0kEQYBYLEZ7ezsyMzMxd+5cfYc0Ip07dw4ikQi//fbboBNmfa0j2NVgFuMeyMgobaaE6bTtMeNBrcWiLo7+qBudtX379TWqVq1apfG+nbqPoujaedS180ldZ9JgRpzowmDec2062AdTlqb02Zk5UH2N3FP3uLptOvW2bUtLC7Zv347HH3+8z31nvndIWRe7r5fVG128twMdLanpCCdAu45cXdF1vdNlhzmgOqJRHY/NJsqRlZ1T2gHXk0VGE+L6PPasL/44Jxb6/IqsH07gwYdWwsrKSrlNS0sLDh48iOLiYjz55JPYuHEjnJ2dtXoNnYmk+++/X6M1JHVF3ShXbetYf59bb1Pg9XXu1eSYuqDPc6quRuOpm5awL+qmwtT2M+9vxOVDHymw42QN9r/yKSou5ao8FxISgm3btiE+Pl6rMolo7Bk7vRRENOr1NUpp69at2L9/Pz766CPcfPPN+gvSwOjqqsPRsKaUSCTC3/72N2zduhWRkZGQSqVoaGhAU1MTli5dqpdEEgCYmpqqnZf90qVLyMnJwbPPPov77rsPc+bMwe23344bb7wR7u7usLW1RXNzM9566y1kZGTgscceg1wuR0lJCdLT03HixAk0NjaiuroacrkcAQEBCA4ORmRkJPz8/ODp6QkvLy+VJFVUVJTBjGy6du0a3n33XaxevRouLi7KxzunbTMURkZG8PDwUFnwWRNjKZEEXH+frKysYGVlBV9fX5SXl8Pb21vfYY04wcHB+OWXXxASEoIXXngBt9xyi9Z1j4hIW1999RXuv/9+fYcxLLRNcg5VgnMkJJL6oqtEksldFTi7dg/WrV6jkkgqLCzE7t27sWrVKvzjH/8Y0AWFcrkcb731FlauXAlfX1+t9x8oJpKYSNJm367H6Guflf+W4MVXDiLpv7sgl3A0EhENHEcmEdGopFAo8Omnn+LZZ5/tMUrpzjvvxL///W+9JQf0YSiv1B3pSSQAOHbsGFavXg0rKyssWrQIDg4O+g5JI/n5+RCJRPD390d2djYKCgpQVFSE1tZWmJqawtjYGKGhoZgzZw7c3d3VHkMQBLS1taG+vl556xwh0traqpyOTSaTwdjYGP/9739x0003DefLVIn10KFDeOWVV5CSkoKZM2fy6rlRSBAEnDp1ivO0D5AgCMjOzkZqaioKCgowbtw4LFq0CDfddBMSExN11lHQtbNL0w4PXU8H013Xxds1GfWgbcfYYP/eaToyqWvZAx0Jo2nsA12TRlPadMzpsq2ii7qmrqO187G3pt87iOgMy2Df9y1f3oodO3Zgw4YNyuN1jhDc9lj/o549NpuoTNHV1/d2OKezyk70VE4x1dvr0GQdKHWPd74/c737PxcMNW1H/2myT9dzcaeTSW7KUWlL/KSY7Ho98dN9Cjt1U9t1TmvXqXXWLACAVVM75ix9HbYOfoiP/6PNIBaL8e9//xs7duzAihUr+n1t6sjlcrz55ptYtWoVfHx8NNpHF+sFavLedj0nqRsZp8low67fu+7fOXWJja5T52kbszYMYd05bWLoOtpyiZ9Uuc5fp+SnF2i9dmDnc4D6dee6P66JmvpcJKd9jsaWUpXHQ0ND8fnnn/P3FBFpZWxd9kpEY4axsTEeffRR3HTTTVizZg2OHj2qfG7nzp04ePAg3nrrLaxZs2ZETu+lraG8MnIkjkrq7Gzdu3cvdu3ahczMTMybNw+xsbF6nRJNW0FBQSgoKEBhYSHi4uIQF3f9Sk6FQgGxWAyFQgFbW9s+j2FkZARbW1vY2tr2Ow/8lStXcO+992LhwoX44IMP4OrqqrPX0p+qqiosXrwYpaWlmDZtGp566imYm5sPW/k0fIyMjODt7Y3S0tJhvRJ4tDAyMkJ4eDjCw8MhlUpRUlKC1NRU/Pzzz6ioqMC0adNw8803Iy4uDtHR0XB3dx9R5z0iMiw7duwYM6OS1OnaqdtbW1tdIskQDCSR1J+hTiR1EhXWYOmqD1BTL8H8RTNVnsvOzkZcXNyAE0lSqRRvvvkmVq9erfEoaSaSBo+JpD+eA3STSJJIRUi9+j2yCg4D+GMcgZGRETZu3IhXXnmFo5GISGscmUREo55CocC2bduwadMmNDY2qjyXkJCArVu3IiIiQj/BDSNDn+M/KSkJt912GwIDAxEdHY3o6GgkJCQoEyS6cPbsWbz++utISkqCWCxGSEgIgoKCEBoaCktLS52VM9yKi4tRV1eHSZMmDXlZIpEIR48eRU5ODv7zn//gvvvuG5aO6EceeQTnzp3DzTffrLKoMo1OHJ00NFpbW5Gfn4+SkhLU1taivLwclpaWiIyMxPjx4zF+/HiEhoYiLCwMwcHBva67tHv3bvzyyy+47777MHfu3D4vyhjIukja7NsbbTvZ+qOLETzqRiYNdE2Wofz73fUikcFcMNJ1gfiw45UG1ebQRPf1XvpaG2ekvbZOzZKdeCX1+gjkzk5qbdZQEne0oLjiArDqHuVj6kbzdO041XQ041B9XweitzXf+hqBZch1YiguMOs6bV1nsggAXkmVqUxn15kweiVVhr9Nun5t86IPnZT15tcSM+Xj3ZNNANBsbY7DO5Pw2KYvERAQjoWLFvSYGjglJQVisRi//fab1q9DLBbjzTffxGOPPQY3N7f+d4BuRrH2dYze1tHrqjOpAfQ+clLbz723BMZg1wkzhKRRV93j6TpFXed3fPN33irrvXXqK9E20Hj6ik0be/bswYYNG1BWVqbyeHR0ND777DPMmDFjwMcmorGNI5OIaNQzNjbGmjVrsHTpUjz99NP49ttvlc+dPHkSEyZMwPPPP4+//vWvsLCw0GOkQ0vd6CRDGlVUVlYGGxsbBAYGoqioCGlpaXj55ZcRExODl19+GTfeeOOAkxaCIOD//u//8Oijj2LmzJm4/fbb4ebmNmpGpfn7+8PU1BTnz5/HlClThjS5Y2VlhSVLlqCgoACbNm3CF198gf/93/9Vu66TLu3ZswdLly5lImmMMDIywrhx45Cfn4+goCB9hzNq2NraIjY2FrGxsQCuX2zRuXZaSUkJLl26hMbGRtTU1KCtrQ1hYWGYOnUqwsLCYG5uDnNzc2RlZWHHjh2IiYnBvffeC2NjYzzyyCN48skn4ejoqN8XSETDKr/0NMLG3Yh8fQcyhHpLJHXSZCo/QzJUiaRO3RNJnbqui9T18UUfXl/nUiaV4f9O16ImpxgXpN64IarnaPkLxTV4dsP/4mp2FebNX4zw8HC18YSFheF///d/sWLFCnz00Ucarx3Y2tqKt99+G08//bTGf8+YSNIOE0maG+h7VV5ejieeeAI//fSTyuMWFhZ46aWXsGnTpl4vFiIi0gRHJhHRmPPrr7/i0UcfRXFxscrjkZGR2Lp1K+cM1pPi4mJERkZi/fr1yh9wEokEqampOH/+PGxsbDBv3jzMmzcPiYmJMDc3V15dP3PmTNjZ2ak97rZt2/DSSy+ho6MDt9xyC/z8/IbxVQ2v6upq5OXlYcaMGcMyWkgqleLkyZPIzMzE2bNnERoaOmRl3XHHHWhtbeVVdGPMyZMnER8fz2nY9KCtrQ2VlZWoqKhAS0sLBEGAQqGAkZER4uPj4eDgAEEQUFxcjIsXL6KgoACPPvoo1q1bh5CQEI3LGYrOFU2P2XVNHF1NS9TXcfobmaTJOkiGOtKne2zdGVKsA9X1NQKq6+SMdJp8Z7qPwmkT1aOy5gqC/ftvN6urG+qm2lJ34ZMma/Vo2sE9Wj4rbTv0B5sA6K6zLvxaYqYc0fbQRwr8WvJHB/UbonPK/58Iuz5yXl3ibe0z4/D888/j3LlzsLW1hYmxGcZFeeCtr/+Mya5WeOLODrS01SAzZxfKa1IwY8YMzJw5s9/OcLFYjEOHDkEikeDMmTP9TuXV2NiI999/H5s2bep3iujuuo9i1KaerVq+o8f6bP1NT65uPTdty1UXx0B0j7W3JNRQf/cGMm2dun26JkY1WRuvr5k/tHlPdfH+dK4Z/de//hXNzc0qz91444345JNPhvS3GhGNHRyZRERjzpIlS3D58mW8+OKL+Pe//w2F4voPoqtXryIhIQEPP/ww3njjDV5hPcz8/f2xZs0anDp1CjfffDMAwNzcHNOnT8eUKVNQVlaGwsJCvPLKK1izZg0UCgWcnZ1hYWGB6upqLF26FA899BAWLFig8gPz0qVLMDU1xUMPPTRqRiL1xt3dHaampjh9+jRmzZo15K/XzMwMN954IywtLXHTTTchNTUV9vb2Q1KWu7s76uvrh+TYZLjCwsKQnZ3d69XHNHRsbGwQHByM4ODgXrcxMjJCQEAAAgICUF1djSNHjuDDDz+Ev78/br/9doSGhsLHxwfe3t7w8/ODjY3NML4CItK1rsmAgtJknEnbgbV3fNvHHn/onkhS9/hgRnnoKlFiyLq+P9q+3r6212ZtVV0lkhqaitFhfgLLlp3DrFmz8NRTT8HGxgaXLl3Cldw0THa1wobb25F69TvkFB3F1GlTsPyOxzRO9FhaWmLp0qX48ssv8c0332DNmjW9bltTU4OPPvoIf/3rX7We9pqJJCaS1JU53Imky5cvY/369UhKSlJ53NnZGe+++y4eeOABXphFRDrDkUlENKZduHAB69atQ1pamsrjnp6e2LJlC1asWMGG1xATBAGVlZXIzs7Ga6+9hqamJixevLjPfTqvju/8bJqampCZmYlr166hpaUFixYtwq233oqFCxfi2LFjuOOOO/Dwww/Dy8trOF6S3jU1NSEtLQ3x8fHDMi2cIAjYs2cP/P39sXv37kF9Z2QyGVpbW5GXl4eMjAycP38eR44cQUFBAZYvX47x48frMHIaCU6dOjUsyVHSDZlMhoKCAuTn56OtrQ0tLS1oampCY2MjHBwcEBAQgNDQULz44ouIjo7u9TiDmYpJmzWYNO3E0cXUULnFJ7H+qdkqI5O0NZg1qIZC13Vj5noP/HWNJLqY1krftF0DrPv2za0VaGguQYD3NGUHcsKsmh4jjdTprTO8N70tRj+Q5FFvHb36+AyHYrq53gxm5GXXDvbOtYxSakXK6exsk5LwV6tpAPr/TDvj+Oijj/Dcc89h+vTpmD59OszNzZXbfPnll8CUW+E8YQ7sD29BUVERbr311gFdrCQIAj799FP8+OOPmDVrltptysrKsG3bNjz33HMaT/2lq/rT/Tjdp68DVKdS63q+/bXETO33TdtYBrse4EASObqii++QLqYl1PXxtSEWi/Haa6/hjTfegFQqVXnuvvvuw7vvvgt3d/chjYGIxh6OTCKiMW3KlCk4f/483n//fbz44osQiUQAgMrKStxxxx1YvHgx/vOf/2g1ZU9/fvjhB7i7u2PGjBkqP5600draipqaGtjb28POzk7tcerq6pCRkYHc3Fy0tLSgpaUFbW1tMDExgYWFBczNzeHm5gZ/f3/4+fnB399f62kdBqOyshIffPABvvjiC9TW1sLT0xPu7u5YsKD/+ae7dyo