{
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    "# 🌬️ Dataset with wind\n",
    "\n",
    "When working with wind data, I often find myself computing the wind speed and direction from the U and V components. I wrote the Herbie `with_wind()` xarray accessor to quickly compute these quantities and include them in your xarray Dataset.\n",
    "\n",
    "Consistent with the [eccodes GRIB parameter database](https://codes.ecmwf.int/grib/param-db/), variables names are assigned as follows:\n",
    "\n",
    "- `si10`   : 10 metre wind speed (note this is _not_ `ws10` as you might expect)\n",
    "- `wdir10` : 10 metre wind direction\n",
    "- `ws`     : wind speed\n",
    "- `wdir`   : wind direction"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Dataset with both wind speed and direction"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=hrrr ┊ \u001b[3mproduct=sfc\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-01 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 61MB\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 10.0\n",
       "    latitude             (y, x) float64 15MB 21.14 21.15 21.15 ... 47.85 47.84\n",
       "    longitude            (y, x) float64 15MB 237.3 237.3 237.3 ... 299.0 299.1\n",
       "    valid_time           datetime64[ns] 8B 2024-01-01\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    u10                  (y, x) float32 8MB -3.636 -3.636 -3.573 ... 9.552 9.552\n",
       "    v10                  (y, x) float32 8MB -2.131 -2.193 ... -2.381 -2.006\n",
       "    si10                 (y, x) float32 8MB 4.214 4.246 4.193 ... 9.844 9.76\n",
       "    wdir10               (y, x) float32 8MB 59.63 58.9 58.46 ... 284.0 281.9\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrr\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - CONUS\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrr/20240101/subset_6bef391...\n",
       "    search:                  GRD:10 m above</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-9867f9d5-ff10-4797-937e-4582202a8cb4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-9867f9d5-ff10-4797-937e-4582202a8cb4' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>y</span>: 1059</li><li><span>x</span>: 1799</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-30616b01-f359-4546-b599-d80ce04a5349' class='xr-section-summary-in' type='checkbox'  checked><label for='section-30616b01-f359-4546-b599-d80ce04a5349' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-01-01</div><input id='attrs-8ce895cb-eb98-4124-a401-f14335d685cc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8ce895cb-eb98-4124-a401-f14335d685cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-adfb869d-82e7-4db2-953e-2dff307cf504' class='xr-var-data-in' type='checkbox'><label for='data-adfb869d-82e7-4db2-953e-2dff307cf504' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-68a633ba-bd24-408d-a007-e9b125816aee' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-68a633ba-bd24-408d-a007-e9b125816aee' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a3db161c-5c6b-4f83-9e85-1799b226cbc8' class='xr-var-data-in' type='checkbox'><label for='data-a3db161c-5c6b-4f83-9e85-1799b226cbc8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-7acc156d-a9bb-4838-b534-03c1b9b87e4e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7acc156d-a9bb-4838-b534-03c1b9b87e4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7cf50fd-4e54-43af-8846-9d7a9a3c9bd0' class='xr-var-data-in' type='checkbox'><label for='data-c7cf50fd-4e54-43af-8846-9d7a9a3c9bd0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>21.14 21.15 21.15 ... 47.85 47.84</div><input id='attrs-946c53cd-4683-4aa9-b855-d24f02d0b062' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-946c53cd-4683-4aa9-b855-d24f02d0b062' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-749d9ac8-6337-4527-a649-0a210fb457bb' class='xr-var-data-in' type='checkbox'><label for='data-749d9ac8-6337-4527-a649-0a210fb457bb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([[21.138123  , 21.14511004, 21.1520901 , ..., 21.1545089 ,\n",
       "        21.14753125, 21.14054663],\n",
       "       [21.16299459, 21.1699845 , 21.17696744, ..., 21.17938723,\n",
       "        21.1724067 , 21.16541921],\n",
       "       [21.18786863, 21.19486142, 21.20184723, ..., 21.20426802,\n",
       "        21.19728462, 21.19029425],\n",
       "       ...,\n",
       "       [47.78955926, 47.799849  , 47.81012868, ..., 47.81369093,\n",
       "        47.80341474, 47.79312849],\n",
       "       [47.81409316, 47.82438621, 47.8346692 , ..., 47.83823259,\n",
       "        47.8279531 , 47.81766354],\n",
       "       [47.8386235 , 47.84891986, 47.85920615, ..., 47.86277069,\n",
