BeachingTime-LonLat.ipynb

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    "## Beach Timing Notebook\n",
    "\n",
    "Eighth figure request for Stephanie"
   ]
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   "source": [
    "from cmocean import cm\n",
    "from cartopy import crs, feature\n",
    "from cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER\n",
    "import matplotlib.pyplot as plt\n",
    "import matplotlib.colors as colors\n",
    "import matplotlib.colorbar as colorbar\n",
    "import matplotlib.cm as mplcm\n",
    "import numpy as np\n",
    "import xarray as xr\n",
    "\n",
    "%matplotlib inline"
   ]
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   "source": [
    "landcolour = 'papayawhip'\n",
    "plt.rcParams['font.size'] = 15"
   ]
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  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "b067d8f3",
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   "source": [
    "minoil = 25 # litres per grid cell"
   ]
  },
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   "source": [
    "#mesh = xr.open_dataset('~/MEOPAR/grid/mesh_mask201702.nc')\n",
    "mesh = xr.open_dataset('~/Documents/MEOPAR/grid/mesh_mask201702.nc')\n",
    "tmask = 1- mesh.tmask[0, 0]"
   ]
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   "source": [
    "#data3d_7 = xr.open_dataset('/data/sallen/results/MIDOSS/Monte_Carlo/Lagrangian_diesel-4_northern_strait_first30-4.nc')\n",
    "data3d_7 = xr.open_dataset('/home/sallen/Documents/MIDOSS/Visualization/Lagrangian_diesel-4_northern_strait_first30-4.nc')"
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       "Dimensions:                  (grid_x: 396, grid_x_latlon: 397, grid_y: 896, grid_y_latlon: 897, grid_z: 40, time: 168)\n",
       "Coordinates:\n",
       "  * time                     (time) datetime64[ns] 2018-09-03T00:30:00 ... 20...\n",
       "  * grid_y                   (grid_y) int16 0 1 2 3 4 5 ... 891 892 893 894 895\n",
       "  * grid_x                   (grid_x) int16 0 1 2 3 4 5 ... 391 392 393 394 395\n",
       "  * grid_z                   (grid_z) int16 0 1 2 3 4 5 6 ... 34 35 36 37 38 39\n",
       "  * grid_y_latlon            (grid_y_latlon) float32 0.0 1.0 2.0 ... 895.0 896.0\n",
       "  * grid_x_latlon            (grid_x_latlon) float32 0.0 1.0 2.0 ... 395.0 396.0\n",
       "Data variables:\n",
       "    OilConcentration_2D      (time, grid_y, grid_x) float64 ...\n",
       "    Thickness_2D             (time, grid_y, grid_x) float64 ...\n",
       "    Dissolution_3D           (time, grid_z, grid_y, grid_x) float64 ...\n",
       "    OilConcentration_3D      (time, grid_z, grid_y, grid_x) float64 ...\n",
       "    OilWaterColumnOilVol_3D  (time, grid_z, grid_y, grid_x) float64 ...\n",
       "    Latitude                 (grid_y_latlon, grid_x_latlon) float64 ...\n",
       "    Longitude                (grid_y_latlon, grid_x_latlon) float64 ...\n",
       "    Beaching_Time            (grid_y, grid_x) datetime64[ns] ...\n",
       "    Beaching_Volume          (grid_y, grid_x) float64 ...\n",
       "    Oil_Arrival_Time         (grid_y, grid_x) datetime64[ns] ...\n",
       "Attributes:\n",
       "    nco_openmp_thread_number:   1\n",
       "    history:                    Sat Jun 12 00:04:14 2021: ncks -4 -L4 -A /loc...\n",
       "    NCO:                        4.6.6\n",
       "    history_of_appended_files:  Sat Jun 12 00:04:14 2021: Appended file /loca...</pre><div class='xr-wrap' hidden><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-fcd3625d-86a2-46f2-b133-b20227b7af0c' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fcd3625d-86a2-46f2-b133-b20227b7af0c' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>grid_x</span>: 396</li><li><span class='xr-has-index'>grid_x_latlon</span>: 397</li><li><span class='xr-has-index'>grid_y</span>: 896</li><li><span class='xr-has-index'>grid_y_latlon</span>: 897</li><li><span class='xr-has-index'>grid_z</span>: 40</li><li><span class='xr-has-index'>time</span>: 168</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-4c5eeb48-7fc0-4bf1-9071-7a8dd925cc93' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4c5eeb48-7fc0-4bf1-9071-7a8dd925cc93' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2018-09-03T00:30:00 ... 2018-09-...</div><input id='attrs-6d9617d9-c427-4f2d-93d5-50756b4072af' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6d9617d9-c427-4f2d-93d5-50756b4072af' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-20f41bc7-7dd6-434a-a8e0-26466bff5da6' class='xr-var-data-in' type='checkbox'><label for='data-20f41bc7-7dd6-434a-a8e0-26466bff5da6' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd><dt><span>tz_name :</span></dt><dd>UTC</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2018-09-03T00:30:00.000000000&#x27;, &#x27;2018-09-03T01:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T02:30:00.000000000&#x27;, &#x27;2018-09-03T03:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T04:30:00.000000000&#x27;, &#x27;2018-09-03T05:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T06:30:00.000000000&#x27;, &#x27;2018-09-03T07:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T08:30:00.000000000&#x27;, &#x27;2018-09-03T09:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T10:30:00.000000000&#x27;, &#x27;2018-09-03T11:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T12:30:00.000000000&#x27;, &#x27;2018-09-03T13:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T14:30:00.000000000&#x27;, &#x27;2018-09-03T15:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T16:30:00.000000000&#x27;, &#x27;2018-09-03T17:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T18:30:00.000000000&#x27;, &#x27;2018-09-03T19:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T20:30:00.000000000&#x27;, &#x27;2018-09-03T21:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-03T22:30:00.000000000&#x27;, &#x27;2018-09-03T23:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T00:30:00.000000000&#x27;, &#x27;2018-09-04T01:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T02:30:00.000000000&#x27;, &#x27;2018-09-04T03:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T04:30:00.000000000&#x27;, &#x27;2018-09-04T05:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T06:30:00.000000000&#x27;, &#x27;2018-09-04T07:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T08:30:00.000000000&#x27;, &#x27;2018-09-04T09:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T10:30:00.000000000&#x27;, &#x27;2018-09-04T11:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T12:30:00.000000000&#x27;, &#x27;2018-09-04T13:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T14:30:00.000000000&#x27;, &#x27;2018-09-04T15:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T16:30:00.000000000&#x27;, &#x27;2018-09-04T17:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T18:30:00.000000000&#x27;, &#x27;2018-09-04T19:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T20:30:00.000000000&#x27;, &#x27;2018-09-04T21:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-04T22:30:00.000000000&#x27;, &#x27;2018-09-04T23:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T00:30:00.000000000&#x27;, &#x27;2018-09-05T01:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T02:30:00.000000000&#x27;, &#x27;2018-09-05T03:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T04:30:00.000000000&#x27;, &#x27;2018-09-05T05:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T06:30:00.000000000&#x27;, &#x27;2018-09-05T07:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T08:30:00.000000000&#x27;, &#x27;2018-09-05T09:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T10:30:00.000000000&#x27;, &#x27;2018-09-05T11:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T12:30:00.000000000&#x27;, &#x27;2018-09-05T13:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T14:30:00.000000000&#x27;, &#x27;2018-09-05T15:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T16:30:00.000000000&#x27;, &#x27;2018-09-05T17:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T18:30:00.000000000&#x27;, &#x27;2018-09-05T19:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T20:30:00.000000000&#x27;, &#x27;2018-09-05T21:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-05T22:30:00.000000000&#x27;, &#x27;2018-09-05T23:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T00:30:00.000000000&#x27;, &#x27;2018-09-06T01:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T02:30:00.000000000&#x27;, &#x27;2018-09-06T03:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T04:30:00.000000000&#x27;, &#x27;2018-09-06T05:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T06:30:00.000000000&#x27;, &#x27;2018-09-06T07:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T08:30:00.000000000&#x27;, &#x27;2018-09-06T09:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T10:30:00.000000000&#x27;, &#x27;2018-09-06T11:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T12:30:00.000000000&#x27;, &#x27;2018-09-06T13:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T14:30:00.000000000&#x27;, &#x27;2018-09-06T15:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T16:30:00.000000000&#x27;, &#x27;2018-09-06T17:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T18:30:00.000000000&#x27;, &#x27;2018-09-06T19:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T20:30:00.000000000&#x27;, &#x27;2018-09-06T21:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-06T22:30:00.000000000&#x27;, &#x27;2018-09-06T23:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T00:30:00.000000000&#x27;, &#x27;2018-09-07T01:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T02:30:00.000000000&#x27;, &#x27;2018-09-07T03:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T04:30:00.000000000&#x27;, &#x27;2018-09-07T05:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T06:30:00.000000000&#x27;, &#x27;2018-09-07T07:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T08:30:00.000000000&#x27;, &#x27;2018-09-07T09:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T10:30:00.000000000&#x27;, &#x27;2018-09-07T11:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T12:30:00.000000000&#x27;, &#x27;2018-09-07T13:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T14:30:00.000000000&#x27;, &#x27;2018-09-07T15:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T16:30:00.000000000&#x27;, &#x27;2018-09-07T17:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T18:30:00.000000000&#x27;, &#x27;2018-09-07T19:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T20:30:00.000000000&#x27;, &#x27;2018-09-07T21:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-07T22:30:00.000000000&#x27;, &#x27;2018-09-07T23:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T00:30:00.000000000&#x27;, &#x27;2018-09-08T01:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T02:30:00.000000000&#x27;, &#x27;2018-09-08T03:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T04:30:00.000000000&#x27;, &#x27;2018-09-08T05:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T06:30:00.000000000&#x27;, &#x27;2018-09-08T07:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T08:30:00.000000000&#x27;, &#x27;2018-09-08T09:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T10:30:00.000000000&#x27;, &#x27;2018-09-08T11:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T12:30:00.000000000&#x27;, &#x27;2018-09-08T13:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T14:30:00.000000000&#x27;, &#x27;2018-09-08T15:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T16:30:00.000000000&#x27;, &#x27;2018-09-08T17:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T18:30:00.000000000&#x27;, &#x27;2018-09-08T19:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T20:30:00.000000000&#x27;, &#x27;2018-09-08T21:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-08T22:30:00.000000000&#x27;, &#x27;2018-09-08T23:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T00:30:00.000000000&#x27;, &#x27;2018-09-09T01:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T02:30:00.000000000&#x27;, &#x27;2018-09-09T03:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T04:30:00.000000000&#x27;, &#x27;2018-09-09T05:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T06:30:00.000000000&#x27;, &#x27;2018-09-09T07:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T08:30:00.000000000&#x27;, &#x27;2018-09-09T09:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T10:30:00.000000000&#x27;, &#x27;2018-09-09T11:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T12:30:00.000000000&#x27;, &#x27;2018-09-09T13:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T14:30:00.000000000&#x27;, &#x27;2018-09-09T15:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T16:30:00.000000000&#x27;, &#x27;2018-09-09T17:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T18:30:00.000000000&#x27;, &#x27;2018-09-09T19:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T20:30:00.000000000&#x27;, &#x27;2018-09-09T21:30:00.000000000&#x27;,\n",
       "       &#x27;2018-09-09T22:30:00.000000000&#x27;, &#x27;2018-09-09T23:30:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>grid_y</span></div><div class='xr-var-dims'>(grid_y)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 891 892 893 894 895</div><input id='attrs-add59641-e1db-4704-bdd5-c85c8480b9fc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-add59641-e1db-4704-bdd5-c85c8480b9fc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5f43ef6c-a3fa-45e6-9ce3-ccddd7d3fa46' class='xr-var-data-in' type='checkbox'><label for='data-5f43ef6c-a3fa-45e6-9ce3-ccddd7d3fa46' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>model_y_index</dd><dt><span>long_name :</span></dt><dd>y index</dd></dl></div><div class='xr-var-data'><pre>array([  0,   1,   2, ..., 893, 894, 895], dtype=int16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>grid_x</span></div><div class='xr-var-dims'>(grid_x)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 ... 391 392 393 394 395</div><input id='attrs-c31a07fc-98f4-4567-bbca-632706cdb4e5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c31a07fc-98f4-4567-bbca-632706cdb4e5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-999ab95d-0ad4-4951-96ad-52b292b08489' class='xr-var-data-in' type='checkbox'><label for='data-999ab95d-0ad4-4951-96ad-52b292b08489' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>model_x_index</dd><dt><span>long_name :</span></dt><dd>x index</dd></dl></div><div class='xr-var-data'><pre>array([  0,   1,   2, ..., 393, 394, 395], dtype=int16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>grid_z</span></div><div class='xr-var-dims'>(grid_z)</div><div class='xr-var-dtype'>int16</div><div class='xr-var-preview xr-preview'>0 1 2 3 4 5 6 ... 34 35 36 37 38 39</div><input id='attrs-5d4b3fc2-79d1-420a-b556-3b8cd4407982' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5d4b3fc2-79d1-420a-b556-3b8cd4407982' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a29d503a-3ce7-4856-abfb-51351f410e87' class='xr-var-data-in' type='checkbox'><label for='data-a29d503a-3ce7-4856-abfb-51351f410e87' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>model_level_index</dd><dt><span>long_name :</span></dt><dd>depth level</dd></dl></div><div class='xr-var-data'><pre>array([ 0,  1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17,\n",
       "       18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35,\n",
       "       36, 37, 38, 39], dtype=int16)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>grid_y_latlon</span></div><div class='xr-var-dims'>(grid_y_latlon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 894.0 895.0 896.0</div><input id='attrs-4679cf54-0c4d-43e9-8b1c-01221084b146' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4679cf54-0c4d-43e9-8b1c-01221084b146' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c89271ab-03ec-4851-91a7-69eacb05daa0' class='xr-var-data-in' type='checkbox'><label for='data-c89271ab-03ec-4851-91a7-69eacb05daa0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>model_latlon_y_index</dd><dt><span>long_name :</span></dt><dd>latlon y index</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>array([  0.,   1.,   2., ..., 894., 895., 896.], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>grid_x_latlon</span></div><div class='xr-var-dims'>(grid_x_latlon)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 1.0 2.0 ... 394.0 395.0 396.0</div><input id='attrs-51c6a76c-86b9-4eb8-bc8a-77fda6e65a1a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-51c6a76c-86b9-4eb8-bc8a-77fda6e65a1a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3dd37a95-3df9-40cb-9592-5578d318ccee' class='xr-var-data-in' type='checkbox'><label for='data-3dd37a95-3df9-40cb-9592-5578d318ccee' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>model_latlon_x_index</dd><dt><span>long_name :</span></dt><dd>latlon x index</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>array([  0.,   1.,   2., ..., 394., 395., 396.], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f285221f-7026-4f13-94a8-5b6e024ab31f' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f285221f-7026-4f13-94a8-5b6e024ab31f' class='xr-section-summary' >Data variables: <span>(10)</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>OilConcentration_2D</span></div><div class='xr-var-dims'>(time, grid_y, grid_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4130ffb4-8af1-47d1-bd81-2f3188c2ada6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4130ffb4-8af1-47d1-bd81-2f3188c2ada6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-361e7984-6a64-430f-94c6-39797d3c3b31' class='xr-var-data-in' type='checkbox'><label for='data-361e7984-6a64-430f-94c6-39797d3c3b31' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>OilConcentration_2D</dd><dt><span>long_name :</span></dt><dd>OilConcentration_2D</dd><dt><span>units :</span></dt><dd>ppm</dd></dl></div><div class='xr-var-data'><pre>[59609088 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Thickness_2D</span></div><div class='xr-var-dims'>(time, grid_y, grid_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-1e3acbd4-4414-4e90-8d6d-eb3616ffcc43' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1e3acbd4-4414-4e90-8d6d-eb3616ffcc43' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0cb0115-4129-4f72-9ed9-534a7f529915' class='xr-var-data-in' type='checkbox'><label for='data-e0cb0115-4129-4f72-9ed9-534a7f529915' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>Thickness_2D</dd><dt><span>long_name :</span></dt><dd>Thickness_2D</dd><dt><span>units :</span></dt><dd>microns</dd></dl></div><div class='xr-var-data'><pre>[59609088 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Dissolution_3D</span></div><div class='xr-var-dims'>(time, grid_z, grid_y, grid_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a777fdae-3ea6-4d8e-a76f-dfe4b2e840b5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a777fdae-3ea6-4d8e-a76f-dfe4b2e840b5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-61b76ec4-93e2-40df-a698-6def0bb8e489' class='xr-var-data-in' type='checkbox'><label for='data-61b76ec4-93e2-40df-a698-6def0bb8e489' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>Dissolution_3D</dd><dt><span>long_name :</span></dt><dd>Dissolution_3D</dd><dt><span>units :</span></dt><dd>Kg/m3</dd></dl></div><div class='xr-var-data'><pre>[2384363520 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OilConcentration_3D</span></div><div class='xr-var-dims'>(time, grid_z, grid_y, grid_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-3f40a5b8-df11-4bd4-8cef-0f19f7f3e004' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3f40a5b8-df11-4bd4-8cef-0f19f7f3e004' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f90b17cc-0253-4fe2-8ff5-0bb0b361c3b0' class='xr-var-data-in' type='checkbox'><label