7ODggPj4e8fHxqKmpQU5ODv75z3/iwQcfhKOjI2655RaN50sfDRwcHBAXF6ecIqz7wsS6VlhYiLq6OkgkEshkMq3m4c7Pz8dzzz2HkydPoqGhARKJBMbGxnBzc4OHhwecnZ0xY8YM3H777Zzfe4yKiorC5cuXERMTo+9QSAOmpqYIDQ3tMZWKTCZTJpVKSkowe/Zs7Nq1CzfeeKOeIiWigSoqv4Do0KX6DoM0YGiJpC+++AKbN2/GAw880KOTu7GxEcVl5ZiwOh7Y9Soa5HLcc889A27HZmZmwtraGlOnTlX7fH5+Pnbu3InNmzdrfPEVE0n9789E0sCPr40DBw7gySefRE5Ojsrj48aNwyeffIJFixYNaflENHZxZBIR0f/Xud7Db7/9pvK4ubk5nn32WTz//PP9zretieDgYFRXV0Mul2PWrFmIiorC6dOnceXKFcTHx2Pt2rVYtmxZr9MsnD59GitWrEB7ezvEYjGkUinMzc0RFBSEjRs3YuXKlVizZg1+/PFHeHt7w9nZGWZmZjA1NYWpqaly3QuFQgGxWIzm5mY0NjaioaEBpqamsLe3V149vmbNGvzpT3/SesqHvkgkEly8eBF33HEH3N3dMXHiRPj5+Q3JqAOJRAITE5NhGZ1jiEQiEc6cOYNZs2bBwsJiSMpobGzEZ599hi1btuCBBx7Q+r3es2cPHn74Ydx2222wt7eHubk5TExMOCKQVCQlJWHq1KlMKI4iWVlZ2LNnD7y8vLBw4UIsWLAACxYsUF7UMJiOooGuD6Lt9ETaeOgjBQ7sPImTXxojxD9hQGX2FUNvr3k4phcaiSNzxjJNOpD72iY1uAWSlgZ88rIvNn/nDUC13m3ZaYEn7uzosZ/HZhNlwqFrkqJ7EqK/72/X4wyWuinGdGkg05X1prcpxLrTVXKjM74lflIkWv3RRj8uup7Q6FzPSF25vSVcdu7cibVr1+Lee+9VO1vAhQsXIJFIYG1tjZycHKxYsWLAvw+kUik++ugj7Ny5E/Pnz+/xfGZmJn7//Xds3LhR4zbnUI5o62/k7F/Ofq1MIAGqiSZdlKWuTDJMhYWF2LhxI/bs2aPyuImJCf785z/jpZde4rTCRDSkODKJiOj/CwwMxP79+/HNN99g48aNqKmpAXA9IfHqq69ix44dePfdd/GnP/1pQB3dMpkMv//+O5qamnDzzTfDy8sLBQUFSE1NRWhoKGbPno28vDxs3rwZa9euxR133IHVq1dj1qxZKuWtWLECkZGRmDt3rvK4EokExcXFePfdd/Hcc89BJBLh0UcfhbOzs8bxyeVyiMViiMViiEQi1NTU4MUXX8Rjjz2GBx54APfddx+mTp2q8qOuo6MDLS0taG1tRVtbm3L9KUEQIJfLIZFIIJFIUFpaimPHjuHEiRPIzc2Fg4MDpk2bhunTp2v9PmpjoCO/RgsrKyvMnj0bp0+fxpQpU2BnZ6fzMs6cOYNJkyZh1apVA/rBHxISAqlUCg8PDyaQqFcTJkxAeno6pkyZou9QSEfCw8Px5z//GaWlpbhy5QoOHjyI+vp6/OMf/8DDDz+s7/CISA1BENB49Ty8598DoGLYy++ahNIVXSWmutMk4azrsnWVSOq0xE+q9vHOkUnqyu0rkbRmzRrcddddvU47fenSJaxduxZvv/02NmzYMKgLzVJTUxEdHa02kXTy5ElkZ2fj6aef1vh4TCSRvolEIrz99tt4/fXXIRaLVZ6Li4vDZ599hkmTJukpOiIaSzgyiYhIjfr6erz44ov4+OOPlQmSTgsWLMCWLVs0XhA+OTkZf//733Hy5EnY2dkhPj4e0dHRfXac19bWIjMzE5cvX4alpSUeeOABrFy5EmFhYXjiiSfw888/Y+3atWr3raysRH5+PmbOnKmTzvmqqipkZGQgKysLxsbG+NOf/gRvb2/s2rULaWlpMDMzg6WlJczNzVV+9BkbG8PU1BQmJiawtraGp6cn/Pz84OnpqZMRXqQ5uVyOpKQkjB8/Hi4uLjo9dkNDA3bt2oXQ0FA8+OCDygTi3LlzERER0e/+MpkM/v7+WLRoEcaNG6fT2Gh0uXDhAiIjI3m15ShWXFyMY8eOoaOjA3PmzMHkyZMxYcIEODo6QiKRKNcDcHJygrOzMxwcHKBQKJTPWVpawsnJCQ/96f80LnO4Os9WLd+B3OKTsL/ZGO4Zswdd9mCn+GGnIXWnrk5lJ3oiYVaN8v7Fpy7C2soJtcumK0fHdF2/aMtOC6TUXp8yuuvIFU1G1WiyDtL23Sv77NQfyPdiKL8Lul4XSZOkTX+xdP9MOxNG2x77ow3/0EcK/Fryx0jg3tbC0uS9EwQB77//Pl5++WXcfvvt8Pf3V7tdfn4+Dhw4gNmzZ6OpqQlz5szp99h9+fXXX3HnnXfimWeeUXn8l19+gUQiwYoVKzQ+1mDW29P2+J1T2XW17TFjlUTqW9Pv1bqMme8dAjD8o1dJN3755Rc89dRTKCgoUHncyckJr732GtatWzdmZ+IgouHHkUlERGo4Ozvjgw8+wNq1a7FhwwYkJSUpnzt06BBiYmLw9NNP44UXXuixzlB7ezsuXryI5ORkHD58GMnJyZg1axbWr18PR0dHjcp3dXXFDTfcgMTERJSUlOD333/Hf/7zHxgZGcHKygrR0dEQBEFtssjT0xOenj3n3R4oDw8PLFiwAPPnz0dFRQWuXLmCixcvIiwsDDfddNOQTZ9GumNiYoL4+HicO3cOYrEYPj4+Oju2k5MTVq5ciZMnT+Ltt9+GiYkJZDIZXnrpJWRmZva76KuxsTE8PDxQX1/PZBL1acKECTh//nyvi2jTyOfv74+VK1eiuLgYFRUV2LlzJz766COVKUsFQYBIJFKOiDUxMVFeuCCVSqFQKGBubg0rS3vY23jC3toX9nZecHcOha21W/9BEJFacpkMjS1l8PWciNoBHqOvRNJQUZeAGg7qkj2DiUMXnf7d3+ehTiRVVVXhwQcfRFpaGlauXAk3N/XnYIVCgaNHj+Kvf/0rnn/+eTz++OOavaBeCIKA6upq+Pr6qjz+5ZdfwsfHB7fccovGx2IiiQYiJycHx48fh7+/P8LCwhAQEDCgizxzc3OxceNG7Nu3T+VxIyMjrF27Fq+99hpcXV11FTYRkUY4MomIqB+CIGDHjh34y1/+gqqqKpXnfHx88M477yAyMhLbt2/HgQMHkJ2dDQ8PD3h5ecHLywuRkZE6GYkjk8nQ0NAAV1dXTgdGA5aeng5bW1sEBwcPaTn79+9HWFgYvvzyyz6327dvH9atW4e1a9fyijrq1+XLl+Hh4cEfzgQAPS6qEAQBHR0daGtrQ2trK2pra1FfX4/GxkYUFBTAy8sLy5YtQ8YZE7g7hcLM7I+pmoajU2379u0AgFWrVg15WeqsWr6j39Ef7Fykrrp2dOcWn4S3WxSsrTSfQlkT6hJJmq53NpLra1+JJU3XfdN0NFLXY75+Vzk2f+et9thdkxZ/m2SKV1JlAK4nlDq370x4zPW+fh6TSqVIT09HamoqLl++DGNjY9ja2sLExAT//ve/ERERgRtvvLHPNQ8PHToEiUSCu+66Czt27MBtt93W5+vqT0pKClJSUpCfnw8zMzMIgoAtW7YgPj4ekydP1vp43ZMxQ1HvOs/PXcsBeo7Y06TsrsfqajDT4411UqkUpaWlcHR0hIODg9opGNva2vD999/jk08+waVLlxAUFISamhpUVlZi3759WLJkicr2CoUC1dXVKCsrQ3l5ufJmaWkJOzs7nDx5Ert374ZEIlHZb9q0afjggw8wderUIX3NRES94cgkIqJ+GBkZ4YEHHsCtt96Kl19+GVu2bIFcfn2O87KyMtx9990wMTFBdHQ04uLisGzZMlhaWuo8DlNT016v6CPS1IQJE5CVlYVLly4hOjp6yMrx9fVFRUX/6ykcPHgQQUFBTCSRRiIjI3H69GkkJCToOxQyAN0vrDAyMoKlpSUsLS3h4uKCgIAA5XNyuRzFxcU4f/48cvMLcLSmEi6OvvDxmIKIwIXDHTrRiCKRtkMqE+k8kTQYIzmRpAlNE2q96SuRpI42iaRpjndg165d2LlzJ/bt2wdra2t4eXnBwcEBRkZGkEqlkMlkuPnmm/u8eEkQBJw+fRqFhYU4f/48EhISBr2ealpaGk6cOIHff/8dZmZmkEqlePvtt3HXXXcN6EIqJpLGrsLCQuzfvx979+7F8ePHYWRkBJFIBEEQEB8fj+PHjwO4vobwu+++i9deew3e3t6IiorCvHnzIAgCtm7dCldXV6SlpSEnJwcFBQW4du0a8vPzUVRUBCMjIzg7O8Pe3h42NjawsLBAXV0dcnNze0y17+LigjfeeAOrV68e1HpiRESDxZFJRERayszMxOOPP44TJ06oPG5sbIzp06cjMTFxSJJJRLpUXFyM6upqxMXFDclIt/z8fFy8eBGXLl3qc7tvv/0WL7zwAu6//36dx0CjU1FREQRB4LSINChisRglJSU4n5KKwuISTI+4DycufDxk5XWumbT+qdl6GZnU2yiI/kZAjPYOe/pDXyNlrub9hpCARJiZ/tG+9dhsopwCDQASZtWg6nW58n5v6yR1Pt513Z6u+/VGl3WxsLAQJ06cgJubGyIjI+Hv76+zztnO91HbePubAq97YqH7d7e/8v5y9mvltHaTXa2w6EMnlf2B68mizd95Kz+bJX5SlSnw3vt8KdauXYsDBw7Ay8sLwcHBiIiIGNB6nK2trdi3bx8UCgX27NmDixcvYtOmTVi3bt2AP4uUlBScPHkShw8fxqRJk9DW1oa3334bjz32WL/TLqvzl7NfK/8/kOnlBlpW1++VJsmkrp9t18+rK57LNSOVSrFnzx68//77SE1NRUhICPz9/REcHAwnJycIgoCff/4ZtbW1uOWWW2Bra4vvvvsO5ubmmDdvnspU8zKZDKmpqWhtbUVHRwfkcjmsra3h7OysXPvRxsZG+TuspqYGBw4cQF5enkpMxsbGeOSRR/DPf/4Tzs6Gk9AnorGLI5OIiLQUExODY8eO4dtvv8WmTZtQXl4O4PpQ9eTkZKSlpSExMRFTpkyBqSlPs2SY/P39YWlpidOnT2PmzJk6Hxnk5eWFvLw8rF+/Hvfeey8SEhLUlhEXF4e6ujqdlk2jW0BAAE6ePKnTzj8aeywtLREaGorQ0FCcPXsWGSnH9R0SkUFqaauBhbltj0TSYGibSNIVsViM0NBQ1NXVISgoCGKxGJWVlZDJZPDw8ICLiwtcXFzg5uaGiIgITJo0CdHR0WhqakJhYSEKCgoQGRmJm266Se3xh2ptpuFMJHXqnkj65JvbkZiYCLlcjkcffRT29vYDei0KhQKpqak4duwY7r//frzzzju4fPkyHnnkEaxYsWLQiaSjR49iwoQJqKiowKeffopNmzb1WN9WE0wkjS0FBQX44osv8Mknn8DS0hITJ07Exo0bYW5urrKdkZERJk+ejLKyMmRlZaGjowPTp09HZGRkj4vzTE1NNZqKrrW1FceOHcPFixfR/Vr/mTNn4sMPP8SkSZMG/yKJiHSEI5OIiAahpaUF//znP/Hee+9BJpOpPOfk5IT58+dj/PjxXOOIDFZLSwsuXLiAGTNmwMrKqv8dtFBTU4NLly7h2rVrUCgUmDVrFvz8/ODr6ws3NzdkZmbiwIEDaGpqwsMPP6zTsml0a2hoQHFxMSZMmKDvUGiEk8lk+O6772GqCMCV3N+GtCx9r5mkTl+d3/rogOxtuid2hvY94mWokhgAkJH1M6LDboax0fWOak3X8+lP15FNQzmFWFcVFRXw9vbG888/r+wkFgQBbW1taGlpQXt7u/LW2NiI2tpaVFRUwMbGBk5OThCJRIiIiMCBAwd6HLvrZ9CZbNNFoqyvdc76+iy6xtA5Pd2vJarrFnVNMKXUipSPd58KL/npBdi+fTsee+wxbNiwASKRCPX19WhoaEBTUxNaWlrQ0NCA2tparFq1Cl5eXgCuTy9aV1en3La5uRllZWWwsbHB//7v/2LGjBn4+OOP8de//hULFy5EbGzsQN4i1NXV4fPPP0dSUhJiY2ORmpqKI0eO4KmnntLqwr7uU9p1Gsp62TUZBPzxGXWtO32V39t3n+fMvgmCgMzMTPz444/4/vvvUVRUhMjISEycOBG+vr7D8ttdIpEgOTkZp0+f7rEukru7O9566y2sXLmSF04RkcHhJfNERINgZ2eHt956Cw899BA2btyIgwcPKp9raGjA999/D19fXyxcuBD+/v56jJRIPTs7O8THxyM5ORlRUVEDmqqkN25ubrjhhhswd+5cVFRUoLKyEpcvX8b58+chFothb2+PqVOnws/PT2dl0tjg5OSE3NxctLe3w9raWt/h0AglCAK+3/kjWpuMMHfq7foOh8jglFVlwNs9WplIGum8vLyQkJCALVu2IDw8HA4ODujo6IBMJoNMJoNCoYCpqSlMTU1hYmICNzc3ODk5QSaTKUdX9zeVtTaJJIlUBEFQwMLcRu3z3de+2b57pTJ5oElSr2sMg0kkAcB9992HXbt24e2334arqyvGjRuH0NBQ1NfXIzMzEwAQHByMvLw8XLx4ETU1NSgvL4eTkxOCg4MRHByM2bNnIzIyErfeeiuSkpKQkJCA4uJi3HvvvfD2Vr+WU38kEgn279+PJ554ArGxsdi7dy+amprwzDPPaHUcJpJGv6KiIpw4cQJHjhzB4cOH0dzcjPDwcEyePBkrVqwYthlFOkfnHT16FK2trSrPmZqaYsOGDXj55Zfh6Og4LPEQEWmLI5OIiHTo4MGDePbZZ5GRkdHjuYiICMyfPx+urq56iIyob4Ig4OLFi3BxcUFgYKC+wyHql1Qqxblz5zB79mx9h0Ij1PnzF5B0KgWLE/6B//tlzZCXp8+RSYY2Aqkv6mI1tBiHgiZr5gCDHxGkKblcgqv5hxAdunRIjj+Un+np06exdOlSzJ49GwkJCXBycoKjoyMcHBwgFotx7do1nD59GjU1NfD19UVYWBh8fX1hYmKC9vZ2tLW1QSQSwcrKCtbW1rC2tkZ7ezuuXr2KOXPmYOXKwcUuk8nwySef4IUXXkBMTIxyHVZNR5h1Jqy6r1nV6WSSG16/6/o03Ju/89ZZgkQQBIhEIpWLOH799Vf8/vvv6OjoUI6uGD9+PCZOnIjY2FjlRUpyuRyXL1/G/v378cknn6CtrQ0TJ07E9OnTB9yJL5VKsXPnToSHh+OHH37Atm3bEBERgblz52p1nK7v+3CcazqnteuecOwcQdZ1ujpNpjDspC6BORbOneo0NjYiLS0NFy9exNmzZ3Hq1Ck0NjYiMDAQXl5eGDduHHx8fIZ11I8gCMjJycGhQ4dQU1PT4/nbb78dr7/+OkJCQoYtJiKigeDIJCIiHVq4cCHmzZuHHTt24G9/+xvKysqUz127dg1ZWVmYMmUKEhMTBzR/N9FQMTIywpQpU5CVlYWMjIwBTzVCNFzMzMzg7u6OsrIy+Pj46DscGmEaGxvx+++HMW/6czA1Me9/B6IxJqf4BEL85wzJsYe6g/udd95BVFQUjIyMsHv3bkilUkgkEnR0dMDExAQWFhYwMzODsbExMjMz8euvv8LBwQEvvPACHn/8cZiZmfVfyADt378fTz75JORyOZYtW4Zdu3bhww8/xOLFi5XrpUhlYog7GgEYw97WQ+1xNEkkPfd/bog4rbuRNkZGRj1GAy9ZsgRLlixR3m9vb0dxcTGKiorwww8/IDc3F0lJSUhLS4OlpSUCAgKQkJCAwMDAQXfknz59Gt7e3vj666/xr3/9C3feeSdCQ0O1OgYTSSObTCZDbm4uMjMzkZGRgZSUFKSnp6Oqqgre3t5wd3eHq6srbrnlFnh6euptyrjy8nIcOnQIBQUFPZ6bNWsW/vWvf2HmzJl6iIyISHscmURENETa29vx/vvv44033kBLS4vKc+bm5oiPj8eMGTN6LOxJpG8VFRUoKCjA9OnTldO6EBmqEydOID4+nnPKk8YUCgW+/PIr2JmPx6TIOwEMT6ebIY1MGgudjMOtv/f4L2e/HvQaOr2tn9MuqkdxxQW0ttdgnM8MuDgGwfP569eNqivTY7MJGkqrkHQMsPUNhbG5BYA/Rj21ttegqjYLp1I+7fH6OkfFdNU5Vdfm77x7JDbUGco1kiorKxEYGIjHH39c4wu3FAoFiouLcfz4cVhbWyMjI6PPvymCIKCkpARXr17FlStXkJubi4KCApSWlqKiogKTJk3C008/jQkTJijXDKqtrcVHH32E9PR0zJ07F9HR0TAyMkJ2djYyMjJQUFAAU1NTiMViSKVS5Siq48ePY+rUqWpHLXXWh+6j1sSSFlzK+QV5JUfx3nvv4dFHHx3AO9mTRCJBQUEBCgsLUVBQgPz8fBQVFaGsrAyVlZWorq5Ga2srnJyc4OTkBHt7e9jY2MDLywu+vr5wcHDQSRyCICjXRTp06BAOHDiAjRs3ajwt2HCvzdY5hV5XCbNqlN/N7rH0tU5WV92nQezU177djz0S/xbU19fj119/xU8//YSDBw/CzMwMXl5ecHJygpubGzw8PODu7j5s09b1pbGxEUeOHFE7a0loaCjefPNNLF++nOsrE9GIov+zKxHRKGVtbY3nn38ea9euxT/+8Q98+umnkMlkAK7/GDty5AjOnz+PG2+8ERMmTGBHKBkMLy8v2Nra4sSJE5g5c2a/6wMQ6VNMTAwyMzMxYcIEfYdCI4BCocCpU6fQ0iTD7Nm36TscokG7mn8Q5zO/AgBMnhyHExffg6mJNSYFzodHzmyYm/Vcj6f44mXs+cv7sLS2Q3N9Hey8AmDlGwZFmyuc7P1QVH4e7i6hePLJJ7FlyxZ89913ANQnkgzNl19+ifDwcK1mADA2Nsa4ceMQEBCA1157De+++y48PDzg6OgIIyMjFBcXIz8/H3l5ecjNzUVeXh6MjIyUHdj29vawt7fHpEmTkJCQgPz8fKxduxYNDQ2wtbWFjY0NrKys4O3tjUceeURl5FNYWBjCwsKgUCjQ0NAACwsLWFtbw9jYGOfPn8fSpUthbuIGUxMLmJhYwNLMAfa2XmiaFYkJv7cB///zDTteicbmUuSWnEBe8QlERUfg9ttvx1//+lf88ssvaGhoQHV1Nerq6mBmZoYHHngAGzZsQFBQUK/vS0tLC5KTk3H8+HEcPnwYqampsLGxgbOzM+zt7WFrawt7e3v4+voiMjIStra2sLW1HdJO/La2Nhw4cADNzc345JNPcPLkSfztb3/TuEwmkkZmIkkul2Pfvn147733kJSUhMDAQAQGBmLNmjVwdnbWd3g9iEQinDx5EmfPnoVcrprQd3V1xcsvv4z169cP6ShIIqKhwpFJRETDJDs7G5s3b8ZPP/3U4zl3d3fMnTsXERERTCqRwZBKpUhOTkZERATc3d31HQ5Rr86fP6/syCLqLjMzEwUFBaivr0dFRQVMjC2xaPYLsLP547w21J1qq5bvQG7xSQDA6ZStQ1pWf3H0ZSR1LvZlqNdd6ut97Lqeja7XN1L3GoqLi/Hf//4X+/btw6VLl+Dt7Y3y8nJ0dHQAAEwtzLFk1stwtPdFdqInEmbVYPv9m9Fe2YANGx4DAOXIksqKahSXlKC5uUGljP9Legtpxj2nE13iJ8VkVysAgF1bB3aXNOLjr1KR/fsZ2Lb4Y/GOlTAyMkLV6/Ie6/wkP71Ad29MF1OmTEFQUBCioqIGtH9SUhLq6+uV0+IpFArlCBsHBwc4OTnB1dUVdnZ2Qz6aQKFQoKioCCKRSDlVX0tLC2prG1BbW4f6+hp4uIRi7SN3YM+ePcjLy0N0dDQmTpwID4/r0+NVV1ejtLRUmdSytraGSCRCeno6cnJyUFhYCJFIhOrqalRVVSE7OxunT5/GuXPnUFBQAB8fH/j4+MDPzw/+/v6wsemZnBwOLS0tuHjxIlJSUnD77bdj3rx5kMvlWq9f1dt3dzjOfX2dNzqnuQNUp7rravvulT2mtuueVFL3vepv1KQma3Xp62+DTCbD+++/j3//+99QKBSYNGkSoqOjYWVlpZd4+tPR0YFz584hKSkJIpFI5TlLS0v8+c9/xnPPPQd7e3s9RUhENHgcmURENEzCwsLw448/4vTp09i0aRPOnDmjfK66uho7d+6Eu7s7EhMTERkZyaQS6Z2ZmRkSEhKQkZGBmpqaAXfMEA21SZMmISkpCXPmDM36HjQydXR04NSpU8jLy8PmzZsxfvx4REZG4rlHDnFKGRo1/P398fe//x1///vfUVVVhdTUVJSVlWHLv/ahpj4H5dWXUNOQB0d7X+U+fg+8g5LdH2HLfz6Eh4cXrG2sYG1rDVMzE0gkHbAwt4a3ewzMFiwGjIDje88jOW0vJG0i+MZFYtz0GNwz0wWl+dUoO12D/NQCHDhyGRfSCjAuOAgTQ8Nx6mQy0n/yhlf2Dcpye5v2TpdiYmJw8eJFGBkZwcbGBvb29nByctJ4/1mzZg1hdNoxNjZGYGBgr8+3t7cjOzsbv/76K0JDQ3HzzTf3GKHj7u7e44IgJycneHt7o62tDfb29jA3N4eDgwPs7Ozg4OAANzc3xMfH44477tDrdNyCIKCsrAypqam4cuUKli9fjt9++w2nTp1CSEgIpk2bptXxmEgaWYkk4Ppv5DfffBMmJiZYs2aNwU4P31cSycjICKtWrcI///lP+Pr69nIEIqKRgyOTiIj0QBAE/Pjjj/jrX/+KvLy8Hs8zqUSGpry8HPn5+Zg+fTqnZCCDVFZWhtbWVoSHh+s7FNKjoqIiXLlyBRUVFaioqMC0adPgZXMnrK1UO5M7O8dmvndoSNdv6dpRl1t8Euufmq2XNZN6M9yLz+uaJh2h2hrsyCKPzSYo+Ucr0gOa0Fp8DabpmTA2NoWluTPsbT1gZ+MBibQdbaI6tIvq0d5RC2MjEzjZj4Ozwzg42Pngwy/vhEwmw+OrvoVM1oFWUS1a22vQ2l4DqawVlmaOePipRfDy8oKXlxc8PDzg4eGhMmpEJpMpOzXNzMxgZmYGY2NjlURqamoqCgoKUFtbi+rqahw5cgSLFy9GQUEBvtqxE1KZCG5uHnBzc4GbmwtMTU2Rn1+E0tIitLe3w9zMEm7uHvD0cIOvnw/CwsKUU+MmJycjP6sdLk++AAAIOVaOhqZiONh5w9TkeofwUNS5nJwcvPDCC8o1fHJycvDkk09yJIAacrkcMpkM5ubmBpNgl0gkaGpqQk5ODi5fvgypVIo1a9bg8ccfh1QqxRdffIHHH38cLi4uGh9TX0kkdeuMda4v1lvSSBudx+1vLTaPzSaDWq9NX38bSkpK8MEHH+DTTz+Fm5sb/vSnP8Ha2lovsfSmryQSACxatAhvvfUWYmNj9RAdEdHQYDKJiEiPJBIJPv/8c7z22msoKSnp8bybmxvmzp3LpBIZhPb2dpw7dw4TJkzQ6ipfouGSnJyMiRMnGuz0JzS0ampqsH37dgT7LoCHczhcnIJgZnq9Y3u4O8PUdV4awjR3gPYJGENIMmk7Pd9QJJl6K0cQBLS216KmPhvVDVmoqc9GU0sVfH194OLiBh8fLygUCjQ3N6O1tRUNDQ2wtLRUTjtmb28PmUymTOhUVFTAyMgIJiYmMDU1hbm5OZycnODg4KBce6etrQ1isRitra1oa2tDU1MTWlpaYGVlBSMjI3R0dCjX6eyq63E7/5XL5ejo6IBUer2T28fHB8HBwQgNDYWPj4/a9qdCoYBYLO6zY7ekpATff/893n77bRw6dAiHDl1fO8bW1hYffPABbr311mFJYMyaNQseHh6YOHHikJdF2hEEAfn5+cjMzERDQwPq6+vR2toKV1dXzJw5Ew8//DAWLlwIU1NTHDx4EHl5eXj44Ye1+k3UOZqnazJFH+e03tZq0qXsRE/8tuH6FJUptSJs/s5bo/K6jnAaquknNVFZWYlTp07h+PHjOHr0KPLy8hATE4O4uDh4eqpfI0pfxGIxzp07h+TkZLVJpISEBLz00kuYN2+eHqIjIhpanOaOiEiPzM3N8cgjj2D16tX44osv8Oqrr6K4uFj5fE1NDb7//nu4ubkhMTER48ePZ1KJ9Mba2hpz5sxBSkoKHBwcEBoaqu+QiFRMmTIFZ8+eRXx8vL5DoWFWW1uLH374AS+88AIuJ3npOxwahRSCAlVVVaisrERxcTHOnz+PI+d2oba+EApBBl8fP4wL9MOsxIXw9vYe9umY5HI52tvbIQgCTE1NYWZmppzyTBAEyOVyKBQK5a3zvpGREQRBQEZGBhISEjRK8BgbG/c7QsDPzw/x8fF4//334e/vj5UrV8LFxQVZWVlYv349nnzySQQGBiI4OBiRkZG45557ep0CShAEVFVV4erVq2hsbISVlRWsrKxgaWkJV1dXBAQE9JjerdODDz6I559/HrGxsWxDG4iOjg5cvnwZKSkpAICNGzdi6tSp8Pf37/Hdkcvl2LJlC6KiovDoo49qVQ4TSYadSKqrq8PRo0dx8OBBHDp0CBUVFQgICICXlxcmTZqEZcuWwcLCYlhj6o8mSaS///3vmDt3rsGM9iMi0jWOTCIiMiASiURtUqkTk0pkKAoLC1FZWYmpU6fCxMSk/x2IhklxcTGkUimCg4P1HQoNA0EQcPnyZez95VdEhy5HZNAilQ4cQxhVA1zvTDSEkUmDGbGji/dSk2n1NF3DQ5vXIggK/OPfibhy5QqcnZ0xY8aMHttUVVXh6NGjOHToEJKSkiAWiyGVSiGTyZRTb5mZmcHSwgZ2dvbw9vGAj483fHx84OzsPKLbZUlJSZg8ebJyirqhJpPJUF1djcbGRjQ2NqKmpgbXrl3D/PnzMWHCBDQ3N6OhoQHNzc0oLi5GTk4OpFIpvLy8YGVlBZlMBqlUCqlUipaWFohEIvj7+yMiIgLTpk1DXFwcQkJCsGXLFmzbtg1Tp05FYmLiiP6MRjqZTIbi4mJcvnwZV65cweTJk/HnP/8Zt956a6/tyOrqanz00UdYt24dfHx8NCqn63mhrwSOpuezvqbIU/ecJkkjj80mKtNoZid6ImFWjfL5t6bfq1FsAHCsfDt+Lflj+ml109l1vlZtR3jqUmcCMTU1FRcuXMDJkyeRnZ2NcePGwdfXF4GBgfD29u41KaxvnUmkzr8N3c2ZMwcvv/wyk0hENCYY5pmaiGiMMjc3x/r16/Hggw9i+/btePXVV1FUVKR8vqamBj/88AOTSqR348aNg4uLC06cOIEpU6bAzs5O3yERAbi+GH1SUhJ8fX0N7opW0i2RSIRffvkFLS0tmBP3JDzdxus7JDIw9U3FOHfpczQ0luKnw2bw8vJCZWUl3nnnHZiZmeHKlSvIyMjAtWvXUFVVpezQnDFjBiwsLGBsbAxjY2OYmJjAxsZmVJ5TSkpK4O7uPmyJJAAwNTWFt7c3vL29lY8tWLAA6enpOHr0KMzNzWFhYQFzc3OMHz8eiYmJsLe377XNKxKJUFdXh5qaGuzfvx9ffvklKioqMH78eDz88MNwcHAYrpdG/19raytKSkpQVlamHM3n5+eHBx54AD/++CMCAgL63P/06dM4d+4c/ud//kfjtTqZSDKMRFJTUxPS09ORlpaG8+fP4+LFi8jJyYGTkxO8vLzg4uKCSZMm4dZbbx32EZza0iSJ1DkSiYhorODIJCIiAyaRSPDll1/ilVdeUUkqdXJzc0N8fDyio6M5OoT0Qi6X4+LFi3B0dERYWJi+wyEC8MeCyAkJCfoOhYbQvr2/oqpcivhJj8HU9I9O/v46xTQZHaNrXUcmhfgnDHvZ3XWd2qhrx2dnR2fX5zq3TZhV06OzUpvX0FdnZnai54Cmf+qr/KysLMyYMQMzZ85EZGQk7OzsYGRkhIKCAhw/fhwODg6wt7eHq6srXF1d4e7urnGn9WjBcyUNRudaX3V1dWhsbERzczNaWlpQV1eHhoYGTJw4EYmJiUhISMCMGTPg5ubW7zGlUik+/fRTBAUFYcmSJQOObajWTetNf+u2dX++cwo+oGcCqb99Z753SPn/rkmprve76u18r+7Y2pBKpcjJycGlS5eQkZGBlJQUZGRkoKqqCt7e3nBzc4OLiwu8vLzg6ek5otazbG9vx/nz55GcnKw2iZSYmKgciURENNZwZBIRkQEzNzfH2rVr8cADD+DLL7/Eq6++isLCQuXzNTU12LVrFw4fPowZM2YM6xQlRABgYmKCadOmoaSkBKdOncLUqVNH5ZXbNLJYWFggKCgI165dQ0REhL7DoSHQ1NSEtPR03HrDWyqJJKJOly9fhoODA6ZPn67yeGBgIAIDA/UUlWE5d+4cpk2bpu8wyMDJ5XI0NDSgpqYGNTU1aGhoQHV1NSorK+Hm5oawsDCEhIQgJCQEQUFBCAkJQUxMjNajTrKzs/Htt9/i4YcfhoeHx4DjZSLpD70lkjRNIikUCtTU1KCgoABZWVm4du0aLl++jKysLBQUFMDOzg6enp5wcnKCq6srbr75Zri5uRnsdHX9qa+vR3JyMlJTUyGTyXo8P3fuXLz00ktMIhHRmMaRSUREI4hUKlWOVOqaVOpkYWGBuLg4zJgxA/b29sMfII1pHR0dOH/+PAICAuDn56fvcIhw4cIFhIaGcoqjUejMmTOwtLTErl27et2ma6ecx2YTtVMAdTUUI4U6F14PO16pt5FJnXH0pb8RSZ3UvYdd9+3embllpwVeSZWp3Vfd6+8+TVXn8QbyXhUUFCAiIgKbN2/mGhZqXLt2DXZ2dhqvRUNjh0KhQFFREa5cuYKKigpUVVXB3t4e4eHhiI2NxcSJExEdHY3o6Gid/H0VBAFfffUVAOD+++8fsu9rf4maodJZ7kMfKbDtMWN4bL4+m0Rvf5O6Tk3XNVHU+f/X7yrHtsf+mPJRk5GdncdsbW1FWVkZSkpKUFJSgtLSUrS2tqK9vR0ikUg5ZWRFRQUqKytRV1cHU1NTuLq6wsXFBfb29nB2doaLiwvc3NxgbW09iHfGcJSWliIpKQlXr16Fui7SG264AS+99BISExP1EB0RkWEZmZcLEBGNUWZmZlizZg0eeOAB7NixA2+99RaysrKUz3d0dCApKQlnzpxBTEwMZs6cCU9Pzz6OSKQ7FhYWiI+PR3Z2Ns6ePYspU6Zw+kXSq8mTJ+PEiROYM2cO15cbZdra2jBhwgR9h0EGorGxEXv37sW1a9dQWVmJyspK5OXlISwsjIkkNZqamtDa2sqRm6OYQqGARCKBWCyGWCyGRCKBkZERTE1NlTcjIyPIZDLI5XLIZDJ0dHQgPz8fV69ehY2NDVatWoUFCxZg/PjxcHFxGZI4q6qq8Omnn+Luu+8e0umSR0Mi6fW7ygGgz0SSRNqG5tZKtLTXoK29FpNm2iEvLw8hIX9HVVUV2tvb4ejoCAcHBzg4OMDa2lqlTpiamsLa2hoTJ06EnZ0d7OzsYGFhMSrPowqFAtnZ2UhKSkJxcbHabRYuXIjnn3+eSSQioi44MomIaARTKBTYu3cv/vWvf+HkyZNqtwkODsasWbMQFBQ0Kn8IkGFqbW3FhQsXEB0dDVdXV32HQ2NYU1MTcnJyMGXKFH2HQjp06tQpFOfJMCN2tfIxddMBdY6q6dpx57HZpN+phbrSpNNR3cLv3VWfOwjPrCacTtna7/GGQ/eYX7+rHJu/8wZw/cr3X0vMlO9bZwdoV52jkTq37bwvKORozk3HhGJHmJtpf9W6pp281dXVOHDgAP7v//4Px48fx7hx4+Dq6gpra2vY2NjA2toafn5+I2qdjuGgUCiYZB9FKioq8PXXX6Ojo0P5mCAIkMlkMDY2hq2tLezs7GBrawuFQoGOjg7lTS6Xw9zcHBYWFrCwsIClpSUSExOxatUqTJs2bch/N+zbtw+FhYVYv379qFmvbNXyHXjoIwWAP5I+vY0o6jSYxJZMJsO5c+ewf/9+7N27F5cvX4arqyucnJyUyaDO5JG9vT1sbW3H/IVeUqkU6enpSE5ORl1dXY/nTU1Nce+99+KZZ55BbGysHiIkIjJsTCYpnx6SAAByVUlEQVQREY0SZ8+exb/+9S/89NNPUCgUPZ738PDArFmzEB0dPeZ/RNDwEAQBGRkZAIDY2FgmM0lvOJ3T6FNQUIDDhw/j4sWLcHd3H3QyqDe6XHuj+zR36gzn1HfdafJau6+/oW76wKdejMK0adNgamqKBx98EC+99BK8vLyU0yfV1taiuroapaWlKCkpQVFREWpra/GPf/wDEydOVFuuIAgoKyvD+fPncfjwYRw6dAiFhYXK9VkiIyNhY2MzqNc/VnD6z9Hliy++QFBQEDZu3IiYmBjY2toCACwtLWFjY2OQba/W1lZ8+OGHSExMxIwZM/QdzpCY+d4h/LahAQDwxJ0dKs91PY8mP71Aq+PW1NTg4sWLuHDhApKTk3Hy5ElYW1sjMDAQ48aNQ2BgINcu7UVbWxsuXLiAc+fOoa2trcfz9vb2ePjhh/Hkk0/