       "        47.85248789, 47.84219502]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>237.3 237.3 237.3 ... 299.0 299.1</div><input id='attrs-0390eac9-ddb6-411b-8cf3-5bc4dbe44ee0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0390eac9-ddb6-411b-8cf3-5bc4dbe44ee0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f9026fa7-0431-4438-96c6-9f1c50be1614' class='xr-var-data-in' type='checkbox'><label for='data-f9026fa7-0431-4438-96c6-9f1c50be1614' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[237.280472  , 237.30713868, 237.3338097 , ..., 287.6569408 ,\n",
       "        287.68361332, 287.71028151],\n",
       "       [237.27297501, 237.29964881, 237.32632695, ..., 287.66442108,\n",
       "        287.69110073, 287.71777603],\n",
       "       [237.26547368, 237.2921546 , 237.31883986, ..., 287.6719057 ,\n",
       "        287.69859247, 287.7252749 ],\n",
       "       ...,\n",
       "       [225.9351904 , 225.97171577, 226.00825329, ..., 298.97907406,\n",
       "        299.0156158 , 299.05214538],\n",
       "       [225.91986142, 225.95639874, 225.99294822, ..., 298.99437498,\n",
       "        299.03092868, 299.06747022],\n",
       "       [225.90452027, 225.94106954, 225.97763099, ..., 299.00968806,\n",
       "        299.04625373, 299.08280723]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-01-01</div><input id='attrs-8d847b04-af30-4f05-9de4-072dc0aa5509' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8d847b04-af30-4f05-9de4-072dc0aa5509' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a82a0b0-e35e-41c4-bf4a-bb8c92f9bed6' class='xr-var-data-in' type='checkbox'><label for='data-9a82a0b0-e35e-41c4-bf4a-bb8c92f9bed6' 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></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-326ec895-00a5-4efe-8276-f485facba700' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-326ec895-00a5-4efe-8276-f485facba700' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-94d266fc-7c74-406c-a5fa-24539e33ff41' class='xr-var-data-in' type='checkbox'><label for='data-94d266fc-7c74-406c-a5fa-24539e33ff41' 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>crs_wkt :</span></dt><dd>PROJCRS[&quot;unknown&quot;,BASEGEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]]],CONVERSION[&quot;unknown&quot;,METHOD[&quot;Lambert Conic Conformal (2SP)&quot;,ID[&quot;EPSG&quot;,9802]],PARAMETER[&quot;Latitude of false origin&quot;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,262.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8824]],PARAMETER[&quot;Easting at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8826]],PARAMETER[&quot;Northing at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8827]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>projected_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(38.5, 38.5)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>38.5</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>262.5</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>HRRR model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-2edb4f10-7fc0-4dea-a0e6-106ff3109979' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2edb4f10-7fc0-4dea-a0e6-106ff3109979' class='xr-section-summary' >Data variables: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u10</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-3.636 -3.636 ... 9.552 9.552</div><input id='attrs-f7ca6d77-1d52-4671-bf56-5e4a0b8e397d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7ca6d77-1d52-4671-bf56-5e4a0b8e397d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0243d393-ed0e-4834-b988-7ae056b96092' class='xr-var-data-in' type='checkbox'><label for='data-0243d393-ed0e-4834-b988-7ae056b96092' 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>GRIB_paramId :</span></dt><dd>165</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1905141</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</dd><dt><span>GRIB_cfName :</span></dt><dd>eastward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>u10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre U wind component</dd><dt><span>GRIB_parameterName :</span></dt><dd>u-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>10u</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[-3.6358767 , -3.6358767 , -3.5733767 , ..., -3.6983767 ,\n",
       "        -3.7608767 , -3.7608767 ],\n",
       "       [-3.7608767 , -3.7608767 , -3.5733767 , ..., -3.5108767 ,\n",
       "        -3.4483767 , -3.5733767 ],\n",
       "       [-3.7608767 , -3.7608767 , -3.6358767 , ..., -3.3233767 ,\n",
       "        -3.2608767 , -3.4483767 ],\n",
       "       ...,\n",
       "       [ 0.55162334,  0.67662334,  0.67662334, ...,  9.676623  ,\n",
       "         9.364123  ,  9.364123  ],\n",
       "       [ 0.67662334,  0.73912334,  0.73912334, ...,  9.551623  ,\n",