for='data-f90b17cc-0253-4fe2-8ff5-0bb0b361c3b0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>OilConcentration_3D</dd><dt><span>long_name :</span></dt><dd>OilConcentration_3D</dd><dt><span>units :</span></dt><dd>Kg/m3</dd></dl></div><div class='xr-var-data'><pre>[2384363520 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>OilWaterColumnOilVol_3D</span></div><div class='xr-var-dims'>(time, grid_z, grid_y, grid_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4f9ed33f-324b-4f89-bae9-ba9c9e74cc22' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4f9ed33f-324b-4f89-bae9-ba9c9e74cc22' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-aaa99f3a-00c4-493e-877a-5233db146821' class='xr-var-data-in' type='checkbox'><label for='data-aaa99f3a-00c4-493e-877a-5233db146821' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>OilWaterColumnOilVol_3D</dd><dt><span>long_name :</span></dt><dd>OilWaterColumnOilVol_3D</dd><dt><span>units :</span></dt><dd>m3/gridcell</dd></dl></div><div class='xr-var-data'><pre>[2384363520 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Latitude</span></div><div class='xr-var-dims'>(grid_y_latlon, grid_x_latlon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ac085fed-7009-44ff-ad62-97f72633c5b9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ac085fed-7009-44ff-ad62-97f72633c5b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da50d8a6-296e-4cfa-af26-d6186ff2e17d' class='xr-var-data-in' type='checkbox'><label for='data-da50d8a6-296e-4cfa-af26-d6186ff2e17d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>Latitude</dd><dt><span>long_name :</span></dt><dd>Latitude</dd><dt><span>units :</span></dt><dd>degrees_north</dd></dl></div><div class='xr-var-data'><pre>[356109 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Longitude</span></div><div class='xr-var-dims'>(grid_y_latlon, grid_x_latlon)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-33e2fa60-4465-406a-abad-de26938a6814' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-33e2fa60-4465-406a-abad-de26938a6814' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9e094747-cb9d-4985-bbc0-bcb82bbba552' class='xr-var-data-in' type='checkbox'><label for='data-9e094747-cb9d-4985-bbc0-bcb82bbba552' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>Longitude</dd><dt><span>long_name :</span></dt><dd>Longitude</dd><dt><span>units :</span></dt><dd>degrees_east</dd></dl></div><div class='xr-var-data'><pre>[356109 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Beaching_Time</span></div><div class='xr-var-dims'>(grid_y, grid_x)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f8b30741-03ce-4274-8862-162dcd0ce286' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f8b30741-03ce-4274-8862-162dcd0ce286' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-75fe6e3f-1aff-40fa-8bd3-49a3144e8020' class='xr-var-data-in' type='checkbox'><label for='data-75fe6e3f-1aff-40fa-8bd3-49a3144e8020' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>Beaching_Time</dd><dt><span>long_name :</span></dt><dd>Beaching Time</dd></dl></div><div class='xr-var-data'><pre>[354816 values with dtype=datetime64[ns]]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Beaching_Volume</span></div><div class='xr-var-dims'>(grid_y, grid_x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f5207f2e-f7d8-4715-9525-f5fc47ff0fd6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f5207f2e-f7d8-4715-9525-f5fc47ff0fd6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3eb15426-f7b7-417c-a7a6-7f46bc2b2eb1' class='xr-var-data-in' type='checkbox'><label for='data-3eb15426-f7b7-417c-a7a6-7f46bc2b2eb1' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>Beaching_Volume</dd><dt><span>long_name :</span></dt><dd>Beaching Volume</dd><dt><span>units :</span></dt><dd>m3</dd></dl></div><div class='xr-var-data'><pre>[354816 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>Oil_Arrival_Time</span></div><div class='xr-var-dims'>(grid_y, grid_x)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-63a28d4a-1b6d-4003-874b-aa429e9cf210' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-63a28d4a-1b6d-4003-874b-aa429e9cf210' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-252e6030-3dd4-4aa9-aeaf-4588d4ae824a' class='xr-var-data-in' type='checkbox'><label for='data-252e6030-3dd4-4aa9-aeaf-4588d4ae824a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>Oil_Arrival_Time</dd><dt><span>long_name :</span></dt><dd>Oil Arrival Time</dd></dl></div><div class='xr-var-data'><pre>[354816 values with dtype=datetime64[ns]]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1a8f65ff-afc0-4b9e-b840-069597325e0b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1a8f65ff-afc0-4b9e-b840-069597325e0b' class='xr-section-summary' >Attributes: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>nco_openmp_thread_number :</span></dt><dd>1</dd><dt><span>history :</span></dt><dd>Sat Jun 12 00:04:14 2021: ncks -4 -L4 -A /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_oil_times.nc /localscratch/dlatorne.49062146.0/Lagrangian_diesel-4_northern_strait_first30-4.nc\n",
       "Fri Jun 11 23:52:05 2021: ncrcat -4 -L4 -O -o /localscratch/dlatorne.49062146.0/Lagrangian_diesel-4_northern_strait_first30-4.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T0030.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T01:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T02:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T03:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T04:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T05:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T06:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T07:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T08:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T09:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T10:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T11:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T12:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T13:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T14:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T15:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T16:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T17:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T18:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T19:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T20:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T21:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T22:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-03T23:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T00:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T01:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T02:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T03:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T04:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T05:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T06:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T07:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T08:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T09:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T10:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T11:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T12:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T13:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T14:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T15:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T16:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T17:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T18:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T19:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T20:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T21:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T22:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-04T23:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T00:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T01:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T02:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T03:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T04:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T05:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T06:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T07:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T08:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T09:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T10:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T11:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T12:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T13:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T14:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T15:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T16:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T17:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T18:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T19:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T20:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T21:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-05T22:30.nc 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/localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T07:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T08:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T09:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T10:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T11:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T12:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T13:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T14:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T15:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T16:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T17:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T18:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T19:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T20:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T21:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T22:30.nc /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_2018-09-09T23:30.nc</dd><dt><span>NCO :</span></dt><dd>4.6.6</dd><dt><span>history_of_appended_files :</span></dt><dd>Sat Jun 12 00:04:14 2021: Appended file /localscratch/dlatorne.49062146.0/tmpxks5my69/Lagrangian_diesel-4_northern_strait_first30-4_oil_times.nc had no &quot;history&quot; attribute\n",
       "</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:                  (grid_x: 396, grid_x_latlon: 397, grid_y: 896, grid_y_latlon: 897, grid_z: 40, time: 168)\n",
       "Coordinates:\n",
       "  * time                     (time) datetime64[ns] 2018-09-03T00:30:00 ... 20...\n",
       "  * grid_y                   (grid_y) int16 0 1 2 3 4 5 ... 891 892 893 894 895\n",
       "  * grid_x                   (grid_x) int16 0 1 2 3 4 5 ... 391 392 393 394 395\n",
       "  * grid_z                   (grid_z) int16 0 1 2 3 4 5 6 ... 34 35 36 37 38 39\n",
       "  * grid_y_latlon            (grid_y_latlon) float32 0.0 1.0 2.0 ... 895.0 896.0\n",
       "  * grid_x_latlon            (grid_x_latlon) float32 0.0 1.0 2.0 ... 395.0 396.0\n",
       "Data variables:\n",
       "    OilConcentration_2D      (time, grid_y, grid_x) float64 ...\n",
       "    Thickness_2D             (time, grid_y, grid_x) float64 ...\n",
       "    Dissolution_3D           (time, grid_z, grid_y, grid_x) float64 ...\n",
       "    OilConcentration_3D      (time, grid_z, grid_y, grid_x) float64 ...\n",
       "    OilWaterColumnOilVol_3D  (time, grid_z, grid_y, grid_x) float64 ...\n",
       "    Latitude                 (grid_y_latlon, grid_x_latlon) float64 ...\n",
       "    Longitude                (grid_y_latlon, grid_x_latlon) float64 ...\n",
       "    Beaching_Time            (grid_y, grid_x) datetime64[ns] ...\n",
       "    Beaching_Volume          (grid_y, grid_x) float64 ...\n",
       "    Oil_Arrival_Time         (grid_y, grid_x) datetime64[ns] ...\n",
       "Attributes:\n",
       "    nco_openmp_thread_number:   1\n",
       "    history:                    Sat Jun 12 00:04:14 2021: ncks -4 -L4 -A /loc...\n",
       "    NCO:                        4.6.6\n",
       "    history_of_appended_files:  Sat Jun 12 00:04:14 2021: Appended file /loca..."
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data3d_7"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "272753e9-1b2e-4db8-ae30-c6d333509b8e",
   "metadata": {},
   "outputs": [],
   "source": [
    "beachtime = (np.array(data3d_7.Beaching_Time - data3d_7.Beaching_Time.min())\n",
    "              ) /  np.timedelta64(1, 's') /3600./24."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "cd899289-6fa8-4cbc-b859-a2964cda2a44",
   "metadata": {},
   "outputs": [],
   "source": [
    "beached = np.ma.masked_array(beachtime, data3d_7.Beaching_Volume < minoil/1000)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "0d59c6bc-9256-4e04-b4e1-7e223879d433",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure(figsize=(10, 8))\n",
    "xlim, ylim = [-125.3, -123.9], [49.3, 50.2]\n",
    "ax = plt.axes(projection=crs.Mercator(np.mean(xlim), *ylim))\n",
    "ax.set_extent(xlim + ylim)\n",
    "ax.add_feature(feature.GSHHSFeature('full', edgecolor='k', facecolor=landcolour))\n",
    "C = ax.pcolormesh(\n",
    "    mesh.nav_lon[1:-1, 1:-1], mesh.nav_lat[1:-1, 1:-1], beached,\n",
    "     transform=crs.PlateCarree(), zorder=2, cmap='cet_linear_blue_5_95_c73', vmin=0,\n",
    ")\n",
    "cb = fig.colorbar(C, ax=ax);\n",
    "cb.set_label('Beaching Time (days)')\n",
    "ax.set_title(\"Days to First Beaching for Run 4\\n Need to Add all Info\");\n",
    "fig.savefig('BeachingTime_latlon.png');"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9a573aa1-deaa-49c0-a2db-4e5e64538676",
   "metadata": {},
   "source": [
    "Try with Scatter Instead"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6bf29b7b-81be-41c9-a03d-68494d7fcd9f",
   "metadata": {},
   "outputs": [],
   "source": [
    "imin = 500\n",
    "jmin = 100\n",
    "imax = 770\n",
    "jmax = 340"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 74,
   "id": "a03d255a-33d6-4674-97de-7a6f3aadefa2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "os = 0.6\n",
    "fig = plt.figure(figsize=(10, 8))\n",
    "xlim, ylim = [-125.3-os, -123.9+os], [49.3-os, 50.2+os]\n",
    "ax = plt.axes(projection=crs.Mercator(np.mean(xlim), *ylim))\n",
    "ax.set_extent(xlim + ylim)\n",
    "ax.add_feature(feature.GSHHSFeature('full', edgecolor='k', facecolor=landcolour))\n",
    "#C = ax.pcolormesh(mesh.nav_lon[1:-1, 1:-1], mesh.nav_lat[1:-1, 1:-1], beached, transform=crs.PlateCarree(), zorder=2, cmap='cool_r', vmin=0,)\n",
    "ax.scatter(mesh.nav_lon[imin, jmin], mesh.nav_lat[imin, jmin], color='r', marker='x', transform=crs.PlateCarree(), zorder=2)\n",
    "ax.scatter(mesh.nav_lon[imax, jmax], mesh.nav_lat[imax, jmax], color='r', marker='s', transform=crs.PlateCarree(), zorder=2)\n",
    "ax.scatter(mesh.nav_lon[imin, jmax], mesh.nav_lat[imin, jmax], color='b', marker='x', transform=crs.PlateCarree(), zorder=2)\n",
    "ax.scatter(mesh.nav_lon[imax, jmin], mesh.nav_lat[imax, jmin], color='b', marker='s', transform=crs.PlateCarree(), zorder=2)\n",
    "ax.plot([xlim[0]+os, xlim[1]-os, xlim[1]-os, xlim[0]+os, xlim[0]+os], \n",
    "        [ylim[0]+os, ylim[0]+os, ylim[1]-os, ylim[1]-os, ylim[0]+os], 'm-', transform=crs.PlateCarree(), zorder=2)\n",
    "\n",
    "cb = fig.colorbar(C, ax=ax);\n",
    "cb.set_label('Beaching Time (days)')\n",
    "ax.set_title(\"Days to First Beaching for Run 4\\n Need to Add all Info\");\n",
    "fig.savefig('BeachingTime_scatter_latlon.png');"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "62e22c4f-3f56-4957-8a48-e8e31c937228",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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sLxJYGo73fnMMhDpAUyC6ovmguei2B2izusqa2udN7I8Gr6+B+uKhWbf2oCnmbvx6fs0D0gRxbTIDM9E+qtzR+nsZA/U/RU3lV9s/vAkpze0C8m8ghNiNFsgtkQzZEqRQRDhCiJloSlIiKWVwgRgVfzlCW8h6GJBSSvk0cqVRKH5//gmfI3OjG+svB6xQipEistH3NdJLS4g2vHtTKUYKhUJhGn+jz1G4IYTIjzazoyuaaXxK5EqkUADgpAsbsRltKDYF2lBVVLShH4VCoVCYgFKOTKMD2tf4Y6CRMk8rfhMeoq211QYtQKQ72rpv46RaL0uhUChMRvkcKRQKhUKhUOihfI4UCoVCoVAo9FDKkUKhUCgUCoUeSjlSKBQKhUKh0EMpRwqFQqFQKBR6KOVI8U8ihJgjhHghhPguhHglhJimv+aUQqFQKP5dlHKk+FeZBWSQUjqiLfeSnUhYG02hUCgUvx9KOYpghBAphRBbhRAfhBBSCLE0smX6F5FS3pb+F7uVQFCrnPsjoq+hEMJJ107z8GxHoVAoFBpKOYp4lgLFgQlAE7RFIg0ihEgnhBgphDirexH/EEJcFUIMEkI4GMg/XPcSDWrzNEZAIcQAIcQGIcRjXbmn5pBPVyYo2ZyNkc2cCCH6CyF+oC0cmg1tQU5jWIqR1/BfQAiRSggxXwhxVwjhKoT4IoS4LYRYJoQoEXIN4SZXeiHEKiHEHSHEN51sd4UQU3TLq4Sl7tD0fQshRA+dDO66Yd3/BXEvG3UP6uWPKoQYKIS4oZPloxDitBCiuRBChOVYFYp/ERUEMgIRQtiirZ49S0rZ1Yj849FWW98OnAU8gRJAXeA6UEB/bTchRDa0l3xAsgF9gC1SyppGtCuBz8BlIDfwXUqZIqzy6dV9Am3ldX08pZTrQpItPBBCZERTcuZIKV+GkNeka2gm+ZyAI0ALKeXSiGjTWIQQeYBjaNd+OXALsAPSAVWAbVLKzpEkWylgEFrffAl4AVmBFsB3IIeU8n0o6w5N35+OtvTQFmAP2lJEXdDuh9JSSh+9vEbdg7q8FmjXoBCwTCePPdAAyAdMlFKqIWOFwhSklGqLoA1IhjZ8M9zI/HmA6AbSR+vq6WxkPfN0+SsZmT+V3t83gafmkk+XvjSyr4UBueoCB819Dc0km5OuzeaRfZ4MyLZDJ1sOA/ssgESRLaMBueroZO4bhjpM6vtAZsAH2BQgvYsuf8MA6Ubdg7r9BXV1TA2QboO21NHXyD7nalPbn7apYTUzIISII4SYrTOTe+h+ZwshYuvlWQo80/07TG84ySmoeqWUF6WU3wzs8rWwZDFCNnugPvAK2GvM8UgpHxuZL9TyCSFshBBRjWknQLnmuvNWSggxVAjxTAjhJoQ4J4QooMtTXAhxUgjhIoR4I4QYYkTVlkDaENpeShDXUG9IM4WBck+FEEcNpNvqhkJu6YZZvgohdgghchohb1AyhtgXdfl8z2NJIURvIcQjIcRPIcR9IUQzE5pMC3ySUl4NuENK6SOlfB2gXaOOWU++0rpz+0wn33UhRH0T5DOE7zWMGdoKQtH3GwACmBYgfQHgCjQOUL9R96AOR92vv3MtpfQAPgIugUooFIpgUQvPhhEhRHTgNJoz72I0M3hOtEVqSwoh8kkpf6BZb64CU9HM6pt1VdwJRbNJdL/vjMhbF+3hOUNK6R2KtkJDSPLVRnsZWAohPqC9UAYH8bIJivFoCs10tC/kXsA+3Yt9Edqw3Sq04x8phHgipVwJmn8GmvVgC/AN7UU2BNgXQpvBXUMnE2RHCGGNpqwWAlagzZ6LjrZ47CkhRDEp5UUT6zS2L+ozFm0YbB7wU5d3qRDioZTylBHNPgLSCyFqSik3B5cxlMc8AXAA5qJZR1oAa4QQUaSRQ4xCiChAVCAKkElXJ8BuY8qbSFB9Py+a5ei8fqKU0l0IcVW3P7ScB74CfXW+SefQrmlztCG59mGoW6H4N4ls09WfvgFj0B7aHQOkd9Klj9JLS0EYh2TQFIIzaD4O6Y3IfwLtoZwylO0Fa9I3VT60B3dvoDrQFFirOyfXgahG1N9cl/8yYKOXXlWX7gXk1Uu3Ad4AZ/TSHIADaD4dzmhDD5MAeyPaN3gNgeG69BQGyjwFjgZI66HLXy5AuiPwXD8/Rg6rmdgXfc/jlQDnMTGakrTGyOtdEPDQ1XUfTSnrAGQ0kNeUY/aV7xl6w1doytQz3bWzM1LGzrq6fLcnQKPQ3A+h7fvADeBdEOXW6+SyCWJ/iPcgUBS4F+A4vwPVzX2calPbv7CpYbWwUwP4QGAH43loJu0aZm5vGlAAGCqlvBdcRiFEeqAIcFhK+cTMcgTFNIKRT0qZX0o5WUq5VUq5XEpZH81pNivQzYR25kpt2MCXE7rfs1LKC3rteaB9WafVS3ORUpaRUsaSUkaVUqaSUvaRUrqa0H5YaQzcBS7phsLiCCHioClzB4AiQgg7E+sMTV+co38epZSv0JScYIcY9fKfQbNOLENTXFoAc4DbQogTQohUetlDc8xzpZ5FUff3f2hDYk7GyAhsBcqgHf9INCtLXCPLmsI0gu779mhKpyHc9fKEFmc0JWoyUBNoDTwEVgshyoShXoXin0QNq4WdlMBFKaWXfqKU0ksIcQ/IZa6GhBCj0L6C50spxxlRpJXud6G5ZAiOUMjnyyRgGFAJzfphDP58MqSUX3Qzlg0pgV+A2AbSI5OMaEMfH4LJEwd4YUKdoemLhnxbPgHJjW1USnkDzdKDECI5WpiD1mjWjG1CiNw6BSw0x2xo2Pm27jeVgX2G5HuJNlsNYKsQYhNwQQhhZ2I/DRIj+r4rEC+I4lH08oSm7axow6k9pJT/6aWvQVOYFgghUsuIG1ZXKP54lHL0hyCEGA4MBpZghA+BEMIKbdjqM5p/TLhiqnz6SCk9hRCv0V6MxhLUgz6yXgDBxcQwdJ8JtKGWnsGUC06JMBdBna9QxcaRUj4DlgshVqBZ8wqjTSc/SeiO2dB5DVPcHinldSHEFaAjEGblyMi+/xrIJISwlVIGtCAlBj4GsISaQg80BWuDfqKU0lUIsQtNaUuB5h+mUCiMQClHYecxmkOqlf4Xu045SYfhL3OTEEIMQ7OsLAdaSymDexH7UgWID0w38DA2K6GUT798FDRH1rPhIF5E8Vn3GwvNxwjwO7aEaEMc+jxAG9o5LPXi24SRcO+LxiKllEKIc2jKUWJdcmiOORNaLCF9Mup+w3I8dmjXKkyY0PcvAGXRFEXfIWDf/pEDOB4GMXzPr6WBfVYBfhUKhREon6OwsxXtgd86QHobXXqYrDZCiKFozr4r0IIAGvtS8R1SWxREvdZCiAxCiGQRJV/A6eR6jEJ7eO8IiyyRzH3db+kA6T0wfJ8tBxIQhBVFCBE/FDJsJRz7oiGEEGV0ylfAdDs0ZQB+DYOF5pg76Gbh+eaJjmad+YoW+DA42RIEkV4CbYZimJRxE+/NdWhWsO4B0tug+RqtCoMovue3eQD5YgDV0IaVldVIoTAB9TURdiaiTQufLYTIhTb7JyeacnJPtz9UCCE6ASPQZvIcBBoK/ysBvJNSHjBQLhFQHjiv8wcxRGI0f45jBHBsFUI04ZfPSVzARggxWPf/MynlilDKN1hosYiO6MpEBSqiRRY+h/HLd/yOHERzNh6pUwKfoDnDF0Bzhg7IdDQn4UlCiJLAYbTZRcmAUmhOuqYuvRFufTEYpgKxhRDb0YbMXIGkQEM0a9VyvT4YmmP+CJwTQixGG05rocvf2ggH+rlCWybkMNoMtyhozuP1gR9o4R/8oZsKn1xKGezQnal9X0p5QwgxG+gshNiMFkYgI1rE7GPA6gD