C19dXDxESEY0MnOaOiGiUmD59Or7//nvk5eXhvffew+effw6RSKR8vqqqCrt27cLhw4cxY8YMTJ48GZaWlnqMmEY7IyMjTJgwAbW1tThx4gQmTpzIzivSi4iICJw8eRIuLi48740SnWuzxcTE9LluEg2/hoYGBAQE4NZbb0VSUhKCgoIAAGKxGDY2NrC1tVWOlrC2toatrS2kUinmzJmDjz76CPb29qitrUVtbS0qKyuRlpaGtLQ0iMVi+Pr6wtvbGzNnzsQdd9wxakYzDJfS0lLY2tryb/EoEhUVhfLycjz66KOorKzEkiVL8M477yA0NFTfoal18uRJJCcnY8OGDcrE12ijq0RSdXW1MnF05swZpKSkoK6uDn5+fnBzc4OHhwcefPDBIZuCcLSor69HcnIyUlNTIZPJejzv6+uLjRs3Yt26dVxzmIhIAxyZREQ0StXV1eHjjz/Gli1bUF1d3eN5CwsLxMXFYerUqXByctJDhDSWKBQKpKamwtTUFDExMZxah4adRCJBUlISEhMTDfJKbRqYjIwMHDt2DNnZ2QbfobZ9+3YAwJFdfZ//tB2d1H1EUWdnpbZXvKs7prqF3fuL78cff8QLL7yAu+66C8D1q8EFQYCVlVWfI6Nzc3Nx+vRpWFhYwMrKSjn9lpubG7y8vODs7My/HYPQ1taGtLQ0zJ49W9+h0BARi8VITk7GuXPnUFZWZlDt++bmZmzduhWTJk3CvHnz9BqLVCpVrhmlK13XOAKgnDa0v/OnVCpFUVER8vPzkZeXh5ycHFy5cgVpaWloaGiAr6+vMnHk7e0NNzc3zjChAUEQUFxcjDNnzuDq1atqt5kwYQKeffZZ3HnnnbwwgYhICxyZREQ0Srm4uOBvf/sbNm3ahB07duCdd95BVlaW8vmOjg4kJSUhKSkJ4eHhmDZtGtdVoiFjbGyMuLg41NXV4eTJk4iJiYGzs7O+w6IxxNzcHNHR0UhNTcXkyZP1HQ7pSGxsLEpLS3HTTTfhl19+gaen+vWKaPg0NTWpdMxpOv1cSEgIQkJChiqsMU2hUODcuXNISOh9ikUaGRQKBRQKBUxNVbtyxGIxiouLIZfLIZPJ0NTUZDDJpN9++w2XL1/GI488Mmyjkaqrq5Geno7m5mYUFxfj2rVruHbtGvLy8lBRUQEXFxfMnz8ft956K+68885B/f7pL5EkCALaxQ149C/R+Oijj3DlyhVcvnwZOTk5qKyshK2tLVxdXeHg4ABbW1s4OzvjT3/6E1xdXZk40pJEIkFmZibOnTuHqqoqtdssWrQImzZtwrx58/i7l4hoADgyiYhojFAoFNi7dy/+9a9/4eTJk2q3cXFxwbRp0zBhwgROBUVDRqFQIDMzE3K5HBMnTuSV5jSssrKyYGVlBX9/f32HQjoil8tx5MgRZGZmIiIiAl5eXvD29oa3tzfCwsJwxx13GESHUefIpFWrVvV4brBrMw3FWkvL572FzJxdMDExg5WFC2ysnGFt5QwHWy/8ePDPve6XkpKCG2+8EbGxsUhISIC5ubnOYyPtnDt3DmFhYXB0dNR3KKQFmUyGkpISVFVVoa6uDnV1daioqIBIJIKVlRXs7e1hY2MDmUyGiooKREVF4cYbb8T8+fNx00036f28V1dXh61btyIxMRGzZs0a8vIaGhrw008/YceOHTh79iw8PDxgY2MDGxsb2Nvbw9nZGS4uLnByckJDQwPy8vKQkpKCzz77DLfddptOY1EoFDh48CB+/PFH7Nu3D42NjfDw8ICzszPs7e3h6uqqjIW/uQavvr4e58+fR2pqKsRicY/nTU1Nce+99+KZZ55BbGysHiIkIho9mEwiIhqDzp49i3fffRc//vgj5HJ5j+fNzc0xYcIETJs2DW5ubnqIkMaCpqYmpKWlITIyEu7u7voOh8aQpKQkxMbGjtr1Gsaq6upqNDU1obW1Fa2trWhvb0deXh4eeeQR/P3vf9d3eCMqmbRt2zasXr0aCQlzYG1thaamZjQ1taCpqRm1tdWIj5+FzZs393pld2lpKR566CGcPn0aERERCA8PR2hoKK+y14P8/HwIgoDg4GB9h0JaqK6uxi+//AIzMzNMmzYNkydPRmxsLGJiYuDi4oLa2lrU1NSgpqYGxsbGmD59ukH9TduzZw+Ki4uxbt26IU2W1NfX4+eff8bXX3+NkydPIjAwEGFhYYiIiICVlVW/+//2228wMzPD8ePHdRKPQqHATz/9hBdeeAGNjY2IiIhAaGgovLy8ePGUjikUCuTn5+PcuXPIzs5Wu42TkxPWrl2LJ598Er6+vsMcIRHR6MRkEhHRGFZWVoatW7fi008/7XUqgMDAQEybNg3h4eH8EUQ6JwgCrly5gra2NkyePLnHtC1EQ0Eul+PkyZOYM2cOz2ujhCAIaGpqQmVlJWpra5XJpMrKSlRXVyMnJ0fvU6j1lUwyNO+88w42bdqEFStWICYmRuW5jo4OpKWl4fz585g2bRq2bdvW6wUBRUVF+O677/D5559DoVDg9ttvh4WFxXC8BML1izaysrIwbdo0fYdCGuqckvDkyZP4+9//jqeffnpE/Z2qqKjAf//7XyxduhSTJk0akjJEIhH27NmDzz77DKdPn0ZQUBBCQkIQERGh8bSaCoUCx44dw9WrV/Hzzz9jxowZg4pJLpfj+++/x0svvYTW1lbMnDkTUVFRI+qzGynEYjHS0tJw7tw51NfXq91m4sSJeOKJJ3D33XfD2tp6mCMkIhrdmEwiIiJIJBL88MMP+OCDD5CcnKx2GwcHB0ydOhWTJk3S+IcakaZaW1uRkpKCoKAgXjlIw6K5uRlXr17F9OnT9R0KaaitrQ1JSUmQSqVQKBSQy+WQy+UQi8UoKysDAERHRyM6Ohrjxo2Dv78//Pz8EBAQgKCgID1HP7KSSQBw4sQJ3HLLLZg7dy4mTZrUYwSSRCLB4cOHUVlZiYKCgj6n1JJKpbj77rvx+++/w9HREVZWVrC0tIS5uTnMzc1ha2sLW1tb2NnZwdbWFhYWFjAzM4OZmRlHMw2QTCbDqVOnmDQfQWQyGX744QcYGRlh586diI6O1ndIGlMoFPj222/R3NyMNWvWqKybpqvjnz59Gtu3b8fOnTvh7u6OyMhIjB8/XutkQUNDAw4cOAArKyvs3bsXPj4+g4otMzMTd955pzKJFBkZ2eM7JwgCOjo6IBKJlH+7Om8A4OPjw+9pP6qrq3Hu3Dmkp6dDKpX2eN7U1BS33347Hn/8ccyaNUvv0zwSEY1WTCYREZGKixcv4sMPP8TXX3+Njo6OHs+bmJggJiYG06ZNg7e3tx4ipNEsJycH1dXVmDx5skbTkxANRlFREUQiESIiIvQdCvVDLBbj66+/xvTp0zFz5kxYWFjA3NwcFhYWcHBwQGxsLAICAgy682ikJZMAIDU1FbfccgsUCgUiIyMRHR0NExMTtLW1oa2tDa2trfjll1+Qn5+PgICAPo+lUChw7do11NfXo7GxEQ0NDWhoaEBNTQ1KS0tRUlKCiooKVFVVob29HR0dHVAoFDA2NoaFhQU8PDzg7++P4OBg+Pr6MsnUB0EQcOrUKcTFxfGq/BFEKpVi586dsLCwwL59+wx+bb/O7+elS5ewe/du3HXXXQgNDdXZ8QVBQEpKCr766it88803EAQBERERiI2Nhaurq9bHk8lkOHv2LJKSkvDEE0/gpZdeGvQUfEeOHMGSJUtgYmKCqKgo5d8gqVQKsVisPE+2tLRALpfDzs4O5ubmMDMzQ01NDaRSKezs7PDII4/wYj015HI5srKycO7cORQWFqrdxtPTE4888gjWr18PLy+v4Q2QiGgMYjKJiIjUqq2txeeff46PPvoIRUVFarfx8fFBXFwcoqOjucA26YxEIkFqaipsbGxUfpgTDYX09HR4eHjA09NT36FQH77//ntMmDABO3bsGLFXb4/EZBJwvTPv2LFj+O9//4s9e/bAxMQELi4ucHd3h4eHB/z8/PDqq6/C0dFRp+UKggCpVAqRSIS2tjakp6dj37592LdvH2pqahAaGorAwECEhoYyYdJNWloavLy84OHhoe9QSEslJSXYsWMHjh07hpkzZ+o7nB5qamrw7bff4osvvkBpaSn+8pe/IDAwELfddtug22uCIKC4uBiHDx/GgQMHcPToUSgUCkRERGD8+PHw8fEZUBmCIODq1as4duwYQkJCsHXrVkRFRQ0q1k55eXnYu3dvj8etrKzg5uYGV1dXuLm5wc3NDY6OjjAxMYEgCNi8eTM++eQTzJgxA3Fxcfwd1U1TUxNSUlKQmpqK5uZmtdvMnj0bTzzxBG677Ta+f0REw4jJJCIi6pNcLse+ffvwwQcf4NChQ2q3MTc3R2xsLCZPnszRSqQzNTU1uHLlCsaPHw83Nzd9h0Oj2KlTpziFp4F7//33cf78eb2vezQYIzWZ1JUgCAaR4O/swN25cyeKioqwbt06fYdkMAoLC9HR0YHw8HB9h0ID8Pvvv6OoqAgHDx4cslGzUqkUUqkU5ubmMDEx6fc7XVVVhV27duHbb7/F2bNnERISAhMTE1y9ehWfffYZHnjgAY3LlsvlSE9PR2FhIQoLC5GXl4fc3FwUFhairKwMCoVCOfowMDAQ7u7uWp9z2traUF1djZqaGtTV1aGiogLGxsZ4//33sWzZMr2fwz744AO8+uqruPfee2Fvb6/XWAyJXC5HTk4OLl68iNzcXKjrqrS0tMR9992HDRs2DNmaXERE1Dcmk4iISGPXrl3Dhx9+iC+++AKtra1qt/Hy8kJcXBxiYmK4yDYNmiAIuHLlClpbWzF58mSdz8FPBFyf+ubkyZOYM2cOp84yQGVlZfjmm29QVlY2ojveRkMyyZC0tbVh+/bt2LBhA5577jlOjYrra8Hk5ORg2rRp+g6FBkihUODMmTM4cuQILC0t4eHhAR8fH/j5+SEqKgo33HADpkyZAlNT0wGX4e/vj5KSEuV9MzMzmJqawsLCAvb29rC3t4ejoyMcHBxQU1OD9PR0hIaGKpNIp0+fRmNjI9atW4eXX34Zzs7O/ZYplUqxY8cOvPLKK2huboa7u7tynTRHR0flzdbWVqPRpxKJBPX19cpbU1MTmpubldNkBgcHIzY2FhMmTEBsbCwWLFgw7KNXBEFATU0NcnNzkZubi+zsbFy9ehWHDh3CbbfdZhBr+RmChoYGpKamIjU1FS0tLWq3CQwMxGOPPYbVq1drVN+IiGjoMJlERERaa25uxjfffINPP/0UqamparcxMzNDTEwM4uLi4O3trferAGlkE4lESElJgbu7u07n4yfq1NraivT0dMyePVvfoVAXLS0t+PLLL/Hqq6+O+NEnTCYNjiAIyM7OxokTJ/D7779j//798PLywsSJExEZGTnm2xkdHR1ITk7GnDlzRuxUkPQHuVyO1tZWNDc3o6WlBS0tLaitrUVxcTFaWlowZ84cPPnkk1i0aJFWn7dYLIaVlRXmz5+PqVOnQiKRoKOjAx0dHcopJRUKBUxNTSGXy2FmZobg4GCUlJTg999/R3NzM/785z/j6aefhouLi8blJiYm4sKFC1i2bBnCwsL6jFkikaisNdTU1ISWlhbl+9HQ0ICWlhZ4eXkhKCgIERERiIiIQHBwMCIjIxEUFDSoZJs6CoUCDQ0NqK+v7/FvXV0dqqqqUFVVherqatTW1qKurg6NjY0AAHd3dzg7O8POzg5OTk5wd3c3+PWwhlrnWkgXL15EXl6e2m1MTEywdOlSrF+/HjfddBMv9iEiMhBMJhER0aBcvHgRW7duxddff93raCVPT09MnjwZsbGxg17olsa20tJS5OfnIyYmBk5OTvoOh0aZiooK1NTUIDY2Vt+h0P/3888/IysrC5s3b8ZNN92ESZMmjdiO8rGSTGpubsaaNWvg5eWF6OhoWFpawtLSEhYWFjAyMkJdXR1qa2tRU1ODyspKVFdXw8jICDfffDNuvfVW+Pr6QhAElJaWIiMjA2lpaTh79ixOnz4NmUyGcePGwdvbGyEhIXB1ddX3yzUICoUCJ06cwMyZMzkqfAxobGxEVlYWUlNTYWVlhfvuuw+33norJk+erNH58fz581i5ciWysrIAXJ+u2sLCAhYWFjA3N0d7ezsaGxthZWUFe3t7SCQSyOVy/OUvf8HGjRsHNCXsuXPncP/996O+vh7W1tYwNTVV3kxMTNDR0YHW1lY0NTWhvb0djo6OcHNzUyaMAgMDERAQAH9/fwQEBMDX11dnI41EIhHKy8uVt7KyMhQXF6OoqAglJSWoqKhQnqdsbW1hbW0NKysr5bnN3NwclpaWsLa2ho2NDaytrZX/t7S0HLF/s4ZCfX29ci2ktrY2tdsEBARg7dq1eOihh+Dj4zPMERIRUX+YTCIiIp1oaWnBt99+i61bt+LChQtqtzEzM0NUVBTi4uLg6+s75q8ipoFRKBS4dOkSRCIRJk2axEV3Saeys7NhYmKC4OBgfYdCuH4VfV5eHgoLC5Gfnw9zc3N8++23mDNnjr5D09pYSSbV1NTA3d1d5TF7e3t4e3tDEARYWVkpO647O11lMhkKCwuRk5MDb29v1NTUQCqVwsfHBy4uLnBzc4O/vz/c3NzYdlAjOTkZ48ePh4ODg75DoWGkUCiQn5+PnJwc5ObmwsjICCEhIfDw8ICnpyc8PT3h7u4OHx8fjB8/HkFBQcrRHQqFAjKZDGZmZmq/U1KpFBcvXsRXX32FqKgorF+/ftAjQyQSCa5cuQKxWNzjZm9vr4zZzc1twNMaNzU14fLly7h8+TIuXbqE7OxsSKVSyOVyKBQKKBQKyOVyyOVyNDQ0oKqqCi0tLcqp/ezs7GBlZQUbGxvY2dkpp/2zt7eHpaUlzz8DIJPJlKOQ8vPz1W5jYmKCZcuWYf369ViwYAFHIRERGTAmk4iISOdSU1Px2Wef4auvvup17ms3NzdMnDgRsbGxsLOzG+YIaTQQi8VITU2Fvb09xo8fzx/4pDMpKSnw8fGBh4eHvkOhLjrXUDtw4AAeeughPPPMMyNqqqCxkkzqpFAokJ6ejr179+Ltt99GTEwMgoOD4e3t3ev6RlKpFOXl5cqOXZ7X+5eeng43Nzd4e3vrOxTSI0EQUF1djcbGRrS1taGtrQ0ikQgdHR1oaWlBZWUlxGIxgoODERMTg9mzZ2PZsmUYN25cj2O1tbXh888/h7OzM+655x6djaxpb29HQUEB8vLykJ+fj9zcXLS0tKgkeDoTPhYWFnBzc4ObmxtcXFzg6uoKDw8PREVFqUyv19TUhAMHDuDHH3/E8ePHUV9fDw8PD7i5ucHBwQHOzs4wMTGBkZERjI2NYWRkpLxZWVnBzs4Otra2Op8Wj66P9k5PT0dGRgba29vVbhMYGIh169bhwQcfhJeX1zBHSEREA8FkEhERDZm2tjZ899132Lp1K86ePat2m86rKCdMmIDw8PABX4lIY1dNTQ2uXr2KkJAQdqaRTgiCgKSkJCa7DVRDQwOSk5ORmZmJhQsX4s4778SiRYu0Wr9DH8ZaMqmrgoICvPHGG0hKSkJWVhacnZ0xadIkzJgxQ9+hjWh5eXmQy+UICwvTdyg0ArS1taG6uho1NTUoKytDdnY2/Pz8cPvtt2PFihWYOHEifvzxR5SWlmL16tVajXRTKBSorKxESUkJSkpKUFpaiqKiIhQWFqK4uBjFxcWor6+Hs7MznJ2dYW9vDzs7O+X0l523zoSPTCaDSCSCWCyGRCKBWCxGa2srysvL4ejoiJiYGMhkMpw5cwbjxo3DuHHjEBwcDBcXFyaG9Ki1tRWZmZlIS0tDVVWV2m1MTU2xfPlyrF+/HvPmzeM0gEREIwyTSURENCwyMjLw2WefYceOHWhqalK7jaWlJaKjozFhwgROg0daEQQBOTk5qKmpwYQJE2Bra6vvkGiEk8vlOHHiBGbPns2pFA1UW1sbMjIyUFRUhPz8fERHR2PRokVITEzErFmzDC4ROJaTSV11dHTgvffew7Zt23DvvffqO5wRq7KyEhUVFZg0aZK+Q6ERSiaToaioCDk5Obhy5QoA4Ntvv8XixYt73aeurg45OTnIzs5GVlYWLl++jKysLBQWFgIAXFxc4ODgoFw7yMHBQTnS0NHRcdCJHrlcjrq6OlRWVgIAQkJCYG1tPahj0uDIZDJkZ2cjLS0NOTk56K2LMSQkBOvWrcOqVas48puIaARjMomIiIZVe3s7fvjhB2zfvh1Hjx7t9QeHi4uLcho8rgFAmpLJZEhLS4ORkREmTJjAq1NpUDo6OpCcnIyEhATO32/gxGIxCgoKUFJSolxAPSwsDAkJCZg9ezZmzpyJoKAgvV6kwGTSdTt37sTatWsxb948TJw4Ud/hjEjNzc3IzMzE7Nmz9R0KjXAtLS3KqRIzMjKwadMmrFq1CsXFxbh48SIuXbqEq1ev4tq1aygoKEB7ezvc3d3h4uICOzs7ODs7w8XFBS4uLrC1teWFYGOEIAgoLy9HWlqach1TdaytrbFixQo8+OCDmDt3LkchERGNAkwmERGR3hQVFWHHjh3Yvn07cnNze90uKCgIEydOREREBEcIkEZaW1uRkZEBBwcHREZG8scrDVhLSwvS0tIQHx/PTrIRRCwWo6ysDKWlpaiurkZRURGA6+szhIWFISoqCmFhYQgNDcXkyZOHJfE81pNJgiDgxRdfxAcffIDbbrsNAQEB+g5pRGpvb8e5c+cwZ84c/m2jAevo6EBaWhrMzc2VU8a98cYbsLe3h7GxMSQSCfz8/ODs7AwnJydl0sjBwYH1bgxrbm5GRkYG0tLSUFtb2+t2iYmJePDBB7FixQqDGyVMRESDw2QSERHpnSAISE5OxhdffIHvvvsOzc3NarczNzdHVFQUYmNjERAQwB+z1K/a2lpcvXoVPj4+CAoK0nc4NEJ1TuvD9V1GLkEQ0NTUhLq6OtTX16OhoQHNzc2orKxEWFgY9u3bB0dHxyGNYawnk7Zu3YpNmzbhvvvug4eHB5OzAyCRSHD69GkkJCRw5C0NiFwuR0ZGBiQSCSZMmABLS0sAgEgkwpEjR+Dv7w9vb284OTmxnU0Arices7KykJGRgby8vF5nlQgKCsKqVauwcuVKBAYGDnOUREQ0XJhMIiIigyISibBnzx588cUXOHToEBQKhdrtbG1tERUVhejoaK6vRP0qKSlBQUEBwsPDOU87DUhFRQUqKiowefJkfYdCOiSXy7F//37k5uYiICAArq6ucHNzg4eHB9zd3eHq6opx48bhxhtv7LXzXhAEyOXyfjv3O5NJDzzwADo6OpSduF11TtcXFBQECwuLHuWkp6cjPz8fjY2NaGxsRENDA+rr61FXV4eGhga4urpi8eLFmD9/Pjw9PQf4rgyNdevW4eeff0Z9fT0AwN7eHnZ2drCxsUFwcDAmTZrEzus+dK7jNmvWrB51g6g/giAgKysLdXV1iImJgb29vb5DIgMmlUqRk5ODS5cuITs7GzKZTO12dnZ2uPPOO7Fq1SqO4CYiGiOYTCIiIoNVXl6Or776Cl988QWuXr3a63aOjo6IiopCTEwMr3amXgmCgOzsbNTU1CAmJoZrcZHWCgsL0dbWhqioKH2HQjokCAJqamrQ2tqK9vZ25a2jowMdHR2oqqqCRCLBAw88AFtbW+X0eZWVlaiqqkJtbS3kcjm8vLwQHByM8PBwhIeHIyQkBCEhIQgKCoKVlRW2b9+OiooK/Pjjj0hJSYG/vz9iY2MRFxcHd3d37Nu3D0eOHIG5uTkkEgnmzZuHFStWICAgAD/99BO+//57SCQSeHh4wNLSEmZmZjAzM4OlpSUsLS1hYWGBlpYWlJWVIS8vDwEBAbjhhhswd+5cxMfHw8fHxyD+PgqCgMbGRlRVVaG6uhqlpaV45ZVX0NbWBnd3d5ibm8PKygrW1tYqNzMzMxgZGSlvxsbGPf5vamo6KhNSCoUCp06dQlxcHGxsbPQdDo0wxcXFKCoqQnh4ONzd3fUdDhkouVyO/Px85TpZEolE7XZGRkaYP38+Vq1ahdtuuw3W1tbDHCkREekTk0lERGTwBEHAhQsXsH37dnz33Xd9ztHt6uqK6OhoREdHw9XVdRijpJFCLpcjMzMTIpEIsbGx7JgjrWRnZwMAwsLC9BwJDZfOhcYvX74MALCxsYGtra3yZmdnB2NjYzQ2NqK+vh719fVoampCc3Ozclo9Nzc3ODs7Iy8vD3PmzMGUKVNQW1urTEa1t7fDx8cH4eHhcHBwQGNjI7Kzs1FQUIDGxkYEBwcjIiIC3t7eGiVLpFIpSkpKUFJSgsrKShQWFkIul8PV1RXu7u7w8PCAj48PvL294ePjg+DgYISEhMDf3x8mJiZD/ZaqjfeXX35BeXk5ampqUF1djerqatTU1KC2thZ1dXXo6OiAQqGAXC5XjgYTBEH5GABMmzYNS5YsGfb4h5IgCEhKSkJUVNSQT8VIo0tFRQVyc3Ph5+eHcePG6TscMkAKhQJFRUW4dOkSrly5ApFI1Ou2kZGRuP/++7Fy5Ur4+fkNY5RERGRImEwiIqIRRSaT4ciRI/jmm2/w008/9bq+EgB4enoiJiaGHTCkllQqRWZmJiQSCWJjY3llJWns2rVrMDExQWhoqL5DoRFAKpWioaEBly5dgpmZGRISEoY9BoVCAZFIhNbWVrS1taG1tVX5f5FIhMbGRtTU1EAkEsHPzw+BgYFwdXWFs7MznJyc4OTkBAcHBzg4OMDR0REODg6wsrJCbW0tqqurUVVVhcrKSpSVlaGiogKNjY2wtLRUJts6p7TrvHUm5JycnBAYGIjAwEDY2tqqjV0kEqGiogLl5eWorKxU3srLy1FWVqYs29TUFHffffeoWuy9c03J8PBwuLi46DscGiGqqqqQk5MDDw8PhISEGMSIRDIcgiCgrKwMly5dwuXLl9HS0tLrtoGBgbj77rtxzz33IDo6mnWJiIiYTCIiopFLLBbjt99+wzfffIOff/65