1G3UP6piGNoQ+Xud/dArNKtYGzWrZKaAfmkKhCIHIni73N2xoD685aE6fnrrf2UCcAPlSYFqE7KX4n5obcDsaRLmBuv1tgqk7RVB1AEeNadNU+dC+YvehBaR0RwtOd1UnbxQjz0lzXd1OBvZJDETf9pXTTNc6yGuIpgzsRVMQvqJN0U6Mgan8uvxWaC/HC7pz4YI29LQKKKuXzwkjI2Sb0BeDO49HMTJ8A5p1aDZwDU2R8UJz6D4CtAQsQnnMvvKV5pcS8hPNwbihkbLVBXahOXi7oy37chdNCU8WRJmPwKvwuDfRhr16oSmqP3X3wRQMhLDAyHtQL39qtBmDvtf9O9pQXU1z9Hu1qe1f29TaagqF4rdDCNEczcG5hJTyaAS1mQ1NyWsppVwSEW0qFIrfE+VzpFAoFBrl0JSjZZEtiEKhiFyUcqRQKBSAlHKSlDKHNN/sQYVC8YeilCOFQqFQKBQKPZTPkUKhUCgUCoUeynKkUCgUCoVCoYdSjhQKhUKhUCj0UMqRQqFQKBQKhR5KOVIoFAqFQqHQQylHCoVCoVAoFHoo5UihUCgUCoVCD6UcKRQKhUKhUOjxzylHQoiUQoitQogPQggphFga2TIpFH8aQojWQog7QojvQohzQoickS2TIjDqOikUoeOfU47QVtMuDkwAmgDzIlWaCEYI4aRTCvU3dyHEYyHEEiFExsiWMTIQQuQQQgwXQqQIQx32QognunM6y8D++EKI/4QQL4QQHkKI50KI6UKIGEbUPdzAddPfPMMgl0l1CyF6At2BmkAMYJNu892v38daByGTFELsDOm4g0MIMUAIsUHXd6UQ4mkQ+dIJIUYKIc7qPop+CCGuCiEGCSEcjGgn2PMXIK/R5zI019SUPhTcdRJClNe1McpAuYK6fT+FEPYG9u8TQvgIIeKEdO4Uij8Vq8gWICIRQtgCRYFZUsrJkS1PJLMG2K372w7IBrQGagkhskopn0WaZJFDDmAYcBR4Gso6RgIGXxhCiHjAOSARmkJ+E8gCdACKCSEKSyldg6l7M/DQQHo2oA+wIzRymVq3ECIm2nkqJqW8o0tbCkwQQsSRUn4MUMcIIcQqKaVbMO2HlrHAZ+Ay2ss/KFoCnYDtwCrAEygBjAbqCiEKhCBfSOdPH1Ouk0nX1JQ+FNJ1Ak4CXmjnISBOun02QCHgoJ4MVrq0mwautULx9yCl/Gc2IBkggeFG5rcE7CNbbjOfAyfdOehtYF9X3b4eZmzvjziHQHPdsTuFsnwutBdKT109swLsn6ZLbxAgvYEufXAo252nK18pNHKZWjdQGbgfIF8mwA2wCNDHLuh+BxioWwI7w3jNUun9fRN4GkS+PEB0A+mjdXJ0Du11Ndd1MiavKX3IyOt0GvAIeH8C+9A+nF4DowPsK6hra0ZYrp3a1Pa7b//MsJruq8nXGjJMz3TtpNvfXPd/aSHEECHEI8AdqKvbH0cIMVvPnP1C93/sAO341lNKCDFUCPFMCOEmtPH+Aro8xYUQJ4UQLkKIN0KIIUYeQzQhxGhdXR91Zu+HQojxhszfoeC17tcjNG2GdA51eVIIITYJzQfimxBim9D8wJ4KIY4GqM9WCDFQCHFLaEN/X4UQO4SRfhPGyi6EGA4s0f17RK9vLDWyHUtgAbAXzRpgiBJoL6a1AdLXoZ2jFsa0FaBde6A+8ErXdmjkMrXuOMCXANlrAadk4NXs1wOXgH4B7xNzIKV8bGS+i1LKbwZ2rdP9ZjFULiznL0A9wV4nE/Ka0oeMuU5HAGugsF77vpahY8BxAluWnPTKKhR/Lf/SsNo84CowFdjCr4fdnQD5JqM9MBYA34F7QojoaF9ZaYDFaGb8nGjm7JJCiHxSyh8B6hmPZjWZjmae7gXsE0I0AxYB89FM/HWBkUKIJ1LKlSEcQ2K0oa9NwGq0L9riQF+dPOWMORE67PV8BuzQXhBjgI/o+Y+Ess1A5xBA94I8AcQH/kM790XRHrT+fD+EENZoL4dCwApgFhAdaAOcEkIUk1JeDOEYjZV9M5AQaIs2VOPbJx6FUL8vPYAMaC+foLAF3KWU/lZ6llL6CCHcgFRBDEsFR13AEe0r3juUcpla93lgthAiF5q1pibQDahgoA4J9EMblhmEZn35nUii+30XxP6wnD99QrpOxuY1pQ8Zc52OAAPRFJ4DurS8QFQ05eg7MF0I4SCldNHtd0K7rseMOXCF4o8lsk1XEbkBKQhiWI1fwyr3CGxmHqPb1zFAeidd+igD9VwGbPTSq+rSvYC8euk2wBvgjBHy2wDWBtJH6erOZ0QdTrq8hrZbQIbQthncOdTtn6jb3yiI9KN6aT10aeUC5HUEnuvnNcf5IpTDakBKwAXoF6CPBRxW26RLzxEgPYfe+c9lYtsnAB8gZWjlCmXdbdCssD90+QoG0cd66/7fj2bZSK6XJ8zDagHaDHJYLYj8lsAZNP+j9OY+f8aeSxPPu0l9yIjrZAf8BE7rpQ0AnNE+nDPq6iyr22elq+uqua6b2tT2u27/zLCaCcyVgR1jawAf0Kw9+sxDs7TUCKIeD73/T+h+z0opL/gm6vKcB9KGJJiU0kNK6Qma+VsIEVNn/fF1mMwfUh16zAfK6LYqaF/4cYDdQojkYWzT0DlE184bNGdwfQw5xzcG7gKXdEOacXTt2qB95RYRQtgFd4BmPl9BMRd4AkwJId80tJfeeiFERSFEMiFEBbQhEd9ZSUYPjQoh0gNFgMNSyidhkMvkuqWUC6SUyaWU0aSURaWUZ0Kosh/adQs0MyoSmQYUAIZKKe8Z2B/q86ePEdfJlLzTMKEPhXSdpOaEfg7II37N2nNCG3rzkpoj93t+DaX5WpXUkJrir0cpR4G5byAtJXBPSumln6j7/x6QykCZxwHy+o7/G3rofQGM8skQQnQUQlxH++L7jKa0HdXtjmlMHToeSCkP6radUsqJaNatlGhhDsLSpqFziK7uhzKAb4qU8j3wNUDejGhDGh8MbC3RvvxDnEFkxvNlqO7GQFmgva8SFhRSyhNoviTRgF1oX/Q70F40vlPav5vQfCvd78KwyGVq3aFBSnkFTSFuJITIZo46w4LQpq93BuZLKccZ2B/W86ePKecy2Lzh0Ifgl99RkQD+Rr7o+x056X6PmtiGQvHH8S/5HBlLcNOpTSEo34KQfA6CRGhxS/6HNkwxA82B2gPNt2YpYVR2pZTnhBDfgJJhbNMc51AANwjeT+VDsBWE4/kSWliIKWizet4KIdLodiXW/UbXpX2UUn4FkFJuEEJsBrKiveDuSSnfCyHOow23GprWbahtK6ApmrK3JaxyGVt3GBkM1EZTvA35J0UIOuf7wWgO+O0N7A/T+QtQl9Hn0ti85upDehwBhqIpPt/55W/kyzFgqhAiqi6PD5rCpFD81SjlyDgeA+mFEFb61iPdAy0dAaxE4UgTtBg8FfStL0KI8mZswwrN8TM82nwKpBFCWASoKx6B49Q8AOKiDTEEnAVlLKbILg2kBYedTr5Kui0gjXVbH/SGDaXmZHtVT5YEaM7hx4IYijREFTSn9ulSyp/mkMvIukONlPKJEGIu0E0IYSi2TrgjhBiGFvtnOdBaSmnomof1/Oljyrk0Oq+Z+pAvZ9D8wUqgKUduaCEYfDmG9kxwQpvVdlXPCq5Q/LUo5cg4tqLN6miNNsvKlzZoD9KIirLtjfYSF74JOgWtvzkqF0KUQZs1diqc2twB9EaLy7JKL723gbzLgUlolqNALyEhRHwpZVCzjHwxRXZn3W+sEOr0xQWoYyA9LjAHbabdIuB6UBUIISzQLFqWaE7/+vusgdSAq5TyeYCivsMvi8JBruDqDiuj0aabTwgpo7kRQgwFhqPNfGwRjMJt0vkLw3UKSKjOe3B9yBiklD+FEGfQZo16o00M0feVvAl8QlMGHVBDaop/BKUcGcdEtAem79TYK2hfaq3QfI4mRpAcG4FxwB6dad0RaMgvZ0xTyKXzrQDNUpQZTdnzRBt2CI82J+jKLhFC5ENzuC6C9kX6Ef/Wm+lozuKThBAlgcNoX7bJgFL8+toNDlNkv4A2ZDBIaNGFXYAnUspzhirW+aJsDJgufi0/8khKuVEvPSqa4/0WNL+z6GhKYm5gkJQyoJNrYrSQAsf45euBECIRUB44L6W8EVa5AuQJtu6wIqX8KISYRBCO2UJb/iO5lFIY2m8gfxPAd/JAXMBGCOHbd59JKVfo8nUCRqDNcjwINBTCXxPvpJQHdDKaev5CdZ0C1G1U3lD0IWM5gnYvFUKzrPkhpZRCiBNAdb28CsVfj1KOjEBK+U0IURjtAVsV7ev3HZoVaZgMHOMovJiEZgVphaY8vEWbqbIEuG1iXQ10G2hKwSe0WWDj9GfTmbNN3cuxCJofUEs0Zcj3wXwBzaTvm9dTCFEJ6Ig2PDZCt+s12gtimRFNGi27lPK5EKIl2syquWhOqsvQZvOYAw80a0NDtJhKrmjHXF5Kuc+EepqjWQnM4iwdgXX7MgXtmiY0sC8qvwKRGkMrtLhV+vgqXsfQrESgzbICTbE21G+O8SvOj7lojvHn0ti85upDAdFXeAzFLzqGphx582vWrULxVyMMD7srFBGHLjjkR2CelDKQk6zi70c3i+0a0FJKuSSy5VEoFP82aiq/IkIJIjZRP92vub/eFX8O5dCUI2MsggqFQhGuKMuRIkIR2vppz4CLaEMJpdAWyTyNtoJ4qEMdKBQKhUJhDpRypIhQhBC90OK5pECbNv0SbW2zERHou6VQKBQKRZAo5UihUCgUCoVCD+VzpFAoFAqFQqFHsFP506ZK9seblX44u/LpyzeyZcuGu7s7t29rM7ijRXUgftyQ4/05u7rx5esPMmXKhIWFBU+fPuWnuxsJ4mlLob3/+JnvP1xIlSIJFiJweJafHp68ePWWdOnScf/+fdKkTMqrtx/w8vJGCEHMmDFIkiRpsDJ4eHhw44YW/sTB3o6E8YNeUszdw5OPn76SOXNm3N3duXXrFgApkyfB0sKo8DEm4+0jefLspb+0NCmDP6bgePPuIy6ublhYWGBpYYGNrQ0ZMmQMsZzv8aZOmZTwOdLA/HBx5d37T+TMmRMLC+O/NX78+MHz589IkjBeOEqnUPxZfP76HU8vb9KlS++X9vXrVx49ekTSxAmwtbE2SzsPn7zYJ6U058oCir+MYIfV8uTMIi8eWR+B4oQPKbKXpX37TvQfMIDHjx+zf/9+NqxdzqGtIYcgcXZ2IX2+KmzavJUCBQpw48YNcufOzdaVMyhbshDRkxfA1dWNHy/OEzWqQ6DyT569pETV1ixYsJCy5crx7v5xUuUsT9IkSciaMSVnL93i5s1bODo6BivHsqVLad6iBcP7d2JYv45B5nN1dSNPyfrkyZuf+QsWYmlpSa2aNUiTLDZTxvQLslxYmDBtIQdOXmP79h2sW7eOYwd2sHTO6FDXJ6Vk1YadDB4zkx8/nBk/YRJt2rQxqlzcuHHYu2EueXJmCXX7pjBx+iIu337B2nWm3Sfbtm1j0vjRnNyjJmcpFL607T4cO8cETJ8xw1/6iOHDGD9hIi0b12DSiF7Y2xua9Go8ImbmS1LKPGGqRPFX808Mq53YtYwxY8fw/v17UqVKRerUqREGrDyGaNCmH8WKFSdXrlwAZMmShbFjxtB90GRSZC+Hm5s7lpaWPHwScOUAjalzVpA5c2bKlC1L/fr1yFOiLvHixaNDx05EixqVuLFjsGP79hDlKFGyJNGiRaVdc0MrG/zC3t6Os/tX8fjhXaZOmYK1tTVTp01nx/5TzJy/KtiyoeXIyYtUq1oNe3t7MmXKxMbt+3j7Ltg1YYNFCEHjulV4cnUf86cNZ+SIYTRp3Ag3Nzd8fHx4+vQpR48excfHJ1C58ePGU7l+Zw4dOxvWwwqRZ89fM2bKAvr1H2By2dGjRtKqcXXzC6VQ/KF4enqydPVWevfpE2jfsOEjeP36NV9dJAXLNeZREM9bhcJc/PXK0Z4DJ1i6ZisWFhbY2mrrqX748AELYdyhP3vxhjZt22FjYwNoL+Deffpw/8FDVq9Zx9mzZ+nUsQM5i9Vm78ETzFm4hvsPnwLw9Pkrlq/bzsxZswHo0L4DqdOko3OnzkyZMpmKZYrQrV1DNmxYF6Ichw4eJE2q5CSIHzfEvI6OUZk/dSgjR43i8KFDpE6dmvXrNzB4zExu3TF10e6gkVIyd9Fazl++QZu2bQHInz8/aVKn5uXrkJY9CxkhBLWqluXO2W34eHzH0dERa2trsmfPRuNGDUiePBlHDh/2V6Z1mzZ06tyF7gMnBFKezImUkm4DxtOmdWty5sxpUtn+/fri6vKD2lXLhpN0CsWfh5WVFdmypGfTRoOr2xAzZkxWrlpN23adyOVUl37DpvDjh0sES6n4V/jrlaOKddvzydmCI0eOEj16dADmzplNk7qGFtwOTJO6lZg7Z7bBfcWKFSNfvnxMnzGT0qVK0rLrcNZuP0r/EdMAmDB9McWKFiVVqlRa/uLF6dS5C7169+bbt+/EiO6IY7SoGDNj8MKF8zSuU9EomQEyZUjDlhXTaNioIS9evCBnzpwMHjSYUjXaUKVBZ85dDHI9VKOYu2gtafNUYuGqHZw5c5YoUaL47cucOTM79xlahSB0RI3qwKr5E/jx4jyeH67x7dlZXt46xMzx/ajfoD7Ozs7+8g8ePBgfLOg7bIrZZNDn508P2nQbzsNnrxk5yrThQ2dnZ+YvWMC2VdOJFi3wMKxC8a8ihGDF3LEMHjIkyGeiEIJOnTtz9+49Xn9yI6dTHS5dvRXBkir+Bf6JtdWmTZ/u97enpyefPn0iTapkRpXNnzsbMxas5fPnz8SKFbQD94GDhwDYsmULyxbN4fbdh6zfuo/Ll6/4y/fgwQPKlSrC8dMXWbxqK3WrlzVKOQKIorN8GUv50kXp1bEJefPmYc7sOfTu04eu3boxY/p06rfuR7So9uTNmRlLS0ssLS2IHTM6jetWxsLCAi8vLzw9vfD08mLfoVPcvPuIKLa2lC1RgI3bD3L01AU2bdpMkSJFsLLy340SJEjAuUuXTJLVGKJE8X/81SqWZPy0xWzbto1GjRr5pQshOHbsBNmzZyND2hS0alLL6GHUkDh38Tptug8nfYbMnD17Hnt7e5PKf/v2jS9fvpp8LRWKf4EM6VKRLXM6qlWtwtZt24Oc5JAwYUJWrFzF2jVrKFy+CUUK5GbyqJ7kyBryxA2Fwhj+asvRqvU7SZsmjb+0AwcOYCEkObJmMKqOYoXzECtGNGLHjk2Z0qX4/v17sPktLCx48uwlvYf+jyqVK5M8eXLOnz/P/HnzkFLi4+NDjizpsbeLgo+3NxZCGD38E5phoj5dWzJlVC8GD+pP2zatsbGxoU/fvjx6/IRJ/5tGweLlyV2wJFlzF+WTM5Sv25FK9btQq3kfmnQcSrte43j06huVazQge54iTJq9ivyFS3L//gOcnJwCKUYAOXPm4tipC7TqMpROfcaQp2R9Rk/+j7WbdrN45WZev3lv8nEYQghBv24tGD1qZKB9ceLE4eDBQ0z9bw3/m7XULO39/OlBnRa9aNqsFes3bCRq1Kgm15E4cWLSpE6Fq5u7WWRSKP4mhBAc37WUe3dvM3rUqBCfefUbNODdu3cUdSpDtUbdWL1hJ56enhEkreJv5q+drXbo2FkGj5lJg8Yt6Nq1q1/61q1bWbpwNltXTg+mtH+u37yHt48PHXuPoVPXnjRu3DjIvD9//mRA/35YWloydtx4Hjx4QO7cuUmeNBEDBg0lRYoU1KxZgy9fvtKoThXaNa9Ng7YDuH79BjFjxjRY5+XLl8mdOzcAbm8uB7KgGIOzsws5itehT5/+tGsf/mu73r9/n9WrVvHixXOaNG3GksWLcHd35/iJk2TJkIoDWxaYpZ1HT57jVLUVz569MPiVeevWLYoXL8blI+tIljRRqNv59u0HvYZM4snLTxw6fCTkAkGwd+9eOrRvy63TW8I84+ZP5burN+9/gKfXHx8pRBFOeHl78/HjF4SFBVGjRsXe3j5E66+rqysvX75k3n9zKe+Ui85tGgZpeVKz1RQh8VcOq03/byXT/ltFy5at6NjR/7T3JEmScPr8FQaOnMbg3u2MekFly6LF3OjSpj7/m/K/YJUjW1tbpkyd5vf/2jVrcHd3J0vG1IwYMZzHj59w9eo1jh07Rp/evWjbrDZxYkXnwYMH5MuXL1B9e/fsoUnTJgzq1ZYx/5uPXcJc3Dm3gwzpUhl5NjSiRnVgw5L/Ubxyc8pXqEDy5MlNKh8UV69e5datW9y9c4erV69Qt159bG1tsbCwIGu2bOTImRMpJQ0bNWbN6lX8+PGdbJnTmaVtgCSJEhAzejQ2btxI3bp1A+3PnDkzuXPlYsO2/fTq3DxUbVy5fodK9TqRN29e5i8IOfyDIaSUTJ40iWHDhzNuaPd/WjF6992CxIkTYRfF1mzDnYq/Dx8p+fT5Kx8/fUGiWYNjxYqFpaWlwfxSSjJmzEiaNGn43+RJFCzbmDGDu1DaqWDECq74K/grlaNrN+8xZOgwWrZsGWhfnjx5mD59Jg0bNqRksfwm3TgpkiXG3d204ZB+/ftz4MB+btx5wvBhwwFImjQpjRs3Jk7s2NRq1pQPHz4SLVo0w+X79WXR9OFUrViSFo1qkCZXBTLmr8L35+dNdujNmS0jpYoVYNrUKUydZrzlLCBv3ryhapXKPH7yBAsLQfFCeUkQPzbliuVgx+Y1SCl1Q4gSZxdXXr5+S+JE8cmcPhVv7x41GA8qtNja2pArWyZcXV2DzNOnbz9atWxO5zYNsbW1Man+J89eUqdFL8aNG0+z5s1DLefMGTNYvWoZ987vIGmShKGu50/n/Q9InDgR9nZRQs6s+KexEIK4sWMSO1YMvn3/wafPn3n79i1x48YlXrx4gaxCQgjs7e1JmTIlAwYO4tLFi7To0oeyTvnp3bk5GdOnjqQjUfyJ/HXKkZSSZy/eUCwIc+rmTZvo2rULAAniBR1p2hA79h7l6TPT4ms4ODhw5uw5g/vKV6jAlStXefv2LRkzGnYkFEL4vUxTp0zGzAkD6dJvLC27DGb9kikmf3nXqVaGHYcumlTGl1OnTrFl8yYWLlpEi4bV2b12Og72dv6sIJ3bNgqmhvDBR/oEG526RIkSeHn78ODRM7JkSmt0vbv3H6dV12EMGTI0TIoRwLVrV2nZqPo/rRiBNpRmF4phYcW/i4UQxIzuSMzojnz59l2LoO/iQvLkyQ36PNrZ2eHl5UX9Bg0oV74806ZOpVjlFlQqU4zGdStRqniBSDgKxZ/GX+eQ/fjpC27ceUCNGjUC7bt27RpNmjZl9fzxeH64FuKL0tvbmwNHTvP+wycAUqdMSpbMmcwqb+LEif38iQwRJYot7u4//f7v2LoBzRvWYOO2/axct8Pk9qysrPD2NuzkuH7dOhIlSoijYzSaNW3Cmzdv/PYdOXKEatWq4P7jHcd3LmXq2H7EjRPrtxge8vGReHt7B7nfwsKCGNGj89PDI8S63r77wNkL1xg2bhYtuwxlztz/6NipU5jku3btGhs2bqRahRJhqudvQQ2lKUJLzOiOpE2VDI+f7nz9+tVgHv3+FTNmTEaMHMnVq9dInSEHXQdMokHrvhEkreJP5o9Wjjw9Pfnw8bO/GQ3bdh8hdapUfjGNfPn69StlypRmyug+lClRyOAXR0B27jtG2ZptyF60NhOnL2LO4vX06Rs+S3AY4syZM5w7fxFPTy+/NAsLC5bMHs3zGwepXc30IIKWlhZ4eQWezfHixQtatW7F1hVTuX9hJ1evXCRTpowUL1aEoUOGsHr1atKnScmM8QP8fLB+F8qWKMDMGUEPE+7bt4+vX7+QNlXwflZHTpwjda4KtOw6Aldve2bPnmNQyTaVGdOn07hOpTA5hCsUCg1rKyvsotgaHQIFtI/QIUOHcvnKVaLHVvehImT+2GG1Z89fU652Ox4+fkba1CmIGzsmErh64w6rV68JlL9Xz57kzJqBtiEsv6GPs7Pmx7Jo8RIWLphPpszZqFTJuOCRYWXZ0qX07duHxbNGUyBvtkD7Qzs8YxclCnfv3uPDhw/Ejfsr2raPjw+O0aKSN1dWhBBcO7GJDx8/c/nabbbtOcqJ4+e49+AxDx49I33alKE+rvCgQJ7svBs1Ey8vL4NK748fPyiYNweOjsFPve8xaBLt2rZjytSpZpPN2dmZZcuX8+jyXrPVqVD860Sxi8K7d29xcHAwKdZYlChRmDd/QagnVij+Hf5Yy1Gh8o3xkZpD7vcfLpw4c5GTZy7i7OzCiBHDAXj9+jXTp09n1apVrN+wnjmTBxlt0l+7aTfdB01gy+bNVKxYkc1btrJy1Wrs7LRhpJcvX1LCqThly5Rm4sSJPH9uvrV+nj17RpeuXdiyYhotGtXwW7rEHJQtWYh8OTPSuFFDfxa3RIkSETt2HJau3uqXFjdOLMqVKsKcyYO5fXYbL24e+u0UI4BkSRISO6YjS5cuNbj/06dP+PiE/JXZt0tzli1fxpcvX8wil7u7O8WLFaVVk1okT6a+Vv8mli5bQe58hYgWMx4x4yYiZ54C9OxtulV5+MjRxEmQ1O//o8eOI6ztuXnzV9RnYW3PrNlzg60nRZoM9O5r+hp/5ub9+/cMHzmap0+f+Us3dFxhIUHc2CSIF4f79+8FipCvUJiDP1I52rb7MBaWVrx7/4GJw3tia2tDqpTaA6ZixYocPXqMnz9/kidPbq6eP8b0KRNp37weqVIkDaFmjXY9RtCp71jKl69AlapVDeY5euQIR48dp1bFImzduIZJEyea5diklMyZPRunIvkolN+0NbuMwcrKilkTB3Lv3l3OnfvlKG5tbc3AQYPp0m8smQpUI3vR2rTsPISpc5bRc9BElq7eSpLECcwujzmIEsWWgnlzGPQ7Onr0KMOGDqFL2/oh1mNnFwVbW1t/S6GEhQnjx5EwXgz+mzLULPUpfvHIzZ2OD5/geOYCFifP4XjmAh0fPuFRBATXHDdhEq3bdaRc2dJs3rCG5UsWUK1qZbbv3GVyXa1bNmffrm3hIGXk8P79B0aMGsvTZ/6Vo1w5c3DmxFFSpzYtBElwxIkVg0QJ4vHw4UPu3b3Lhw8fwnU9RcW/xR8xrLZ11yHKlijk5/z79PkrEiVMSP5cWciVPRPff/zg06cv5M+Xj+3bt2NpaYm7uzsfPnzk0PGzzJsyjAplihrd3uOnLwFYuXIVuXPlpnuPHoHy1K5Th9Zt2tCuRV0K5s1O7hJ16dK1K+nShT6Gj5SS7t26cezoQTYu/V+o6wmJqFEdaFqvCj17dOfI0WN+ykD9+vUpUKAALi4u/Pz5k/379vH83Vt2HzzDmQvXaNGoxm/rTOvm7m5Qqbl37x4F82bHqUjgGFKgnfP/Fq9j446DXL91n2VLl/lZB8PK3bt3aFirwm97zv5U9nz+Su27D/D08cHXe+6Htw8L375n2fuPbMyQlgqxYoRb+7Pm/Ee7Nq0YO/pXZPYqlSsxbMggk+tKkiQJSZIkMad4vyWOjo4UKGD4HgwL8eLEwtExKq6u7nz89Il3796RIMHv+RGn+LP47S1HT569pEbjrmzZecgvrVaVMly5eo0Ll2/g5eVNqhTJ2Lx5M4cOH/YLELZ40SK8vLx48fINF6/eNKnNejXKESd2bADOnTtjMI+FhQU/f/5k0ozFZMqQmu7tmzBxwvhQHqXG/fv3WbduLUd3LCZNCM7DYWVQr7YkiheDBvXr+UtPkSIFmTNnJleuXPQfMICp06Zz6tQpbt55yJ17j8JVprBw7NRFgzGoqlSpwos3n6jdrCdfv2lLv/j4+ODm5s679x+p36oP81dso3e/IVy8eImKZvIpc3Fx4dDhI6RIltgs9Sk0Hrm5U/vuA1z1FCNfPAFXHx9q330Qrhakr1+/kSBB/EDp+krw06fPENb2rF6zjibNWhEtZjziJUrOiFFj/JUJOKwWXnh7ezN85GiSpUqHrUMMMmfPzeo16wLlO37iJCVKlydqjLhEj50Ap1LluHLlKqDFN2vZuh2p0mXCLlos0mXKxuChw/HQzQJ9+vQZWXPmBaBE6fIIa3uEteYPZGhYzdXVla7de5EgSQqiRI1J3gJF2H/goD95nEqVo3a9hqxes440GbLgGCs+FSpX4+XLl355otjYECuGI2lTJydJoni8f/+Oz58/m/X8Kf49fnvl6H+zlwHQd/gULl+7DUCSxAm0oIJZslG/dR8eP3lOwoQJcXD4FVzw7du3gKbEdDEx9k7SxAm4/+Ah+fLmoWrV6gbz2NjYsG/fPvYdu0zpGm1Ikjg+ixYvwcXFxaS2Bg8aSJbMmWjVsiUlSpTgh7MzMaI7mlRHaLC1tWHp7NFcvHiBXbuCHw6IEycOSZMk5svX4NeVi0zGDenq52umT6JEiTh95ixJUqQne9HapMheFsvYWYmZshBp81QiZtwknD5zlgpmjBru7e3NmNGjSZo4QbgMjf7L/O/VGzxDGDrx9PFh6qs3weYJC7ly5mDm7P9Ytnwlnz59CjZvn/4Dsbe3Y+O6VbRp1ZwRo8Yye85/4SZbUAwdPpIx4ybStnVLtm/ZQOGCBWjUtAVr1v5aHuroseOUKlsRa2trli1ewLrVyylapBCvXr8G4OPHT8SKFYspk8azd9c2+vTszpJlK+jSrScACRMmYNXyJQDMnjGVMyeOcubE0SBlatOuE0uWrWBQ/35s2biWpEmTUKlqTU6ePO0v37nzF5g15z/+N3Ec8+fO4vKVa7Tt0DlQfQKI4RiN5EkS4ubqGmxgWIUiJH77YbUPH7+yePFidu/exdzF6+jWrjH1WvXh6bOXdO3ag7p163Lr1k1y5Mjhr9zgIUM4ffo0TgWzmKxs1GrWgz69ezNh4sRgh0TKli1LqVKlGDVyJN0HjGTE8OH+FLSQOHv2LDNmzmT94slMnbvSL67Q0LEzGTmwi0kyh4Zo0RyYNrYvrVq15OHDR8EupFqjRk3mLF5P4QK5wl0uU/n46QueXl5BKqa2trZMnzGDKlWr4urqSpUqVcw61OXq6oqdnR1CCD58+ECjhg3w/OnMrrWzzNaGQmPlh4+BLEYB8QRWfPjErDThM3lg9oypVK9dj+at2iKEIGPGDNSqUY3ePbvj6Oj/WZM5UybmzdX6QbmyZXj//gNjJ0yiQ/u2wQYuNSefP39m2ozZDB7Yj8ED+/vJ8vLVK4aPGkOD+tqyOwMGDSV7tqzs273d7/4oX+5XuJCsWbMweeI4v/8LFyqIg4MDLdu0Z+b0Kdja2pItaxYAMmXKGOww2p07d1mzbj1LFs6jWdPGfjJly5WPUWPHs2/3dr+837//YNf2zX5rT759+44evfvi5uZmcAjc3t4OaxtrChcqSO7cuSldpiyJEiWiaNGiaohbYTS/teXo67fvrN+ym1u3bjFx4iRu3X9BgbIN6dN3AD4+PvTo2ZPmLVowafL/AvmbeHh4cOLkSTq1DtkRNyAF8+bg27dvRt1IlpaWDB8xAm9vb4YOG2ZSO48ePaJK+RKUL12UfZvm4f3pBq2b1iZLRuOjOIeVmlXKkCldKjZs2BBsvtx58vD+w+9nqpZS0qzjIGYu3MSqlauCzVu6dGmqVq1qtgfku3fvqFSxAjFixCBP7lz06N6N3LlzkSdrKg5snk+C+HFDrkRhEs5BBDANnC/ooKBhJVu2rNy5cYXtWzbQsX1bpJSMGjOePAWKBJo5VaNaFX//16xRjdev3/Dy5atwky8gN2/dxtXVlTq1avpLr1enNvfvP+D9+/e4uLhw7vwFmjVpHOT9IaVk2vRZZMqWC7tosbC2c6RR0xb8/PmT589fmCTThYuXkFJSp/YvmSwsLKhTqwYnT/m3HOXNk9vfotyZMmUA4NWr1wbrFkDc2DGZNLwrqRI5snndcpo3a0zDhg0YNXIk3759M0lWxb/Jb205ihHdkT0b/mPCjCXUPXqENWvXYWdnR+LEIftx3Lt3jyhRbIkZI3qIeQOyYPpwshSqzpixY4kTx7glRkLzFZg6dWoOHjvDsVMXKF44LxYWFiyYPsLkesKCEIJOrevxv7nzaNGiRZD5ihUrRrduXdm4bR+1q5WLQAkN8+HjZybNWMybd594/uoDx0+c9PcADS+uX7/OgwcPyJQpExUqlKd2lZJsWXqerbsO8/L1W5bMHKGWJwhHolpa8MMIBSlqEIuTmgtbW1uqVK5Elcqaj9qixUtp3a4jixYvo1vXXxHV48WL569cPF1ssTdv3pAsWfj7GmltaS4G8eP7l8X3/y9fvuLh4YGUkoQJg3ZmnjZ9Fr37DaB/314UL1aUmDFicOHiJTp17WHympNv3r4latSogWIUxY8XD1dXV37+/ImtrbbMTIwAz3Df0CbBtSmEoLRTQb+1M58+f8XqDbs4fHgv79+/N0lWxb/Jb205AihfuiiHty2ifvVSFClS2KiO/ezZM5ycnJg7eXCo2kyRLDH2dnbBLklhDgoUKMDo0WMZNn6uSdFezU3qlEl5//49Xl5eQeaJEycOq1atpn2v0dy4dT8CpTPM4ePnmDRzCYlTpOfsufMRohgd2L+fYsWK0qljezJlykT3dg2YPKoPNjY21K1Rnp6dmivFKJxpHDcO1iHksQaaxI0dEeL40aplc2LFisXde/f8pQd8Xr3/8AGAhAkjbo09X4Xn/fsP/tLfvdNkixUrJjFjxsTCwsJPkTLEhk2bqVO7JmNGjaBsmdLkzZvHJDcCfzIlSICzs3Mgv6B3799jb2/vpxiZixTJEjOwV1uWzBrFsaMHQy6g+Of57ZUj0L4CurVvjLeXF7dv3w4x//hxY2nZqDoN61QOVXt7D57A28eHaNGihaq8KTg6RuPK9Vus3bw73NsKiozpUmNpAVu3bg02X/bs2fn06XOkj9tv332YLv3GsWrlSsZPmBjqB7Q+Ukru37/vT0l1c3PzF9zz5MmTtG5Sk7MHVnPu4Bq6d2ga5nYVptErcUKsQ7DSWltY0CNx+Ckfhj7QPnz4wLdv3wJZZ7Zs87/+4eYt20iYMAFJkkTcLMYsmTNhb2/Phk2b/aWv37iJdOnSEjduXBwcHMifLy/LV64K8kPNzc0NWxv/SsuqADPejLHqgDZUJoRg46YtfmlSSjZu2kqRwoWMPjZTSZokIVePbwy3+hW/EELUEUJsF0K8EkI4CyEuCSEaGFEuuhBiiRDiixDimxBilRAiYr92+M2H1fRxdXXH/edPGjXyP/Ns5owZnD17hrr16pM7d26SJEmCpaUlLj/cTKpfSknPQRPJljkd/YZP5X+T/2dSWPrQMnrUKL5/d6Z11+G4u3vQolHY1/IyFVtbG5yK5GXP7t3UqFHDLxxCQOzs7EiYMAHvP34CIs4vyhcvLy+Gjp3Fyo172LZ9BwULFgxTfR8/fsTHx4fOnTpy6PBhnJ1dyJkjB/v27+fz589UqliBO3fv0a5dW5ImTcb+A/tpVqccKZIlVlP0I4nUdlHYmCFtoDhHoFmMrC0s2JghLantzBPI0xBZc+ajWpVKlC1Tmnjx4vLs2XMmT5mOvb09zZo09pf31u3btOvQmVo1q3P8xEkWLVnG9CmTw8UZ+/6DB/6UDQAHB3sqlC9H966dGD12AlZWVuTJnYvNW7axe88+1qxc5pd3/NhRlC5XiQqVq9G2dUscHBw4c/YceXLnonKlipQpXYoZs+aQP18eUqdOxarV63j4yH94j2TJkmJnZ8eyFauI7hgda2sr8uQJvLB2xowZaFCvLp279eT79++kSZOaBYuWcPfePebOCnqdRHMQUY7wCnoCT4AewEegIrBaCBFHSjkzmHLrgPRAa8AHmABsBYwPVmgG/hjlyNbWBisrKw4ePEjp0qX90qdNn8rjx09ZvWYtmTJl5MKFi1SsVJnWrVqaVP/ilZuZNnc51atVoXHjxjRr3tzMRwCTJ01ixszpflFcmzZpipubpsSNHDmSTn2GUDh/TtKlSWH2tkNi1MDOlK7Rhg0bNlC/vmEndhsbG7JkzuRvIdyI4tzF6wwYOR0LazsuXbrsb104Y3jw4AHTpk7h9etXSCn58cOZCxcvajul5MiOJbTpNpx3796SNGkSrK2t+fxZW0Zk6dKl9OzYjOL5s1K+dBFzH5rCRCrEisH1nFmZ+uoNKz58wtnbm6iWljSJG5seiROGq2IEMHRQf7bt2EXXHr34/PkLCRLEp1DBAqxbvZyUKVP4yztx3Bh27t5DrboNiRIlCkMG9adzp/bhIteOnbvZsdO/BTp58mQ8fXiXkcOHYmVlxdx5C3j37j1p0qRm5bLF1K/3a63JYkWLcGDvToYMG0njZq2wsbEhZ47sVK+qOZUPHTyADx8+MHiYFvyyZvWqzJg6mSrVa/vVESVKFBb8N5sRo8dSvFRZPD09kZ6Gp9QvmDebfgMGM2rsBL5+/UrWLJnZuW0TRYqEn+VIEaFUkVJ+1Pv/sBAiEZrSZFA5EkIUBMoBxaWUx3Vpr4BzQojSUsoIGxMVwfm65MmZRV48sj7I/RHF0ZPnmTZ3FQePneZ//5tCu3bt/PYdPnSIj58+Ua+eFswwbdq0fP3ymRnj+1O/VkWj22jddRg58hWnc+fA8TPMwY8fP4gbNy4XD68jRvRouLq506LzEKLHjMfwESPIly8f9erWIWOqeAzv3ynkCsOB/xavY9z0JaxevYbChQsbzFOubGk6Na9O1YolI0yuK9fvkKt4bUaOGMHAQYOCtGwZ4vHjx7Rv15Zr167RrH5VCuTN5jcsWLxwHvoOm8LOfcf5+u0bUWxtad+iLp1aN2DafyuZOmeZ3xDDuYNryJc78ALACtO488qLjOkj3uoY0Tx9+oyUaTOyY+tGKlcy/jmkMA937j0gY+Kgv/1FzMyXpJR5IlAkBSCE6AMMl1Ia9IUQQowE2kopEwRIfwxskVL2igAxgT/AcuTs7EL9Vn2wtLQiY/o0dOjQgTZt2viZRkuWKgVA3bp1cXFxIX78+CyfO4aaVcqEWPe3bz8oV7sdA3u0ZvXGXfTsH34zxXbv2kXSJAnJkunXi2H1/AmUqtGa6tWr0bhRI7r36EndOrXo06UFDg7hP6QXkPYt65EkUXxq1axB//4DDC6bUqyYEzMXrI1Q5WjZmm0MHTKEIUNNX6Ps9OnTnDx1irP7V5MtS3pAu+7p8lbm+48fJEqYkJQpU2JtIdm2ejoO9nZcv3Wfew+eYGtjg/vPn/Tp0oKc2TKa+7AUCoXiX6MQEJzjcAbgroH0O7p9EcZvoxz5+Phw/tINsmRMQ9Sov5TK128/YGdnz9NnzylSIBcXL18Psg4HBweGDxtG/xHTefn6HV3bNQ4yL8D7j585d/Ea1Rp1oVrVKmTKlMlsxxOQs2fP0L55HX9pyZMl4tbprVy6eosaTbqzf/9+7Owd2LX/OHVrlA83WYKjcnknLhxaQ9o8lWjfoUOg+FGVKldm3PhxfP7ylVgxY4S7PG5u7mzfe5Rp00MXULFhw4a8e/uWEtVaET16NJx/uODu7k6sWLFYumw5Bw8e4PG965Qslh+nKi25ffcBUR0csLS0pHrl0syfOoxo0cLu8K1QKBT/MkKIUkA1IDifl5jAVwPpXwDzrVpsBJGuHH36/JVDx86ya/8xlq/dTuVyTmxbPdOf05y1tTUnTpzg5cuX9Oo/LFiHut59+pA4SRLatGlN0/pVg42OnTplUvLkzEqf/oOpW7eu2Y5p9KiRrF69mlKlSjFp8v/YunUr+w/sp2/nJoHy2traUCh/Tt7eO0qpaq25dv2G2eQILQePncXBwd5v5ok+2bNnJ0f27GzecZDWTWsbKG0+Xr1+R61mPSlevARVq1YNVR0WFhb06t2bxk2aUL1aVVIlsyRb5nRMnbOMVStXUrtOHWbOmMmRk+exsrRk/rThFMiTnQzpUkX6rDzFn0uKFMmD9LVRKCIS++gZpI+XactaGcNP15e3AP1pifOllPMN5RVCpABWA9uklEtDqNqQr48IIj3ciHTlaOnqrfQeMomCBfIDcOr8VVLnLE+9GuXJkzMzVlZW2NjYUKSI8Y6w9evXZ9XKlSxfuz1I69Gnz19p3G4A9lGjU6ZMyENwxnL16lWGDR9Bx1b1WbBwEd9//ODKpfP07tiEpvWrBVlOCMEL3XpQZUoUxMvLCyuriL88X75+o0OvUVy5csWgEiqEYPDgITRr3gxPTy86tDI9AnlIHD91kaVrtrFz3zF69OhJ/wEDwlxn/Pjxsba2YnDvNqROkZSla7YxeswYBvTvR+6cWVg8cyTp0qQwyZ9JoVAofnd8vFxIkqm72et9dLG3uzF+W0KIWMAe4DkQ/HCOZiEyNNsmBoYtSuFGpCtHrZrUZPeBE8RNmJwzZ88RP358UiRPzsadR/nf7GXEixub8RMmmVSnEIKCBQuy99ABurZrjJQykBWg/4ipHD5+FmdnZ6ytQworZzyxYsUiSpQozF28jqZNmrBv3x6O7lhC2tQhL2qaNHECHj5+Rpkabbly/TbNGlRn3tShZpUvKDw9PflvyXq27jpCxQrlyZgxaB+b8hUqcObMWXLkyE6JovnIkM481s4bt+5Tvk57bGxs6dixE/2GjCV9+vRmqRsgXrz4bNy2nwTx45I0SRJKly6FU6FcHNq6EHv7wGs0KcIHQ/ejQmEuIjOgrsI/Qgh7YCdgA1SSUoZkwrqL4Sn7GdCm80cYkR7wIUZ0RyqWKUqC+PF4/fo1d+7cZc/efRw+fBgrKytGjRpDkyZNuH79Ol06d+ZRgLgaQdG9Rw/2HDhOg9Z9sYiVhcr1O9FnyGS/G+eHsyt169Q2m+IhpeTBgwd8/fqVsWPH0rhxIzZt3sTWldONUowAtq+eSdGCebh09SZLlizh3OXbnDhzySzyGWLRis0sXK4FRNt/+DRd+40lf6FirN8QcpA0e3t7fvxw5uadB2aTZ8Co6dSoUYtHj5/Qp29fsypGAP0HDGTH/hPMXriGp8+e0aBGWRbOGKEUowjE2krg5v4zssVQ/MW4uf/E2kop35GNEMIK2IAWFK+ClNKYdVv2AAmEEH5DRUKIPGj+RnvCRdAgiHTLEYClpQVfvnz1F1I/WbJkfjGAABYuWMCs2bNJmCgRAwcODLFOBwcHdu/ezbNnzxgzcQZdunRh6tzljBnSlalzVnD20k1Onz5jtmPYtm0b9evXJ23qFEgpuXXnPrFjxTRpllPUqA4c372MtZt203fQAF68fB0uX9iurm4cOnaWcdMW8ujxM3JkzcCqjbuZNnUq3bp3N6qOQQMH0KlNQ7Ots/by1VvOX7rBpKlzwiVIm6enJ21at6Jx7YqUKp6f5EkTkTplMrO3owieeNG0BUMTJ06EXRRbZUFSmA0pJW7uP3n16jXxg3Y1VUQcc9ACP3YDYgkh9NdWuiKl/CmEeAgck1K2ApBSnhFC7AOWCyF68ysI5MmIjHEEkaAcff32PZCTdLWKJRkwshqt27ShaFHDQTCtrTVRv3z5wozp0+nUuXOI/iEVKlTw+7tXr17s3r2b8rU7cPn6bc6dO0+iRInCeDS/mDF9GsP7daR/j9YA1G3Riw1b93Ls1EWT19uqX6siJYrmY9vuwxTKl9NsMvpy9OQFqjbsTAmn4jg4RMPF1Q0rS0tcXIx32nv//j0Fc6Y1yxCJlJIWnYfQokWLYIfzTKlv1MiR7N27Gx8fH6SUuLq6kjxJfEYODLnfKMIPR3tLwJvXr1/i6aWGPxTmxdpKEN/Rt58pIpmyul9DIc9TAk/RdJCAF6s+MBVYjDa6tRPoGj4iBk2EKkdPnr0kVY5ydG7TiMmjemNrq82GSpk8Cd3bN2bZ0iVBKkc9e/XGR8LkyZNJljQRzs7ODBw0yOi2S5Ysyffv31m3bh1zixY1acjm4cOHWFtbc+/ePdzc3KhUqZI/Z2k3NzeOHD1Gx+a/HK5XL5hAzcqlKFIgl9Ht6BM/XhzaNjffDDp9XFzdqFC+HLv37