z6vpfH19ERERgYiICI5YIhUSiQSZmZmQSqVMKpHGrl69CjMzM4SEhOg7FBohsrKyIBKJMHHiRH2H0qv29nbU19ejoaEBYrFYeZPJZJBKpcqp/8RiMSQSCWxsbGBjYwMrKytYWFjA1tZWeV8mk0EikUAikUAqlSr/L5fLlccTi8XKNZ8cHBwQEBAAPz8/NDY2ory8HNXV1WhpaYG9vT0cHR1ha2sLKysrWFpaKhNSnf86OzvDzMxM32+hzgiCgDNnziA0NJTtFtJIdXU1srOz4e7ujtDQUHb8k5JCoUBxcTGuXbuGa9euobGxsddtvb29cdddd+Huu+/G1KlTWY+IiEgFk0lERDQqtLa2Yu/evfjmm2+wf/9+SKXSXrd1dXVVJpY0nTKIRj+JRIKMjAzI5XLExsbCyspK3yGRgbty5QosLS0RFBSk71BoBBgJySR9kcvlaGpqQkNDA5qammBlZaUc1WRrawtTU1N9hzisBEHA2bNnERwcDDc3N32HQwautrYW165dg6urK8LDw9n5TwCuj4rNy8vDtWvXkJ2djfb29l63dXFxwR133IG7774b8fHxepnulIiIRgYmk4iIaNRpaGjA7t278e233+Lw4cPKtRTUsbW1VSaWxo0bN+Y6rKinjo4OZGRkQKFQICoqqtepl4gA4PLly7C0tERwcLC+QyEDx2QSaaJzRFJwcDDc3d31HQ4ZsMrKSuTm5sLFxQXh4eG8OIrQ3t6O7OxsXLt2DXl5eX1eXGdvb4/bbrsNd999N+bNmzeqRnYSEdHQYTKJiIhGterqavz000/YvXs3jhw50uePKgsLC4SGhiIiIgIhISGwtLQcxkjJ0EgkEly+fBkikQgRERFwdnbWd0hkoLKysiCXyzF+/Hh9h0IGjMkk6o9CocDp06cRFRXFvzmkliAIKCwsRHl5Odzd3bkmEqGxsVE5fV1RURH66uJzcnLCLbfcguXLl2Px4sX8rUNERFpjMomIiMaMpqYm7N+/H7t378avv/7a54KzxsbG8PX1RXBwMIKDgzkd3hgml8uRlZWF+vp6BAYGwsfHR98hkQEqKChAU1MTEwXUKyaTqC8ymQynTp3C5MmTYW9vr+9wyMAoFApcu3YNDQ0NGDduHNsiY1hHRweKioqQl5eHvLw81NbW9rm9v78/li9fjuXLlyMhIYGzMBAR0aAwmURERGNSR0cHjh07ht27d2PPnj2oqKjoc3tLS0sEBgYqk0tOTk7DFCkZCkEQUFBQoHI1MBOM1FVZWRlKS0sxbdo0XilOPTCZRL0Ri8VITk7GjBkzuF4fqejo6MCVK1cgEokQHh4OFxcXfYdEw0yhUKCiokKZPCopKYFCoehzn9jYWGUCaeLEiWyTEBGRzjCZREREY55CocD58+exe/du7Nq1C1lZWf3u4+zsjKCgIAQGBsLFxYXzjI8x9fX1KCoqgomJCYKDg2FjY6PvkMhANDU1ISsrC5MmTeJ5gVQUFBRALBYjMjJS36GQAWloaEBOTg7PGaSipqYGpaWlMDMzQ3BwMJOMY4xcLkdJSQny8/ORn58PkUjU5/bGxsaIj4/H8uXLceuttyIoKGiYIiUiorGGySQiIqJusrKy8Ntvv+HQoUM4evQo2tra9B0SERERERERAMDb2xsLFizAwoULsWDBAri5uek7JCIiGgOYTCIiIuqDRCLBmTNncPDgQRw6dAgXLlzod2oJIiIiIiIiXbG2tsbcuXOVCaTIyEhOX0dERMOOySQiIiIt1NfX48iRIzh06BAOHjyI4OBgHD58WN9hERERERHRKGFkZIS4uDhl8mjmzJmwsLDQd1hERDTGMZlEREQ0QIIgoKWlBXl5efoOhYiIiIiIRgk/Pz+4urrqOwwiIiIVTCYRERERERERERERERFRr4z1HQAREREREREREREREREZLiaTiIiIiIiIiIiIiIiIqFdMJhEREREREREREREREVGvmEwiIiIiIiIiIiIiIiKiXjGZRERERERERERERERERL1iMomIiIiIiIiIiIiIiIh6xWQSERERERERERERERER9YrJJCIiIiIiIiIiIiIiIuoVk0lERERERERERERERETUKyaTiIiIiIiIiIiIiIiIqFem+g6AdE8sFiMvL0/fYRARERERERERERERGbTg4GBYWlrqOwyDx2TSKJSXl4fo6Gh9h0FEREREREREREREZNAuXbqEqKgofYdh8DjNHREREREREREREREREfWKySQiIiIiIiIiIiIiIiLqFae5GwPmTnsK9jYe+g6DRoHCqa76DoFGkbiJDfoOgUaZBE+ZvkOgUWa8k4W+Q6BRxqZdou8QaJQRsq7oOwQaRSRnivQdAo0yFekm+g6BRpm0s+36DoFGiWqIsAWZ+g5jxGEyaQywt/GAo72vvsOgUcDa01PfIdAo4hpko+8QaJQJ9JPqOwQaZSJdrfQdAo0ydm0d+g6BRhlBUqXvEGgU6cir13cINMrY2rLbkXSrxoiTbJGOCPoOYGTiN5CIiIiIiIiIiIiIiIh6xWQSERERERERERERERER9YrJJCIiIiIiIiIiIiIiIuoVk0lERERERERERERERETUKyaTiIiIiIiIiIiIiIiIqFdMJhEREREREREREREREVGvmEwiIiIiIiIiIiIiIiKiXjGZRERERERERERERERERL1iMomIiIiIiIiIiIiIiIh6xWQSERERERERERERERER9YrJJCIiIiIiIiIiIiIiIuoVk0lERERERERERERERETUKyaTiIiIiIiIiIiIiIiIqFdMJhEREREREREREREREVGvmEwiIiIiIiIiIiIiIiKiXjGZRERERERERERERERERL0y1XcANPSa26r0HQKNEu2VYn2HQKNIbX6DvkOgUaagXabvEGiUsaq20HcINMrYtEv0HQKNMkJBnb5DoFFEUtOi7xBolKloNdF3CDTKlAnt+g6BRolqiPQdwojEZNIYcOzcv/UdAo0WR/UdAI0mGfoOgEadbfoOgIiIiIiIiIholOI0d6NQXR2vTiMiIiIiIiIiIiIi6g/70zXDZNIo1NDAqaOIiIiIiIiIiIiIiPrD/nTNcJq7UcjPz0/l/u7duxESEqKnaIiGRm5uLpYvX668z3pOoxHrOY0FrOc0FrCe01jAek5jAes5jQWs5zQWdK/n3fvTST0mk0YhCwvVxaJDQkIQFRWlp2iIhgfrOY0FrOc0FrCe01jAek5jAes5jQWs5zQWsJ7TWNC9P53U4zR3RERERERERERERERE1Csmk4iIiIiIiIiIiIiIiKhXTCYRERERERERERERERFRr5hMIiIiIiIiIiIiIiIiol4xmURERERERERERERERES9YjKJiIiIiIiIiIiIiIiIesVkEhEREREREREREREREfWKySQiIiIiIiIiIiIiIiLqFZNJRERERERERERERERE1Csmk4iIiIiIiIiIiIiIiKhXTCYRERERERERERERERFRr0z1HQDpnpubG1566SWV+0SjDes5jQWs5zQWsJ7TWMB6TmMB6zmNBaznNBawntNYwHo+MEaCIAj6DoKIiIiIiIiIiIiIiIgME6e5IyIiIiIiIiIiIiIiol4xmURERERERERERERERES9YjKJiIiIiIiIiIiIiIiIesVkEhEREREREREREREREfWKySQiIiIiIiIiIiIiIiLqFZNJRERERERERERERERE1Csmk4iIiIiIiIiIiIiIiKhXTCYRERERERERERERERFRr5hMIiIiIiIiIiIiIiIiol4xmURERERERERERERERES9YjKJiIiIiIiIiIiIiIiIesVkEhEREREREREREREREfXKVN8BjGRyuRy5ubm4cuUKysvL0dTUBAsLCzg5OSE4OBhTpkyBjY2NvsMEAKSkpCAnJwdlZWUAAB8fH4SFhWHSpEk6LaexsRFJSUkoKytDbW0tXF1d4ePjg1mzZsHR0VGnZdHwMPR6LhKJcPXqVVy7dg01NTVobW2Fra0tnJ2dER0djZiYGJia8lRHfTP0eq4PPJ+PPqznNFaIRCJcu3YNRUVFKC8vR0tLC6RSKezt7eHi4oLo6GhERUXpvX3A9jkNhiHXc7bPSVcMuZ7rA8/noxPrOZHhYPtcAwJppaioSHjvvfeEpUuXCvb29gKAXm8mJibCTTfdJOzdu1cvsUokEuH1118XgoODe40xJCREeOONNwSJRDKoslJSUoTly5cL5ubmasuxsLAQli9fLqSmpurmxdGQMvR6fvHiReGFF14QZs+eLZiZmfUZn42NjbB69WohPT1d63KOHj3a57H7uwUEBOj+xZPOGHo9T0xMHFT927Zt24DK5fl8dDHkeh4QEDCoOt71tmrVqj7L4vl89Pv888+F+++/XwgNDRWMjY37/UxtbW2F1atXD/u5jO1zGgxDrudsn5OuGHI9Z/ucdMVQ6znb56QPd911l14/X7bPtcNkkhbuueeeAZ/kbr75ZqGysnLYYs3OzhYmT56scXxxcXFCTk7OgMp6/fXX+/3B0HkzNzcX3nzzTR2/WtIlQ67nIpFICAoKGlBsJiYmwnPPPafViZ+Nm9HLkOt5J338WOX5fHQx9Hquyx+rjzzySJ9l8Xw++vn4+Ay4fbBx40ZBKpUOeYxsn9NgGWI9Z/ucdM0Q63knts9JVwy1nrN9TsNtz549ev182T7XHsdIaiE7O1vt4z4+PggNDYWHhwdkMhny8/ORnp4OhUKh3Gbv3r2YM2cOjh8/Dk9PzyGNs7KyEgsWLEBRUZHK4yEhIYiKioIgCLh8+TLy8vKUz128eBELFy7EmTNn4O7urnFZr732Gv7nf/5H5TErKytMnToVXl5eKC8vx/nz5yEWiwEAEokEzz33HIyMjPDss88O4lXSUDHket5ZbndGRkYIDw+Hv78/XF1d0draikuXLqlsK5fL8eabbyInJwffffcdh4iPcYZcz/WF5/PRZyzV8xUrVug7BDIw1tbWCA4Ohr+/P+zt7aFQKFBfX4/MzExUVlYqt5PL5Xj//fdRWFiIH374ASYmJkMSD9vnNBQMoZ6zfU5DzRDqub7wfD52jMZ6zvY59aexsRGPPvqo3spn+3yA9JzMGlHi4uKUGcJJkyYJW7ZsEXJzc9VuW1paKqxfv75HZjE+Pl5QKBRDFqNcLhemT5+uUqaXl5fw22+/9dh2//79gqenp8q2s2bN0ji+X375RTAyMlLZf/369UJNTY3KdtXV1cLatWtVtjMyMhL279+vk9dMumXI9bylpUXlipzFixcL3377bY861+nChQvCnDlzesT3P//zPxqV1/1KmaeeekooKCjQ+FZSUqLLl086ZMj1vFP3Kx+1qXsFBQVCS0uLxmXxfD46GXo9Lykp0bpeFxQUCM8884xKjOPGjes3Rp7PR7+wsDBh2bJlwscffyykp6cLcrm8122Tk5OFefPm9ajvb7311pDExvY56Yoh1nO2z0nXDLGed2L7