GXc2DE07TCI5y9e0SZaHKPrGDd+AlWrViFZkoQ0rlclTPI8ePSMg0dPs2rdlpAzG4GbmxvDhg9n78Z5OEaLyt5DJ5k6Zzm71swwqBjdufeIPQdPUKlscdKnTWkWGRRB42hviWPEh/FSKBQRiJQyRWjySCm/Ai10W6QRocrR1Rt3SZMmNS/f/yB26sLkyp6Zwvmy8/2HCxu2H2DD+g1Blk2cODEtWrTg7JkznD13zuA085CIFi0arVu3NqnMhvXrqauLvp0uTSq+fvtOz5696Ne/v1+elStXAvDl63e/NCsrK5MidEckRQrkonW3Ydy4cYMBAwdRrLgTUaNGJVs24yNAZ8mShTKlS3Po+FnSpUnO9Vv3qVOtHNGjm75Yb7o0KUiVMhlfvnwhXrx4IRcIAXt7eypVrMjla3fo3qEJDdv2I0XyJCRNYngx0sUrtzB51hLGTVtE93aNGdS7ncF8CoVCofg3iFCH7LWb95IwYSKSJUvOlClTadayHY7xUpE0TTbOnTtPcSenYMtny5aNM2e1GWa9+/SJEJn37t1D/HhxKF4kH/s3zWP53DEsWPArlIOrqyspUqQgatSo3H3wJEJkCisJE8Slab2qjBg+jJ8/f1K4cGGyZ89u8vBYx06d+e4GJau1Zs7SLTTvNJgvX7+ZLM+tOw/59PlrqBSjjx8/8uzZM7//Hz58iIeHB9WqV2fn/uO07jqUr1+/s3XldH/H9/OnB9mL1GTGvJX89PCgX9++JE6chIUrNqvZLgqFQvGPE6HK0fRx/UibPB4+7p9o164dUkoGDBhA//79SZnS+OEMB4eIi1jcoWMn3r3/SLGCuYkWzZ7W3YbTsqUW4PP58+cUKliAmjVr4OzsTI8OTSNMrrAydkg3Prx7Rfz48Wjfri0fP34MuVAAsmfPzqbNW3B2dubkyVNcvHaXSvVMWxfuy9dvNGrXnx7dexAzZkyjykgpOX36NK1btSR9+nRkyZKZ+vXqMnPmTNKmTUvmzJlo1KgRufMW5PWHH6RLm5LkSf37l9nYWHP91j269R/H/qPnsbS05MvnT9w4tVk5CSsUCsU/ToQqRwnix2XRzJFMHdsPO7so7Nu7l58/f+9pvXny5GHz5s3sP3KGV6/f4+gYnYGDBrNr506KFy9GgVwZeXhpN0vnjCFJ4gQhV/ibEC2aA8d2LuHi4bXYW3mQI0d27t+/H+r67O3tEQKa1TctkvWRE+eJEzcBQ4cNMyr/z58/adG8GU2bNCRFwmgc2baIR5f3EDuaFcOGDcXWxoYPHz5w//59ZsycxY6du4jmGItUOSswaNR0PD09AS0W1tI5Y4gfPx5r1q7D29ublo2q+1u6RqFQKBT/JsEqR15eXuHSqJWVFW/vHuPDuxfMmTMnXNowJ05OTrx4/Y4+wyZjYWHBp0+fqFe/HuMGd2bauP7EjxeHZg2qR7aYoSJNquRMGdOXXNkycOHChTDVVbRIEfYfOc3ZC9fw9vYOMb+UkhXrduLkVMJoa021qlX48eUd145vZHDvdmTLkp54cWMze/JgEsWPw08PD759+86XL18AiBo1KgcOHmLX7r2s336IU+eucO/BE75/dyZrpnS4uLjw/PlzPDx+Ei2q8hJWKBQKRQjK0bMXbzh8/Cz3wsGXxtExKl3bNmTKlP/x+PFjs9dvTmLGjMmGDRvJkbswEyZMBMDFxZUtuw7z+OmLSJbOPER3jGqUQhMcU6dNxy5aHFp3H0WyrGW4cv0OX75+Y+2m3Tx59pLrN+9x++5DLly+wZjJ82jUth+Pnr2hZ69eIdZ94sQJ8uXNw+3bt1i9YAIODoEVmTy5svj9XaXKrxl0QgiyZMlCpYoVad9zFBnyVSaXUx3K1W7PksVLqFSpErdv38YuwCK7CoVCofg3CXa2mqWVNaOnLuPI0eP8fHclVDPEgqNmlTLUatqd1KlT41S8GPv2HzB7G+aiUKFCFCpUyO//U6dOsXDBAhq17c++TfOIFzc2bm7ueHt7Y2FhgZ1dlD/Kd8XSwjLMylG8ePFYuWo1UkpmzZxJhTodsLKyxNPTC29vL6SUeHh4YmlpibOLC1mzZGb6jJnY2wdvsXn58iVVq1Zh4fThVCxTzC8EREBsrG3o2LEjUR0cKF26dKD9U6ZOI0/efBQvXpyjR46QO08eYsaMSflyZbESXjSsXSlMx69QKBSKv4NgLUcpUqTg8JFjODpG4+TZy+EmRN5cWTh67Li/IIRfv37l1KlTfPjwIdzaDQuFChVi4aJFZMmeix4DJzBt7nLsE+UmWtJ8OCTOQ5e+YyNbRJOwsbHi1s2bZqlLCEGXrl3ZuGkziRMnIW+uLKxZOImTe1aQMEFckidLxO2zO8iTPR1169bBx8cnyLouX75MgQL5GdyrLbWqlsXOLmjrjqenFzlz5mTCxImUKVs20H4LCwsaN25M0qRJadK0KZkyZWL4sKHEiGrNrnWzQxWGQKFQKBR/H0Y5ZG9Yv4EGbfpTqlpr3NzczS6ETZRorF61yt9spRbNm+Hk5ES2bFk5fPiw2ds0BxYWFnTp0pWX776xfvsROnfqRPz48RjYsy09OjaJbPFMomvbRixctNCsdTo6OnL+wkWmj+tHmRKFsLKyws39J1bWdmQrUpN9R86xcMHCIJcL8fDwoHmzpvTv2pxenZsH2Y6UkqlzlrH74Any589vtHyLFi5gx44dDOvbQUXNVigUCoUfRilHZcuV4+7de/xw9WTgKEORwENPk3pVcXIqQf0GDViyeDEb1q/H2dmZdu3aEzNmDArny0ajhg2YNnWqWds1F/ny5ePY8ROcPnOOw4cP0bZpTcYM6fbHrduVOFE8sw8DZsuWjf79+lGjSXcmTFtIkQpNGTx4GJcuX8Hd3Z3nz19QrXr1IMuPHTOauLEc6di6QZB5Pn3+SuxUhRkzZRHnzp0na9asRsu3b98+xg/rRtbM6Uw5LIVCoVD85RgdITtmzJisXLWK4sWLYWVpSZtmtUmXJkWYBWjXvA7Vm3TjxIkTOP/4jIWwYPDgQZw9d55Tp05Tq2YN0qVOxshRI2nTtm2Exjgyld59+jJi+FD6dWtl0GH4d8bHR4bLgq9jx40jbdq0XLlyhU2bt1CkSJGQCwF37txhxsyZnN2/KpBcb999YOSkecSM7kilskURQpAieTJSpEhhkmzlypWj3+DB3Lz9gDrVy5E3l/GKlUKhUCj+Xkx6G6ZLl44LFy7y2UWSpVB1OvYeHSjPohWbePDomYHShilcIBcndi2jXPFcnN67kguH12JvZ8PDhw9JmzYt+w8c5PL1uzhGtaeEU3FTxI1wmjdvjrW1Dc9fvvGX7u7+E7uEuShfux2z5q/ixq37vH7z3l+ebbsPkzBDCRJnKkWjtv2Yt2Q9+Uo3YNmarRESsdnHxydclCMhBC1btWLmrFlGK0YAw4YOoWTRfP4UcCklzTsOJl3eyrz/4s71ey9o12sscePGpWPHjibL1qp1GzZs3MSJC3fYfeCEyeUVCoVC8Xdi8tswSZIkLFq8hEOHDnH89CV/M5y8vb1p3XUoy9duM6nODOlSMbBXW79ZSDGjO3LyhPaySpAgAfXr1aVZg2pcv3GT79+/B1dVpCKEwNLSknVb9vLoyXO/dAsLQeqUydh36CSjpyyiQduBZC1Sk1GT5tK13zjylW5I1wET2bBxE2fOniNeolSMmbqIHr36M2XuGtLmqcTaTbvDVfbwUo5Cy4CBgzhw9AzPnr/m508PvLy8qNqwC5eu3+fp02ds3LSZHTt3cePmLe7eu0/LVqatmQfaArUDB/Tn4sWLFC0YugWCFQqFQvH3Eeq3Ye7cufHylhw6djbQvuXrdvhFIg4N3ds3Yt++PX7/16lTl2Vrd1DaqQDz5s0Ldb0RwYABA7n39CMFyjbi/sOneHh4YGNjw83TW5k5YSAODvbs2LmLs2fP8eytC1b2salbvzFVq1Zj29at3Lxxg0aNmzBq1GgqVKjA5StXsbG1Z4CZfb0CYmFhgaurK8+fPw85cwSQI0cOataoQeGKTUmUqSSZC9bAR9hy5epVYsWKZZY2Zs+ahZ2N4Oe7K5QsVsAsdSoUCoXizyfUypG9vT3NmjVjwvQlfmlCCBwc7Hn+4jUV6nTkw8fPoao7XtzY3Lx1m7t37wKQNVs2fv70oH3zuowaNeq3th41a96cNWvXUaRwESrX70TUJPkYNHoGAJ3bNqJs8XwsXrSItGnTsnDRYurWq0+fPn1IHMsK16+v6N27F2XKlGbmtMkMHNCfI0eO4OXhzsEtC8JV7rhxYjG4VzucnIqHOTK6h4cH376ZvgCtPkIIlixdxsuXr7l69RpLl69kx85dWFkZ7SYXiPPnz5Mlcyby5c3DkMGDGTlqJGMGd/mtLGYKhUKhiHzC9FZo3qIlV27cYenqLX4+NAumDQcgdvzENGrbP1T+MgXyZmd433bkypWTFs2b+aVXLu9E+VKFmTplSljEjhAWLFzE7LnzOXz4MHMXr+PT568AFMyXndFjxpA9W1aOHTtGypQpyZ0rJys37GLxqq0kSJCAKLa2OBXJw9z/5tGgQX36dGkWIbPfendpTuwY0Vi8eHGo6/j27RtFChcibdo0HD50yCxyJU2alIIFC4ZJibl27RqVKlVkaO/WtGtajZ/f33Bqzwry5MwScmGFQqFQ/FOE/jMcSJgwIUePHqNd2zb0GDSJGNGj4eLqTrGiRZg79z/SpUvL6g27aFS3ssl1t25am3IlC1OwXGNu3brl54/Urnkd6rXqw4CBA3/baNoAceLEoUyZMkgpKVigAFt2HqR109o0rV+NKuWd2HPgBNWqVaVJ48acPHWarVu3Urx4cX78+EH69OlJmjgB65dMIYqtDRXLFosQmS0tLSlfqhBPn4R+uZgNGzZgaw0Th3dn7NjRlCxVyowShg4pJQsXLKBCqSLUrVE+ssVRKBQKxW+OCM6ykydPHnnx4kWjKnJxceH06dMUL17cT2nZvHkzrVu35MHF3cSOFSNUAn7+8pXT566SPm1K0qZODkCGfFUYMnQEjRo3DlWd4YmnpyefP3/G1taWGDFiANCubRtePr3Pktmjie4YDR8fH+zsorBm4y469B5D9OjRiB8vPi9evsTZ2ZlxQ7rRuW2jSJH/wuUbOFVpyb1790iSJInR5WZMn8769euIEiUKjx4/4uPHT8SLE4d58xdQukyZcJQ4MFJKZkyfzoED+/D29sbSypr7d+9wYPN8kidLFKGyKBSK3w8RM/MlKWWeyJYjIojikFQmydTd7PU+utj7rz6HZnO2cHBwoEyZMv6sOTVr1iRtmrSs2rAz1PXGihmDyuWd/BQjgG7tGjF37pwwrwVmbmZMn066tGnIkiUTSZMmYdFCLeJ0r959SJg0DdmL1iZZ1jLESVMET09PXN3c+fbtG6MGdKRpnXKcP7CKp9f2R5piBJA3V1YG92pLnjy5/WYMBseePXuoWaM6Q4YOYXifVtQoX4jPn7/g7OyCs4szAwb0jwCpNQ4eOMCQwYPJmiUzK5cvpnXDinRoWhVbCy+G9G6rFCOFQqFQGIXZLEeG8PLy4t69exQtWoQ2TWrSv0drYsaIjqenJ9bW1qGu18PDgwQZSnD79h0SJEgQ6nrMycWLFylcuDDrFk+meqVSnDl/lTI127Bl8xa/db4uXryIlZUVOXPmpFypouw7pCkfl49tJGe2jJEpfiD+W7yOOUs2cenylSCv1ZT//Y+pU/9H/24taVC7IrFixgBgwbINzF22lYoVKtK8RQvSpEkTrrJ6e3szYvhwFi1aQL0a5ahcrjhFC+YOJLe3tzdzFq2lXo3yxIsbO1xlUigUvy/KchR2lOXIREaOGE7/fn1xdnYme/ZstG3TmtGjRnP70VsSpHeidrOexEpVmJpNunPj1v1QtWFjY4OVpeVvser948ePOXLkCI0aNWT0oC5Ur6T52BTMl4Oda2fTtGkTTp48CUCePHnIkSMHK1esoGyFasydM4fmzZrSsstQ2vUYwffvzpF5KP5o16Iunz9/4vTp00Hm8fD4iYurG/OWbaJm0x5+zvelnQry6NEjevbqFa6KkZSSTZs2UaF8OY4d2celI+uYMqYfJYsVMKjQ7T98mq79xrLv0CkmTFvItRt3w002hUKhUPy5mNVyJKW2BEWmDGlImjwV+/btp1v7JmzcfoBXr9/SpXNn8uXPT5IkSbhy+TJjxo4hbmwtZs3YIV2oUbm00W3FTVuUW7fuEC9ePKPLmJt9e/fSuEljsmRMS/IkCVk0c0SgBUy79R/Px++erFq9xmAd3t7e7N27l9GjRpEoniOrF0zE1taGh4+fsWLdDqpWKEHuHJkj4nACMfZ/83nyxpkFC4NekPb+/fu4urqSM2dO1i6aTL2aFQCo2aQ7KdJkYsrUaWaXy93dnSNHjjBr5gxevnhKi4bV6NS6QYjWyN37j1OpXgesrKzw8vKiY6v6zJ48xOzyKRSK3xtlOQo7f7vlKEyz1QIihKBp0ybcuHqJffv2EyNGdLq01SwqdVv0YuasWVR7/pxt27dz6tQp7ty5S6qUKcmTNw/HT18ySTnybS+y+PnzJzNnzqRXxyb079EmyHxd2zXEqWorpJQG5bW0tKRSpUqkTJmSzJkzs2zNVjbvPMzl63coWLAgew+N4dzB1eF5KEHSuG5lMuSvytRp04gaNarBPOnSaYu2btmyhdatW/Lm3Qei2NoSM0Y07t27Z1Q7Pj4+LF++nOfPn5MxY0Zq164d6FxdunSJ48ePU7lyZapVrYKDnS3NG1ShVZOxRIlia1Q7JYvlJ1OGtHTt1pO4ceMyZvRwo8opFAqF4t8i2GG1T58++fvfy8sLLy+vYGMXzZw5i7sPtKngX79+I06smESN6sDuDf9xfNdyLl26yLJly8idOzdx48bF2cWFM2fO4uPjY5LgQSkbEYGHhwdFixTG1tKLjq2CXjEeIHHC+NjZ2jB71qxg8yVMmJD48ePRsfdoEidLw+PHT7CxtuHh46fMX7qeoWODLx8eJEuaCDu7KHz8+DHEvNWrV2fr1u3cfvyRK3dfEyNuMmbPmRtiuePHjxM3bhzmzZmB54/XjBw+hKZNGuPu7u6XZ+OGDVQoX451q5eRLl06KpYuyIXDa+jUpqHRihFAlCi2TBrRk9mzZ5ExUya+//h9hjEVCoVC8fsQrHL0+vVrZs2cybNnz2jUsAEODg5EiRKFWLFi0qljR5ydA79cHB0defr0Kc+ePaNQwQL0HjoZV1c3QAuAGD9uLK5fu+Y3qy1NmtREixbVZEUnAtZiNYi3tzfNmjbBxgo2LpuCo6Nhi4ovUaLYsnjmSMaMHROsUhkzZkzWrV1H1y6dmThpEq1atuDIkcN4eHgxadYKRk2ay5evYYs6HRqa1qtC2zatjQrmWaRIEeYvWMi8+Qv435SppEiRIsQyV65coVqFEpzet4JRg7py7sAqbt24ypjRo/H29qZJ40Z07NiBiqWLcPbAarw+XmfyqD6hPh6nInnx8fbk6tWrvHj5hv2HT4W6LoVCoVD8nQSrHCVPkoAePXuSPn16vn16w5Or+/D6eJ0Tu5Zx/Nghxo4ZbbBcvHjxSJYsGUuWLuPKzUfkLdWAr9++Y2Vlxfolk9myZSP/zdWsCg8ePKR//wEmRz+OLMvRkydP2LlrF9tWzTC6/QJ5s5MgXmyWL18ebL7iTk5MmTqN2LFjc/XqVfZtmkfBfNn5/Fmz4OUtWR9nZ5cwH4MplCqWnwMHD4V5OZCgiBkzJs4ubn7n0t7ejrn/G8KyZUt5+/Yt27ZvJ1mSBFy8egsgkE+Xqdjb25E2dXLevHnDz58/iRM7JrfuPOTzl69hPRSFQqFQ/CUEq5E4OkZj/rThgGTD0ikkSqg5P2fJlJa1Cycxe84c1q9bF2T5dOnScfHSZdKlz0i9ln348vUbqVIkZWT/TowcOZLPn7W11zRFx3ThQ7M0SViJHTs2zs4u3L77yOgyVlZWlCqWjzlzZvP06VOjymTLlo2S1Vpx4Mhpokd3pGzJIjx68pzNOw+GUvLQ0arrUJInT469vX2Y11wzROnSpTl0/CyHj/9awPjytdu8ePkKKSU/fjjz4PEzRg/uYpb2Xr95z6mzlylcuDB1ateicv1OFK/SgnR5KuPh4WGWNhQKhULxZxOiuaZFoxq4vbmMnV0Uf+mZM6Zhw5L/MXr0qBAbWb9hI5my5iJ3iXrsO3SSxu364RDVnpQpU/hNFTfVClSsUG4mTZxgUhlz8OPHD+LGiU3eXKatydWrU3MSxI5Kq5YtjFLqVq9Zy6FDhylerAhD+7TzS69VJWKjTW9bpQ2rJk6ciFSpUvLixQuz1p8oUSKmTplKyy5D/YZf27WoS2mnQqRMmZKKZYtz99wOqlcyzVk/KFas20HevHnJnz8/69ZvYM7ceVSpXIVPn7+Qr1Tw/mMKhUKh+DcwarZaUIpL0sQJ+PDxI+/evSN+/PhBlre2tmbCxEmkSp2GKg06EzNGdGytrRjapz2FCxcmadIk9OvSLMjyhsiQJgXfvn83qYw5SJIkCWnTpmXt5t00b1jD6HIJE8Rlw9Ip2MbPaVR+a2trYsSIwbXrNyj0vwHkz52Nl6+b4eBgH1rRg+TshWskSRSfJIkDB9TMnSMTRQvm5u79J1hawLNnz0iaNGmw9b179449e/YAWt/R3/Lly0eaNGnYvn07QggeP35MlixZSJEiFW27j6B/91ZkyZSW9Usmc+X6HUoUzW/W4dOtu48wetwkANzc3OjUqSONalVg5bwJZEiX0mztKBQKheLPJUxT+TOkS0WDmuUpVqwoN27cDHYh2KZNGrN33z6sra358vUbu9bNoWC+HNSrUZ4LV276BU80liWrt3Hw0OGwiB8qLCwsyJgxI5+/mO6D43t+jPGXklLSuVNHurZtRLo0KQDImD61yW3q8/OnB3lL1sfL25sKpYvg4+PDl6/fWbZmKy0b12TRzMBWQGtraxrXrczcpVuoWbMWhQoVCraNly9fUrRoEXJlTU+0qA74SB+klEgJHh6edOjQHhcXV3Jmz4yHhyeF8mZn8OBBnDhxkiFDBtO531jWL55MvLixKVmsQJiO1xAenp5EiRKFZ8+eMXnyZH78+MHEkb3M3o5CoVAo/lzCpBwJIZg4oienzl1l7dq1NG3aNMi87969Y8roPtjbRaFB6z4UKteI9w9OkCRxAoMWi5CQUkZaAMhatWrTqVN7enZqblK5bbsPkyhRQqMsIatWruT5sydsWz4xlFIG5tv3H7x9/4EPHz9TrUZt4sWLh/Pt2wCMGdwVAFdXN+49fOpvORMLCwty587NkKFDQ2zjzZs3vHnzlvmHVhtcbNjLywsfHx+sra39zsP12/dZu3Yty5evoFHDBmQuVJ2F00dQrWJJMxz1L85dvM7T569Inz49jRs15MaNa3h7eTFt7go6t2mAlZVZw34pFAqF4g8lzMuHWFlZkT1Len9xaQzRomUrFizfTP1aFZk3dRgAu/YfC3W7kRkAskDBgrz/8Ilbdx6aVO746Yu0bt3GKNnnzJnF+KHdsLUN2hpnKvHixub9gxOkTpWcli1b0qNHDyZOnEjixIm4eech6zbvoVD5JuQqXptjpy7w6vU73N1/curcVeztHYxqI2/evNStU5s0uSsyb8n6QPutrKywsbHxdw5GDezMyhXLWbRoEU+ePCFatGi07TGSrIVr0KLTELPN0Pvy9Rt58+QmVqxYHD9xEgd7e1zd3Jk4cykz5q00SxsKhUKh+POJsE/l9evWUq2CEwBtm9elcP5cpE+bItT1JU4Un21bt9C2XXvzCGgCMWPGpFPHTjRu158rxzeGmF9KyflLN5gyexlXr14NMb+rqyvPnr8gfVrz+sC06zGCDx+/8u27M3HjxgW0YylfrhwV6rQnZ47sdOvRh0QJE1KnaROcnV2IEzsmb96+5+XLl0a3s2z5CjZt2sSUSeNo16JuiPlLOxVkx5qZlK7eGk9PT2JEj0aypEm5eOkyceImIH+ZRuzdMJekSRKG+tgBdu4/Tpw4cbGwsODevXv07duXjJmycP78eYoWzB2muhUKhULx92C2hWdDshxlzpyZ85dv4unpSec+Y/D29g7TMEbbprW4dOlSqMuHlTFjx+L60wunKi3pNXgSLi6uBvPt2neMPCXrU7lBZxYtXEj27NlDrHvLli2kT53cz9fIHFy5fof5S9dTv0krjh07TowYMbhz5w5du3ShVes23L9/n/MXLtKiRQvKlS/PgwcPeffuHWvWrufWrVvBOtwHRAhB/PjxsbQ0vnvlzpGZW2e2ESdOLCytrLh77y5tm9Xhzt27FC1Wgr7Dp4bmsP1YvHIzG7YdYPL/pgDw/ft3Dh08QO2Khbl6fAN5c2UNU/0KhUKh+Hswi3JUsUwRZsyYFmye1m3acvjEOY6evMDshavJXrRmmNpMlCAu+/bvNxilOyKwsrLi8uUr9Og9gA/fPMlTsj4/f/qPk/Pjhwvjpi2iVJkKvHnzlpatWhlV97dv30iSKL5Zhw7XbNzN0CFDqFu3LpkyZQKgebOmbNm8kXZt25AypX8rVfTo0YkWLRqFCxf2Wz/NFLy8vExWfhMljMfTa/t5dHkPPj6S+cs20LhRI+LFj4+liUFC9fnw8TM79x2jQvnyJEig+bdNmjiBpvWr0qR+VeLHixPquhUKhULx92EW5ahAnmx8//4j2Dxp06alc6dOlK/dzu+l2T8M1oCqFUsifbzNHnfHFBwcHKhWrRrLlq8gQcLE1G3Rm2/ftPOwYNkGEmcuSZx4iRg8eLBJisKC+fOoVdU8cX0A3NzcWbtlL3ny5vWXXrBgQV6+fsv06TPM1pYvlpaWvHj1xi92kSm4u/8kiq0tA/r3Y/L/ppAjRw627DrIjj1HQiVLvLRF2bLzIA0aNvJL+/r1K9Gi2kdKIFGFQqFQ/N6YRTmytrbG1dWNu3fvMmnSJLZv324w3+gxY3n+/DmjR49mxIgRTJmzjGOnLoS63crlikVKIMiACCHYu28/iZOnIXXuCqTKWYFp89Zy4cJFtm7bjqOjo0n1PXn6lKIFc5ksx7v3H5m3ZD3bdh8ma+GaFK3YjBgpClKwXGMKFSpMlSpV/OWfOm06zs7OlChp3llhAIULF8bSyob5yzaYXDZqVAeun9zM7Dlz2L5tGzVr1mTE8BG06zmSyvU7c+3GXZPqS5I4AdGjR2PxooV+aWPHjWflxj1s2LrPZPkUCoVC8XdjFofsWDGjU6JIPjp06MDRo0cBOHfuHPny5QuU18LCgv79++ti2EhmLVxD8cJ5A+UzhmIFc7N579mQM0YAtra2zJn7H3379cfDw4NkyZIRJUqUkAsawNPTC2sra5PLLVi+kSFjZlLCqRj9BwzGytqa2LFj8/HjR+rWDewYLYTAwcG4WWimYmlpiYO9PY+evMDb29vkNdESJ4rPrrWzqdm0FQuF0PrNgEHcvXOH2YvW6pa1MY7nNw5y8/YDilRsyqtXr0icODGZMmWiZImSoYpXpVAoFIq/G7MoR0IIkiVNSJpMeTh69CgThvekWbOm3LhxM9BwUsKECflv7lwGDxmEp6cXO/ceZc+BE1QoU9TkdmPHisGZs2f5/v27ydaZ8MKYlehDwsPDAxsb05SjbbsPM2H6Yi5dusSPHz/IlSsX0aJFC7MsYeG/efNp364tCdI7cWjrQrJlSW9S+SIFc9OmaS369euLo4Mt129p8ZA6dmjHjx8uRIvmgLOzCyWrtSK6YzQObFlgsB4hBFkzpyNjutQ8f/6cxIkTA9osQguLyAsJoVAoFIrfkzAPq7m5udN9wHgWLd9Iz549SZQoAW/ff8LRIQpT/vc/g2XatW9Ps6bNAS1qc8W67UO1qGlpp4JEtY/C48ePw3IIvx3x48fj1Zt3RuV9+PgZZWq0pdvASRw4cJCZM6bj5ORErpzZSZ0qJXNmzza7fJ8/f6ZmjerkypmD58+fB5kvX758XL5ylQoVKnD+8o1QtTWkT3tevHhB0YK5sbAQFC5cGDs7e959+Minz1+JljQfFy7foEalkIcGffT8i969e8eOnTvJFMao4wqFQqH4+wiTcrR45WaiJsnL9P9WED+BNtU7W9bsTJ2zjB4dGrNkyeIgp/h7eHgwdWw/1i3+H80a1MAilLORShTNx4D+/fHx8Qn1cfxuJEqYkA1b9xuVt/eQ/5EidQauXbtOgQIFsLG1xdraiuhRHVg4fShdu3WjSOFCrF61ymzOx23btCZ+zCikSZGQXbt2sWb1ahrUr8t/c+cazO/k5ES3AeNJkb0cazftNqmtKFFsaVS7EjPmrcDayor+/fry+ctXug+cyOAxvxzJEyaIS8vOQ7j/8Cmg+V916DkSp8rNSZqlDLbxc/Lpy3fSpk2LlJJePXtQsXQRiqj4RgqFQqEIQJiUo7FTFvgpJc+fa7PG7G0kl45uoF7NCsSJ5cjYMaMNls2UKRMr1u+kTvVyLJ0zOtTK0djBXbl16wZXrlwJ3UH8hixavITJs5fy8tXbIPNIKRk5cS7Xbj9k1uzZRI8endu3b7Nx40YmDO/J+cNrKFE0Py6vLtKlVS1GDB/C3DlzwiyblJKr165SuVxx9hw8QebMmWnWvDnlimWnV+9eHNgfWKlr2ao1b9++Y8nS5bTrOdLkNqeN60//7q1Zt3gyieNE4cuXL8SIk5iEyTJSqWIFhg8bRs8hU7j98CU5itYkRvL8pMpZnqVrtnLh8g0KFSrM169fuX//AVZWVtSuVZPbt64zbmi3MJ8PhUKhUPx9hEk56hVgbbH/je7DpuVTyZU9E0II2jevw8OHDwyWbdGyJfcePOXshWthEYHo0aORKEE8PD09w1TP70ScOHEAwU8PjyDzzF6wms27jnH69BlsbW0B6NSxA1XKFad9i3p+yqatrQ31alagYe2KvH0btLJlLO7u7rx//5HW3YbRsEEDChUqhIWFBS9fv6NRnUqsW7fWYLlo0aKRN29eXFxcDS4rEhx2dlEYObAL5UoVYcSAzmxZOYMjRw7TvUcPdu7azZMnj4kVPSpPnjzBzf0n/bu3xtXVjVLF8pMieVIqVqyInZ0dFhYWVKpYgWhR4My+lcSLGzvM50OhUPxZbNl5MLJFUPwBmKQcXbp6CxEzM1ES5GTo2FmUKVEAn8836dW5ORB4vbNHT59ja2t4xpatrS2jR42iToteTJu7nHfvP4buCHT8TcNqFy5cIGumdKROmczg/oePn9F76P9Yumw5CRP+WlKjWbPm7DpwglQ5y/Pi5Rt/Zby9vbGyNn0GXEDs7Ox4+vQpa9dt4L9587GysmL//v28+ujBmYu36dipc5Blo0aNSt26dek2YBze3t6hlqF6pVIUyJ2VqVM0n7Y4ceLg6emFrY0V2bNnY8DIadSpXYsXbz6TI2dumjZrBsDly5c5feYs08b1M+uadQqF4s/g1p2HNO80OLLFUPwBiOD8UPLkzCIvHvn1le/i4sq0uSv8+Xroc2b/agrk/bU8RupcFVi1eh0FChQIso2dO3cy77+5nDh5kunj+tGsQXWTD6LX4Em8/ezOqtVrTC77O1K4UEFa1K9A66a1A+2TUlKkQlNKl63EiJGBh6iklEwYP55p06bSpF5lPD29SJggLnsOnsDK1pG8efLQpWtXEiVKFBGHAuA3ld/Z2ZmECRNweNuiMC/XceDIadr0GMXWrduIHj06qVKlIl2alHz8/JVFixZTvXr1QGWuXbtG7ty5+fHiPHZ2oQuzoFAo/kzevf9IudrtadCwKf0HDLgkpcwT2TJFBFEcksokmbqbvd5HF3v/1efQJMuRg4M9g3q3493948ycMJAyJQoTO1ZMurVvgvenG/4UI4AkieJTvXo1Tpw4EWSdlStXZsfOXZw6dZqxU5fQodeoQMtwhESF0kV4+/ZNyBn/EF6+fEmp4oEVSikl3fqP59NXZ4YMHWqwrBCC/gMGsGXrNrbsPs78pRuYOH0x5y/dIHWSmDh/fkHOnDnYty9igh++fPkSR0dHkidPSqmSJbCwsDDLOmalnQrSr0szKpQvR9s2rWnSuBGeXl40b1CVrl27MG2q4ejrsWLG4N2HT2FuX6FQ/BncuHWfFWu3k690Q6rXqEOfvn0jWyTFH0CofI7ixY1N57aN2L95Ph8fnWTauP4GHaoPbV3IgqlDqVatKo8ePQq2zsyZM3Ph4iXefXajWKXmPH/x2mh50qdJwfUbN7h+/brJx/K7YiECn8/HT1+wauMuzpw5G+JyJG9ev+b9+3fsWj+HT49P4fLqIvOmjWDmxEGMG9KVtm1aMWvmzPAS349VK1eSOGE8tq2chp2NBT9+OPvNKAsLQgg6tKrPi5sHsLOWnDp9Gk8vSeyYMVg+ZxS9+/Thy5cv/spkz56dli1b0XPQpDC3r1Aofm+u3bhLzJQFKV2zLdsOnGPq1OkMHzEi1JN/FP8W4dpLrKysqFKhBKlTJuPTp5C/1h0dHdm0eQslS5enc79xRreTNElCqpYvwZzZs8Ii7m+DhYUFPjKwD9X0/1ZRq2YtYsaMGWIdW7ZsZsroPpQomh/w7w/WsnFNdq2dzZChQ1izerX5BNdj3759nDhxgmbNm5M0WQoq1+9Mq8Y1sba2wqlKC+7cC15ZNhYrKyu2rJzOlFE9efnyJYNGT+fg0bN0a9+E7NmzcfXqVX/5q9eowbVb93BzMxxiQqFQ/NlcvXGH1l2HUa52e8aPm8CbN2/ZuGkLNWvVimzRFH8QEaZCu7kZtwCpEIKSpUrhauLLq1XjGpw9e/avcMy2trbGw8P/7DtPT0927T9O4SJFjKpDSkkU3Sw2Q2TJlJaV/41j+vTQL/4bFGPHjKFd29bUqlmDN2/esG79Bj58/Mx/S9djbW1NiRKlKFqpOavW7zRLe5aWllSrWJIV/43HysqKMf+bx+Debenapj4dO7T3lzd37txYWtlw5MR5s7StUCh+H9Zv2UvZWu1JmiozBw8dpl379spSpAgVEdJrmtWrQv369YKNphxWsmRMi7Pzdw4e/POnadrY2ARSjrQbXOLs7GxUHTFixGD1pt28fvPe4H43N3dd1GrzL5+xdOkS2jWrTayY0XF2diZOnDhs2LCBho1bIIQF+/fvw9bGhtH/m2/WdhvXq8L+zVqd23YfpmenZly5eo2bN2/65bG2tiZ9urRhmi2nUCh+P96++0D3gRNYvWo1w4YPJ0uWLJEtkuIPJkKUo85tG5IhbUpu3DBuCQk7OzsePn7Ot28/jG7D0TEqtauUYcL4cX+89cjHxyfQ146lpSU1K5fG1dXVqDomTJzEvkMnGTfV/3pj/5u1lHY9RlCtUVdGT57HhInm978ZO3YcJy/eoUbN2n4zFatWrUrHTp2oUKE8WTOl4fWbt9jbRTH7tSpRND+fn5ymSb2qWFhYMG/qUIoWLcLTp0/98mTLlp0FKzabtV2FQhE5eHt7s2zNVnKXqEfHjp0pXaZMZIuk+AuIMHtjxdKF6devLz9//gwxb6FChYgXLz6Xrt0yqY2hfdvz+tULdu40z3BNZJE8eXL2HjrpL83Z2YXte48aPQXfwcGBPr17cevuY7bvPoy7u3beJ81cSuqMuWnYtDXv3r2jePHiZpe/dp067Nq9l3HjJ2CtF1tJCEHKFCm5eOUWUaM68Ojpcx4+Nr81MWaM6FhaWgLQtH412jatTaeOHfwChTZp2ozL127/VYFDFYq/jbfvPlCkQlNS5ijHh4+fWbZmK9UadWXo2FkcPn4Wd/efXLl+h7I12/Hfsm0sW7aCwUOGRLbYir+ECFOOundogpWF5NChQyHmtbCwIGpUh0BDSyFhb29Hm6a16NunN3fu3AmtqJFO+w4dWbZ2uz+n4a27DmPvEI2GDRsaXc+o0WMoW6Eq3QZNZtzUBRw/dRFnFxfatm1L8+bNdZG4I5b3798xZUxfbp7airOzK226DQ93S9+QPu3A243ixYry5csX0qZNS/r0GRg3dWG4tqtQKELH/YdPad1tGNly5CV9+owky1qG/5Zto3b9ZnxylvQbOZt46YpRrXF3SpWtxMlTp5XFSGFWIkw5sra2JmfWjOzeZZxVp0KFSkycsdTkdnp2aka/rs0oWrQI586dM7n870CVKlWInyAxw8dra6F9+/aDgaNn0H/AwEBRyIPD2tqa/gMGsHzZctZs3k+zTkNYu2YtMWLECCfJQyZx4iTsOXiK5MkS0bhuFS5evcnla7fDtc2oUR3YsWYWdjaCaVOnYmlpycBBg9mx73i4tqtQKExj0/b9REmQiwJlG5EkeTrGjhvH9h07uXnzJqfPnKVJkybMnjOX8xcucu7ceR4/fsLAQYP8LMUhIaVk+rRp4XsQir+CCHXj79a+IceOHTMqb3EnJ364GOdfE5AWjWowtE87mjdvGqrykY2FhQXTZ8xk9qI1HD91kcbtBlCwYCHq1asXqvqKFivG/QcPefL0GZWrVDGztMaza+dOPDw92bnvKA8fP6NYody4uroxftqicG/bwsKCQb3asH//XgASJ07M5y9fCS5CvEKhiFhOnbvK4MGD+fTpM//Nm0+MGDGwsbEhderU/j4MhRBkzJgxxHhv+nh7e9O4UUOWLVUWY0XIRKhyZGlhnHYPmoZvYRH6mVStGtfk+fOXoS4f2WTKlImBAwZQomoL0mbMxtJlyyNbpDDx+PFj6tari5fLO2xtbchauAad+owmaZLEfPj0JeQKzICtjY3fAzZZsmREsbOnbfcREdK2QqEInnfvP3L4xHmSJ09ukoXcWNasXs2li+c5tefPfpYqIoYIVY6sra14/+GDUQEhfXx8EGGYZn7l+h2srY3/qvgdGThoMB4eHkyZOg07O7vIFidMJEiQAFtbW6wsrfD29iaqgz0zJwzi/YcP3LzzkC07D4arFUdKSby4sbl67QaPHz/G3t6es2fPs2PfMQ4ePRNu7SoUipCRUtK0wyCKFC1Bo0aNwqWNzZs3MrRPO7WuosIoIlQ5Sp82JZnTp+bw4cMh5pVShvrrYdP2/dRo2oPlf7i1BTB6LF0fb29vJk6YQJ/evYwOvhne2Nvbc+XKVbytouPm5s6NU1to3bQWVcqXJFPGjPQeOhXHZPmZOid8rlnh8k3IV7o+9vZR+PFDCxERLVo0+vfrz7T/VoZLmwqFwjj2HjzJ3YdPmTBxYrgEbXzx4gV79x3wN3tWoQiOCFWOhBDEjROTB/fvB5vvy5cvjBk9irSpkpncxonTl2jbYwQLFy6iarVqoRX1j6ZRwwZs27KeA/t3s3TpUlxcXH4L35rkyZPzvylTiBcvLtPmagrJwunDKVEoG1++fmXGjJnMW7oBDw/TFh42hkpliuLu7sGSJcvInv3XAsk1atbk9PmrZm9PoVAYx41b96nasDNDBg/BwcHB7PWfOHGC/Pnz0b5FXZyK5DV7/Yq/kwiPq965dQMWLw7eAbdJ40ZY+LizaKZp/iCXrt6ibK22rFi+kmr/qGIkpeTipYtMGd2HXh2b0bFjRxwdHalcqeJvoSABXL9+g2n/reDegydEjx6NkQO7kDB+XJIlS0b0GLFo3G4Az54bv/CwMZQrVZj48eNSqlQpvzRvb286dexAhdLGLcmiUCjMi7OzCy27DKVzp460btPW5PJPnjzh3r173Lt3j23bttGta1c2bdzI3bt3mffffxTIn4+aNaqzZOYIpozpS9w4sf7P3l2HVbV0ARz+bVpAxQBsFFssFAFbQcUCA1Cwu7u7u7u7u7tbVAzE7kRFMEFBYr4/8PpdrwKHPMS8z3Me4ew9s9dBYp3ZM2sS4FVIKVGiJ0fZs5nw4uUrdmzfHuk5dnb2XPW6w5gpi1TeIPTp81fUcO7AvLlzqV2nTnyFm+zcvXuXx4+fEh4eTnM3Jx54HiD43XWOnzj52zYa/xUYGMjz588TJUYTExP69umNlV1jtuyMWD1mWbwQrq4uvH7tw/HTl7AoVw+Xln34+jUwXq5ZuqQFxhmNMDAwoHWrlgD4+/uz/8BBzl68SnBw/I9WSZL0py9fAli1YSctOg2hYp1WmGTJzoyZs1Rq+/z5c7p17UK5sjZYl7HCxroMTo61cXKszfgxI8iaQZPJE8dS36kuB/ZuY0C3pvjcPYGDvXwDJMWMEtVogpVlUeF5cku8XlAIwejJC1i8ejsvXrz86z3gkJAQVq1axdq1a9AUP1gxbyx5zHL8Ou7n//HXxqFvff3Yf+Qsz1/6UKt2XZV/yFKqsLAwZkyfzqDBg7l9cTeFCpgDsGDZRvqPnMHp06exsrL6rc2PHz+wLmPFo8eP2bB+Q6Ldjrxw4QK1a9diWN8OFMhrhn1lW9Zs2kOXfmPp17cvHh4e3Ll7m35dW2Fduhj2lW3jdD3/D5+45HmTOo078+7dO0xMTPD19aVN61Y8enifKaN641TbLp5enSRJf+PUpDtv3n+iXdv2FChYEGtr62hvpx08eJDhw4Zy5+5d9HR12bR8KlpamthalUBfP+aLVZQMFleFEFbRn5n86RnkFDmK9Ir3fh979kvRX8NET44gIkGyqdaEAYOH4+LiEul5AQEBdOzQng0bN1GxnBUVbUvh/+ETK9bvxMa6DFmymAJgZ1eNQoULU6FCBTnh7qc6tWvRyLEiLd3r/3pu+drtdO47lsqVKmFtbQ1EjDQdOXoUu0o2lLEsQpBIy/gJExItzsWLFnLkyGHu3btP6eIFWDFvLOcvXadK3Va8e/cODw8P1q9by4GDh+jXrRUjB3aO8zX7DZ/GjbvP2bt3H2nSpCEkJIQVy5fTqXNn9myYh2OtqvHwyiRJ+q+goGCMcpflyZMnKm+FdO/ePQoXLszMCQNp1aQ+RunTxTkOmRzFnUyOEiA5Ati66zCjpizhpvetaFdk+fv7s2bNml+brtrZ2VG2bNkEiSulGDpkCGk0AhjWr9Nvz/u+92ft5r2/9lrT1NTA2akG5rlzMGnmMr6G6DFp8uREj/fdu3fUqlWTnFkyktXUmGVrt/Ht2zd0dHQAWLt2Lft2bmLzirhvlBsQEEhdt24EBIWyYsVKihcvDsC8uXOZPn0KBfLmoZlrbZq7OcX5WpIkRQgLC8OpSXf0DDKwfcdOldq8e/eOAgXy0729O2OH9oi3+kcyOYq7lJ4cqa0QkEu9GgweO5tjx47h4OAQ5bmZMmWid+/eiRRZypApUya8PP/clsPEOBN9u7X6a5sqFcpQw7kDnp5XaNu2HRUrVUJXVxdjY+MEjhZMTU05d+48Xbt05mvwDzw8PH4lRhBR0XrH3iO88x2IqUnc9oQzNDRg36Z5jJ26mBIlStCsWVNmzZpNl65dKWJhwbNnz+jepzd5zLJToWzpuL40SUr1hBA0at0P3w9fObldtS2kbt68SYUKFejWzp1xw3omcISS9LtEn5D9D0VR6N+tFfPmzlFXCClabFamlbctxQvvY9SoZMnw4UOwtSmDqalpou1FpK+vz8pVq1m/YeMf86Ls7Oyo6VCDpWsin8gfE4aGBkwe3Yf7V/bz/s1zatWsSVBQEHZ2drRp04YVy1fQrueoXyNskiTF3vfvQezYe4Tdu/diaGgY7flCCNq1bcOYwV0YP7xHIkQoSb9TW3IE4FSrKqdOnyYgIECdYaRI/v7+5M8b8zpRmTIaMaBnWx5dPcCr28dZv2Qy27dvTYAIY27e/AXMWrSO6zfv8vVrYLzUQyqQLze7188lcwZ97O3sCA0NBaChszMWRYszY/7qOF9DklI7ff00FC9aiLNnz6p0/vJly3j0+BE9OzVPkK1EJCk6ak2OsmYxxtQkM3fuJOyu7KmRl9cNcmbPEqc+vnwJYNXG3aRJox9PUcWNmZkZkyZOolRlF9LlsqaMvXu8JEi6ujrs3TgPLY0wxowe/WvUzalefTyuese5f0mSiNEt+mPHjjK8X0eZGElqo9bkCKBcmZJ4e8s/QPFNCEFISGic2ru1G4DQSMPCRYvjMbK4ade+PV+/fuXhw4fkzJWHrv3HEx4eHud+NTU1WTlvDFOnTePixYi91ipUqIDHFa946V+SUjshBGnTpo32vNevX7Nv/35aNamf8EFJUiTUnhzp6enwQYWNaKWYGT1mLH2GTWXrrsOx+uO+bfcRnjz3Yf+BA5ibmydAhLFnaGhIvnz5GDBwEMvWbIu3Ao75zM2YMLwH7du34/379+TJkwcdXV0ued6Ml/4lKTXT0tTE19c32vN2bN9O9arlyGCUPhGikqS/U3tyVKtaBTZu3CDfncezMmXKMG/uPLoOmIBlZVc+ff6icls//4906TeO/v37J+m6UW/fvqVAvjwEBcffpOkeHZtRKG8OZs2ciYaGBoMHDabPsGm/5iJJkhQ7ZcsUV+kuwYUL56llXz4RIpKkyKk9OapX246PHz9w4cIFdYeS4rRo2ZIXL15S0tKK0lUaq7zyasyURTRp0pS27doncIRx07BhQwzTGTFg5Ix461NTU5MR/Tsxddo0Dh08SOcuXdDTT0vJSi7cvvso3q4jSanNvYfPyJEjR7TneXh4YFO6eCJEJEmRU3typKGhQcO6duzcET9LtKXf6enpsXrNWkpalmLctOjnDoWHh7N971FatW6dCNHFjZaWFo1cG7F64+547bdEsUIc2LKQDh07EBAQwJGjx8htXoCd+4/F63UkKTX5HhSERjQTrF+8eMHnL18omD9PIkUlSX+n9uQIoHGDmsyYOQsnx7p4eXmpO5wUacrUacxatDba+TmXPG+iaGhSokSJRIosbkJDQylSMG+891utSllKWORn7Zo1aGtro6WpQZY4Fp+UpNRseL8OdOnaJcpzrl69SuECedHT002kqCTp75JEcmRdujhv75+mRKEc2NlV5fHjx+oOKcXJmzcvJsbGrN64K8rzznlco1bNmmhoJIlvjWg51KzJo6cvuPfgSbz3PaR3O8aNH4e/vz9+fu/JmydnvF9DklKL7XuPkzdv1G9k3r59S7Ei+RIpIkmKXJL5C2hqkpmxQ3vgYFeORQsXqDucFGn48OH0GjKFLAUrM3bqIkJCQv4458KVm5QtW04N0cVOqVKlaNG8BQ4unQgICIzXvstal6RRvRr069uHunWdmDJnVawqj0uSBOFhYTjUiHqrKEVR5M+YlCQkmeToH/26tWL37vidQyJFaN2mLQEBASxesowdB87QsfeYP84573ENqzJl1BBd7GhoaLBg4UKqVKnK8Anz4r3/4f07smHjJixLleL1W3+27T4S79eQpNSgW/smLFy0MMpzDAwMePn6XSJFJEmRS3LJUaH8eXj12oePHz+qO5QUSUNDg3r16rFr12627j7822iL9+0HhIWHU7hwYTVGGDvTZ8xk445DnD5/JV77zZwpA3MnD6Fu3bp437rN6zfyF7ckxUbhguZoaWly/fr1SM8pW7Ysd+7LaRWS+iW55MjP/yNaWpro6yeNLStSKjMzM0qXKsXoyQt59fotL176ULtxFyZNnJSkaxtFJnPmzCxcsJAqdVtRxbENsxet5dmL1/HSd4dWrgS+vkLAqyv06twiXvqUpNRGQ0ODLm0as2hh5KNHWbJkwf/DR/w/fEq8wCTpL5JccmScOSNCCN6+favuUFK8JUuXcfuRDzmL2lOgTF3c3JrQrn3Srm0UlQYNG/Lw4UMauTXn4Mmr5ClRg0x5y7P7wIk4962jo4OBgUzYJSkuGtWvya7du7h27dpfjxsaGpLbzIybt+8ncmSS9LsklxylSaOHg10Ftm1NGjvBp2QFChTgwMFDfPv2DV9fX6ZOm5bsN3rMly8fXbp25dDhI3z9+pWlS5fj3m4Ag0bNlFWuJUnNLArno02Tegzo3zfSc0qWLMnT5/Ez6itJsZXkkiOAnh2bMmfuHMLCwtQdSqqQJk0a0qVLp+4w4p2hoSENGzbk9OnT7D16nnIOzeVwvSSpWYdWrnhevRbp3KOSJS055xH5vCRJSgxJMjkqb2uJWY4sjBk9OtUt63zx4gX79+/n5cuX6g4lxShTpgzXr99AS1efZWu2qTscSUrV8pjlYMKwHtSoUZ3bt2//cbxCxYocO+3Bt2/f1RCdJEVIksmRhoYGq+aPZdmyJTRxd+fHj/jZdT2pCg8Pp0H9emTLlhVzc3MmjR9FpUoV5chZFIKCgnj//r3KGxbr6OiwZMlSps5bFaNNeCVJin9d2rlTqWwpZs+a9ccxGxsbTE2zcODomcQPTJJ+SpLJEYB57pxcP72VJ4/u0qxp0xQ9gvTixQvOnz+P5/GNvHtwhrMHVvP27VumT5uq7tCSpGfPnpE/fz7y5ctL+3ZtVW5XtGhRyliVYcb81QkYnSRJqqhdvSJPn/69sn2Pnr2Ys2Rjiv69LyVtSTY5AjAxzsTh7Yu5d9ebpUuWqDucBJM1a1b00qTBpVUflqzayqSZSzE1zsT27Ul/M94XL15QvFgxxo4dq/IoTlzs27ePokWL0srNkeunt7Jm7TqCgoJUbj97zlyWrNnBpJlL5S9eSVKjho7VOH/hIh4eHn8ca9SoEc9fveGS5001RCZJSTw5AjBKn46NS6fQr38/xiXSH+DEpqury507d2ng7MaXH7p8/K5Ni5Zt2LV7j7pDi9aY0aPIbmrE6pXLWLliRYJd5+vXr/Tr25f69euzZOYIurR1w63tAHr36omenp7K/RQoUIDjx08wbf4a3NsNSJHfT5KUHGQwSs+gXm0Y0L/fH8d0dXXp1LEzsxevV0NkkpQMkiOIWP55YPMCVq1czuRJk9QdToIwNDSk/4ABTJw0iclTpjBm7FiyZs2q7rCi9Pz5czZt3sLg3u3ZsHQyvfv04f379yq1ff/+PX169yZ/vrwUL1YUb29vvL29mTZtGqVKWTJr1ix+/PhBaGgou3fvplChglw4d5LbF3eTO1d2LMrVo7BFCcaOGx/juC0sLHj8+Al3H76UE7QlSY0G9GjLe9+3bN2y5Y9jLVq25Oipi/FWzFWSYiJZJEcAFcqWZseamcyYOeOvG6ZKiW/kiOF0b+9OpfJWlClVjPq1q+LWuFGUt7nu3btHI1dXTExMuHf7GivmjKJtU0dsbKwpVaoUXlfOYJrRkA1rV1KrpgMmJsa0b9eWYX3acf7QWjJlNKJhi95MmjiZ1WvWoKurG6vY06dPz/oNG+g/cgarNuzE+/aDWH4VJEmKLT09XSaO6MnEiRP+uM2dPXt2HOvWZelq+QYmuVIUJZ+iKIsVRfFSFCVMUZRTKrTJrSiK+MtjUyKE/EuySY4AilkUQFtLi9ev5TuJpODVq5dULFsaiNhNe9mc0YQEB2BpWZJZs2bx8OFDgoOD2bRpE5MmTcK6jBWFCxfGQCeMV7dPcGDLQiqWK03PTs355nOVkPderF08iYPbFnNw60JaNXJg8/Kp+D48Q+e2bggh6DZgAk2aNKFDx45xjr9o0aIsX76CZev3Y13NnUkzl8W5T0mSYqZOjUqI8BDWrlnzx7EePXuxcsNuvn9XfV6hlKRYALWBBz8fMdEPKPuvx7D4DS1qSlSTUq0siwrPk38Od6rLh4+fyF3CgRcvXmJkZKTucFK9WTNnsnP7Rk7uWYGGRkSeHR4eztQ5K/C8cYfte46goaFB9mym1KtlR8liBalpX4FsWU1UvsbNW/dZvm4nAYHfOHnuMto6ely/fiPe9957/PgxlpaWVKtsy8p5Y0mfPm289i9JUuSued3BwaUTb9++Q1NT87djlSpWoH3TujR3c4q36ykZLK4KIazircMkTM8gp8hRpFe89/vYs1+0X0NFUTSEEOE/P94GZBZCVImmTW7gKeAohNgXT+HGmJa6LhwbX74GkjFDBpkYJRHde/Rg8+ZNlKjoQhPnWrjWr0E+czMG9mr323lCCK553eHqjdssXbONfUfOkjtnVhrWtadxw1oIIdiy8xBnL17j3KUbVCpbimJF8rN19xE8PG/i3LABlarUoqZTY1xcXBJki5O8efPy4MEDOnboQLEKDclvbkbnNq44O9VI9luqSFJSV6pEEUJCQnj+/Dnm5ua/HRsyZCiNGjeicEFzrCyLqilCKTb+SYySo2Q1cvT581dyFLXn6dNnZM6cWd3hSEBAQAA7d+xg166d7Ni5C8eaVbGrZM3T5z58DwpGCMG6LXv48SMEd7fG6OvrU6VKVby8vNi5aycPHz4CwMKiMPZ21ahYqRInTxwnJCQEExNT+vTtS8aMGRPt9YSFhXH79m127dzJnLlzyG+ei/7dW9HQsXqixSBJyU1AQCDv/T+SxyxHrPuo0bAjHbr0xMXF5Y9jixYuZNHCuXie2ISWVtzf08uRo7hTZeTo32IxcuQHZAR8gY3AUCFEopVNT1bJEUD9Zj2pULkG/fr3V3co0n+8fv2ajRs3smXzJvLnz0/lKlUJDw+nUKFCVKlS5Y/zhRAcPHgQMzMzihQpkuRGaAICAli0aBEjRozAwa48K+aNIYNRenWHJUlJSlhYGBVrt+Ti5eusmDeO1k0bxKqfaXNXsnDVdu7ff/BHAiSEoEb1aqRNo8n2NTPj/LsiNSVHOTPkFD3te8d7v/23931ORALzjyVCiEgLEsYgOcoKDAWOAF+AKsBA4IgQol4cw1ZZskuODh07y7CJi/G8ek3doUipxLt37+jTuxeHDx9mxvj+tHBLtJ9PSUryTp+/Qtueoxk5cjTTp07kxpnYry7LaF6eq1evkSdPnj+OffnyBSur0tiWsmDNoglxCVkmR/Gg//a+CTJyFEnbzsACwFIIcSOm7WMjWa1WAyhZrBCv5Go1KRGZmpqyfsNGFixcRO+hU+nUZ4y6Q5KkJOOa1x1qVHfA1dWVZy9e8/yFT6z7srUqwfnz5/96LF26dFy/foNzl72YMD3l7pgg/dU/GXepxLpgskuOvgZ8k1WNJbVo1KgRd+7c5cCx8/QYOFFuPyJJQAajdDx//gw9PT2yZc3K3QePY91X2TLFOH/ubKTHDQwMOHLkKFPmrqJa/XZ8/PQ51teSkhXxn38TXLJLjjyueFGhfHl1hyGlUqampnh6XmXngZN06j2ar18D1R2SJKlVcYuC+Pj8f7TIxDhTrPsqY1mUq1evRnlOvnz58PHxwShTVmq6dJI1kFKHf2bpR/3NEY+SXXIExHuNG0mKCRMTE86cOYv3/Zfkt6rNk2cv1R2SJKlNYOB3NDQ0EELw5etX9NPoIYTg8+evMe7LPHdOPn78GO15+vr6bNi4EaOMJsxetC42YUuJQFEUfUVRXBRFcQGyA8b/fK4oiv7Pcx4pirL8X21GKYoyXVGUhoqiVFMUZQwwE9ghhEi0nYiTXXLk6/ch1ltGSFJ8yZMnD+cvXKBly9bY1WvLyvU7OX3+irrDkqRE5f/hE226D6dly1aEhYXh4/OGdGkNmblgNUa5bTl26mKM+jPQT4Ofvz/BwcHRnqujo8Ow4SNYtGorO/cdIzDwW2xfhpRwTICtPx+2QJF/ff5PNWAt4N+VP+8BlYGVwAGgCTD157+JJtklR3cfPMXaxlbdYUgSiqIwcdIkevTozb7jV6hStxWe12/h88ZX3aFJUqK45HkTvTQGdOveHU1NTbJmzcIrn7ds3H6IfPnysW7LvhjNEc2ezZQ8ZjnYv0+1wsgVK1akU6fOjJ66jLQ5rWnfcxSvXr/F540vX74ExPZlSfFECPFMCKFE8nj285zcQohW/2qzSQhhJYRIL4TQEULkE0KMEEJEnzHHo2RVIRvALGdWrnpegXjYW0uS4kpDQ4M+ffvSp29fxo4ZTYPmvfF970eDutXYuGxKkqvdJEnx6cDRszg6OqGhoYGfnx8+Pm+wqeZO5UoVGTpiDA0aNMAsZ1ZGD+6mcp/Tx/alYYu2mOfNS8mSJaM9f9DgIQwcNJh3797RyNUFW4dmhIcL/Pz8aehYnVLFC3Hq/FU0NDSoXsWGJ8/kamcpeslu5Kipax22bN1K5syZ2L9/v7rDkaRfho8YyctXr3n79i237j9l4MjpckWblGIFBn5j5/7juDZqBEDmzJnx8PDAy8uLU6fPUL9+fZo2ccc4U4YY9Vu1og1jBnfF2bkhb968UamNoihkyZKFM2fP8eqVDz4+b7h16xa5zAtz5vJdnBq64dTQjRMXbvEhICzGr1VKfZJdEUiAL18CWLhiEwdOXOH0mciXfUqSujx58oRq1ezJncOUyaN6U6ZUMXWHJEnxauKMpdy494rNW7ZGek7DBvVwr1cF1/oOMepbCEGn3qN5+voDh48cjfcRWEVRZBHIOIppEcjkJtmNHAGkS2dIv+6tueHlhbe3t7rDkaQ/mJub4+19iwKFi1OhVguqOLZm667D6g5LkuLNviNnad6iZaTHQ0JCOHP2HIULmEd6TmQURWH+tGH4+71j9apVcYhSkmInWSZHAJqamkwd3YfmzZry9WvMl4xKUkIzMDBg0eIlvH79Gi3dtDRq3Yed+46pOyxJirPv34PwunU3yjlBJ06cwCRzRiwK54vVNbS0tJg0oif9B/RX+faaJMWXZJscAbRr4UKenKY0cnUhNDRU3eFI0l8dPXqUs2fP0qBudSqVS7Gj0FIqcvfBEzJnzkSOHDkiPWf3rl00qGMXp1ti9pVtaVSvBo0bNeLLly+x7keSYipZJ0caGhpsXjEV//dvyZUrJ0ePHlV3SJL0h3LlyqGvnwbL4oXIlNFI3eFIUpxdvXGbMlZlIj0eHBzMmrVraRTDuUb/paGhwYzxA0irr4mZmRmbN22KU3+SpKpknRxBRCGwS8c20K9rc1xcnNmxfbu6Q5Kk35iZmXH8+AkWr95OTZdOhISEqDskSYo1IQSbdhzGoWatvx7/9u0btrY2lC5ZhOJFC8b5erq6OuzbNJ9pY/rQsVNH8prnoUrlSsycOZNHjx7FuX9J+ptknxxBxOS9Pl1bsXfDPJxdXKhRvTpbt24lKEjuuSMlDaVKleL27Ts8e/mWQ8fOqTscSYq1zTsO4uv/mRYtWvxxLCwsjKpVKpMrayZO7lkRb6vMFEWhbXNnnnsdYe+G2dSoVIqLZ46QP39+1qxeHS/XkKR/SxHJ0T8qlbfC9+FZKtsUYdDAfuTIkR1XF2cWLlzI2rVr5bwkSa3Sp09Ps2bNmb14PR5XvPjw8RNnL1yVtZCkZEMIwezFGxg6bDg6Ojp/HF+xfDm62go7181GQyP+/7ykT5+WIoXyMaRvB7asnM6Fw+tp264djnXrcO/evXi/npR6pajkCMA4c0aG9uvIQ8/9HNm+GPPsGbjpeYbJE8eira2Nu5ubHFGS1KZ7jx4ULFKSKo6tyWRenkp1WqCRsahcxSYlC7MXreVHqMDFxeWvx2/dukWDOlUTJDH6m7LWJXnhfYwsmfQpXLgwHTt0kLetpXiR4pKjf2hoaFCqRBEmj+7DwunDuXVhF36Pz/P08T3y5jXHy8tL3SFKqVD69OmZv2ABQUFBCCEQQrBs2TJadhnKxcs31B2eJEXq2KmLjJy0gOUrVqKl9fedp4QQiZYY/SNrFmOWzh6Nz91TXL1yESur0ly5IjeBluImxSZHf5MpoxEXDq+jZwd3SpUqJSdvS0lCmzZtGDVyFOUcmtJv+FT8P3xSd0iS9Iebt+/TpnXrKGsbCRGutv0Es2YxxuPoeupWK4utrS21a9Xi1atXaolFSv5SVXIEESNKA3q2ZfOKaTRt1ox+ffsSFib32pHUR1EU+vTty7Vr17j14DXZi9ixbvNedYclSb8JCQmNNvF5+fIlBvppEimiP2lpaTF+eE8+PLlAlkxpqFixAnfu3FFbPFLiUxSlmKIobRVFGaooylhFUXorilJHUZQYbfKX6pKjf7jUc+D66a0sX7GMffv2qTscScLS0pJDh4+we/duWncbxrbdcrsRKelYtm4n1avXiPR4eHg4Vzw9sbUqkYhR/V369GlZNmcMzV1rY2FhwaSJE+XChxRMURRzRVGmKoriA9wAFgG9gNbAWGAv8F5RlOOKorgrihJt7pNqkyOAQgXMmT9lKO7u7jx//lzd4UjJ1Pv373F3d8PHxyde+nNwcODUqVN0GzARP/+P8dKnJMXF4ePnCAuHGg6RF3V88+YNQUHfKVww5nupJQQNDQ3GDOnG2QNrWLRoPrt27lR3SFICUBRlGXAbKAmMASwBPSGEsRAihxDCEDABHAFvYApwV1GUClH1m6qTI4AmrnUZ2qc9fXr3UncoUjK1ft06Nm3aTKuWf9Z9ia3y5cvTpEkTeg2ZHG99SlJsLV+3kx7de6CpqRnpOZ8/f0Y/TZpEn5AdnQplSzOkdzvGjhvLp0+f1B2OFP+CgEJCiOpCiEVCiJtCiN/myggh/IQQB4UQvQAzYASQPapOk9Z3sZq0bd6Qg4cO8+PHD3WHIiUzG9avZ/CQIVw4vJ7rN65z4sSJeOt77LjxnL98kwnTl8Rbn5IUU+Hh4Rw4egYXV9coz7t8+TJly5RMnKBiqHXTBuTNZUrvXj3VHYoUz4QQ3YQQKt/6EUKECyE2CyE2R3WeTI6AoOAfaGpqJLl3PFLSduHCBbp07cLOtbMoa12SpbNGUaNGDRq5uhIYGBjn/g0MDDh8+AgTZy2nZechXL95V9ZwkRLd7buPSJMmTZSbzP5DP41eIkQUc9ra2qycN5btO3bg5+en7nCkRKQoSgZFUUoqiqIbk3YyGwD2HTpFndq1I63dIUl/M3vWTIb2aU/NahUBqF/Hntd3TvD29TOKFy+Gr69vnK9RoEABbt26xQ+hRxXH1hSv4MyzF6/j3K8kqWrn/mM0bNAg2vP09PS4fe8R3759T4SoYs7AQB9tbW25U0IKpijKaEVRJv3rczvgBXAVeKwoioWqfcnkCNDU1IyXd/pS6uHj48P+Awfo0PL3Ww2mJpk5tW8lJS3yMXvWrHi5lpmZGRs3bcLf/wP21RzIa1mTdj1GsP/wabkCR0owp89foVHrvoyatIA2bdtFe379+vVJmz4TRrnLYpijDLVcO3Ho2NlEiFQ1ntdvkSZNGoyNjdUdipRwmgL/3kdmOnAOKA/cByaq2pFMjoi4H33q9GmePXum7lCkZGLmjOk0b+RI+vRp/zimoaFBl7ZubNu2NV6TFy0tLebNn8/169cxyVGAll2HUaNhBz58/BRv15AkgPlLN+Dg3JFsZgV5+vQpNjY20bbR09Pj+IkTeHh4MHPmLOwdnGjeOelUfj9z4Sp1ateJclK5lOxlA54AKIqSEygBjBRCeAAzAFtVO5LJEaCnp0tdhyps3bJF3aFIycCbN29YvWYNXdq6RXpO1YrW+L5/z/Xr1+P9+sWLF2fChAm8fPmKzKY5KVquAV7ectNNKf4sXr2dnTt3MmvWLMzMzFRupygKpUqVon379vTs2ZMhg4fQuG1/wsPDEzDa6B05cZ4xUxfhEEUpAilF+Aqk//mxHfBRCHH55+dBgL6qHcnk6Ceb0kVlqXlJJd26dqF984YUsygQ6TkaGhrMHN+f9u3aJtgchzRp0rBx0yYaN3Zn6Pi5CXINKfWKa0JTv54Tffr2RVNTix17j8ZTVDH3ztePph0HsWTxEho6O6stDilRnAYGKYpSB+gH7P7XsQLAS1U7kskR8Or1W3oPmay2PYGk5GP7tm3cue3N8P6doj23pXt9MhkZsHDBggSNafCQIZy54Mk7X7kKR4of7Zo3oHXrVly7di3Wfbx//57BvdsTGBjAktXb4jG6mLl5+wHFixWjsVvkI71SitEbCAY2AZ+Aof861gI4o2pHMjkCXr5+C0D7Dh3UHImUlH348IHuPbqzfM5o9PSiXxWqKAr1alXh3r27CRqXiYkJ9evVY9KsZXKCthQvenRsxqCeralTpzaNXF0YNHBAjL+3evToyYFj56hpX4HT56/w8tWbBIo2au/9PpAmjcp3U6RkTAjxWghhJ4RIK4SoKIT49zedA9Bd1b5kcgQUzJ8bE+PM3Lx5U92hSEnYsKFDcHGsRjkbS3WH8ochQ4exfttBdh+IvyKUUurWp2srNi6dhEvtchw9cpDu3boxb948lesENW3WDNMs2Vm7eQ+2trYUq9CQx09fJHDUf9pz6DTVotgTTko5FEWZpihKkb8dE0J8EUKoXOlZJkdAxgxGrF8yiZYtW2JvV5XWrVrG2z5ZUsrx/PkzbK2KxajNe/+PaGvrJFBE/1eoUCHGjhlLk/YDZB0kKd5UqWBNowY12bh0Mnoa39izYxNZs2bl4cOH0bZVFIWdu3YzYfx4tm7dhrubO2OnLk700c3Hz16ptNpOShGcAW9FUS4ritJJUZT00baIhEyOfqpWpSxPrh+iUwsnggL8qOfkqO6QpCTGxqYs3nei/6Pwj9DQULbuPopDzZoJGNX/dezUiUEDB1K6aiPu3HuUKNeUUocC+XIzbWx/juxYglvDWmzcsEGldvr6+gweMgQTExMGDxnC0dOX2LrrcAJH+38fP33mzr2H5MuXL9GuKamPECIPUI2IWkdTgTeKomxQFKVaTPuSydG/5MieBdf6DiyfMwavm948efJE3SFJSYi2jg5hYaqv4GnbfQRZs+WgZiIlRwAjRo5i6JBh1G/WU07QluJdcPAPPG/cIUOGDDFumytXLsaOHcfsxesTbfTo7IWr2Fhby8KPqYgQ4qQQogWQlYg5RjmAw4qiPP9ZQdtclX5kcvQX+vppsCiUj7x58zJzxgx1hyMlEQULFuTStVsqnbtr/3HWbNrNho2bEn0VZK/evcme04yV63cm6nWllO/Dx8/ce/CYJk2bxqp9y5YtuXrjdqJtMfLspQ+mpqaJci0paRFCBAghlgMjgfNATmAw8EBRlN2KokRZwEsmR5E4vW8Vx3YtZ8KE8QwbOlSle+xSypYrVy4Co/ml/v17EKMmzcelZW9OnTqFiYlJIkX3fxoaGixatJhp89fw/IWcOyfFn6xZjClnU4pDBw/Gqr2mpiaKoiTaG4Yr125TrnyFRLmWlHQoipJbUZSRiqI8AY4AAYArkBZwAnITsdw/UjI5ikS6dIbYV7bl+K5lnDpxmMKFC2NjXYY5c+Zw+/ZtdYcnqUHatGl59fptpEUdv3wJoFajzmzfd5pr165RuXLlRI7w/woWLIiToyPrtuxVWwxSytS9vTsLFsyP9a0xIUSiJEee129x9LQHbrK+UaqhKEpzRVFOAI+AlsBKII8QorYQYrsQIlgIcQDoAVhF1ZdMjqJRvGhBzh1cg8/dk7g3sOfSuaMULVoUJ0fHeNl1XUoePn36xJrVq/keFITPm9//38PCwli2ZhvpzWwwymiK59WrFC9eXE2R/l+jxm4sWrVVrl6T4pVLvRoEfP3E3r2xS7wTKznqNWQKU6dMlfONUpclwFvAQQhhLoQYK4T429YXD4BxUXUkkyMVmRhnolfnFqxfMhnfh2fRVoKpVKkiT58+VXdoUiJ4+PAhEyZOpGCBgnjduv/bsX7DpzF66hIOHjzIrt170NWNvkBkYnBwcKBBA2dGTkzYCt1S6qKlpUVLN0c2b9oYq/ZCiATbUufffN6+p3wFeUstlckmhGgihDge1UlCiDdCiNFRnSOTo1gwzpyRLSunUyR/LlxcnBPlB11KOB8/fkRLS4se3btFeo6VlRU3b97k7bs3ZM3y/3eiMxesYcnqbVy/fiNRV6WpQlEUGjRsyLWbCVuhW0oZPn3+Qu8hk1XaB62hY3U2bNxEj+7dYzzNwDxPbi5f845tmCr58PETfv4fMDIyStDrSEmLEOJjfPUlk6NY0tTUZOW8cWgShq2NNR4eHuoOSYqlHz9+EBYWxtx583n06O/1gRRFITg4GKN0abGyLArAtt2HGTlpPrdu3SJz5syJGbLKihcvjs9beftXitrbd++xr9eOkxdu0Hf49GjnE+XOlZ0tK2egpwRiZ1c1RgtWfN68RVtLO64hR8n/w2dMjI3JmDFjgl5HSnoURWmsKMoxRVFeKIri+9+Hqv1oJWSQKV369Gk5vmsZG7btp3Llynh4eGBpmfS2lpCiZmpqyt49ezh06CDZsmWL9DwhBPcfPiFtTmtCQkLR0tJi//795MmTJxGjjRkDAwN+/PjBy1dvyJkjq7rDkZIgIQSN2vTHorgly5evIFeunJSxc6OcdUk0NTXo1ak5Zrmy/Tr36fNX5DHLgWt9B1zrO5AunSFtWrfi9JmzaGhE/377+/fvGGeOeZ2kv8X96MkLwsMjao8ZZ85AxgxGAHz5GoCmpmacryElL4qiNAFWAKsAu58faxCxQu0TsEbVvuTIURylTWtAx9aN6NetFQvmz1d3OFIs1XV0ZN78BejrR75BpaWlJfPnz2fPnr18+vSJDx8+qHVFmir09PQwz5OHN+/eqzsUKYl67/cB7zsPWLlyFdra2jx//oLO3XqRz6IMvp9DGTEx4vfa46cvqNO4C3kta/6qcv3x02eqVynH5SueHFRxeb+GhgbBwSpvcfVX4eHh1HXrSumqjXFq2ou67j3IUrAKZy9cBWDB8s00bdosTteQkqX+wFig68/PFwgh2gB5AD/gm6odyZGjeNKjY1OyFa7KyFGjyJEjh7rDkRKAlpYW7dq1U3cYMVasWDE8PG9iXVr9K+ikpMf7zkNy5sjxa6RFR0eHtm3bAvDkyRPy5cvH0xevOHvBk5YtWrBkcVNadO5Bu54j+fo1AIAK5cuptELz8ePH6OnpUqRQ3jjFfOLMJW7ff8qbN28wMDAAYO6cOUyes5KK5Uqjra2V6Hu4SUlCfuC8ECJMUZQwIB2AEOKroiiTgZnANFU6kiNH8cTUJDM9OjbHzMyMgIAAdYcjSb/Y2pbl4pWb6g5DSqJev3lHiRIl/nrM3Nyc1atX49yoGR8+fGDV6tWUsbamadMmNHFvwpcvXwgKCuLsufPkzJkz2mudOXOG4hYF0daO/ZyjsLAwhk+YR98+fX8lRgCWpUpx+PhZTp+/grNjNXbv3hXra0jJ1mfgn+XCr4HC/zqmAJlU7UiOHMWjmRMG8PylD2PHjGHylCnqDkeSADDPm5ctm+SkbClyUdUdat68+W+fd2jfjiueV9HW1mbR4sUxuo65uTnh4XEb0Vmxbgf+nwJwb9Lkt+fLly9P9+7dmbd0ExNH9ODLly9xuo6ULHkCxYHDwB5ghKIoocAPYARwSdWO5MhRPJs7eTArV66gejV7Xr58qe5wJAkbGxuuJPDSaSn1mDZ9BvnymjN0yOAYt82TJw9et+7y40fs5hxdvnqTkZMWMHHipD9WiCqKgqGBAXq6Osg7aqnWRODFz49HAJeBBURUyvYDOqjakUyO4ln2bKbc8dhN7uwZKVy4sCwSKald2rRpCQkJISgoWN2hSEnQ/YfPyJhR5bsNVKpUiYePHjNyVJQ19P4qV65cCAE/foTEuK2f/0fqNO7KgAGDaNiw4V/P2b59G62b1uOVz1vCwsJifA0peRNCeAghNv/8+JMQoh5gCBgJIWyEEE9U7UsmRwkgc6YMLJ09moE929CsaRNevfpb9XJJShw6OjoUtSjCdVkMUvqLV298KZlIJUiEEISHh8dqZOfoyQsUKlSIYlFM/P72/Tt1GnfBwbljkl9JKiWOn/upxfgeq5xzlIAG9WrL/UfPyJ07N4UKFaBnz960a9cu0XaklqR/6Oun+VUPRpL+sWrDTrbuOoSzW+tEud61a9fImsUYQ8PIS2ZEJmOG9Jw7f4Fq1arh7e1N0aJF/zjn9u07nDt3jrJly5I2bdr4CFlK4hRFWRGT838u7Y+WTI4SkLa2NusWT2LWhIHs3HeM6VMncf/eXaZNn6Hu0KRURibk0n/NWriW0VMWsXr1GpycnBLlmk+ePCGPWY5YfT+WKVWUlu712b73KJky/f02oL6+PjVq1IhrmFLyUuw/n+cCjAHfnw+Tn4/3wHNVO5W31RJB5kwZaN/SlR1rZjJv/gK+fv2q7pCkVCQ8PJwnT5+RPp18Jy39364DJ1mzZg2urq6Jds3bt25R1uq/f8tU03PQZLzuPuX06TNkzSqrvUsRhBBl/nkAY4AAoIIQIosQorgQIgtQEfgKjFO1X5kcJaIihfJRsawVa1avVncoUioSEhKCv/8HihbJr+5QpCTkxSuf3+oEvX79mibubjRt4s7r168T5Jq5zMy4eefv+xdG5tadh7i07MO6LXvYtGkzpUqVSpDYpBRhEjBMCHHh308KIc4TsXptsqodyeQokc2eOIBRo0fJSdpSohFCyNtq0h/aNG1Ahw7tf41kL5g/n/DgLyihAUyaODFBrunk5MTFK17sPnBC5TZXrt/C46o3dlUrU6ZMGS5cuBB9oyicOnUqTu2lJM2cyLcI+QbkVrUjmRwlsiKF8tG1bWNq16rFhw8f1B2OJEmp1NC+HbAtbYGjY138/f0JCwtj886DbN19mFevEqZGW+bMmRk2dBgTZixTuU3t6hXx9/fnxMnTfP36NU631Dw8PHB1dYl1eynJuwaMUhTlt28SRVGyAaOAq6p2JJMjNRjatwNFC5nRp3cvdYcipRJy5Ej6L0VRWDR9OBnT6mJpWZLmLVqwaNEifvwIwcqqTIJd183dnctXvejUezSzF63lbTSbIpuaZGbLiuno6+uzdu1a8uTJE6vrLlm8mHLlyjG0T/LbH1FSWQciJl8/UxTlgqIouxRFuQA8/fl8J1U7ksmRGmhra7Nk5khOnTrJkSNH1B2OlMLJDTilyBgaGrBj7Sxcnexp3aolTZo0wd/fn0GDY179WlWmpqZcv36djFnMOeVxl+xF7GjVZSg3b92PtI1jrao4O1WPdTmKO3fu0K9/P87sX02vzi1iG7qUxAkhbgN5gd7AfSL2Wbv/8/O8QohbqvYll/KriaGhAYtnDKdjh/Z437qNoaGhukOSJCmVmjiiF43b9Mferipnzp5DU1MzQa9XsmRJSpYsCUQkLosWLqR01UZ0btOYvHly4mBXnkIFzAHweePLll2H2HPwJE7OzWJ8raCgIAb070+bpg2oULZ0fL4MKQkSQgQRsWVInMiRIzVysK9ARVtLhg0dqu5QpBRMW1ubdOnSMmDEdDmKJP2Vjo4OW1dNJ5ORPlUqV+bbt8jmtMa/IkWKMGfuXK5fv46WfmaueL+gsI0jTTsMxM6pLdmLVOX4eW/GjxuPs7NzjPp+9+4dxYsX4/PHd4wd0j2BXoGkToqixGpkQVGUKGubyORIzWZOGMDmzZu4fv26ukOR1GDTxo0UKVyIGdOnJdg1tLS0OH78BHuPnqdERWfGTFnA7buP5N5T0m+0tLTYt2k+hAczfNiwRL9+0aJFmTFzFuvWr+fKlSvY12xAy7ad8PPzY+++/XTt1i1Gc+eEEGxYv57sphk5vW8VadMaRN9ISo5eKIoyTlGUvNGdqCiKrqIozoqinAF6RXWuvK2mZpkyGuHuXIulS5awYOFCdYcjxZMfP34wYfx4Xr58gZaWFsOGjyBnzpy/nTNv7lymT59GjSo2TJ02jfYdOibYlgfFihXj8uUr7N61i3379jGqfH2MjNLh4lSD1k3qU9a6ZIJcV0qaPn3+goF+GrS1tXn1+i3u7fpjlis7ujo6hISE8uyZejfMtrKywsrKKtbthw8bxrjx4wHYtX4uGhpyHCAFqw6MBYYoiuIFXABuAX5AMGAE5AFKA5WB78A0YF5UncrvmCSghZsjGzZuYOPGjeoORYona1avZszYsZQtmYfAT29xcXFm69atvyaUTpo4gUmTJjBtTG8WzRyJWY6sXLp0KUFjSps2Lc2aN2fT5s2Eh4ezZs06suQsSIVazZm9aK285ZZKCCHIkLsshjmsKVnJlRIVnTnncY3CxW0oW7kmnbr2ZN78OE/ZUJsTJ06wcuVynnkdRXy8Tb3aduoOSUpAQoirQojaQEFgH2AJzAA2A7uAVUBrIipktwFyCiGm/ZybFCk5cpQElCxWmAObF1C7cSdCQ0Jo3kKupkju8uXPTzGLgrRr4UJN+wqMmbqI4UMH8d7Xl9Zt2jB6zFg8T2zGonA+AGxKF+X8uXNUq1Yt0WKsW7cudevWxdHJCScnR/qPmE4Lt3qkNdTHqVYV9h46jZ6uDu1aRMzz0E+jRxZT40SLT4p/Qgg2bN1P1qxZOHjwEOHh4QghKFSoEPr6Md8MNiny8vLCxak6ZrmyqTsUKREJIR4Cw38+UBQlA6AH+AshfsS0P5kcJRHlbCzZtmoGjdr04MGD+4wdN17dIUlxUK5cOW7euseOvUdp6FidJbNGcff+Y2xrNKW0lRV58+T6lRgBVC5vxYhJixk0eDC6urqJGmuZMmXw8XnD6dOnuX//PufOnqHX0BlYWlry4YUPeS1rAhF1caaM7ke/7q0SNT4p9kJDQ9m2+wgBgd/w8//I2i37eevrx8YNGylRooS6w0swoaFyPl1qJ4T4GJf2MjlKQqpVKcu1U1spUdGZZ8+es3zFCnR0dNQdlhQLOjo6HDt2jCbublQsWxrjzBkpmD+ieF25cuUYObDLb+c3qFuNVRv3MHHCBEaNHp3o8SqKQpUqVahSpQodO3b87dibN29QFAUfHx/s7e358eMHg/u0l4Ulk4EjJy7QofcYXF2cURSFAQOH0NDZOcHmtiUFJUqUYP3aleoOQ0rmZHKUxOTOlZ1HVw/g6N6Ndm3bsGbtOnWHJMWSvb09xYoVY/ueo3Rq0xgNDQ0+PDlPWFjYH0mvoiiMGtiZmq6dGTZ8OFpaSedH85/tGrJkycKVK1coW9YWn3fvmTdFlqBI6m7fe0RNBweWr0hayYIQgimTJ7Nz53aEAGtrGxo6O1O1atU4950xY0Y5ciTFmZyQnQQZZ87I8V3L2LxlK6dOnlR3OFIcGBgYoKv7/0RIU1Mz0tHAUiWKEBgYiI+PT2KFF2P58uXj1q3bbNl1hH7Dp8lJ3Elc9apl2bptW6wrSyeUPXv2sHDhPIb3acPYQR0I+uqLk5MjdWrXipdY5felFFcyOUqiDAz0WTRjBHUdHZkwfrz8YU+mQkNDyJQhvcrnV7AtjYeHRwJGFHempqZ4ed1kw/aDLFy+Sd3hSJG4cOk6NtWa0Kd3L7UtZRdCcOjQIb5///7b8x4XL+LsWJ06DpWpYVeepbNH4f/4HP7v37J0yZI4XTNHjhw8evKML18C4tSPlLolnbF76Q+tmzYgd65s1HTpRO7cuWnStKm6Q5Ji4NKlS1y+coVlM1Tfp6q8TQkOHzpIo0aNEjCyuMuaNSvHj5+gYsUK1K5Ridy5sqs7pCQrICCQXftPoKeng0s9B5XaPHz8nCWrtiIQNHGpQ6kSRaJtEx4ezoNHz/jw8TM9B0/G87o3q1etokXLlnF9CdHy8fHh27dvPHjwgKNHDnP58mWuXruOEIIfP36gpaVFxw4dSJ8+Pc4uLqxYsZyJI3r+1oeOjg59u7Zg8Lip1G/QAFNTU5Wv/+XLFx4+fMjePXto0LAhoBASGhrPr1JKTpSISZFZAV8hRIy/GZSoRiSsLIsKz5Nb4hCeFB/2HDhBu16juXnTmyxZsqg7HEkFL1++pECBAiybPZqmjeqq3M7njS8lKjlz/PhJihcvnoARxo9RI0fy9MFNVi+Uqyv/64b3XZas3sbG7QcxNDTk9WsfSpWwYPvqmVEuMz99/gqO7t1o1rQZT54+xSxrehbPHPnr+IVL13n45Dk7959AURRKWBTg5DlPfN764uf/kUwZM+Lo6MSEiRNJkyZNgry2kJAQ9uzZw5PHj9m5cweXr3iS2ywHGhoaNKhdFfPcOXGtXwNtLW3SpNHl5NnLeN95gOeNO5y9eI1MmYzxunmTOx57KFzw/4WNw8PDadFpMEbGOVWutTR3zhyGDB1KBqN0aGpo8OzFKxo3rM3GZVMiXTSgZLC4KoSIfZXJZCRnhpyip33veO+3//a+SfJrqChKbWAkUBLQBKyFENcURVkCnBFCqDSRV44cJQNOte1of9WbLp07sX3HTrlKKBlYu2YNtatXjFFiBJAtqwkThvXAxcWZkydPkT170h6Rade+PSVLluCG911KFius7nAS1cdPnzl93pPT5z3ZvPMQXwMCMTTQJzxcEBQcTEBAIC1bNOfgwUPY2try9u1bsmbNyodPnzHLlQ0//4/s3HeMoePm/hrlEEKQ0Sgd2bJlY/6CBXh7e1O+fDm27j7y63hAQCAuzg0oUaoc4eHh3Hv4gA6de5AjRw6sra0TLCH6R62aDhw6fIRCBfJSomghOjR3ZMuyCeTIHvkbt+pVy1G9ajkAHj15TvlaLRk0cABFbJ2o41CZoX06YFumBJ8+f+HWvcfYZY92JwgOHTxIYzc3DPT12LZqOg72FQB49fot2bOZyt+TqZCiKC2AFcB6Ijaf/fdKhIdAW0AmRynJ8P6dsKzsSp3atRk8ZAgVK1ZUd0hSFJxdXJgwcSK1XDsxdXRfihbJr3Lbdi1cuHztFjVqVOf8+QsYGRklXKBxlCNHDqZNnUYZOzfcnevQqbUr5WwsE+Rat+48pHBB8wTfMT465y5eZc6SDWzbfZgC+fPh2qgxS5Yup1KlSuzevZvs2bNTunRpdHV10dPT+9UuS5Ys9O3TG5eWfShVojDbdh+mYIH8LFm6jMqVKwPw5MkTjh07hr29PYqiULx4cd68eUtwcPCvP/b6+vq/9RvfXrx4QVBQEAUKFPj13NevX1m7di179+zi2PGTzJo4iK7t3GO1qjJXjqz4+r5HVy8Njx49Yvq0aVR1aoNZzmw8efaSek6OTJs+I8o+fH19ad6iOYumD8OlXg20tbV/HYsqSZNSvKHAVCHEYEVRNPk9OboN9FO1I3lbLRl5++4946YvYdma7UyaOJFeveN/qFSKP2/evGHc2LEsX7GCfZvmU61KWZXbhoWF0aLzEPTTmbB02fIEjDJ+eHt7s2TxItasXUdxiwKMHtQZu0q2ceozICCQz18CyJ4tYu6JksECLS0tQkNDyWduhq/fh4jbOHXsWTFv7G9t3/n6kT5dWvT0Yl9Qc+2mPXQbOAEhBIULmPPmnR+B374TGhpGs6ZN6NK1GxYWFjHqMyQkhGVLl3L1qic9evZKErdOPTw86NmjB3fu3kFHR4cPHyJq5xkZ/X8hwefPX7AsUYS2TRtQw64c+czN4nTNHXuP0qXfOEqVLkMTd3caOjtz/vx5TExMVCpO2aF9O9LrCaaO7Rur68vbanGXFG+rKYoSBNQWQpz4mRyFAFY/b6vZAfuFECoNrcrkKBnad+gUQycsxOumt7pDkVSwc+dOhg4ewB2P3TFqd+/BE0pWcmHO7NnUcHAgd+7cCRNgPAoMDGTKlClMmTKFooXzU7RwPho3cKB61XIqj/gEBn6j+8CJbNl1iKCgYCqULc321TMpY+/G8BGjuXHjBnnz5sXNzQ0hBObm5ty7tAddXR1WrNvBrgOnuHLtJqVLFuXC4bWxrhk1atJ8nr75ypQpU9m4cSN58uShXLlypE2bNkFHbhLT1atXKV++PAN7tqF7h6YoioKmpgbaWlr8CAn57Vyj9Oni9VaV9+0HFK/QAIj50vsa1atRtlQBRgzoHKuRRJkcxV0STY4eAouEENP/khwNAJoLIYqp0pdcyp8M1bArx8tXr3j58qW6Q5FUUKdOHfw+fOLmrfsxaleogDkHty6kY6dO5MmTh65duhAWlrSL2xkYGDB69Ghev37NyDET0NbPSKd+E9DPZkWzDgPxvv2A0ChWEe0/fJpsRex4/PI9p0+fwdfXl6zZ8+Daqg+Bgd/Inj07s2fPpkePHpiYmGBqaoqTY12atB9AzqLVOHTqKt169uXVq1cYpDWifM3mnPe4xpu376O87t/UqFqOAwcOcP3aNXr16kW9evUwNjZOMYkRwKKFC+jduTmjB3cjc6YMZMpohFH6dBgY6JPBKP1vj/iew1PMokD0J0Vi5KjRrNy4l4q1W/Lh46f4C0pK7pYDIxVFaQb8M0KkKIpiDwwAlqrakUyOkiEdHR1MjTPz6tUrdYciqUBHR4daNWty/tL1GLetWtGGbz5XuX9lP8ePHcbW1oaAgKRfvyVjxozUrVuXJUuX8fDhI65fvw466bCt0ZSC1o6Mn7aY6zfv/jo/LCyMHXuP4t5+AKNHj+HUqdOULl2ajBkzsmz5cmo7udB/wCDKly//x7WmTpuOQ50GnD17llOnz9CsWTOyZs3Kvv0HKFehKi6t+5Hfqg5FbOuxaMVmnr9QrchmORtLhvfrQEPnhuzfty/evjZJyc5du+jS1k0t1/7yJQADA33evXsX47bly5fn/v0HGJvmoJZrZ759+x59Iyk1mAysBVYDH34+dwE4DGwWQsxRtSN5Wy2Z6jV4EuFa6Zkzd666Q5FU0KljB0oUyELnOPwhCg7+gUvLPugZZmTDxo2/TUJNLkJDQ9m1axebN21kx85dZM1iAsDXgEAyZsxI506d6T9gQLyPUoSGhjJr5kz6DxhA00aOrFs8SeW2i1Zs5ui5m2zfsTNeY0oKMmfOxOVjGzDPnTPBrnHmvCfNOw8hi0lmurRtxMyF67AsVpiu7Rrj2KQHb968/XXu9+/f+fz5MxcvXuTu3bs4OTlhYWER6fdDcHAwdlWr0LGFEy3c6qkck7ytFndJ8bbaPxRFyQtUAzIRkSSdEEI8iEkfcuQomRrSpz0bNq5n5owZsnp2MnDp0iXMckZe20YVuro6rF44jhfPHjJt6tR4iixxaWlp4eLiwtZt2/nw4QMXLl7iosdlbt++w8OHjxgwcGCCLMHW0tIiJCSEqhVtWDB1WIzaWlla8OzZMyZOGM/4cWOjb5CMtGvbluoNOvD23ft47zs4+AfT563CuWVvevbsTR3HBgwcPRsb2wrs3H+cuu7d6fSvTY69vLwwNTWleLGi9OvbCy/Ps5QsWZLSpSwZNXLkH7eUhRB4e3tjZ2ePh6ecfyn9nxDisRBisRBighBiUUwTI5BL+ZMtE+NM7Ns4n4YtemFqaiqrZydhT5484cnTp1StaB3rPsLCwpgyewWB376RI5sJp0+fZPCQIfEYZeJLnz496dOrvrVKXH3+/JmKZUuRLp3hr+fuP3zKtt1HsKtkQ1nrkn9tlymjEXfv3WfI0IikqnoNB6ytY/9/mVA+fPhAWFgY9+/fZ+PGjXz/9o1Dhw9hXcaa7j16YG9v/0ebiZMm8+nTZ4qWa8CjawcwSp8uXmL58eMH1tXcCRMaTJ8xEzc3N3R0dBgxMqKY5eL/bBFy4MAB3NzcmDCsO906/P932ZcvAew9dIpRkxcwd95c2rRpS6dOncicOTOXL1+mRo0amBhnxve9H3sOnsS1XnXGDumOoaFBvLwOKXlSFKUgkB34Y4KgEOKASn3I22rJ25Vr3tRu3JUqlSuhra1Dg4bOWFpaki9fPnWHJv3UvFkzQoM+sXHZlFj38fVrIOlyRfxB1tbWxszMjKIWhSlWrATlypfH2tqajBkzxlfIKZKnpyd1atfijsduMmU04vDxc7ToPJSChQrz5ZMf109vjXTUat3mvaRNa8A1rzvcfeLLlq3bEjn6/xNCcOXKFT5+/Ii1tTXe3t4MHzaMc+fPkyFDevz9P5I2rQE9OjSletVyrFy/k+NnPXn27HmkK7sqV6qIa91KvyUmcbH7wAmGjJuP963b0e7rNmP6dAYNHszqBeNxd6nz13N+/PjBsVMeLF2zjV37jwPQq2cP9uzdy6tXrxk2bCh2dvYMGNCfH98D8Di6PspVbPK2WtwlxdtqiqIUAzYChYG//TALIYRKyxtlcpQCXLx8g1c+77h19yHnL3vhdes+V654Joul3ymdv78/WbNm5Y7H7jjXhoGIrWQWrdpGpgzpqVWtPNv2HOPZSx9u332IrY01nTp3oWHDhujqxr6+T0pWq6YDmdLrMnJAZxq26IV99VpMmzYN6zJWdG7VgPYtXaNsv2XnIbYduJDoyZEQgqNHj7Jr50527NxBUFAQ2lpalLay4ty5c3Rv34SBvdr+deTn0+cv5C9dhxUrV+Ho6PjX/g8cOMCAfr25cWZrrEsf/Fudxl1p5N6Slq1aRXne169fMTfPw6ZlU7CvrFpdrA8fP3H6vCdtuo/g7Nlzv81JCg8Pp5q9HTqaYWxePo306dP+tQ+ZHMVdEk2OrhBxR2wI8Aj48d9zhBDPVelLzjlKAcpal8S1vgOjB3fj2M6l9OncnDJlrORcpCTgzZs35DM3i5fECCK2kjmwZQFrF0+kiWtddqydxbVTW3jouZ+aVawYMngA6dKlo1vXLnz58iVerpmSzJg5i8MnLmBl15iixSwZMmQIWlpaLF+xku4DJ1LTpRNHT16ItL2Wlia+vr6JGDFMnDCeMlalcXJyQiv8K1uWT+X4rmVoa2tx9Ogx9m2az8SRvSO9JWaUPh2Vy5chKCgo0mvUqlWL4B+h3Lr7MM7xnrt4ldPnL1NBhSr+x48fp0TRgionRgAZMxjRoG41enVqRrFixbCxLsOBAxF3SjQ0NNizdx+aOmlp1XUYHz99jvXrkJKlwsAgIcRBIcRDIcTz/z5U7UgmRynQwF5tMc6UgW5du6g7lDh5/P07XR48IN3Zs2icOkW6s2fp8uABj78n/WW7YWFh+Pv7M3bMGGxKJ3wV5Fw5szG4T3ue3jjM6X2rePLwNtmyZaNFi+ZcuXIlwa+fXBQuXJj37/34/PkLGzdtwsQkYrWcpaUld+/exbaCHf1GTI+0vX0lWy5dvsLbt28jPee/wsPDYxxnWFgYHh4euLk1ZvHihQzs3hz/x+eYM3kIuXNlo3ajLqRJY0ALt3pUqRD9/CfrUkWZMX06Z8+e5eLFi38cVxQFPT09vn2LPIFSxb0HT3Bt3Y/Fi5eQN2/E/mjz5s6lQP58FMifj5IlivPw4f8TsPDwcNIZGkbWXZRGDuxC4GtPatvb0KiRK/nz5+PcuXMYGhqycdMmPgWEkK2wHcXKN+TAkTMxrnMlJUuXgVzx0ZFMjlIgDQ0NTu9byb59ezly5Ii6w4mVg/7+FL9yhWU+PnwNC0MAX8PCWObjQ/ErVzjo76/uEKPUxN2NzJkz4/v2BdNiucVBbNmWKcH+zQs4tXcFaXVCKVu2LHZVq3Ds2LFEjSO5yZMnD+9931G9ii3h4eH0Gz7tj8Kd6dOnpWiRAjx/rtob0DmzZ6OpqYlzwwasXrWSFy9e/Hbc09OTpk3cOX/u3K/nzp87R8GCBahSpQpGaeDMvlW41nfAwECfj58+49ikO+5NmuLn78ecSYNViqN3l+bkyZmZSpUqUa5cOVxdXLh169av49evX+fW7Tt8+Rq7GlprN+3BtVVfitg60atXb5r+XCDy4cMHho8YztqF49i3cQ6NnOyoW6c23bp2pVPHDowdOwZt7djvlaevn4ZRg7ry5u4perRvjLNzQwDSpUvHyVOnuHfvHp27dMe5ZW/ylKz5a76SlGJ1ADooitJUUZRsiqLo//ehakcyOUqhjDNnZMnMEXTs0D5ZFA38t8ffv+Ny+zbfwsMJ+c+xEOBbeDgut28n6RGkN298OLx9CSf3rCBTRqNEv76iKFhZFmX+tOG8e3CGWlWtqFGjBhUrlOf06dOJHk9ysXvPHhxrVuHjpy9Mn7eSQWNm/3FOSIhqIxCbN29mwoTxLJoxEvPsGWjVug1mZmYUKlgAT09PAIYNHcL7ty8YMKA/79+/Z/z48dSsVZNubV0JfH2FRTNHkutfJSCWrdlOLrO8VKtWjfx5c5M2rWqrsrS1tdmwdAri423ePzqHEhZIiRIl6N2rF6NHj6ZMmTLMmTyEmtVivqH1/sOn6TV0CpWr1eHy5csMHDTo1zFPT09y58qOjVVxCuTLzaDe7Rjapw3zFywgOMCPAV2bMmVUnxhf87/SpjWgS1s3fH3fExQU9GuUyMzMjC5duxIYGMjwEaNwa9uf9j1HxPl6UpLlBzwD1gAvga9/eahELuVPwRzsK1DR1pJePXuyZOnSaFeNJBXTX74kJJpbESHh4cx8+ZJ5BWK/BUFCymOelyvXblHD7s+KzoktU0Yj+vdoQ6sm9Vm6ehv169fj2rXr5MmTR92hJTn169WjSt1WpEmjR44c2Tl59tJvx3cfOEHg96BoN4wNDg6mXbt2bFo2hToOlQkM/EbatPrUr23PtHmr2LB+HVZWVmTNmpVVq9eQ2ywXJiYmONhXYMuK6dSq/vck5XtQEJaWluzbuwenmpVi9RozZ8rAlpXTuXXnIb2GTOatrx8Hty6ietVyMe7r0+cvdOo7lu3bd1ClSpXfjvn4+DB48CBcnar/ek5DQ4MWbvVwcaqBvr5K+3+qTFEUcuXMRvr06dHQ0KBxI1eq2tlz5vQptLS0GDxkKF5eXiz9TxkBKUVZB5QFphHJhGxVydVqKZz/h0/YVm9Cx05d6de/v7rDUUm6s2f5qsIeYuk0NfmswqTPxPbjxw90dXU5vW81lconqcUcALi3G0Atp0a0aNFC3aEkSUFBQezbt4+qVauSNWtWfvjeAODjz3pAGzdtoVKlqBOTo0eP0rd3D26e2/7HMS/ve5R1aEaf3r3x8vLCQDecujUqU62KLVlMjaPst2mHgZS0qsibN2/gx0dmjB8Q69cZF0IIHj99Qf1mPalU2Y4FCxf9OhYeHs70adMYNnw4LvVqsHzOGPT0Enf1pMcVL/YdPsWp89ewLmWBzxtfPnz9wZGjEbeWFUVJciutEkoqW60WCLQXQmyIa1/JYyhBirVMGY04vH0x4yeMZ8vmzeoORyUBKm6uqup5iU1DQwMTE2P09HTUHcpfmeXIysqVK6JcvZSa6enp4eLigpGREenTp+POvUcAzF2yHmtrm2gTI4hIkL98DWDukvV/HCtRrBAHtizg0/tnFMpjyuIZI2nW2DHaxGjs1EUcO32JDh074uV1gxJF1TNqevLsJSrWbkn+0rWpXqM2c+fN/3Xs4cOHFC9elIkTJ7B/8wLWL5mc6IkRRMy7GzesJ+cOrmbG+AHUql6Bz5/lyrVU4BnwLT46kslRKmCeOyfrF0+iXft2rFy5Ut3hRMswiuJtsTkvsWlpadGtazdsqrkzatICdYfzh2H9OqARHoxd1aq/TcqVfqepqUmzpk2p1agLBcvUZdq81YwYOUqltrVr12bqtBmMnrKIl6/e/HG8SgVr5k0ZytSxfX+rxSOEIDQ0FCEEQgjuPXjCqg07WbxyC/OXbeLEiZP8+PGDS5cvU6+2XXy9VJWEh4ezZtNumrQfhEvjZnz58oWZs2b9Krbo4eGBpaUldezL4ff4HNWqlE3U+KJSKL85T589U3kivZRs9QeGKoqSO64dyeQolahdoxL7Ns6nTZs23Lx5U93hRKmZqSnRbamqDTQ3NU2McGKl/4ABFCtWjHe+fuoO5Q+GhgYc2LKQMiXyUbJkSWZMn45/El/9py5Tp01n9559tGzVlkMHD2FpaalSO0VRcHV1JWuWLLx8HfWy/zv3HuHn/5GhY+egkbEo2sYlKF21MZaVXSls40i7HiNZsfEAQ4cOI3v27NSqVZPyNqXibasPVXnffkDH3mOYMGECvXr1Im3a/yd1P378oFXLFsydPJjJo/skufmNNlbFaepSm0auLrEqrSAlG6OJWMr/QFGUB4qiXP7vQ9WO5ITsVKRSeSsmj+pDhQrlaeTaCG/vm4SHh1G5clWGjxiRqPtcRaVvzpysfvs2yknZ2hoa9M6ZcDuJx9XsWbPwffeGft1jv2VIQtLV1WH2pMG4NazFgFEzWbBwAV5eNzEwkHtS/ZuWlhYlS5akZMmSsWrfsWMnhk+Yz/Hdy/56/MCRMzRq04/AwEAApk6dSo8ePdi6dSvh4eE0btwYbe2ItwpCCMra2mKWLVOctqKJrbDwcMzz5KZ1m7Z/HDt79iyIMFo3bZDocalq+rj+5CpWnUmTJqk7FCnh3Pr5iDOZHKUyA3q2pXRJC7buPkLvjo3JmCE90+atxszMjCNHjiSJDTXzpknDNgsLXG7fJuQ/y/m1iUiMtllYkDdN/K52iU9fvnyhlXs98uaJl3pkCaasdUnOHliNksGCQoUKUbdO7SjPz5IlK23btSNHjhyJFGHyFRYWxvPnzzlx5iLvfP0wNcn8xzlHT12kb58+2FerxssXL2jarBnArzpB/xYcHMzlK1c453vjV8KUmAoXMOfJ02d8/vz5jzdSDx48oFK50okeU0xoaGiwav44lq/bqe5QpAQihGgdX33J5CgVsq9s+1u5/hp25Zk+bxW2trbs3bOHOnXrqjG6CLUyZeJmmTLMfPmSte/eERAWhqGmJs1NTemdM2eSTowAypUrh5u7G+1buiT5BAmgbXNnsmc1Ictf/oD/QwjBnkMnGDV6NPZ2VXFt1BgLCwsqVKiQiJEmH1evXmXJ0iWsXTSJzJky/Hr+4uUbZM9qgqlJZnbuP8GGjZspVy76ZfSenp7kNsuhlsQIIE0aPWzLlGD9unV06dr1t2NCiCg3ek0qqlUpi31lWzZt36/uUFIFRVHyETEPyBYoCpwVQlRRoV16YBZQn4jpP/uAHkKIRLv/L5MjCYC+3VpRtHA+ajo6snv3bpycnNQdEnnTpGFegQJJtpZRVOrUrcu4sePIV6oWi2aMpGPrRuoOKUrL5oxR6bwu7dx58dKHFet3cvH0YTp16oRDjRqs37CBTJkyJXCUycuO7dto38KFZo3/v9nruGmLGD5+Ls0b1yMsLIySJS0pW1a1ictv375V+1ye+VOGUKlua5zq1ftt9FBDQ4NPn1Wur6dW/2xSKyUKC6A24AHEZPnuZqAg0A4IByYDu4A/arcoijIFmCOEePXz4ygJIVSqf5G0Zs1JauVgX4FD2xZTr149hg4Z8msehBQ7PXv1wtPTk+ET53PgyBl1hxNvcuXMxqhBXVm1YBxfX15GVzOUAgXyM3BAf0JC/lvTPPXy8fGhWJF8vz5/+Pg5MxasZcKECazdvJtL1++wfMVKlf5Yv3z5kt69ezF7wsCEDDlaRQrlw6lmFdasXv3b8+XKlcPDM2kv9JDUYq8QIqcQwhW4rUoDRVHKAg5ASyHEdiHETqAZUEFRlGp/aeIKZPrXx1E9XFQNXCZH0m8c7Ctw6dhGjh89QJEihfn06ZO6Q0rWSpcuzdo1a2nSYSB+/h/VHU68MzQ0YNf6OexYM5Mzp46ho6ODrq4u6dKlo0/v3rx48YJ3795x7Ngx+vXty9mzZ4mq8GxKdOHSdQaOnMGpc5cxz5OHS5c8AMiZI6dKE+DDw8NxdXHGua4ddWtWSeBoo+fiVJ3t27f99lzBggXx8//Ae78PaopKSoqEELFZGlgLeCeE+PWOUghxGXj689h/tQIe/zwvTzQPc1WDkMmR9Afr0sW5eGQ9lWwtqVuntlz6GkcONWtS1taWfYdPqTuUBKEoCpXLl+HC4XUEv7vOlxeX2LVuFq+e3aNQoUJkyZKFbl064XXtIi7ODZk6JWmu4ItvFhZFmTJnJfb127H/uAcTZq7A580bzp87y/Y1s7h//65KdaYuXrzIq1cv1VYN+7/sKtnw5OlTnj59+uu5fxLi4OBY79YgSf8oBNz7y/N3fx77rxNAkfgOQs45kv5KURRWLxxPEdv6HD9+nOrVq0ffSIpUp06dGTigL24Na6ulYnBiUBQFHZ2IaQV2lWyxq2TL+i37uH3vMeOH90BRFE6du0yLLsPx8fFBQ0OhhkNNzMzMMDQ0JGcSLs0QG7169+b161c4GRgyafJkHByqc/jwUQwM9HFp2RshBBkyREzUfvnyJcOGDWXHjp20aN4cbW1tatepQ6lSpejSuRMTh/dU+3yjf+jp6WJrVYKTJ0+SJ08ehBCMGD4cH583GBqqvOm5lEgy6n6jqfmNeO+3P2RWFMXzX08tEULEx8Z1GYBPf3n+I/C3kZ8EmUSWNH7apCRJQ0ODug4VOXsm5cyXUZd69etjUbQ4dRp3Ye/Bk4Ql0a1P4lvTRnWZMKLnr3k1VSpYM2VkT3JnSYNm6Bd69ehGw/pO5M6dG1sba+bPm6fmiOOPrq4uc+bOw9bWlixZTGnUqDGzZs3i0KHDBAUFERwcTN68efny5Qsuzg3RCP3KhOE9yJcjLQ/v3sDBwYHKlSqSIb3+b5O61e3oyQscO3WBcuXKERYWRscOHVi3bjV3L+1N9MKUklr5CSGs/vWIzx19/3bvXYnk+QQhR46kKJWxLMrKzYfUHUaKsHrNWgYPGkjPodMYOn4uNaqWJXNGI/r3aJMslkHHFzfn/9dSmjq2HwCvfd5x+94jGrXpR1hYGD169lRXePGuXv361KtfP9LjRYoUJkN6A4b0GcPjpy/o0HsML1/5UKhgAR48fMSYQVOTxAorIQQjJ85j7NRFrFi+nEKFCjF3zhxOnzrOxcProt0bTpJU9BH42zeTEX8fUQKorSjK3265/UEIsUaV82RyJEXJ1qoE3QZO5Pnz55iZmak7nGTN0NCQufPmMyMkhBUrVhAQEMDWLZt5+vw1U8f0I106Q3WHqDbZs5mSPZsp5w+upULtFpiYmODm7q7usBJEcHAwBw8eJFeuXJQqVYqiFhbcvXuXynVbExwcjLGxMTly5CA4+Ds3z+2gcMG86g6Zz5+/0mfYFA6f9ODWrVtYWFgAsHXrZuZOHiwTIyk+3eMvS/aJmG+0K5I2I1TsWwAyOZLizixXNnp0aEK/vn3Yum27usNJEbS1tenYsSMAzs7OuDVujKN7N3asnUWmjEbqDU7NLArn4/C2RVSs3RLDtGkpU6YMpkl4D73YmDVzJoMGD0ZbW5tVK1dSqlRpHj1+THGL/BTMl5tC+XNz98FTxg/rgaamBoGB3zAwUO9cnjlL1nHB8zZXrniSNWvW347p6abMOXSS2hwEhiuKUkEIcQ5AURQrIuYbHYykTVXAM5JjsSKTIylabZs1pFiFhly6dAkbGxt1h5Oi5M6dmxMnT+Lu5kbBMnWpXrUcw/p2wKJwvugbp1DWpYuzZeV0enTvytNnL6hcqSK6ujro6urR0NkFR0fHZF1w0tHJibDwcDZt3ECfPr1o07QBQ3q1pnXTBn/cPqvp0gnP67d4fvOIWhOk0NAw3Nzcf0uMDh44wNVr1zHLmU1tcUlJm6Io+kQUgQTIDqRTFOWfWkMHhBDfFEV5BJwWQrQFEEJcVBTlMLBGUZR+/L8I5DkhxLFILvVdCBGvhfnkhGwpWtmymjBn4iCcnBx5//69usNJcfT19dm1eze79+wlo0kuiparh7W9OwePnuXHj9S5NLpebTueXD/IkxuHGdyjGX06NqJcqfysXrGIihUrcPrUKXWHGGO+vr706tmTypUrsXLlCl68fMmFw+uYMKIXbZo1/CMxCg7+wfHTF7G1LUutRp0TJcbte45QwKoOz1/4/Pb8t29B8K/6VJ8+faJd+3YsnD4cs1wyOZIiZQJs/fmwJWLJ/T+fm/w8Rwv476RLN+A0sIKI22BXgUTd1VgmR5JKmjaqS4tGjtSs6fCrcranpydPnjxRc2Qpg6IolC9fnvkLFvDp0ydqOzageechWJStz9t3qTchzWOWAwf7CjjYV2BQ7/Yc27mUxvXssbO3Z+mSxeoOL0bMzc25e+sa+zfNo4JNcYKDg8ljFvkGvnUadyV//nysWbuWsxc8+fT5S4LHGBz8g4ePn5G7RHUGjJgOQGhoKLsPnqJylSq/zuvdqyfWlkVwa/i3mnySFEEI8UwIoUTyePbznNxCiFb/afdJCNFaCGEkhEgnhGgihPBLzNhlciSpbMKIHphly4ypqSl585pTpkwZ8ubNy5LFyeuPVFKXPn16Ro0axbt3vlSvUQtzy5o06zCQjdv28+r121RXYfrfNDU1GTmwC2cPrKFjp868fPlS3SGpzMBAn8vXvBk0ejZ5c+cgXVpDLly6/tdzR06cx+nzl7lxw4sD+/dTuGC+RFkm7+5SB8eaVSlevDg79h8HYNma7eTMZUblypUBOHr0KCdOHGfNwom/6lpJkroIITR+VtCOVzI5klSmra3NttUz2LBkEqP6dyDwtSdrF01i2bKl6g4tRdLU1GT+ggVcvnyFfEVKM2LyYvJb1aF+0x7c8L6r7vDUqpyNJR1autK/X191h6KyJ0+ecuvWbczyFmTWovX4vvf/Y7PW0NBQuvYbx7J1u1i6dCk1qlenQ8cOLJg2NFFifPHyDV3bufH48WM+fvrM6fNXmLFgDT169kJRFAIDA+nYoT2Lpg8nbdrotz6RpORKiepdqJVlUeF5cksihiMlN1++BJAhT1l8fX2T9STZ5OLjx4/07tWTdes3ULxoIUYO6ERN+wro6qa+d/DvfP2wKFefy5c9MTdXecukJGHhggXMnjWNozuWYmKcCV1dHV689KFhi95cvXELLS0twsLCGNizLf17tCZjBqNEiSuTeXk+fPxEzx7dMTAwYMLESbRp3Yply1cQEhJC40aNMNANZ93iSYkST0JRMlhcFUJYqTuOxFAiSyZxqEWdeO8329S1KfprKFerSXHi9+Ejenp6pEsnK+MmhgwZMrBq9Rpmz5nL8mXLaN9rNKGhIbRu0oCBPdtgYpx6ElRTk8zUtK/Azh076Nuvn7rDiRFrGxvuP3xKrmLVyJbVlDR6ujx++gKIuP02cUQvWrnXT/TRmU6tG3Hj3ktmzpqNoigMHjIUQ8OI+lszZ8zg5fPHHN4ub6NLKZ+8rSbFiVnObGhoKHz4IHfjTkzp06enT9+++Pq+Z+vW7dx/+o6C1o7ce5C6Jsi3cq/HjJkzkt3myKVLl+by5cu8e/eOTJlNePz0BXnz5GLl/HH4PTpH9w5N1XLbqmenZhw7dvzXKsl/EqOjR48yavRo5kwalOprcUmpg0yOpDjZtP0gxYoWxcTEJPqTpQRhb2/Pvv0HGDZ0GGXs3Th68kKq2butWpWyaGkqTJwwQd2hxJiVlRX16zlhZKiL19kdPLp2kFZNGqh1Y2LjzBkBfvv+efPmDe7ubqycN5ZyNpbqCk2SEpW8rSbF2o8fP5gydyUDBw1LEns/pXZ9+/VDS0uTll2HUzh/blbNH0fOHFmjb5jMrV88CZfW/eg/YECyWj11//59Hjx4gO/DM2hoJI33qddv3sXIKD1p0qT59dyA/v3o2NLltz3xJCkpUhTlKZFvThsOfAG8gHlCiKtR9ZU0fiKlZCcgIJBGrfuRI2du3Js0UXc40k89e/XmwYOHmGQ1I1exalSu24om7Qdy9OSFFFsCoELZ0pgaZ2T3rl3qDiVGnj9/TqkSFkkmMQIoXMAcPz9/QkNDAQgKCmLnrt10at1IzZFJkkq2EzHokxa4BOz7+W86QJuILUZsAQ9FURyi6ijp/FRKycb9h0+xKFefbz8U1m/YKEeNkhhDQ0M2btrE27dv6dV3MKbZzWnbczQr1u1Qd2gJZsqo3owYMTxZJYDa2to8e/Fa3WH8RlMz4k/CP19HbW1t0qVLy+cvAeoMS5JU5Qs8AHIKIdyFED2EEO5ATuAh8AIoChwBRkfVkUyOpBg5fPwchazr0rx5Kw4fOYKRkZG6Q5IiYWpqSoMGDZg5azZ79+6j34jphISEqDusBGFf2RY/Pz+8vb3VHYrKDuzfh3XpouoO4zfXb96jSOFCv25PampqUsrSkktXb6o5MklSSQ9ghhAi6N9PCiG+AzOBrkKIMGApUCyqjmRyJKnshvddmnYcxJ49exg3frwcMUpGSpQoQVELC1Zv3K3uUBKElpYW3dq7M23qFHWHEq1bt24xZcoUTp06jXGmDACEh4fz+fPXX7ez1CU0NJR06dL+9lyRIhb4f/iknoAkKWaMANNIjpkChj8//gxEuWpFJkfJTEhICN0HjGfmgjWJet1v377j3KIP7dq2x9HRMVGvLcWP/gMG0qXfOG7deajuUBJEh5au7N23jzdv3qg7lChNmzqFsWNHo6mpwd5Dp5gxfxVFbOthlNuWynVbqzU2vw+f0NH5fbWcECLZlUqQUq19wBRFURoqiqIDoCiKjqIoLsCUn8chYtTocVQdyeQoGbGv1w4dk5LMW7qBm7cfJOq19x0+jZaOLqPHjEnU60rxx8nJienTplG9YftE2cQ0sWXNYkzdGpVp2qSJ2kdgomJjY0tAwDcyZszI46cv6DtsKvcfPsHEODOdWrmqNTbvOw+wsbH97TkPj4sUzJ9HTRFJUox0Ai4A24DviqJ8Ar4DW4DzQOef5/kAQ6LqSCZHyUhxi/y/Pr7qdYe5S9bz4eOnRLn23KUbGTVqNLq66qvBIsVd9x49aNCgIXXduuLn/zHKc4UQXL95l9c+7xIpurhbPnc0P4K+0rFDhyQ7ObtT5848fPgQK6syALg718Hz5BZe3zlOczcntcbmfecRZmZmvz4PCgri+g0vSpcoosaoJEk1QohPQoh6RIwMtQEm/vy3mBCinhDi08/ztgkhDkbVl0yOkpGZEwaycdlUAJo0a8XqzQfJYWFPyUouTJu7ki8JtKLk6fNXXPO6g5OTen9xS/Fj2vQZZMthjkXZ+rx8FfktqG27j+Dg0gmb6k2SzUiTjo4OO9fO4sCBfVy8eFHd4fyVoigcPXKEdetW431+FxuWTaF0SQu0tNRfdu75yzcUKlz41+daWlqkTWvI14BvaoxKkmJGCHFbCLFaCDH557+3Y9qHTI6SGUVRsLEuw4ABA/C8eo2bN73p228Qe45cxCi37a/9meKLEIJOfcYyYvhwDAzkLtwpgb6+Ppu3bKFVq9Y07zyE4OAff5zz7MVrug+cyK5du7GyKsPazXvVEGnsGGfOSO/OzZk5Y7q6Q4nU6dOnGNC9NUWL5I/+5ETi+96fqzduYWX1/71EtbS0yJolC9++f1djZJIUM4qiFFAUxU5RlNr/fajah0yOkpk3795jbW3zq3Bcvnz5aN6iBWfOnmPK5MlUcWyDl/c9wsLCCA8P/3VrITw8PMZbSgQEBFK2RlPevv9En7594/21SOqjKArjxo8nHB1sqjchICAQIQQhISEsW7ONUlVc6dixI+XKlaNX7z7MXLg2yd6m+psWbk7s23+Ab9+S5oiHl5cX5axL/vZccPAPgoKCfz0SexL0oNGz6NmjO2nT/n+1WmBgIHfv3cc8d85EjUWSYkNRlCKKongDd4FjREzA/vdD5Xd56h/HlWIkb+6cDB7TD2dnZypXqfLbsb79+vH9+3dKVXH99Yu1YH5zFAU+fvpC8I8fTBzeC9f6DtFuHnn77iMcm3SjVCkrVq5ajba2dgK9IkldtLW1OXnqFI0buZI2pzV6eroEBQWTJ09uli1dTkNnZwAqVqzIj5AwPK/fokypKEuDJBlZTI2xLF6Effv20ahR0qvurKGhwdote1m8ehvBwT946+vHgSOnf83pCw4OpmiRAuxYM4v8ec2i6S1+vPf/iEXJsr89FxISgq6ujtxsVkouFgM6QEPgDvDnsLiK5MhRMuNYqyprF03AvYk7gYGBvx1TFIXhI0YQFhbGjRs3OHjwIMNHjiF/wSIsWryURYuWsGTtbvKVrs3EGUuZt2Q9j5485+nzV6zdtOdXgcCrN25TspIz7u7N2Lpt+2/vJKWURVNTk23bd/DkyRO2b9+BEIInT57+Soz+OadL5y7MXLhOjZHG3OBebejQoT1eXl7qDuUPs+fM5fKNh2jqZaRs5ZrUd2nKy5cvCQoKIigoiNDQUKpVr0XJSs7sO3QqUWLq06U5S5cu+e05HR0dPn/+wsdPnxMlBkmKI0ugrxBitxDioRDi+X8fqnakRDVUbmVZVHie3BIfAUvxzKZaEwYOGUHDhg1j3Hbzpk2cPXuGd+982bZ9OwCZMmXC39+fcUN7sHLDLuo61mfW7NnxHbaUTL19+5YiRQpz7dQWcufKru5wVDZo1Axe+31n7br16g4lVrZs3kzbdm15eesYRunTqdTG/8MnMmZIH+MirX7+HzEtUOnX7ffw8HAmT5rEsOHDCXh1hTRp9GIcf1KlZLC4KoSwiv7M5K9ElkziUIs68d5vtqlrk9zXUFEUL2CsEGJbXPuSI0fJVKkShXn+XOUk+DeN3dyYN38BW7dtQwiBEIL379/TpnVrlq3dTkiYYPKUpF9pWEo8WbJkwd7Ojr2JNIoRX9q1cGb/gQN8/fpV3aHESqPGjalapQqurfpy78GTaM8/73GNzHnLY1a8BmfOe8Zonpjn9VtUrFD+1+fTpk5l0aL5HNmxNEUlRlKK1hcYoiiKeVw7kslRMlW6RGGWLl1CUFBQ9Cf/x+3bt7l27Rod2rdDURQURUFDQ4MdO7ejqalJ506dZT0j6Q8NGjpz5GTSXB4fmXzmZpS3sWTtmsStKB+fNm7aTLqMptR168rDx/9/QxQY+A3P67cICPj/7fU5SzYwetQounTpRqM2fTEtUIkRE+apdJ1Pn79iYKAPRMw1mjZ9Gvs3LcC+sm00LSUpyZgIZAfuKYryQFGUy/99qNqRnJCdTDVxqcOGbQfp2qULS5YuRVNTU6V227dto1PnjuTIloWMRulZOX8cISGhfA0IZMuuo3z++o1evXsncPRScmRjY0P37l3VHUaMDendjnrNelLVzo7C/6rhk1wYGBiwfv0GevboTmEbR4oXLYSiKDx78YqwMIGmpsLONbOpULYUx05fZNjoyeTPnx8TU1M8PT1ZsX4nowd3jfY2m9et+1hbRyRCL168QEdbC4vC+RLjJUpSfLn18xFnMjlKpvT107B+ySQq1m5BI1cXtu/YqVK7ly9fkj2rKaVLFGH52m3cf/ycmg4OADRr0YamzZqhpyeH0KU/5c6dm/Bwwf2HT5PVdhJlrUvSr2tLihUrxuZNm3B2cVF3SDGmp6fH4iVLGTZ8BL6+vggh0NLSonjx4rRo0RynJt34/OUrVatUpmjRonz48IHjx46xYeNG0qdXbUFFeLhAL00aIKK+ma6urtxcWkpWhBDxtjmhTI6SsaxZjDm5ZwWlqzZm8KBBjBod/fYeXbp2JV369Hz79o2zHXpSvnx5+QtQUommpiYWRQrz3u9DskqOAAb0bINl8UK4t++IVZkyv22RkZzkzJmTnDl/rzk0ZcpUKlasRL169ciSJQtLFi+ic5eu2FWy5e3905gYZ1LpZzw8PPy38+SvBSk1k8lRMpczR1ZO7lmBW7v+nDlzmiVLl1G4cOFfRSL/S0dHhzZt2iRylFJKkSlTZk6eu0yFsqXVHUqMVa9ajr5dWtCqZQuOHjueJLbriA/ZsmWjY8eOAAQEBNCxU2e2rJyBa30Hdh84ga6ONg72FZizeB1hYWE0b+yEceaMf/QjEL9+bxgZGfHO14+vXwNJm1ZWxpeSLkVRpgBzhBCvfn4cJSHEAFX6lROyUwCLwvm4cWYb2UyMKFGiBOvXJ89ly1LS16lTZybNWoFlZVdOnVN5bmOS0a97K34EBdC+XVt1h5Ig/tniR1NTAyEE9Zt2p5ZrJ0wLVGbqvDVs2XOKHBb2TJyxFP8Pn35r+/rN+1/tM2fOTNq0afnyNWH2a5SkeOQKZPrXx1E9VL6nLpOjFEJTU5Otq6azaflU2rRpw6iRI2O8XYgkRadW7dq8evUKZxc3mnYYxPfvMV8tqU7a2toc2rqIkydPcPjwYXWHE+8URaFrly70GDQJo9xlMTEx5uPHj+zes5cHDx7iceky+/fvZ+22QwwZM+tXO9/3/hw5eYEaNWr8ei5b1qyMmDiP0NBQNbwSSVKNECKPEMLrXx9H9VB5ib9MjlIYl3oOHN+1nA3r11CiRHH27Nmj7pCkFCZDhgwMGTqU4sVLULKSC4+exK7elrqkTWvAkpkj6NixQ7KtfxSVCRMnMmLkaLZu3YaPzxuMjIwoW7Ys+voRy/SrVavGnj172b7vOKs37gJg7ea9VK1Shbx58/7qZ/iIkaxYt4MfP0LU8TIkSa1Sxk136TeVylvhfX4ni1Zupl69enRo3x59/TS0aduO9evW0ap1awoVKqTuMKVkTENDg337DzCgf3/yl65Nn64tmTqmX6Rz3ZKaGnblsatgRRN3d3bs3Jmi9g5Mly4dHTp0iPKcfPnycfToMRwcqnPN6x4bdxzg+PGTv50zYfw4+nVrg75+moQMV5LilaIoekAlIAfwx9JrIcQClfqR24ekbAeOnOHR0xfc8L7HyvU7McuZDT19Q7Zt207RokXVHZ6UAty/f58aNarTs4Mbfbq2Unc4KvvyJYBajTqTJVsutm3fkSpXbR47doxbt25RqFAhatas+ev5gIAATE1NeeZ1+K+Tt5M7uX1I3CXR7UMqADuAzJGcIoQQKhUFTB5v86RYq12jEj06NmPZnDFcPLKBB577sbEsTLu2csWaFD8KFizIoEGDuXD5prpDiZF06Qw5uGUh9+/dplnTJuoORy2qVatGr169fkuMAO7evUu2rCYpMjGSUrQ5wGMiNqDVFUJo/OehWrVkZHKUamhoaGBbpgQ6Ojp0bedGeLicrC3FH0dHR46f8aBB8568ffde3eGoLF06Qy4d3cDlyx4sXbIk+gYpzKNHj6hbpzZ2VStz7dq1X89fv34dm9LF1BiZJMVKQWCUEMJLCBGnyXIyOUqFYrAXpSSpJEeOHFy6dBmD9Ca07DJM3eHEiIGBPhuWTKJf/37Jeg+2mHrw4AHFixcnX67MaBLKxYv/3zfP1NSUi1e8mDJ7OQNGTGfAiOkcPHpWjdFKkkpuAlnioyOZHKVCV2/cJkeOnNGfKEkxUKBAARYsWMiFy9f5+OmzusOJkTKlinFg8wI6d+nM1i2pY57lvn37cHeuxayJg0iX1vC3bYMcHR1p0MCF9duPkM4kD0ZZ8tK88xBevX6rxoglKVqdgd6KolSOa0cyOUqFSpUowu49e+nWtSsvXrxQdzhSCpIuXTrMcuXi5u0H6g4lxsrblmL/5gU0adqU/fv2qTucBFe5cmXWbt5L+54jOXnuMtWrV/91TENDg2nTp+N105thw4YxZMgQ9PX1efOXW6Zv371nw9Z9FLZxxPe9f2K+BElCUZT3iqL4KoriCxwB8gMnFEUJ+uf5fz9U7Vcu5U+FbMuU4OKR9cxetI4KFcrz8OGjaPdkkyRV2djYcPmqN5XLl1F3KDFWuXwZDm1bTIuOHbh//wGGhobqDinBlC5dGg8PD44fP84q5+bkypWLkydOMGnSBGrUcKBvv/6/nf/y5SvuPXjKk2evePD4GSfPXeXbt+9c8rzx65xFKzczYkAXnj5/RUaj9CpveitJcTAfiPfJInIpfypnZdeY/gOG0tjNLdZ9hISE4OPjQ7Zs2VJUvRgpdnbu3Mm0yeM5fyj5zt8p59CM1m070T6aekEpjV3VyphkMMDj2i2ePn3+W3mD4cOGcu/eXRRFAy0tLeo6OpElSxYKFSrEt2/fCAwMxN6uKr4Pz6CZKWIy98ZlU3Fzrq2ulxMpuZQ/7pLiUv74JEeOUrnZEwbSqG0fajg4kCFDhlj14e7WmO07dtKxQ3sWLU59K36k31laWvLKJ3nPTZkxrj/29duS3siIRo0aqTucRGNhUZTVa9bw9WsAQUFBpEkTUQDy69evvHjxAkfHerRo2fKvbb9//04afX1KVHQG4MCBA7i6uqKfRg+n2naJ9hqk1EtRlJyAsRDi2l+OlQLeCyFeqtKXnHOUypW3LUWDOlXp17dPrPs4eChij6qAwEBMTIxlDaVUTlEU/jYiHfw9lK8fggj+nvT36rItU4IDWxbSrl1bbt5MXvWb4mLO3HkcPHgIb29vzp87R6ZMGRk9aiQLFy5kzdp1tGzVihHDh2Nungdj48yYmpqQI0d2bt++TZo0abh9+w5Tp8/m5s2bvH3zBl1dXeYs2ajulyWlHguBZpEcawKoVB0b5MiRBIwe1JXsReyYMnUamTJlir7Bf1y4cIFv375haGjI+vUbWL5iJfXrN6Cuo2MCRCsldWFhYb+So7DQcB5ee8elg0/w9wlAQ1MhPEyQKZshNrXMyV/KFE2tpPkerXL5MsyaMJDWrVpy6fIVtLRS/q9LRVEoX748APPmzuHDh4/cuXOHKVOnsXrVKh48fIjH+ZNMHdWTimVLI4TAuWUfnj59ioWFBSEhIaxbu4a3b9/w4MED+nRuhmXxwmp+VVIqYgssiuTYSeDvw55/kfJ/2qVoZcpohFvDWsyfN48RI0fGuH2JEiX4+PEjC+bPp3v37sydOxfXRo34/v17AkQrJXUXL14kb56cBAWGsGX6FT6+CyQkOKLoaHhYRNL0/uVXDq++xeVDT2nUtwx6Bklzrlrrpg3YtOMQXbt0YdHixalqi5EJEydRv0FDLC0tef78OZ8/f8T/8XnSpfv/JPXbdx9x/9EzSpUqBUDLFs3R1Qylbyc3ihTMi1mubOoKX0qd9Il6craBqh0lzbdsUqJzd67F5s2bCAuLXeXs3r17MXXqFA4dOkixoha4ODeM5wil5CJv3rycPe/J1F678Xv99Vdi9F8hwWG8f/WFLdMvExYanshRqkZRFFYvGM/Bg/vZtGmTusNJVBkzZqRmzZqYmpri4eFBeRvL3xKjsLAw2vYYybix48iUKROPHz/m8ePHlLcpSa3qFWViJKmDN+AeyTF34LaqHcnkSAKgetVyIMJ+q5Krqu/fv7N69RqqVCiDv997vG/dRkNTk3v37iVApFJSZ2try7HNx9AO0/01UhQZEQ6+L79y56JPIkUXc1mzGDNxeE+6devK27fJe6J5bH3+/Jn85r8Xjp2zeB2XPG+wZ88e9PT0yJcvH/fuP2DY+LlqilKSmAQ0URRlq6IodRRFKfXz3y1EJEfjVe1I3laTgIiib7lyZOXZ06dUqFAhRm3TpEnDxAkT2LFjB1myZuPDx8+sWbOW4KAgNm2WpSBSoxeXXqGloeKtMgHHN9yhSNlsSXb+UdNGdbl19yHdu3Vl67bt6g4n0b17+xbjdL//f6Y1NKC8bSkqlinIpKEduHP/MSEhoWhrSaQLdwAAZzlJREFUyz8rknoIIXYqitISmAg4E3GLTQFeA82EELtU7UvWOZJ+OXn2Ei26DMfb+xZGRkax7mf+vHls376VOnXq/lFITkr5gr8FM7/1QsLDVL9VpqWEUaKcCRUaFUXbIE0CRhd7fv4fMc5Xgb179qSqxQZCCPT09Hh64zDZspr8cfzx0xfkK1ULgEPbFuNgH7M3V+og6xzFXVKuc6RETA4sCGQC/IH7Iqpk5y+S5ts0SS2qVrTBvmIZpk+bFqd+unbrxomTp2VilEr9+P4DDRVGgBQEZgYfqZX9Hq65vcn3+gS+s+bgu2Q532/fQcRy/ltCyZwpA0d3LqNps6ZcvnxZ3eEkqmzZsjJk7GxCQ/8swzB59goKFy6MqYlxsqyKLqU8IsI9IcT5n//GuIK2TI6k33Rs5crCRQvx8vKKdR8vX74kT57cZMuWlaZNm3D8+HG+ffsWj1FKSZlOGh3Co5lgraMRikO2B9gYvySjbhAaCmhpCDQUQZjfez4dOIjf6jWEfw9KpKhVU61KWaaP7UfVqlVTzZw6RVE4efIUFz1vc+LMpT+ON3GpzZcvnylevDg5i1ajcZu+coNaSW0URUmrKEozRVHGKIoy5b8PVfuRyZH0m7LWJWneqA6DBw2MdR8aGho8e/ac2tXKoy2+0bxZE4yNjfH09IzHSKWkSldflwxZjSI9riCwy/IYI53vaGtEkkSFhBD6zhf/9euT3AhSuxYujB7UhXr1nFLNBO3cuXNToEA+goN//HGsSgVrMhqlpVv3HjRr1px7j17RutsINUQppXaKouQFHhJR7HEo0ALoBfQD2gIuqvYlkyPpD+OG9uD+/bvs27s3Vu2zZ8/O3r17uXH7CXsPnWbryul0bduYyZMmxnOkUlJl5RT5VIRcBp9IpxOMZnS/fYQg1Pc97xYsSnK32fp0bUm1ilYUKlQoTqOsyYmiKHz7HsR7vw/UadyFWq6dee/3gRnzV/Hk2UvSpk3L7DlzuOl9i4tXrnPn3iN1hyylPjMBT8CUiInYtYE0RFTNDgAaq9qRTI6kPxgY6LN01ki6dO3Cly9fYtVH3bp18bx6jTFjxlKhVnNautdn7779vH79Op6jlZKiIpUKo6Xz91VLRYzeRT5i9Bfi61c+7T+QpG6zaWhoMG/qUJq61