nHTFUOs52+c0nFavXq38/O3s7FTqw1CPTGL7fOCYTNLClClThKVLlwrnz5/XeJ8PP/ywxwn/m2++GbIYv/zyS5WynJ2dhYKCgl63z8/PF5ycnLSOTyaTCeHh4Sr7Pf30033us3HjRpXtx48fL8hkMm1fIg0xQ67nLS0tgoWFhbBhwwaNGw4ymazHVE/m5uZCYWFhv/t2b9y89NJLg3wFZCgMuZ536v5jdajwfD56jYR6PhAREREq8f3jH//odx+ez0c/becvl8vlwv33369SLxwcHASxWKzz2Ng+J10xxHrO9jnpmiHW805sn5OuGHI9Hwi2z0lbhw4dUn72pqamwnvvvTesySS2zweOySQt9FWp+rJixQqVSrBkyRLdBvb/yWQyITAwUKWsL774ot/9tm3bprJPcHBwn1dFCML1xQK77hMeHt7vHzGxWNzjC7R9+3atXiMNPUOu51KpdEBXn7S3twt+fn4q8WlyFQ8bN6OXIdfzTsP1Y5Xn89FrJNRzbZ06dUolNmNjY6G4uLjf/Xg+J3WampoEGxsblbqh6yv/2D4nfRvqes72ORmC4TifCwLb56Rfw1XPtcX2OWmrtbVVGDdunPKz/8tf/tKjPgxlMont88ExBmls3LhxA9pvw4YNKvePHj2qg2h6OnXqFAoKCpT3fXx8cP/99/e738qVK+Hj46O8n5eXh6SkpD73+fLLL1XuP/3007CwsOhzHwsLCzz11FN9Hof0z5DruampKXx9fbXez8rKCg899JDKY0P1PaSRwZDr+XDj+Xz0Go31/PPPP1e5v3DhQvj5+ekpGhrp7O3tER8fr/JYbm6uTstg+5z0bajrOdvnZAiG43w+nHg+J3UMtZ6zfU7a2rx5MwoLCwEAQUFBePnll4e1fLbPB4fJpGEwadIklfsikQiNjY06L2fXrl0q9x944AGNFuMzMTHp8aX56aefet2+rq4OJ0+eVN43NzfHvffeq1GM9913H8zMzJT3jx8/jvr6eo32JcM2XPV8oLrHV15erqdIaCQz9HquLZ7PSR1Dreetra3YuXOnymNr1qzRUzQ0Wjg7O6vcb2lp0enx2T4nQzDU9Xyg2D4nXTLUeq4tns+pL4ZWz9k+J20lJSXhww8/VN7/9NNPYWVlNawxsH0+OEwmDQNTU9Mej0kkEp2Xc+DAAZX7c+fO1Xjf7tvu37+/120PHToEuVyuvB8XFwc7OzuNyrG3t8fkyZOV92UyGQ4dOqRxnGS4hqueD1T3+AwpNho5DL2ea4vnc1LHUOv5d999h9bWVuV9Nzc33HrrrXqMiEaDoqIilfve3t46PT7b52QIhrqeDxTb56RLhlrPtcXzOfXF0Oo52+ekjY6ODqxevRoKhQIAsGrVKsyfP3/Y42D7fHCYTBoG3YedmpqawtXVVadldHR09ChnxowZGu8/a9Yslfs5OTm9NuYvXbqkcn/mzJkal6OurMuXL2u1Pxmm4ajng9E9Pi8vLz1FQiOZoddzbfF8TuoYaj3vPoXGypUrVa7WItJWdnY2zp49q7xvZGSExMREnR2f7XMyBENdzweD7XPSFUOu59ri+Zx6Y4j1nO1z0sbLL7+MrKwsANcTj++8886wx8D2+eD1vPSUdO6HH35QuT9lyhQYG+s2j5eVlaWS7XR3d4e9vb3G+9vb28PV1RW1tbUAALlcjuzsbERHR/fY9sqVKyr3Q0JCtIo1ODi4z+PRyDQc9Xwwusc3bdo0rY9x9OhRZGRkIC0tDdXV1ZDL5XB2doanpydmzpyJG264AcuWLWPjaRTTZz1/6qmnkJycjMLCQjQ2NsLW1hYuLi6IiIhAQkICli9fjrCwMK2OyfM5qWOI5/Nr1671mI96MFNo8HxOFRUVuOOOO1Taz7fffvuA1xpTh+1z0rfhqOeDwfY56YI+6znb5zRcDPF8zvY5aSMlJQX/+te/lPfff/99uLi4DHscbJ/rgEBDqqWlRfD09BQAKG9vvvmmzsv58ccfVcqYMmWK1seYPHmyyjF++ukntdvFxMSobLd3716tyvn5559V9o+NjdU6VjIsw1XPB+rcuXMqsQEQzp492+9+R48e7bFffzdfX1/hgw8+EBQKxTC8MhpOw13PExMTtap7xsbGwm233Sbk5uZqXAbP59SdoZ7PN23apBLTjBkztNqf53OSSqVCdXW1cPz4ceHZZ58V7O3tVT7voKAgoaqqSqdlsn1Ow00f9Xyg2D6ngdJnPWf7nIbLSDifs31OmpJKpcKECROUn+NNN93UY5vu9SEgIGBIYmH7fPAMZ9jAKLV582ZUVlYq7zs6OmLt2rU6L6f7wtju7u5aH6P7Pk1NTUNSlqbl0MgxXPV8IKRSKR5++GGVxxISEgZ05aMmSktL8fjjj+OWW24xiAXrSXcMuZ4DgEKhwK5duzB58mT8+OOPGu3D8zl1Z4j1XCaTYceOHSqPDUdMPJ+PbBs3boSRkZHyZmZmBnd3dyQmJuLtt99Gc3OzctsbbrgBJ06cGFD7uS9sn9NQM4R6PhBsn5M2Rmo9B9g+J82NtHrO9jlp44033kB6ejoAwMbGBh9//LHeYmH7fPA4zd0Q2rVrFz744AOVx1599VU4OzvrvKyuC94BgJWVldbH6L5PS0vLkJSlaTk0MgxnPR+IZ599Fqmpqcr7ZmZm+M9//qPVMezt7TF//nwkJiYiKioK7u7usLKyQkNDA7Kzs3Ho0CF89913EIvFyn327duH5cuX4+DBgzA3N9fZ6yH90Gc9j4mJweLFizFx4kSEhITA0dERHR0dqK6uRnJyMr777jtkZmYqt29ubsZdd92Fn3/+GUuWLOnz2DyfU1eGej7fu3cvqqqqlPdtbGxw1113DehYPJ9TV8uWLcOGDRuwcOHCITk+2+dkCIa6ng8E2+eka8Ndz9k+J30wpPM52+ekqStXruCVV15R3v/nP/+p1+kZ2T7XAX0PjRqt0tLSBFtbW5XhaAsXLhyyoZivvvqqSln33Xef1se49957VY7x2muvqd3OzMxMZbucnBytysnOzlbZ39zcXOtYyTAMdz3X1n//+98ew6JfffVVjfe/evWqsG3bNkEkEvW7bUVFhbB48eIe5T399NODeQlkAPRVzz/99FPh0qVLGm371VdfCXZ2diox2traCqWlpX3ux/M5dTLk8/nNN9+sEtfq1au1PgbP52PPU0891e9UKWZmZsLSpUuF48ePD0kMbJ/TUDOEeq4tts9JW4ZUz9k+p6FiSPVcE2yfkybkcrkwY8YM5ecVFxcnyGQytdsO1zR3bJ8PHpNJQ6CoqEjw8fHp8SWorq4esjK7fxnuv/9+rY9x3333DejLoM38v4IgCDk5OQb5ZSDt6KOea2P//v096urNN988pB2jCoVCuOOOO3rU7/z8/CErk4aWodfzrs6dOydYW1urxLpu3bo+9+H5nATBsOt5eXm5YGpqqhLb6dOnh7xcns9Hvrq6OqGgoEB5u3LlinDy5Elhy5Ytwo033tijM2LDhg29/rgdKLbPaagZQj3XBtvnNBAjrZ5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",
      "text/plain": [
       "<Figure size 1920x1440 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "x_c = np.convolve(lon, [0.5, 0.5], mode='valid')\n",
    "y_c = np.convolve(lat, [0.5, 0.5], mode='valid')\n",
    "\n",
    "\n",
    "# get 1st and 99th percentiles of values to plot to get a useful range for the colorscale\n",
    "sst1a, sst2a = np.nanpercentile(ret1.statistic.T,[1,99])  \n",
    "cmap = plt.cm.get_cmap(\"Spectral_r\", 10)\n",
    "\n",
    "fig1 = plt.figure(dpi=300)\n",
    "ax1 = fig1.add_subplot(1,1,1,projection=ccrs.Robinson(central_longitude=-180))\n",
    "image = plt.pcolormesh(x_c, y_c,\n",
    "                       np.log10(ret1.statistic.T), \n",
    "                       cmap=cmap, \n",
    "                       transform=ccrs.PlateCarree(),\n",
    "                       vmin=np.log10(sst1a), vmax=np.log10(sst2a)) \n",
    "plt.clim(2, 4)\n",
    "\n",
    "# gridlines and labels\n",
    "gl = ax1.gridlines(color='k', linewidth=0.1, linestyle='-',\n",
    "                  xlocs=np.arange(-180, 181, 60), ylocs=np.arange(-90, 91, 30),\n",
    "                  draw_labels=True)\n",
    "gl.bottom_labels = False\n",
    "gl.right_labels = False\n",
    "\n",
    "# add land and coastline\n",
    "ax1.add_feature(cfeature.LAND, facecolor='grey', zorder=1)\n",
    "ax1.add_feature(cfeature.COASTLINE, linewidth=0.25, zorder=1)\n",
    "divider = make_axes_locatable(ax1)\n",
    "cax = divider.append_axes(\"bottom\", size=\"3%\", pad=0.05, axes_class=plt.Axes)\n",
    "cb = fig1.colorbar(image, cax=cax, orientation = \"horizontal\");\n",
    "cb.ax.set_xlabel('Density Log$_{10}$ Temperature measurements');\n",
    "plt.savefig('density_map.pdf')"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "base",
   "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": "3.9.16"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}