qZu3Tr4+vqqO6QE5+bWhP4jZ5CvdG3SZ8yKopUGk/wVWbpuD1s2b2Hrli0UK5IfRVFo3649G7cfUHfIUupjTUSF7OCfn+sIIcKEEBuA6cBsVTuSyZH0V3aVbLG2tGDlihVx6qdL167kz5+Puw8e07GVKzOmT4+nCKWkTFNLE7s2VSPeu/2LlhKGkU4sEpzQ0IjbbBs2JpkRJEVRmD91GLWrlcfezi7FJ0juTZqwctUa9uzZy4aNGzlw8BBPnjzBw+MStevUoVv37ugbZsDYOBM3blznjMd1dYcspT56wBchRDjwAfh3JdJbQAlVO5LJkRSp5o3rsm7d2r9uIqqqe/fu4efnh1OtqnRt587SZUsJDAyMxyilpMqiShGMcxujaPw/Q9LWCCNcxHILDiEIffeOT3v3E5aEJvgvnD6ckhbmuDVuzLt379QdToJRFAV7e3sqV64MwPv37xk6ZDC3vL0BKFKkCGXLlsXX149Tp8/ISdmSOjwAzH5+fB3opCiKnqIo2kTMOVK52qxMjqRI1XWojJ/fe86fPx/rPtauWYOLU3V0dHQokC83FoXyc+LEiXiMUkqqNLU0aTzSFePcxr9GkELCNdFQYp9sAwTduROx5H/xUgI9r6o9UdLQ0GDZnDEYGWpTqFBBFi9e/Ncl7ynN+fPn2bhpM6NHj/r13OAhQ+jdqxcTJ07k0+evbN5xME5vriQphjYBJX9+PBywAb4AX4mYbzRa1Y5kciRFSlNTk96dm9G0aRPWrllDeHjM9r/68eMHS5ctpWfHZr+eK12yMJ5XrsR3qFISpWeoR9MJ7pSqWRIUCBWafPmhGy99h/n78+XI0Z+1kZapddK2rq4OO9bOYvX8cUyeNJ5ChQri/XNEJaUK+rmxdOPGbr+eMzY2ZsbMmQwaNIi1a9bSquswug2YoK4QpVRGCDFDCNH358ceQFGgGzAAKCmEWKdqXzI5kqLUrX0ThvRqQ4eOHdizZ0+M2n78+BE/P3/y583167mmLnWYNHkyx48fj+9QpSRKU0uTyi0rY5LHBEVT4c5nE+J7MCHMzy9JTNp2qm3H42sHaePuiLW1NatWrVJbLAnNzd0dIQRt27X76/Haderw9u1b1m3Zy3u/D4kcnSSBEOKlEGKJEGKOEOJWTNrK5EiKkoaGBh1bN6J6lXK8eP48Rm19fHzImsUELa3/r1oqa12SDUsnU716dWbOmMGPH3/WTZFSHk0tTRqNcMHYzJjXISaExXbeUVT+mbSt5tpIiqIwpG8HDm5dSKdOnWjerFmq/T5Pnz49hQsV4sq1GP1dkqRYUxTFRFGUyYqiHFcU5YGiKBY/n++pKEpZVfuRyZGkGkUDs9y5Y9TEy8uLctaWaGj8/m3m7FSDE3tWsGTxAqpUrkRISEg8BiolVf/cYqvRpSb3KUx4QkxF+ac20rwFfPO6qdYkqUoFa555HebWzWv06d1LbXGoW/78+fH/8EndYUipgKIo1kQUgXQGngF5gX/u42cF+qral0yOpGgFBQXz9t37GLcLCQnh4+e/10mqUsGaWxd2kkZHg2lTp8Y1RCmZ0NTSpFD5gthP7odW1pygJMAIEiACA/m8/wBvp88k8PoNtSVJWUyNOb57GTt37uDs2bNqiUHdtLW1ee8vb6tJiWImcBIoAHTk92Iil4mog6QSmRxJ0Zo4cylXrt2kWLFiMWp38sRxqle2ifS4pqYmK+aOYczYsfTp3Rs/P7+4hiolE4qmFsadhqCVzQx04meC9l+FhvLl4CF8Fy4mTE0lJDJmMGLiiJ4MHTJYLddXt/IVKnLxSsqenC4lGaWABT/rHP13bNofMFG1I5kcSdHKlycXFSuUx9zcPEbtjhw9iku9GlGeY5YrGxePrMPrmgfGxsY0cXfn+89VMFLKpqFvQOZuIzByaYtG+owJeq3wL1/wnb+QsAD1JEjOjtV5+fIFhw4dUsv11alSpUocPXWBwMCkU5tKSrE+A8aRHDMHVC5EJpMjKVpWlhY8fPSIsFjcmjBKny7ac0oWK8zx3ct54X2Mt6+fUrBgAapXs8fHR+V6XVIypWhqkaakLSaDpqGRJWfCXiw0lPerVqvlFpuBgT6LZwynU6eOsd6SJ7nKnz8/FStUYPm6HeoORUr5dgOjFUX59zt5oShKZiI2n1X5m1AmR1K0ChfMS6YM6WO8Ea2GhkaMEqqcObJyePtiDm6eT54cmcidO3eqfKedGv12my2B5iEBhH/+wuFxe7h+4jnfAhJ3BVkNu/JUr2yDpWVJnsdw5Wdy5+ziytmLcjsRKcENIqLo4x3gzM/nFgH3ge/ACFU7ksmRpJI2Tetx4MB+lc//+PEj3759Q083ZvNJtLW1sSicjyWzRrFq/jhq167NiOHDZZXdVEBD34DM3UeS3rkNaOskyDUUBXKGP+f4hrss6HWClSPPce/yG8JCY1bgNLaWzBpJnWrlKVmyBLt27UqUayYFadOmJTxBlidK0v8JIT4CtkBX4DlwDHhKRNJUXgjxv/buO6yn9w3g+Pu0h6QUJW2y9yoVWRmZKVE22Xvv7WvvvffK3iNkE7JV9i4RIpJU5/dH9DMqlRae13W56HOecZ+Pxt15Vnhy2xLJkZAsdWs6sHXbNh48eJCs8vv376d8meJoa2uluk9317rcOLOD1atX0K9v31QN6wl/FklRCY3ylTEYsxBt1/Yo6hukeR85VCJRkuI+l149e8+BlddZ9985Ij+k/5YSkiQxe9Jg5k0eQuvWrZg+bRqfPn36dcU/nKGhIdf8b2V2GMI/QJblKFmWl8my7C7LsqMsy01lWV4iy3KKvtBEciQki1U+M+rVrMya1auTVd733Dkqlkv2AciJKlwwH0d3LmPP7h2MHTPmt9sT/gySohIa5SqRq/9kco2cR/aGLZGy66RJ27Fy3AG4X0VHxfLy6Tu8pp3PsCdI7q51ObR1ESuWL8a6QgUistBBuumhTJkyBD9/wdLVW8S+ZkKGkSQphyRJZSRJSvYqta9EciQkW5OGNdm+PXnz2e7cuUWFMilb+p8YCzNjju5cxrz5c7l27VqatCn8ORQ1tdCsWJ3cg6d9mbT9e3OSFKS4A3C/JcfCi8fhHFnvn2EJUvkyxbl6cisWJrlxqFzpr34yqqqqyrKly5i7bAvL1oiJ2ULakiSpqSRJGyVJ2ipJkseX10YAwcTtbxT85ZpmctsUyZGQbFXsy/Py5Qt8fX1/WfbCRT8K5DdPs76N8uRmSO/2jBg+LM3aFP4s8ZO2jX5vb6SwKHWiZcUEr1078ZS1489myBAbxC1a2LxyGtnUlXFv1vSvnlvn1rQpzZu34Mz5q5kdivAXkSTJE1gPmAPawApJkmYAvYGhgBNxc46qffk4WURyJCSbmpoqLd3qsWH9+l+WjYj4iEEuvTTtv3mTepw7d44LFy6kabvCn+PbvZGUDPKmuP7nWAn/sKSfsL98Ep6hQ2wKCgrsWDuLK5f9aN+ubYb0mVmsbWy4++BJZoch/F26AzNlWa4gy3J1oC3QAxguy/J0WZYPyLI8BRhN3LEiySKSIyFFPFzrsm79OsLCwpIsV7CAFecupu1viPp6uowb2o1BAwekabvCn+Xr3kj6ff4j18h5ZKvtmqx6MbHwLkqNxx9y/LLsiyfh+J/NuH22smfPhp/PJo4ePcLBgwczrN+M9uM5i4KQBiyBb/eZ2Unc2LvfD+UuAqbJbVR8pgopUqRQPooWyvfL/YeMjIz4EJH2O127NapNYGAAly5dSvO2hT+PoqYWWlXqkWv4XKQcORMt9zlWIixKnaPPLZGTM2dJhsMZOP8IIFs2TRZNH06LFs05fPhwhvUrCH84deDbre+/rm74cXVaFKCc3EZFciSkWPHCVoSEJL4Le3R0ND7HjlPIKmXHjSSHlpYmrZo2YNpUcVit8H+KWtnJPXAKOdy7EKOlT6wM0bFxK9Nef1LH96UJB4OsiIpVSnabMZ9jWTzoWIbug+RY1ZaR/TvSqFFDrCtU4OnTpxnSryD84RKarPdbE/hEciSkmEGunFy7eiXR62vXrqV0iUIUTIfkCGBoX09OnjyRrInhwr/j63Cb4eDJHJOqsie4KJsfFmP/swI8+qCTvCdGP/gQFpWh+yABdPV05+mNI5QuaoGZmRmLFy3MkH4zgoGBAYF37v/VK/OETHFQkqQXkiS9IG6FGsCRr699eX1/ShpM/q9RgvBFscL5OXJ6S6LXt2z2ormrU7r1r6mpQVuPhsyeNZN16zekWz/Cn0lRSZHGI5riNWYLUc/ewKffS2q+7oO0acp5mg+zQVEp/X+n1NbWYv604bg2dMS1dV+io2Po0rVruveb3iwsLPj4MZL37yN+a4NYQfjG6PRoVEpq6WjZUkXliz5e6dGv8Ad7HvIS0+KOhIaGoqX18ze4Nq1bcSvgOqf2r063CZjBz19iVc6J4ODnZMuWLU3bjo6OJigoiM+fP/PmzRtWrlhOdHQ0uXLlpm69eqiqqlK8eHGkdDwDTPh9MdEx3PG9y/HVJwh/lexTA5Kkqa2CXSMrClvnyZAkCeCG/x0c6rfl1KnTFCxYMEP6TE8ujZ15eP8OF45uzLSvIUmniJ8sy2UzpfMMVsIgp3ygZdr/sppnypq/+j0Uw2pCihnk1qehUzWWL1+e4PWly5YTIyvSusuwdNu3xdBAn5y6Ovj7+6dpu58/f6Z8+XKYmpqSL18+KlSogEL0O0pYGXD54mm6dGpPrZqOzJs7N037FdKeopIiBW0L0H5eW3KaJj5ZOyU+vI3i4MobzOl+mGsnn2TIXKSihfMzakAn2rVt81cMR61dt57b9x7Rb/iUv3pfJ+HPJpIjIVXsrUtx2PtQgtcUFRXZf+Ag5/xusGVnwmXSJobS+J47l2btvXr1ilKlSpJdU4VbF/YScvsEz28dZ/akIXRu15TdG+Zy8ehGls0ezfz587h06dJf8cPqb6eopEiz0W7kMtdPszajP8dyaPXNDNswskv7ZigQ/Vck5Wpqaty4cQOvnYexcfTg7v1HmR2SIPxEJEdCqni2cuXI0aPcu3cvweu6urqsWr2GHoMm8up1WLrE0LJpPebMmZ0mv32Gh4dTqZI9JQtbcnj7EqzymZFLPyf6ero/la1dw54qdmWoXasmdWrXEgnSH0AtmxoeE9wp4lA47RqVIfRpOF7TLqT7EyQFBQWWzR7NmLFjkn34c1ZmYmJCYOAtFJTV2bXfJ7PDEYSfiORISBVVVRW6e7rTvn07IiMjEyxjY2NDs2bNsK3VIl1icLArR3h4OFeuXEl1G5GRkfTu1ZPs2bNTrKA5qxaMR0kp6XUKkiQxb8pQHl07RPjbV5QuXYrAwMBUxyBkDEUlRRw71UBROeGjQ1JDluFNyAfuXEp8a4u0YpXPjBZNnOjatUu695URNDU1GTF8BP2GT2XRCjG3VchaRHIkpNrAXu148yqEkSNGJFpm4qTJRERGcfjY2TTvX1lZGdcGjvTr1zfVT4/GjB7FjasXObF3NRuWTkZRMfk/ONXUVDm+ZwUONiUpVqwYrVu3pkzpUpQvV5YTJ06kKh4hfSkqKVKtXdXfPbv2O58/xXB+//20azAJA3u2Y//+A8yYPj1D+ktvtWrX5vjx4/QeOpnzfuJQaSHrEMmRkGq6Ojlo19yZkJDniZZRUVFhyeIltOsxkpAXoWkew4QRPQnwv8mZM2dSXPfy5cssXbqUNQv/w75imVStnFFWVmbWxEH4Ht6AqvSRXh3c6NauMZUrV2bbtm1cvXqV169fp7hdIf0UcSiMvpk+kkLaZUgvn4Xz6WN0mrWXGIPc+pw/spE+ffty7drfkUzY29vTqGEDDvmk/GtYENKLSI6E3+LawJEtW7cSGpp44lOzVi0aNGhI5bptePHyVZr2r6mpQcM6VVO1IWT7dm2ZMqYPBrl/f6Ju6RKFWTRjJC2a1qdl0waMGtSNkcOH4ObamNy5c1PFoTKHDqXf5HQh+RSVFHEb6Yq+mT7Kqsk+TSBJUZ+juH79bpq09SvlShdjwojeVKhQgRs3bmRIn+mtbbv2DB8/B6/tSR9LJAgZRSRHwm8xyK1Pk4a1GDigf5JDW7Nmz8G6oh3VG3ny6HHaHuippqaa4jq3b9/m3v37tHCrn6axfDVyYGeun95G4PldXD+9nVoOZXBycqJH9+5iAncWoJZNDY//mlGziyNaOX9/M0JlJRXsnNypWLM5O/cdTYMIkzaod3s8WzamcWNnPn/OmJ2701O1atXYsWMH7XuOxLhoNUpWakzzDoO4defPn3wu/JlEciT8tmnj+nHq5HEmTpiQaBlJkli6dBl29lUobu/MtRu30jSGT59+PGMwaZqamkRFRfHpU1SaxpGQglYWDOzVnvuXD7Bv766/Zr7In+6nfZB+Y5Qtl6k+r9++pnmr9rTvOYoHj9L/TLRZEwcjyTEcP3483fvKCPXq1WPOnLl8+hTN69dvWbd5N84te2V2WMI/SiRHwm/TyaHN4pkjWbJkcaIr1wCUlJSYv2AB48eNp2Slxsxbsj5N+i9ZrADbtm5J0RMZIyMjihQuzGnfy2kSQ3IY5zVk+Zyx9B8wgBbNPVi/bl2G9S0k7v/7IOVK1TCbsqoy5RuVR0NDgy5dumBdoQJnfK+kfaA/kCQJd5c6rFi+LN37yggKCgpUqVKFWDmG+1cO0K6lCwG37vHu3fvMDk34B4nkSEgTlW3LUaZEIcaMHvXLst26d+fgwYOMnLSASTN//xu7S31H3oa9Zvq0aSmqV6ZMWU6cufjb/adEJduyXD6xhfLFzejduxeXL18mJCQELy8vMdyWib4dZtMz0Ut2PQUlBXSNdMhfIV/8a9Wr12DctMVERHxMj1C/06VdU7bv2ElISPpvJZARYmJieP8+gktX/XGqYY+5mQkLV2zK7LCEf5BIjoQ0M2fSIJYuXZqsfYdq1KjBqVOnGTNlIV36jv2txEBDQ51ls8cwa/YswsLCkl2vvacni1ZuSbc5G5evBdC1/3jWbtr93eslixWiewcPpozpQ1O3JlSrVoXmzZvTunUroqPTf8WTkLCvw2ytp7eky/JOVG5hn+SeSMqqyuib6OE6wgVFpf+X69qtGyVKliaHmQ0de49G0imCZ89R1HbthI6ZTZpua6GXU4emzrWZO2dOmrWZmfLmzUsHz/ZUqN6MIWNn8fbdO/JZmGR2WMI/SBw8K6Sp5Wu3sWDldi5c9EtW+SdPnuDoWIOiBcxYu2giqqoqqe67a//xRMaosGz5imTXyZVLn5N7V1Igv3mq+03I6EkLGDtlAd27dWPDxg0snz2aOo6VvisjyzIbt+5DlmUq25ajlmsn8uUvxMZNm1BVTfkk83+BLMvs2LGDPHnyUKFChXTvLyY6Bv8TAVzcdZHXQW9QVFIkNiYWPeOclG9UnvwV8n2XGH0b57Fjx7hx4wahoaHo6ekRGxvLgwcPWLJkCT67llG+TPE0ifGG/x0q1mrO69dvfrmB6Z/i6tWrNPdw5+69e7x9dA4VldR/X0iIOHj29yXn4FlJkgoDcwAbIAxYCoyWZTnR34YlSTIDEpqJv0mW5aapDjiFRHIkpClZlslhZoO9nT1mZqbxK9hsbCri7uGBgsLPDyvfvn1LtWpVMTPSY+2iialafQYQHv6BQtb12bZ9J+XLl09WnXZt25A7hzL/jeiVqj4T8uhxEGYlauDr60v58uXZv28fTnXrUremA6sWjEcnh3aC9d69e08NZ0/evo9k9+495M+fP81i+lPMnjWL/gMGEBUVReHChTh0yBsjI6P464cOHaJevXpERUVhW9GG9u09aezigpbW7684+5VPEZ+I+hiFiroKqhqpT143e3nh0bw53Tu4M7RvB3R1cvx2bNUatMfNozUdOnT47bayipiYGLS1tdHLmQM/Hy9y6uZIs7ZFcvT7fpUcSZKkA9wE/IFJgCUwDZghy/KwJOqZEZcc9QNOf3MpVJbljNkvAzGsJqQxSZK4dX43tSqXpICpDoXMdDHKqcqgQQMYPmxognW0tbU5dMib56HvcfccmOq+tbQ0ae5al7lzZie7Tu8+fVmyZitRUWmzai0i4iNmJWpQqFBBLC0tAahdpw5hYWEoqGSjklNrAm8nvJty9uzZOHtoHdXty2JrW5GIiIg0ielPsm/fXuZOHsKnkMvYly9Gxw6e313X1dXF3NSYd4/P06i2HZMmjidfPkvu3k3/75mqGqpo5dQi4HYA9evV5cjhw6lqx7VJEw4fPkzAvRAsS9fhwOGTvx1b62b12bL57/pFVlFRkUePHqGopMLpc5cyOxwh5ToB6oCzLMvesiwvBEYDfSRJyp6M+rdkWT73zZ8MS4xAJEdCOjDIrU+3Dh507+BBtw4eDOnbgWWzR3P+fOIbNerq6nL4yBEu37hNzcYdCXv7LlV9d23flDVr17F3z55klS9atCgg8frN21T196Po6BjU1dXx87tEzpw541/Pnj0727bvoLJDdYrYNKB1l6Hs2Hvkp60EFBQUGDOkK6WKFaR3r55pEtOfpEIFawLvPEBFRYWGTlV5+jRuSfyO7dtp1LAh5cqVo0FtB7S0NOnbrTX+53bi7FSVJYsXp3ts48aOQV1dHVcXF3bv2cuKlSvp1rULo0aOTPFhsJUqVWLvvn3MnTuP2q6dmDZ35W/F1qBOVfz9b/51x9YcOHCA+/cfYF2uRGaHIqRcbeCgLMvffjPfSFzCVDlzQko+kRwJGcLX7xqmpmZJllFTU+Pq1WuoqGentEMTrt+8neJ+jPMass9rIZ4dPPnw4cMvy38d9ouJSZtT1bNnz0a1ytYsW/bzKjwFBQXmzpuHr68vRmaF6D5oEsZFq1OhhjvWNTyoWLMFtrVaktPCFl+/qyxespRXr9J2R/GszqZiRfyuBhIe/oGxUxdhZWVFvbpOtPdsR6XyBbh3+QCTRveJLy9JEpeuBX5JctPXhg0bKFuyMFFRcdtV7Ny5EzMDTa5cPI2lpSXz5s5NUXuSJOHh4cH9+/eZOGs5NwNS/4tx9uzZmDt5CC1btiAoKG03Wc0soaGhBAQEYJTHAL2cOpkdjpByBYHvTuSWZfkxEPHl2q+skCQpRpKkYEmSpkuSpJ4eQSbm75i9J2RZL0NfM2j0DJav3caeZDzNyZ49O7t272HSxIk4Ne2Kr/d6DA1SdrxHdQdrihSwoE/vXixavCTJsn5+fqiqKJM7V84ky6VEt/ZN6dTvP5o2bYqe3s/LwsuWLUvZsmUZO24cly9f5vPnz8iyjCzLxMbGoqyszMuXL7l39+53T5/+Bebm5hw/5Ut2k/JUr1aN4ydO0KhOFS4c2Yi5ad4E6zx49JRSpUunus/w8HCePHmCjo4OhoaGiZazt7dn6bLlDBkyhJs3rnPixAk8XOvSr3sbrt24RdWG7XGoUoUiRYqkqH9zc3Mm/DeBirWa4392J0Z5cqfqPho6VePoCV+cGzXk9JmzKTpEOat59eoVhQsX5uXLl0iSRGxsbILzFYUsTYe4Sdg/evPlWmI+AfOAQ8A7wAEYSNycpQZpGmESxIRsIV0F3LpHYev6WFtX4MSJkygrJ3+Tvb59erNlixfnDqU8QXr7Npyito2YNHkq7u7uiZabO3cua1Yu4djuFairq6Woj6R06DWK3QdPsH37DqytrdOs3X/Bp0+fiImJYe6cORzct5PDO5YkeShwn6GTCYuAefMXsH37djZuWI+qqioNGjYiNjaWGjVqJJr0PH36lEqV7FFWUuD2nftERESgrp7wL6iyLBMVFYWqqipRUVF08PTk7JmT+J/biaKiIjPmr+K4bwA7du5K1X0PGzqUq5fOsmv9nFQdggwQGxuLRanabNjohY2NTarayAr27duHk1PcJOIA390UtLJI0/b/pQnZZYpkl0+vT/vvQeolvR8B3x6quViW5fjxbUmSPgP9ZFme9W09SZKeAStlWU54EmoCJEnqDMwHSsmyfOW3Ak8mkYoL6apQAUsmjuzDy5cvUryf0LTpM2jYsDGWpWtx5Pi5FNXV1tZi3aKJtGrViqVLEn965OjoSFSMhEvrPmk2KRtg0YyRtG5a75+cN/S7VFVVef/+PRMmTmDJrJG/TBRGD+rKqZPH0dDQYPqUCRTJZ4hhTg327/Ji7crF5MmTB2VlZSwszLl69Wp8vefPn1O9ejXq1rDl1vnd2JQvzb59+xLtR5Kk+C0WVFRUWLlqFSEvX3H3/mMAmjepx6nTp7h37158nc1eXpw+fRpZltm3dy99evfC19c3wc+1ESNH8ujpC1p2Gox/YOqG2BQUFKhcsSyBgYG/LpyF1axZkzx5DOnavlmS22xERn76bn6if+BdlPVLcOL0RV69DmPEf3PZvd8nyXMfhVQLlWW57Dd/fpz49wbIkUA9bRJ+opSULV/+Tv0j4hQSyZGQ7gb2akf5UkUYMTzR1ZuJmjV7NgsWLKROk84sWpGyp5iVbMty5cRWBg0elOiEWSsrK44dO86bd5/oM3RKmn0TjYmJ4eIVfwoWTM7QuvCjAwcOYFOuJBZmxr8sq6Wlif+5nUQE+XHh6EYmjOzN7EmDWbd4Ioe2LSYiyI/wJ+dp616PUqVKYW9XkUr2tpQrV5Y8uXSYOWEQAC71q7FxQ8qOtOnTuzeOjTuyasMO7t5/jGOViuzcuROADx8+0MTNDTs7O3r36kmr1q14GXSfenWdKFGi+E/zyVRUVNixcxcRnxUpWcmFoWOTv+ryW1lx+Gn//v00atgAO1sbbCta4+rSmLNnv98Ms4Nne4YMHsyzZ89QVFRkwoSJeB/zTXKD2Jadh6BjZsPqjTvp2Hs01o4eqKmpUbVBW/IUqsLBYxep796NnoMSP/dRSDeB/DC3SJIkY0CTH+YiJYP8w9/pLut9FQl/pVkTBrJ27Vp8fHx+uvbixYskl2K3atWK8+fPM3jsLPYeTNkhm0UK5aN1s/pJPj3S1tbGa/NmDvicw6BAZVZt2PHb5zmd8b3Cw6chzF+w8Lfa+VddOH+eCmWSP8laSUkJdXW1BJ8yqauroaamyrB+nQg8v4fxgzsxblBH1i38jx1rZ8cnE54tXdl/4ED8Crlf2b5tG2/evKFYsRLs9D5P5bqt2bnPJ35zykuXLqGpqcGTG0dYtHgx+S1MWbNoIsGBPpjlzUXHjh0IDQ39rk0LCwu2btvO3bt3WbFhJ8dPX0j2e/CVfs4c+N+8keJ66eHz5880cXXF2bkRhS0NmDC0C5OGd6W6bTHq1avL27dxq0QfPXrEkqXLmDBxInnz5mXY0KG4ublhbGJKu+4jeB7y8rt2b999yPipi3j4OAgDAwMOn76JpKLNvn37effuHXfv3uXy5cv4nj+Pj48PS1ZvzYzb/9ftB2pKkvTtJmRuwEcgpaclu3z5O3m7C6cBkRwJGUJfT5eF04dTtWrVn54gGRsbU6xYMZq6uSW60qZEiRKsWbMWt3b98DmZ+JYACSlfuhgnTya9xDlv3rzcunWbiZOmMHnuGoyLVadz3zFcvhaQor6+UldXBVlGTS3t5jH9S3LmzMmtu4/SvF2rfGZUsi0b/yd79mzx17S0NOnarhnt27Xj48ekz0UbP24srdu0Jod6DHL0B3bu3E3JEsVp17YthQoVAqBcuXLkzp2bJau3EBn5iUtXb/DpUxSKiorMnTyE4KcPyZMnDx7uzX4acjYxMWH6tOkMHDUzxfdYvIgVwcHBKa6XHjZt2sStwBs8vXmU8cN7Yl+xDHY2ZWjhFreR59fhxVOnTgGwbc0sDm5dzIljh5g6ZQpr163n+asP5ClUhTUb/z+Xa8PWfQwbP5vPMXEbg65es5aFixZjZ2eHJEmYmZlRuHBhACIjIylTMmWT5IU0sZC4ydXbJEmqLklSB2AUMP3b5f2SJN2VJGnZNx+PkiRpmiRJzl/qjQFmANtkWb6WUcGL5EjIMA2dqnHjzE5WrlzB/i9zO75Ocr1+ehufP76hSJHCPH78OMH6Tk5OrF69hlZdhqXoyY6TYyUePXrIunXrkhw2U1RUpE2bNty8GcD+/Qf4GK1C6coueHgOSPEckLKlinL33n1u3ryZonr/srFjxqChoYGfnx9uTZty6WrqEtPfMXJgZ6I+vkNDQ4NqVatw5MgR/P39CQgIIDAwkMePHzNr5kyGDR/BwS2LGDmwC3s3zefBlYMM79MG/+t+5M2bF19fX9TU1Dh+/ARzlmxATy8nCgqKvAmLe1JiaW7C6QNruHl2JzeuX2H37t0/xVK/QQOu3bzF02fPU3QPujraXL9+PU3ej98VGBDAtRuBNO84iIBb/5+LFRzyEl1dHfT19YmNjaV58+YA1K9dBceqtqxdOIFRo0dz8uRJDh7y5tSpU7TsPJhaLh15+PgZEDeB/fKVqxQrVizJGPbt3YtN2bQ5qkVIPlmW3wDVAEVgN3EbQM4ARv5QVOlLma8CidsHaQWwD3AHpnz5O8OI5EjIUEUK5WPR9BEMHDgAiJvkWqZ0KZ48e87W1TPp1NqVkSOGJ1rf2dmZfPny47XjQLL71NTUYPmcMXTp0pnGzs6JJl/fqlixIitXrebWrVvo5DKlXLWmyd6l99RZP2o27gjAzRtZY3gjK4uIiMDDvRnz5s2lfi0Hpk2dwuXLlzEzyZPhsWhoqHNk51JCbp+gVBEzunXpRONGDWjUoB7W1hUwNTVl2dKFnNy3+ruNCU2M81CvdhUO71jKxJG9sLe3Z87s2eTNm5fnz0MICgrGtqINoyct+K6//JamNHKqypnTp38MBQ0NDbp07oRj4w6cPX8l2fdQxb48Dx4+zJBdw39l7LhxBAcHk69AccpXbxY/eTqXXk5evXrNixcvUFBQYNmyZUiShO/FuAcDJsZ5qFerCj5HjwJxX48vX77EIK8lVeq3ZeLMpVy5cjlZMfj4HKV+7Srpc4NCkmRZ9pdluaosy+qyLBvKsjz8x3PVZFk2k2W59Tcfb/wywVtblmUVWZbzybI8QpblTxkZu0iOhAxnXa44Dx4+JCwsDICr165TtFDcOWKd2rixe88eLl9O/Bvf+P8mMHD0DE6eSf7wc7XK1jy4cgB15egvP+CWJquelZUVc+fNo3+//sxdujHJsp8+RbFttzd1m3Wjag0nzp07RxM3t2TH+K9atnQpfhfPc2DLAkJevsamoi1nz5yhXKnvh0KePA3mzr1H+F68Rv/hU1m2Jn3mkUiSRC79nEwd258A350E+O4k8PwuQu+e5PH1w1w7tQ07mzKJ1u/Yugk+u5YzduwYfHx8UFFRQVlZmUGDh3DK98pP5U2N83DrVsLzUydOmkwTNw/s67TEw3MgPid9iY1NesNSdXU1WrjVY87sWUmWywiSJGFgYMCcuXOxsbZm9KT5QNwQZiErS44fOwZAs2bNMDHJi7Ly/7feG9CjDUuXLaNFi+Y8f/4cPT09li9fTteuPejcqRNLly3/Zf8fP37k9p27lCouFkYIKSOSIyHD6eTQRl9Pl8uXLzN2zBjMTY3jD5U0NcnD5FG9sbe3T3T+kY2NDVMmT6WSU0s2bNmb7H51dXKwbvEkTh9YS7fu3enTuzfR0dHJqtuqdWu27zmc4HYEsbGxLFrhhWXp2nQdMIF58+YzaPBgKlSokOr9av4l169fo04NO0pVciH0TTjOzs5oa2fn3sO4idHR0dH0GjyR/GWdqOPWjabtB/I8LIr2PUZw607Kju34HUpKShjnTXyTyK/qu3fDrnYLwt6+48WLF/Gv58yZM8GNGWtXt+OQ92EiIyMT7HPU6NEEBASgn8cC1zb9KG7nzBnfpJ+adGrdhE1eXllqCfviJUvZtMOb9j1GcO3GLXp0cGfWrJnIssyVK1fQ0daiXOn/D5FZlyvBvUv7iY54QxWHykRGRqKgoEC//v2ZPmMmuXMnb7NMSZL4nMyvc0H4SiRHQqbImyc3VatWZdPGtXitmPLd8uO2zZ1p7urEqlWrEq3ftl07Jk2axLY9R1Pcd8UKpbhxZjsHD+ylfPly7Nu3L37VTGLMzc2pXMmeYePmfJdQhbwIpVqDdoyfsYwJEybx9OkzPDw8UhzTv6xhI2dmzF9NU7cmXL9xEyMjI4YMHcaVm3dQNyyDsn4Jzlz0x9/fnzt37/Hg4SNcXZugqalBZOSnXz5JyWj/DY/b2+rz58+U/mbn7nv37nHD/9ZPCXnoqzCioqJ49y7x8wTz58/PzFmzePYsiDZtO1DLtRPn/RKfm1q0cH5UVZSzzNwjADMzM06cOMmrd59xad2HOo72vA17zZ49e9DV1eXJs+Cflu0b5zVk/dLJlCiSj1y5cnH6y8Tt5FJXV6dwoYLcuZf2k/uFv5tIjoRMcXj7El4/OMPVk1spWaxQ/OtBwS/wvXgNYyMDnvxiblCbNm045HM6foJmSliam3DpmBd1q1vTrWsnjI2NmT17Nu/fJz7Re/GSpWzccYgC5eqx79AJVm3YQSHr+ujo5SEgIJAWLVv+0Uc2ZJY6derw7t071q3fEP+ahoYG16/f5PXr13z8+BHf8xewsPj/LskODg6ULVOGkpUas3rjzswIO1FlShYhOvQaPTo2x97eLj7xtrOzo2jRIrTs/P3GwAWtzPFwrUe3rl1+2baqqip9+/Vj+rTp1HLtlOj5g5IkkVM3R7KfjGaUfPnysX7DRqJjwaRYDR49ecbJkycxNDTk1as3DB//8/l0kiSxfskkJo7oSctWLVL8NCx//vz4+mWdJFH4M4jkSMgUKioq6OTQ/imZWLxqM9Y1mjFv2QYWL1mS5DdCfX19mrq5MXHmz4e8JoeqqgpjhnTn/uUDrJo/jvVrlqOlpUXbNm0IDw//qbypqSl3796jb78BOLl1ZvqCDUyaOJmt27ahqamZqhiEOFpaWj9tXqioqIi6ujpqaj/vX/T1iJHs2bWoW9MhAyNNHkVFRWZNHEyD2g7079cXgNy5c3PmzFkuXb+FUeGq8YmNkpISS2eP5splP0qWKIGrizOqqqrcv38/0fbbe3oyetQYKtZq/t3u8S9DX1O5bms0jcpy+epNdHV10/dGU0FdXZ379x9w4sRJNm3yYsqUKfTq2QMAnRxaCdZRUFDA1DgP9+8/TPBrMynt23syZc7KLDXEKGR9IjkSspQC+cxwrFEdO7tKOFSu9Ms5O5OnTGWv96kUHy/yo0Z1q3P20Dr8z+3i3u0b1KpZM8HhGmVlZbp07UpkZCRXrl7Ds0MHMa8oE0yeNJFcupqE3DqepU9snzyqDzt37oxfOSbLMiNHjqaGYy1KVXbBs8dIzvheRk1NlZtndxAW9oonT54SFRX1y6He7j16sHTpMho278GiFV6cPOOHSbEamJpbERLygsjISMzMzDLgLlOndOnS1KhRAxsba7Zv3w5AU+faiZbfsG0/c+bMIXv27Cnqp4ajI5KCIt4+Z34rXuHfovTrIoKQcfT1dAkJCeHgIe9kldfW1mbxosU0aOJKc9d6GBro0bxJXSzNTVLctyRJFCpgyYEti9DPb8/8efPo1r17gmW/nrElZKyVK1bg7+/P+g0bKZTflKioz6ipZd3/C21tLUoVL4Svry/58uXDx8cHd3d3mrnUpXZ1e5au2cKGbXuJiYklMjJupfKcuQs4fswHIyMjypcrS/Dz55w9e468efP+1L6bmxvqamr07tObBw8esn7dOpo2a5bRt5lqSkpKzJkzl0qV7Hl41TvJCe+PngRTPomjRJJinDcvHyMzdCW48IcTT46ELCW7lmaSE1MTUrtOHQ4ePETBEtacuhBAMVtnylZ1Y/XGnfGP0mVZZu/B46zfvIfHTxJeBfeVuroaO9bOZsaM6Sk+LFdIPzdv3qT/gH7kUPvMy5cvOXL8LCUqNeZZUEhmh5akooUs8fWN29Xd3t4efX09WjSpy+6N8wh7eI7Jo/rS3dOdAvnj5lS9fRvGtOkzKFiwAErKyjx9+owzZxJ/6lG/QQNu377D+/fv/6jE6KtSpUoRGytz4kzcYbGJyW9hTM9evVLVh6KiAtrf7IYuCL8ikiMhywh+/pLKdVvTrl37FNe1tbWlV69eeB8+wrNnz2jV2pMBo2aiZlCafKVro5izGO17jWbVZm9Mi9egY69RvH4Tlmh71R1sUFZSjD/WQMh8m728qF/LgSF9O9ChtSvdunblTVg4B4/+vIFiVuJctzorVixns5cX2trarFi+gjpNOmFZqjbjpy3mY+QnurZ3J/D8bvJZmuHj40OnNm50bOWCjbUNp06dwtnZOck+FBUV0dDQyKA7SlsKCgosXrSQFZsO0K7Hj5sn/9+RE3EJ5tcjR1JCRUUFr+0HxLwjIdlEciRkGQePniIy8hNt27X7rXZ0dHTo3qMHT5485cqVK/Tq05+goCAeP37CwUPe3Lx5k8fP35G/rBOTZi7lZejrBNtp0cSJeXPn/FYsQto5ceJY/E7HrZrW58jhgzSo7YCHa91MjixpFSuUYveGuXTs1JEzZ87gVLcunz59YuToseQ0smK39zkKWdenZCUX7t57SPHixVm6ZisHjpxCQUEBW1tblJT+7hkQLVq2Ytr0GTx8nPhT3T0b5mFmmpdixYry+nXCX7OJGf/fRA4dv8D6zcnfF034t0lJZdJlSxWVL/p4ZWA4wr8sMvITpR2aMHrMeFybNEnXvmRZZsuWLcydM5sTJ0/RvYMHA3q0Ja+RQXyZR4+DsKvTiidPU75VgJC2IiIi0NbW5unNI+TOpZfZ4aTKsjVbad9jBFpaccM7sbEyuXLp49LYBXNzc8wtLDhy+DBjx43j9OnTLF2ymO7de1DR1jaTI88Yjx8/pnjxYgT5H0VDQz3BMhcuXad8tabcv38fc3PzFLXv5+dH9erVWLPgP+o16+ony3LZtIg7qytTJLt8er11mrerXtL7r34P/+5fR4Q/ipqaKiP6d6Rtu3YoKCrSuHHjdOtLkiRcXV1xdXXF19eXkSOGY1KsOjblS9OwjgN58+QmOOQl0amcACqkrXfv3iHLMs07DUGWZRrUdqCbp/sftVKwXYvGNGtch8+fo+Pj3rXfh7sPHjNk6GA823syZepUAKpVq0a1atUyM9wMZ2JigoqKCuHvPySYHEVFRTFq4nxKlCie4sQIoEyZMkyfNp22PQamRbjCX04kR0KW0qRRLaI+f6ZFixaULFkSS0vLdO+zQoUKHDh4iKdPn+Lt7c2hg/vxu/kYWZbp07t3uvcv/JqBgQFXr17l2bNnvHnzht69e7H30AmG9e1AQSuLLL2c/1s//tBv7lYPANcGNSlu1wgHhyrUcXLKjNCyhJy6uty59yjBp4MXL99kn/cJNnulfjSjTdu2tGzV6q8fphR+nxhWE7Kkpu36Y1+1Dl27ds3sUIQs6PXr1wwfNoz9+/fx8NFjlswaTbsW6fekMSN4+5zBvcMgShQvRq3aTtSrV48CBQpkdlgZytXFGVcnO5o0qvXTNVmWcXLrSnadXGzc9Hs/lyRJ+quHhL4lhtVSR0zIFrKksLfhYi8hIVG6urrMmz+f+w8e4uPjQ/eBE2jg3p2hY2dx70HSx85kVTWqVGS/13zc6jtw9oQ31apVJSwsLLPDylB6evr437qX4DVJkujVyYNNXpuTbOPWrVvo6ORg8KCBYnWakGoiORKynI8fI/E56UvLli3jXwsODmbTpk08fPgwxe1duHCBzZs3s2nTJoKDg9MwUiErqFy5Mvfv38euSi2ev/lMYesG1HfvzuFjZzMsBr8rN9PkB3HZUkXxbOXK1tUzqFG5AnPn/FurJe3sKzF78TpWbdiR4Pu5cv2vz9EbO2Y0VezKsWrVSiqUL8/t2wmfPycISRHJkZDlfD2Z++s3x+fPn1OligOzpk+iYMGC9OjenbVr1iR5SCzAmTNnMDQ0oHz58jRp0oQZUydQr65TljuMU/h9BgYG9O/fn2XLl+Pn54eNXTWcW/Zi9KT56f70IPTVG8pWacKGLWm3TDwi4iP3Hz5FWVk5zdr8E7i5uTF50hQGj52DRp6yuLcfwMwFq5FlmRnzV7Nh66/f4+rVq7N9z2E01NW4cPEiBQoU4OnTpxkQvfA3EcmRkOVky6ZJfkszrl69SlhYGNWrV6Ni2SKcPrCGfV7z0dGIYdTI4RgaGrJu7dpE27l96xbRnz+TLVvcobDVKlXgzZtXnD2bcU8UhIxXtGhRBg8ZwuHDR5gwYylXbwSma3+fPsVtStixzxi27jqUJm1u2LqPE2cuUKJkyTRp70+hpKREe09PHj9+gp+fH2UrVmX24o0cOnqaafNWMWzYMLZu3ZpkG63btOXt27f06TeQWjUdsbLK/9MB14LwK2LKvpAlZdPUYNasmairqaGhqsjUsf2QJImqlaypWsma0YO7sffgcZxbtiMoKIj+Awb81EbLVq2wzJePy5cvM3ToEGpWtSU4JBS/ixext7fPhLsSMlL58uWZPm0aHh0G47NrGbn0cwJxTyRDXoRikFs/TfqJjY0lr1Ee5s2bTyNnZ1wa1GTD0skoKKT+d89mjetw3f8OLi6NcWvixuIlS/6pH/BKSkoULlyYwoULc/PGdWq5dKRjB0/Gjh2brPrZs2enS5cudOnSJZ0jFf5W4smRkCVNH9ePM6dOsmz5Ci5cuk7Fmi1+KuNUszLH96xkzNgxCbahoKCAhYUFAwcOZPbEwVSyLYu7Sx1mzpopJmr+Izp17kzZ8tZYO3owZ/E6zl24ytgpCzEs6ECZKm7MmL8q0c+F/d4nqe/ePX4H9cDb93Ft3Yftew4TGxsbXy7k5Ss+R0dTv0ED3rx5w52HwVSu2zr+iVJqaGioM3PCIO5c3IffxXPMnzcv1W396RYvWcqbN29YsHBRZoci/EPEUn4hy3r4+BmjJi7gY+QnbMoVp1fnnxOkV6/DyF/Widev3yTYhktjZwpbGjBmSDcgbj5TcbvG6ObMRffu3XFxdf2t3/CFrC86Oprly5Zx6NAB9u47gJZWNg4ePMSyZctYs3o10THRdG7rRku3+mhoqMXXq9esO7fu3KdqJWsObVuMt88Zarl0BEBZWRnnutV5G/6eA4dPMqB/PyZNngJAZGQk9evVRU9bjUUzRqKlpflb8d+68wCbms25d+8+Ojp/xn5OWZ1Yyv/7/val/CI5Ev5oUVFRWJauQ4ECBRgxYhT2lSpx+PBhtm3dwsWLF7n/4D7XT20nj2Gu+Drh4R+Ys3gdMxasQVc3J/3796e9p2cm3oWQUT59+oQsy6ipqWFgkJsalSuwfsteihYtypvXr1BRUYkvW7RoUdasXYe9vR3v372lrUdDgp6/4MhJP7Zu286+ffvikiRnZ4yNjb/rJzQ0lGZN3bh1K5CpY/oCULOqLdraWqmKu3ojT9p37E7Tpk1Tf/NCPJEc/b6/PTkSc46EP5qKigpnD65l76ET1HB0pF3btuzdu5uq9hUYO6gDZUoWQV9P97s6WlqaDOnbgT5dW7Fj7xE69O6Dj48Py1esEHsr/cU2bdxI02bNyJPHkO3bd1CmdGlqVrXFzro0O/cf49q1azRp4srQocMoXrx4fL1z53zZunUru3buICYmmnHjxsfPh0mMnp4e3oePMGXyJDbvPcXjx09wa9sXlwaOFMhnRjdP9xTNebKyNOWOWJIuCBlGPDkS/hobt+6jWfv+bFw2FTfn2smu9zzkJc4texMU8op+/fpTp04dLCws0jFSITPs37+fOnXqALB61SrOnDmNkZ4qw/p1AuDeg8fMX7aRVRt3c+bMWaysrNKsb1mWuX37Ntu3b+fKlcuEBD1iz4a5aGpqJKv+eb9rWNdw5/bt2+TLly/N4vpXiSdHv+9vf3IkJlsIf42mjetw7/IBXBo4pqieQW59Tu5bxcj+Hdi7czOWlpaYmBgzccIEPn36lE7RChmtZs2aTJk8mU2bNtG8RQt69e7D2CmLWL95Dw8ePUWWZVzqO/Lq1WsePXqUpn1LkkSBAgUYNGgQq1atBkU16rt3Z+uuQ8laHPDoSTCamhr/3L5HgpBZxJMjQfjBu3fvOXDkFNPnryYySmb7jh2pOgVcyPqOHz9Ou7ZtiI6ORlFREUVFRXr27EXXbt3Std/w8HCmT5/O7NmzKFm0AId3LEWSpATLfv78mdwFHBg//j86d+6crnH9K8STo9/3tz85EsmRICQiOjqafsOnsuvgSU6cOEnevHkzOyThLxMREUGuXLlYPGME7q51EywTFPyCUg5NCAl5kcHR/b1EcvT7/vbkSEzIFoREKCkpMeO/gYBM61Yt8T58JNHf7gUhNTQ0NFixYgUeHh5oamrQoE7Vn8p8faolCELGEXOOBCEJkiQxdWx/3r4JZWACu3ALwrfu3LnDgP79CQgISHYdFxcXFi5YQOuuw6jfrBt37/9/vtODR08pWdkFxxo10iNcQRASIZIjQfgFJSUlvFZMZdOmDWz2EsPMQuLWrV3L6tUr6NY1+cdWSJJE23btuHPnLsbmBSlh3xhH5444t+iFRcma1HWqx/IVK9MvaEEQfiKSI0FIBnPTvGxaNgWP5s2ZPWsW0dHRmR2SkAUZGBgQ8uIVSkopn7Ggp6fHvPnzOXv2HH0HDiOPST5MTU0ZM3as2MVdEDKYmJAtCClw8owfHh0HoaOTk527dmFmZpbZIQlZTFhYGJqammLZfRYmJmT/vr99Qrb4dUQQUsC+YhnuX96PQ8USNGrYILPDEbKgHDlyiMRIEP5wIjkShBRSUlLiv+E9CQi8xd27dzM7HOEPdPPmTa5cuZLZYQiCkAiRHAlCKmhqajC0bweqVHEQCZKQYi6NnSlVqhQL5s8nLCwss8MRBOEHIjkShFQa1q8j7s41qVatKk+ePMnscIQ/iINDFWpVs2Pe3FlYWlrw4MGDzA5JEIRviORIEFJJkiQmjuqDW4MaWFhY4O7ejGvXriXrrCzh3zZw0CDO+V3Hw6UOHi516N2rZ2aHJAjCN0RyJAi/QZIkJo/py60Le1AhkgoVKlDJ3p7Xr19ndmhCFmZmZsbWrdvYtv8EcxavI2fOnJkdkiAI3xDJkSCkAQszY1bOH09woA+G+lqMGD4ss0MSsriqVaty4YIf9+7dY8nSZZkdjiAI3xDJkSCkoRza2Rk5oDMbN20iNjY2s8MR/gAWFhZik0dByGLEV6QgpLHCBS0xNzFi/fr1mR2KIAiCkAoiORKENCZJEj06uDNn9iwxOVsQBOEPJJIjQUgHHk3qcv/+/RSdzi4IgiBkDSI5EoR0oKCgQJNGtVgwf15mhyIIgiCkkEiOBCGd9OnSgg0bN/Lq1avMDkUQBEFIgSydHNV26ciqDTsAWLl+O3a1msdfk3SKcPf+o0yK7P9u3XlAqUqN0TIux+xFazM7HBzqtmbp6i2ZHYYAWJqb0NzViXZt2xAVFZXZ4QiCIAjJlO7J0amzflR09EDbpAK65jbY1vTgwqXryaq7f8siWjVrmOI+Heq2Rs2gFNnylkXP0hbnFj0Jfv4yxe0kx+TZy3GwK0f4kwv06Nj81xV+oVPv0WTLWzb+j2rukmgZl0uDSIXMMG5od16GPENDQ4P27doxf948Hjx4wMePHzM7NEEQBCER6ZocvXv3nrpNu9K9gzuvH5zhmb8PIwd2QVVFJT27BWDu5KG8f3qRu5f28/5DBP2GT0mXfh49CaJIwXypqhsdHf3TawtnjOT904vxf5o1roNrg5q/G6aQSbJl0+TkvlWcObgWizxaLF+2kIo21hgb52Xf3r2ZHZ4gCIKQgHRNjm7fewhAMxcnFBUVUVdXw7GqLcWLFgDihspsa3rQfcB4tE0qULB8XY4cPxdfPy2GiHJoZ6dhnapcuREIwMPHz5B0inyXmHzbz9fhu37Dp6BjZoN5CUf2e59MsO2q9dvgc/I83QaMJ1vesty++5C3b8Np2Wkw+vnsMC1WnXFTF8ZvBvj1fnsPmYiuuQ2jJiY9WffDhwi27vamVbMGiZbx9jlDwfJ10TapQLf+475bOn7vwWOq1m9DTouK6Fna4uE5gLC37wCYMns5jVt+f55T9wHj6TV4QnysFiVromVcDvMSjqzz2pNkrELiFBQUKF+mOEP6duDi0U0EBRylcxtXJkz4L7NDEwRBEBKQrsmRlaUZiooKtOo8mP3eJ3kT9vanMr5+17Ewy0vovVOMHtQV5xY9ef0mLM1iePU6jG17DpPP3CTZdXz9rlMgnxmh904xoEdb2vUYnuB+NUd3rcDepkz8UyqrfGZ0H/gfb9+Fc//yQY7vXcXqjbtYsW77d21bmBnz4s5JhvbtmGQcW3d7o59Tl0oVyyZ4PfTVGxq36sW4od0JvXcKS3NjTvtejr8uyzKDe3sSFHCMAN/dPHn2PD4ha96kHgeOnI5PlqKjo9m0/QAt3Orz4UMEPQZNYP/mhYQ/ucCZg+soWaxgst8/IWmSJNG7S0sCAgKwsa7A1atXMzskQRAE4Rvpmhxlz56NU/vXIEkSnr1Gop/PnvrNuhLyIjS+TC59XXp1bomysjJuzrUpkN+MvQdP/HbfPQZNQNukAnqWtoS+esOcSUOSXdfU2BDPVq4oKirSqlkDgp+//C7mxMTExLBp+34mjOiFlpYmZiZG9O3amjWbdseXyWOgT/cOHigpKaGurpZke6s27KRl0/pIkpTg9X3eJyhcwBKXBjVRVlamV+eWGOTWi7+ez8KUGlUqoqqqgr6eLn26tuL46YsAGBroU8mmDJt3HATgwOFT6OXMQZmSRQBQkBS4EXCHjx8jMTTQp0ih1A0dCgnT1cnB7Yt7qO9YkYYNG3D82LHMDkkQBEH4It0nZBcqYMnK+f/x9OZRbpzZQdDzl/QaPDH+upFhru9++Jsa5yHo+Yvf7nf2xMG8fezLtVPbeRP2jqdBIcmua5Dr/wmGhoY6AO8/RPyyXuirN0RFfcbUOE/8a6bGhjwL/n/fxkYGyYrhydNgjp++SMum9RMtExT84rv2JEn67uMXL1/RtG0/jApXIbtJeZp3HEjoq7D4662aNWDtl+GytV57aNEkri9NTQ02LZ/KwhVeGBZ0wKlJZwJv309W3ELy6erkYFDv9vTwdMOprhML5s8nJiYms8MSBEH452XoUv6CVha0btaAGwF34197FvziuyGrx0+DyWOQK836LFbEimH9OtL1y3wczS/JTkREZHyZ58l4KpQcejl1UFZW4tGToPjXHj8Nxsgwd/zHiT0F+tHqjbuoWL4kFmbGiZYxNNDnybPn8R/Lsvzdx4PHzESS4Nqp7bx7fJ61iyYh8//3uqFTNa7dvM0N/zvsOXQMD1en+Gs1q9nhvX0pwYHHKGhljmfPkcmKW0iZuCG2Vngtn8bkyRNo0sSV4ODgzA5LEAThn5auyVHg7ftMm7uSp19+YD95GsyGrfuwLlc8vsyLl6+ZvWgtnz9/ZvOOgwTcvk8dx0ppGkerZg14EfqaXft90NfTxShPbtZ67SYmJobla7dx78GTNOlHUVGRJg1rMXTcbMLDP/DocRDT56+meZO6KW5r9aZdtHZvmGQZJ8fK3Ay8y7bd3kRHRzN70Vqeh/w/0Qt//4Fs2TTIoa3Fs6AQpsxe/l19NTVVXBrUwN1zAOVLF8PkyxOvkBeh7Np3lA8fIlBVVSGbpgaKioopvgch+eo4VuL0/jXw+T2FChXC29s7s0MSBEH4Z6VrcqSVTRNfv2tUqNEMTaOyWDu6U7RQfqaNHRBfpkKZYty59wg9SzuGjpvFlpUzyKmbI03jUFFRoUcHD8ZOWQjAkpmjmTJnBTktbLkZeJeK5UumWV9zJg9BU0Mdi1I1savdAneXOrRt7pyiNs6ev8LToJBfLuHXy6nD5hXTGTR6BjktbLlz7xG2FUrFXx85oAuXrgagbVoBJ7fOONer8VMbrZo24Lr/bVq4/X/4LjZWZtq8VeQpVAVd84ocP32R+VOHpegehJTLY5iLratnMnVMHxwdHdmwfn1mhyQIgvBPkpI6NbxsqaLyRR+vdOt85frtLF29lVMHMn9n6X/V4ydBFKxQj+eBx8mePVtmhyN8cfrcJRwbd2DVqtW4uLhkdjiC8FeRJMlPluWElwH/ZcoUyS6fXm+d5u2ql/T+q99DpcwOQMg8sbGxTJ+/iqbOtUVilMXYWpdmz8Z5NPBow9uwMOrVr0+uXGk3F08QBEFIXJY+W01IPx8+RJDdpDzex84yelDXzA5HSEAV+wpsXTWDWTOnkjt3bjzbt2PDhg08eZI2c+QEQRCEhGXqsJogCMnjH3iXqXNX8TQoBG+f02hrZ0dRUZFGDRuhpZUNK6sCNHN3J0eOHJkdqiBkeWJY7feJYTVBEDJd4YL5WD53LADh4R+IiY3h+s07XLxyg8+fo1myeD49e/WierWqNHZxxdzcnKpVq2Zy1IIgCH+mTB1WGzVxHs07DEz3fr6el5Yav4rRrHgNDh87m+C1jx8jqde0C9omFXBt3TtV/QvCj7S0NMmhnR37imXo3aUVA3q249IxLy4f34Jd2YIc3r+dhg0bkCePIaNHjSIwMJA3b95kdtiCIAh/jHR9cpQt7/+fuEVERKKqqoKiYlw+tmj6qPTsOkvYsvMQIS9f8er+aZSUxEM6IX0VKZQv/piXqKgo9hw8zuJVW1m1agXPgp4zccJ/9O7TN5OjFARByPrS9Sf2+6cX4/9tVrwGS2ePobqDTfxrvzqV/lvR0dF/XILx6GkQVpZmqYo7Le43JiZGbN74j1JRUcG5Xo34va3O+12jeiNPAgNvMW/+/F9+bn38+BE1NbVk7+guCILwN8n01WpRnz/TstNgtIzLUcSmPhcv34i/Zla8BpNmLqW4bSM0jcoSHR3NuQtXqejoQQ5Ta0rYNeLYqfPx5Veu345FyZpoGZfDvIQj676cG/ZVv+FT0DGzwbyEI/u9T8a/HhT8gvrNuqJrbkO+0rVYsmpzovGu2bgL02LVyWlRkfFTFyVabuSEuYyZvIBN2w+QLW9Zlq3ZSmxsLOOmLsS0WHVy5benZafBvH0bDsDDx8+QdIqwbM1WTIpWo2r9tj+1eezUefIWqcp/0xajZ2mLWfEa391j6y5D6NxnDHVcO6FpVBafk+cJCn5B45Y90c9nh3kJR2Yv+v+eUuf9rlG2ShOym5Qnt1Ul+gydFH8tqffZoW5rho+fjW1ND7SMy+Ho7Enoq/8P25w66xdf17hINVau3w7Ap09R9Bs+BZOi1chtVYlOvUfz8eP/j3ER0k/5MsXxP7uTC76nKVSoIKtXryahxRhHjhyhe7duaGhoYG5uhq+vbyZEKwiCkLkyPTnatd+Hps61CXt4jvq1qtBtwPjvrm/Yuo+9m+YT9vAcIS9e4eTWmWH9OvL6wRmmju1P45a9eBn6mg8fIugxaAL7Ny8k/MkFzhxcR8liBePb8fW7ToF8ZoTeO8WAHm1p12N4/A+HZu37kzdPboICjrFl1QyGjJ3FkePnforVP/AunfuNYc3CiQQFHOPVm7BED7QdPbgbQ/p0wK1RLd4/vUi7Fo1ZuX4HK9fvwGf3Cu5fPsD7DxE/3e/x0xcJ8N3Nwa2LE2z3eUgooa/f8Mzfh1UL/qND71HcuvMg/vr6LXsZ2rcD4U/OU7F8Seo160qJogV45n+UIzuXMXPBGg4eOQVAz8ET6dmxOe8en+fepf00aVgLgGdBIYm+z//vZx8r5o3nxe2TREV9ZuqcFUDcppK1m3Siewd3Xt49yZWTW+P/HwaOmsbtuw+5cnIrd/328yw4hDGTF8S3mcPUmlNn/RK8b+H35TUywPfwevp0cqdf3z4oKCjQrFlT+vXtS+vWrVBXV6dZUzciw1/gvX0p7Zs3oE6d2vj5if8TQRD+LZmeHNlZl6aOYyUUFRVp4VaPqzdufXe9R8fmGOc1RF1djbVeu6lToxJ1HCuhoKBAjSoVKVuqCPu8TwCgIClwI+AOHz9GYmigHz//AsDU2BDPVq4oKirSqlkDgp+/JORFKE+eBnPq3CUmjeqLmpoqJYsVon2LxqzZtOunWLfsOkRdRwcq2ZZFVVWFsUO6o6CQ/GGHdZv30KdLKyzMjMmWTZMJI3qxcdt+oqOj48uMGtQFTU0N1NXVEm1n7JDuqKqqUNm2HE6OlfDacSD+WoM6VbG1Lo2CggLX/e/wMvQ1IwZ0QUVFBQszYzxburBx234AlJWUuPvgMaGv3pAtmybW5UoA/PJ9Bmjj0RCrfGaoq6vRpGFNrtwI/HKPe6le2YZmLk4oKyuTUzcHJYsVQpZllqzeyoz/BqKrkwMtLU2G9OkQHwtA2KNz2NmUSfb7KaScsrIynds1JSjgKAG+uylbxISL50+hofiJc4fW8cz/CEtmjaK6gw3D+nVi4oieVKtWlUuXLmV26IIgCBkm0yfxGOTSi/+3hoY6kZGfvptvY2xkEH/90ZMgNu88yO4Dx+Jf+xwdTRW78mhqarBp+VSmzl1Ju+4jsK1Qimnj+lPQyiLBfgDef4jg1eu36Opoo6WlGX/d1DgPF6/c/CnWoOCX38WjqamRonPggp6/xPTL4a5f+4mOjibkxav4175tPyE6ObKjqanx/zby5iEo+GWC9R89CSLo+UtymP5/j4uY2BjsreMSkGVzxjLivzkULF8Xc1MjRg7oQt1aDkm+z199/36q8f59BABPngVjaW78U9wvQ18TEfGRMg5N4l+TZZmY2Jgk71dIH0pKShS0sqCglQV9u7VOtJxnK1c+RHzE1dWF/fsPYGVllar+ZFnmzp07xMTEYG5ujppa4sm/IAhCZsv05OhXvp0QamxkSAu3eiyZNSbBsjWr2VGzmh0fP0YybPxsPHuO5OT+NUm2n8dAn9dv3hIe/iE+QXr8NBgjw5+PajA00Cfg1v34jyMiPvLqdViy7yWPgT6PngTFf/z4aTBKSkrkzpUzfnjuVxNg34S948OHiPgE6fGzYIp+84Ts2+rGRgaYmxpxx2//j80AkN/SlA3LphIbG8u23d64tO7Nq3unf/k+J8XYyJDzl67/9LpeTh3U1dW4eXYnRnlyp7hdIfP07NSC4OcvKVGiBNOnT6djx44oKPz6ofPNmzc5e/Ysm7028eTpE549C0JdTQ0kCYfKlalVuw6SJFGiRAlKliyZ/jciCIKQTJk+rJYSzZvUZfeBYxw8coqYmBgiIz9x7NR5nj57TsiLUHbtO8qHDxGoqqqQTVMjWSu1jPMaUrF8SQaPmUFk5Ceu3bjFsrXb8HCt+1NZl/qO7Dl0jFNn/YiKimLEhLnExia+w/iPmjWuw4wFq3nw6Cnv339gyNiZuDWqleJVaSMnziMqKoqTZ/zYc/A4rg1qJliufJliZNfKxqSZS/n4MZKYmBhu+N/hwpfkZe2m3bwMfY2CggI5tLMDoKiomOT7/Cserk4cPn4Wr+0HiI6O5tXrMK5cD0BBQQHPli70HjqJFy/jnpQ9CwqJn/8kZF2SJDFpdF82r5jGhP/GYW9nx927d38qFxYWxvBhwyhcuBDq6uoULVqUvTu9qFqxGHMnDuDpjSMEBRxl++oZGOfSwufgTvbv8qJUqVIUK1qEWTNn8vLlywQiEARByFh/VHJknNeQnevm8t/0Jejns8O4aDWmzF5BbGwssbEy0+atIk+hKuiaV+T46YvMnzosWe1uWDqFh4+DyFPIgUYtejJ6UFdqVKn4U7kihfIxb8ow3D0HYFjQAR3t7ORNwVOQts2daeFWj0p1WmFesiZqqqrMmTwk2fUBDHLroaOdnTyFquDRYQALp42IHzr8kaKiIrs3zOPK9UDMSzqiZ2lH+54jePvuPQAHjpyiiE0DsuUtS8/BE9i4bCpqaqpJvs+/YmKch32bFjJt3kp0LSpS0r5x/DyySaP6kM/cBOsa7mQ3KU/1Ru25dfdhfN1secty8oyY/JtV1a3lwK3zuylgYUj+/PkZNXIk69ato1HDBlSyt8XKKj8XfU8wsHsLXtw+wYdnF9m+ZiYDe7WnaiVrtLQ0UVBQwKZ8SaaM7cuqBePZuGwKkc8v07eLO+vXrsTAwIDKlezo3q0bmzdvJjIybjXjkSNHWL9+PaGhoZn8LgiC8C8QZ6v9QY6dOk/zjoN4evNoZoci/OPO+F5m/nIvoqNjyJsnF/VrOaCurkrZUkV/a2+kwNv3efDoGVt3H8bX7xo3/G+jqakJyJQvXZyAOw/w9T2PiYlJ2t2M8M8RZ6v9PnG2miAIwg8qVihFxQql0rzdr5PEa9ewJzY2lvDwDygoKKCmpoKysjLDxs2mYMGCtG7VkilTp31JnP4N9+/fZ+TIEcyePQcdHZ3MDkcQ/mp/1LCaIAj/DgUFBbS1tdDS0kRZWRmAccN6cGLvSk6e8GHdunWZHGHG+fTpE6VKlWLt2nWYmpoy4b//EtzEUxCEtCGSoz+Ig115MaQm/PPKlipKiyZ1Oebz73wtHDlyBHNTI+Q3N1m9YDyrVy3H29s7s8MShL+WSI4EQfjjeLjWxdvbG2PjvKxcseK7jVT/Rtra2ly/eYtnQSE0dKpGIStLwsPDMzssQfhrieRIEIQ/jlGe3AQH+jBmUGeGDRtC/vz5OHz4cGaHlW5sbW1p6taEIWNnsX3PYQ4ePYmFRcKrVAVB+H0iORIE4Y+kpKREG49GPLx6kD6dPahRowae7dv/tU9Ups+YiYpmTlxb98HE2JiPERGMGjmSuXPmZHZogvDX+euSoyI29b87QV4Q4NefF627DGHYuFlp2qdZ8RocPnb2p38LaUtJSYnuHTwI8N3NncDr1Khenbdv32Z2WGkud+7cLFm6DOdGDbGyMMKhShWmTpvKiJEjCAwMzOzwBOGvkqHJ0adPUbTrPhzTYtXRMi5HqUqN2e998rsyDnVbo2ZQimx5y5Itb1kKlHP6qZ3+w6dS2Lpe/E7L37p5dhcO35wBll5+FefrN2E0at4DTaOymBarzvrNe1J0PTP8jff0VUZ9XgiZp6CVBYd3LEFPR52qVasQEBCQ2SGlC3V1dSI/RbFh6WSWzR5DRMRHjIyMMjssQfirZOg+R9HR0RgbGXB87ypM8hqy79AJmrTtw/XTOzAz+f8X99zJQ2nf0iXBNm7decDxMxcoXMCS0FdvyKWfM6PC/0lScXbtNw4VFWVCbh3nyvVAnNy6UKJoQYp8OQftV9czy992T98eYiz8/ZSUlNiycgYj/puDg0NlTp06Tf78+TM7rDQ1ddp0+vTpjUur3uTJY8joUSPR0tLK7LAE4a+SoU+ONDU1GDWoK2YmRigoKFC3lgPmJnnxu3Iz2W3s2HuEZo3rcOvOQ/Jbmv50/cfhC7PiNZg6ZwXFbRuhbVIBt7Z9iYz8lGDbE2cswbJULbSMy1HYuh7b96RugueHDxFs3e3N2CHdyZZNEzubMtSvXYU1m3Yl63pC9zRl9nKK2zZC06gs7boPJ+RFKLVdOqJlXI7qDdvxJizhYYR7Dx6ja27Dpav+AAQFv0DP0jbFQ49Z6Z4ALl31p1SlxmgZl8O1dW/c2vaNHxYzK16DSTOXxrcdHR390+fF5WsBlK7sgpZxuS+fE1GJ9vXkaTDOLXqin8+OnBYV6dZ/XPy1oOAXNG4Zd828hCOzF61N0fsqpD01NVUmje6LS71qjBs3Nsn9gKKioggJCeHGjRt069qFrl0607VLZzZ7eSXruJzMoK+vz5o1a7l16xZPnjxl4KDBmR2SIPx1MnXOUciLUG7fe0iRgt8/WRg8ZiZ6lrbY1vT46Yf40ZO+5NTNQZGC+eI3hvsVrx0HOLBlEQ+uHuTazdusXL8jwXKW5iac3Leat498GTmgC807DiL4eeIHYSYW5+17j1BUVMQqn1n8ayWKFuBm4N1kXU/I1t3eeG9fwu0Le9l94Bi1XTvx34hehN49TWxsLLMXJbwhnqW5CZNG9cGjw0AiIj7SpttQWrs3THSI6U+4p6ioKBo170Fr94a8vn+GZo3r/JTIbti6j72b5hP28NxPT46ioqJo6NGdFm71eH3/DK4NHNm6O+E9Y2JiYqjbtAumxoY8vHqIZ/4+NHWuDUBsbCz1mnWlRNECPPM/ypGdy5i5YI04TDcLkCSJIX06sHv3Lvbs+X54NzY2lrlz52JnWxETE2MMDAwoVqwY6gqRFDbPiZ6WRKdOHXFwqMytW7cy6Q5+zcrKCgWFv27aqCBkCZk23vD582c8OgykVdMG3x2cOmlUHwoXsERFRZmN2/ZRr1lXrpzYiqV53FlK127eJr/Fdbq0a5rsvnp0aE4ew1wA1KtZmSvXE5686Nrw/6fbuznXZsKMJZy/dJ0Gdar+VDapON+/j0A7e7bvymtnz0b4+wiAX15PSHdPD3Ln0gPA3qY0ufRyUqp4IQAa1a3OkePnEq3r2cqV3QeOUaF6MyRJYtf6eQmW+1Pu6dyFa0THxNCjY3MkScK5Xg3Kly72XZkeHZtjnNcw0fqfo6Pp1bklkiTh0qAm0+etTrDseb/rBD1/yZQx/eKTLDubMgBcuHSDl6GvGTGgCwAWZsZ4tnRh47b91Kxml+h9CxnDKE9uJo3szdQpk6lXr17860uXLGHSxP8YM7grhQtYoqysxMmzfvGfTwADerSlx6AJ8UeVWFvb0MTNTRzbIQj/iEz5tSM2NpYWHQejoqzM3ClDv7tWoWxxtLQ0UVVVoVWzhthWKMW+L5O237//gCzLPHoSRCXb5J93Z5BbL/7fGhrqvP+Q8A/s1Rt3UtLemRym1uQwteZGwF1CX71JsGxScWbLpsG78A/flX8X/gGtbBrJup6Q3Ln+P7dKXU3th49VE72nrzxbunAj4A7dO7ijqqryR99T0PMXGBnm+u6AU2Mjg+/K/Pjxr+qbGiecSD159hxT4zwJzlt69CSIoOcv4z9fcpha89+MxYS8+HmhgJA5mjSshX+AP5cvXwbA19eXwUMGs99rAW08GlGhbHFKlyhMz04tvvt80NTUYNmcsVz08aKwhT7z5s7EyMiIa9eupaj/jx8/4tyoIa1btSQmJiZN700QhPST4cmRLMtx80tehrJ19cxfDo1JSPFzBt6FfyD0VRjjhvZI87gePQ7Cs+dI5k4eyqv7pwl7dI6ihfIl+/yib+O0sjQlOjqaO/cexV+/euNW/PDhr66ntffvP9BryCTatWjMqEnzef0mLFn1suo9GRro8yz4xXf/N0+ePf8+9iROhk+o/uOnwQmWNTYy4PHT4AR3YDY2MsDc1IiwR+fi/4Q/ucC+zQtTektCOtHW1mLGuAGULl2aYsWKYm1tzcQRPSlaOHmTtMuULEL/Hm25dmob1Stbc8zHJ0X9Hzp0iDu3Azjve5Zz5xJ/uisIQtaS4clR5z5jCLh9n90b5qGurvbdtbC37zh45BSRkZ+Ijo5mndceTpz1o2ZVWwAuXr6BYW59ihctgLfPmTQ9ePFDRASSJKGvpwvAinXbuRGQ8HyZX8WpqamBc90ajPhvDh8+RHD63CV27jtKC7f6ybqe1noOnkiZkoVZOnsMTo6V6NRnzB99TzblSqCooMDcJeuJjo5m576jnL90PUX1lRQVmb1oLdHR0Wzb7c35SzcSLFu+TDEMc+sxaPQMPnyIIDLyE6fPXYq/ll0rG5NmLuXjx0hiYmK44X+HCymIRUh/zd3qEf7kPD09m3Dt1HY8W7mmqp1a1Wy5du1qiupYWVlxw/923OfQwAHisFhB+ENkaHL06HEQi1Z6ceV6IAYFK8fvp7POK27C5OfP0QwbPxv9/HboWdoxZ8k6dqydTYH85nz+/JlN2w/QroUzlZ1acevOgySfDqRU4YL56Nu1NTaO7uS2qsR1/9vYViiVYNmk4vxq/rRhfIz8RC6rSjRr358F04Z/t6T9V9fTys59Rzlw5BQLp48AYPq4AVy66h//nv+J96SiosK2NbNYtmYrOcysWeu1m7o1HRIdLkys/sr1O9Axt2HT9gM416ueYFlFRUV2b5jH3fuPMSlWnbxFqrJp+4Hvrl25Hoh5SUf0LO1o33MEb9+9T7N7FdJGtmyatG/pQrEiVqluQ01NNcVnuBUqVIhRI0dw2vcSp06fybIr4ARB+J6U1G8yZUsVlS/6eGVgOIKQOhWqN6VTGzfaeDTK7FCEv9Sps3606zmGW7fvpLju9u3bUVJS+m5iuJB5JEnyk2U5+RNX/2BlimSXT6+3TvN21Ut6/9XvoVgHKvyRjp++wPOQl0RHR7Nqww6u3bxNLbFCTEhH+SxMePHyJZ8+JbxPWlIaNWrEndu36dqlM7dv306H6AQh65EkqbAkSUckSYqQJClIkqQxkiQpJqOetiRJKyRJeiNJ0ltJktZJkpShOz6L5Ej4I92684AS9o3RNrVm2txVbFk5A0MD/cwOS/iL5c6lR9mSRVixYsVP17Zs3ky5smXwPnQo0fp9+/XjdchjSpUqxdatW3+af/Tw4UO8vLwSnJfk7e2NnW1FVq1c+dv3IQgZQZIkHeAwIAMNgDFAX2B0MqpvAhyA9kBroBywIx3CTJRIjoQ/UofWTQi5fYIPzy5y7fR2nGpWzuyQhL+cJEn07dqSyZMm8v799/PKjh8/jiRHUbNWLQ4fTnhnfZfGzsiyzNpFE3BxcaFjB8/4aydOnMDc3JxWrVrSpXPnn5b9d+7cEQ1VidZt2qT9jQlC+ugEqAPOsix7y7K8kLjEqI8kSdkTqyRJkg1QE2gly/JWWZa3A80BO0mSEp4cmg5EciQIgpBMtarbY29disGDBn33umPNmtx98ISV88fToEGDBIfOFi1ewl7vk+QxyEX4k/McPnyIvV927zY2NkZNTY29m+Zz4vgR8uY1YtfOnfF1GzVshLfPGTQ0Et83LDo6mujoaLEiTsgqagMHZVl+981rG4lLmJL6bbY2ECLL8omvL8iyfB548OVahhDJkSAIQgrM+K8/a9auxsPDPX7+Ud26ddHV1aVoofxMHdOXAgUKsG/v3u/q6erqsmjhQmxrNefM+SssnTWKjp06EhAQwMIF84mMjOTiZX8uH99M13ZNmDVrZnzdKVOn8ejRI+7eTXh7kVUrV6KsrIyqqirKysps2rgx3e5fEJKpIPDdcRSyLD8GIr5cS3a9LwJ+US9NiePKBUEQUkBXJwd3Lu6jXrNuWFpa4O7uwckTx3kb9hZT4zyULlEYXR1tmrg14eDBQ9ja2sbXdffwQENTk5YdO3D99DbaeTSkcOHCKCoqEnh+T/zWGWqqqhw/cZLNXl64NmkCgIlJ3BFKr169YsuWLRQrVoyKFSsCsG7dWob168jYoT2YNHMpU6dOwa1p8o9YEoR0oAOEJfD6my/XUlPPIoHX04VIjgRBEFJIX0+X0wfWsGHLPk75XqZz64bUcKhITt0cQNzZjCoqytjb2zN82DCCg4PQ09Ond58+NGzYkFMnT9CweU8ObV1E+dJFCXsb/t2eYr06t6CQlQVtunXFwtKSMmXKxF87efIknTp1wsTEmEePHgMwbvx/VKlShXFTF6GkpMSB/fsz9P0Qsq5L/uEH1Ut66/26ZIqpSZJ08ZuPF8uyvPiHMgmN8UqJvJ4W9dKM2OdIEAQhnXTpN44FyzawYNoIduzzIfDuI27cuImioiIujRtT2NKQKWP7Jlp/5oI19B8xlYUL5tOufdwE7tjYWFo098DQ0JCp06Zn1K38Vf6lfY4yiyRJL4B5siyP/uH198BoWZanJFLPC9CXZbnKD6/vBZBl2SmdQv4+jqSSIw11dTmfpVlGxCEIgvDXkWWZ8PcfyK6VDYDrNwOxtLTk7t27HD9+HCenOliYmSTZxvWbgRgYGBAcnPD5f0LKieQo/UmSdAJ4Jstys29eMwYeA/VlWd6dSL0xgKcsy4Y/vH4P2CHLcuK/TaShJJMjSZIOAOnxOE4QBEEQMkuoLMu1MjuIv5kkSYOB/oCpLMvhX17rR9x+RwY/rGL7tp4NcAawl2X51JfXygIXgBqyLCe8V0Zaxy+WfQqCIAiCkJa+bALpD9wAJhE3mXo6MFOW5WHflLsLHJdlud03rx0ArIB+QOyX+i9kWbbPqPjFUn5BEARBENKULMtvgGqAIrCbuA0gZwAjfyiq9KXMt5oCx4HlwGrAD8jQgzPFkyNBEARBEIRviCdHgiAIgiAI3xDJkSAIgiAIwjdEciQIgiAIgvANkRwJgiAIgiB8QyRHgiAIgiAI3xDJkSAIgiAIwjdEciQIgiAIgvANkRwJgiAIgiB8QyRHgiAIgiAI3/gf88Ma29JIZIUAAAAASUVORK5CYII=\n",
      "text/plain": [
       "<Figure size 720x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "colormap2 = thermal_r_t\n",
    "colormap = 'cmo.thermal_r'\n",
    "dlat = mesh.nav_lat[imax, jmax] - mesh.nav_lat[imax-1, jmax-1]\n",
    "dlon = mesh.nav_lon[imax, jmax] - mesh.nav_lon[imax-1, jmax-1]\n",
    "bounds = np.arange(0, 2.5, 0.5)\n",
    "normalize = colors.BoundaryNorm(bounds, thermal_r_t.N)\n",
    "#normalize = colors.Normalize(vmin=0, vmax=2)\n",
    "fig = plt.figure(figsize=(10, 8))\n",
    "xlim, ylim = [-125.3, -123.9], [49.3, 50.2]\n",
    "ax = plt.axes(projection=crs.Mercator(np.mean(xlim), *ylim))\n",
    "ax.set_extent(xlim + ylim)\n",
    "ax.add_feature(feature.GSHHSFeature('full', edgecolor='k', facecolor=landcolour))\n",
    "\n",
    "ax.plot(-124.779, 49.747, 'co', zorder=3, markersize=10, transform=crs.PlateCarree(), label=\"Spill Location\")\n",
    "ax.legend(loc='upper right')\n",
    "\n",
    "\n",
    "for bt in range(6, -1, -1):\n",
    "    for ii in range(imin, imax):\n",
    "        for jj in range(jmin, jmax):\n",
    "            if (beached[ii, jj] > bt) and (beached[ii, jj] < bt+1):\n",
    "                ax.scatter(mesh.nav_lon[ii, jj] + dlon/2, mesh.nav_lat[ii, jj] + dlat/2, \n",
    "                           c=[beached[ii, jj]], marker='o', s=150, transform=crs.PlateCarree(), \n",
    "                           zorder=2, cmap=colormap2, norm=normalize)\n",
    "#cb = fig.colorbar(C, ax=ax);\n",
    "cax = fig.add_axes([0.9, 0.13, 0.03, 0.7])\n",
    "cb = colorbar.ColorbarBase(cax, cmap=colormap2, norm=normalize)\n",
    "cb.set_label('Beaching Time (days)')\n",
    "ax.set_title(\"Days to First Beaching for a Diesel Spill\\n of 27.125 m$^3$ fuel on Sep 3, 2018\\n from a Barge at 49.747$^o$N, 124.779$^o$W\");\n",
    "ax.text(-125.25, 49.32, f'Spill Run for 7 days\\nThreshold for presence:\\n {minoil}$\\ell$ in a 500 m x 500 m grid cell',\n",
    "       transform=crs.PlateCarree(), fontsize=12)\n",
    "fig.savefig(f'BeachingTime_scatter_latlon_{minoil}.png', dpi=200);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "05b10b01-da4c-4a51-a52b-abf6b814ae71",
   "metadata": {},
   "outputs": [],
   "source": [
    "def truncate_colormap(cmap, minval=0.0, maxval=1.0, n=-1):\n",
    "    if n == -1:\n",
    "        n = cmap.N\n",
    "    new_cmap = colors.LinearSegmentedColormap.from_list(\n",
    "         'trunc({name},{a:.2f},{b:.2f})'.format(name=cmap.name, a=minval, b=maxval),\n",
    "         cmap(np.linspace(minval, maxval, n)))\n",
    "    return new_cmap"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "d9c42a3a-4c22-43b6-9168-c168d1e04fe7",
   "metadata": {},
   "outputs": [],
   "source": [
    "minColor = 0.1\n",
    "maxColor = 0.85\n",
    "thermal_r_t = truncate_colormap(cm.thermal_r, minColor, maxColor)\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 28,
   "id": "743f27dd-90e7-44aa-8579-1e8dd43d3cbb",
   "metadata": {},
   "outputs": [],
   "source": [
    "data3d_7 = xr.open_dataset('/home/sallen/Documents/MIDOSS/Visualization/Lagrangian_diesel-2_northern_strait_first30-2.nc')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "c978ab1d",
   "metadata": {},
   "outputs": [],
   "source": [
    "beachtime = (np.array(data3d_7.Beaching_Time - data3d_7.Beaching_Time.min())\n",
    "              ) /  np.timedelta64(1, 's') /3600./24."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "7829ca89",
   "metadata": {},
   "outputs": [],
   "source": [
    "beached = np.ma.masked_array(beachtime, data3d_7.Beaching_Volume < minoil/1000)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "692e1a8c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "colormap2 = thermal_r_t\n",
    "colormap = 'cmo.thermal_r'\n",
    "dlat = mesh.nav_lat[imax, jmax] - mesh.nav_lat[imax-1, jmax-1]\n",
    "dlon = mesh.nav_lon[imax, jmax] - mesh.nav_lon[imax-1, jmax-1]\n",
    "bounds = np.arange(0, 4, 0.5)\n",
    "normalize = colors.BoundaryNorm(bounds, thermal_r_t.N)\n",
    "#normalize = colors.Normalize(vmin=0, vmax=2)\n",
    "fig = plt.figure(figsize=(10, 8))\n",
    "xlim, ylim = [-125.3, -123.9], [49.3, 50.2]\n",
    "ax = plt.axes(projection=crs.Mercator(np.mean(xlim), *ylim))\n",
    "ax.set_extent(xlim + ylim)\n",
    "ax.add_feature(feature.GSHHSFeature('full', edgecolor='k', facecolor=landcolour))\n",
    "\n",
    "ax.plot(-124.578, 49.706, 'co', zorder=3, markersize=10, transform=crs.PlateCarree(), label=\"Spill Location\")\n",
    "ax.legend(loc='upper right')\n",
    "\n",
    "for bt in range(6, -1, -1):\n",
    "    for ii in range(imin, imax):\n",
    "        for jj in range(jmin, jmax):\n",
    "            if (beached[ii, jj] > bt) and (beached[ii, jj] < bt+1):\n",
    "                ax.scatter(mesh.nav_lon[ii, jj] + dlon/2, mesh.nav_lat[ii, jj] + dlat/2, \n",
    "                           c=[beached[ii, jj]], marker='o', s=150, transform=crs.PlateCarree(), \n",
    "                           zorder=2, cmap=colormap2, norm=normalize)\n",
    "#cb = fig.colorbar(C, ax=ax);\n",
    "cax = fig.add_axes([0.9, 0.13, 0.03, 0.7])\n",
    "cb = colorbar.ColorbarBase(cax, cmap=colormap2, norm=normalize)\n",
    "cb.set_label('Time to First Beaching (days)')\n",
    "ax.set_title(\"Time to First Beaching for a Diesel Spill\\n of 0.875 m$^3$ fuel on Sep 22, 2018\\n from a Barge at 49.706$^o$N, 124.578$^o$W\");\n",
    "ax.text(-125.25, 49.32, f'Spill Run for 7 days\\nThreshold for presence:\\n {minoil}$\\ell$ in a 500 m x 500 m grid cell',\n",
    "       transform=crs.PlateCarree(), fontsize=12)\n",
    "fig.savefig(f'BeachingTime_scatter_spill4_latlon_{minoil}.png', dpi=200);"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "102ec736",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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