       "         9.364123  ,  9.426623  ],\n",
       "       [ 0.67662334,  0.73912334,  0.80162334, ...,  9.551623  ,\n",
       "         9.551623  ,  9.551623  ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-2.131 -2.193 ... -2.381 -2.006</div><input id='attrs-6d328d9a-5671-43f7-a3b1-047138a91320' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6d328d9a-5671-43f7-a3b1-047138a91320' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1fb62e1-adf2-430b-a390-3d13c041afbe' class='xr-var-data-in' type='checkbox'><label for='data-b1fb62e1-adf2-430b-a390-3d13c041afbe' 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>GRIB_paramId :</span></dt><dd>166</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1905141</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveGround</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</dd><dt><span>GRIB_cfName :</span></dt><dd>northward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>v10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre V wind component</dd><dt><span>GRIB_parameterName :</span></dt><dd>v-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>10v</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[-2.1307955 , -2.1932955 , -2.1932955 , ..., -5.5682955 ,\n",
       "        -5.5057955 , -5.4432955 ],\n",
       "       [-2.0682955 , -2.1932955 , -2.1932955 , ..., -5.5682955 ,\n",
       "        -5.5057955 , -5.3807955 ],\n",
       "       [-2.0057955 , -2.0057955 , -2.0057955 , ..., -5.4432955 ,\n",
       "        -5.3807955 , -5.3182955 ],\n",
       "       ...,\n",
       "       [ 0.18170452,  0.18170452,  0.18170452, ..., -2.0682955 ,\n",
       "        -2.0682955 , -1.8807955 ],\n",
       "       [ 0.11920452,  0.05670452,  0.05670452, ..., -2.3807955 ,\n",
       "        -2.4432955 , -1.9432955 ],\n",
       "       [ 0.11920452,  0.05670452, -0.00579548, ..., -2.3807955 ,\n",
       "        -2.3807955 , -2.0057955 ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>si10</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>4.214 4.246 4.193 ... 9.844 9.76</div><input id='attrs-86351615-c79d-4ba9-8b3b-8d3cd0a55e03' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-86351615-c79d-4ba9-8b3b-8d3cd0a55e03' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c402b0d9-6c07-40d1-bd74-c56558020f22' class='xr-var-data-in' type='checkbox'><label for='data-c402b0d9-6c07-40d1-bd74-c56558020f22' 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>GRIB_paramId :</span></dt><dd>207</dd><dt><span>long_name :</span></dt><dd>10 metre wind speed</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>wind_speed</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[4.214248  , 4.2461915 , 4.1927996 , ..., 6.6846023 , 6.6676817 ,\n",
       "        6.6161666 ],\n",
       "       [4.2920904 , 4.353704  , 4.1927996 , ..., 6.5827174 , 6.4965444 ,\n",
       "        6.459255  ],\n",
       "       [4.2623243 , 4.2623243 , 4.1524467 , ..., 6.3776402 , 6.291763  ,\n",
       "        6.33842   ],\n",
       "       ...,\n",
       "       [0.58077955, 0.7005967 , 0.7005967 , ..., 9.895195  , 9.58982   ,\n",
       "        9.551136  ],\n",
       "       [0.6870436 , 0.74129534, 0.74129534, ..., 9.843865  , 9.6776285 ,\n",
       "        9.624845  ],\n",
       "       [0.6870436 , 0.74129534, 0.8016443 , ..., 9.843865  , 9.843865  ,\n",
       "        9.759955  ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wdir10</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>59.63 58.9 58.46 ... 284.0 281.9</div><input id='attrs-48933e93-0c2b-4c93-b8e8-e50760fab4bd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48933e93-0c2b-4c93-b8e8-e50760fab4bd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fd809c21-a163-44a4-9086-ef7939766025' class='xr-var-data-in' type='checkbox'><label for='data-fd809c21-a163-44a4-9086-ef7939766025' 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>GRIB_paramId :</span></dt><dd>260260</dd><dt><span>long_name :</span></dt><dd>10 metre wind direction</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>standard_name :</span></dt><dd>wind_from_direction</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[ 59.627686,  58.900055,  58.458893, ...,  33.59149 ,  34.33606 ,\n",
       "         34.641327],\n",
       "       [ 61.191406,  59.749817,  58.458893, ...,  32.231903,  32.05963 ,\n",
       "         33.588074],\n",
       "       [ 61.92758 ,  61.92758 ,  61.115906, ...,  31.405945,  31.216736,\n",
       "         32.95932 ],\n",
       "       ...,\n",
       "       [251.76814 , 254.9681  , 254.9681  , ..., 282.06494 , 282.4552  ,\n",
       "        281.3568  ],\n",
       "       [260.00842 , 265.61295 , 265.61295 , ..., 283.9961  , 284.62363 ,\n",
       "        281.64832 ],\n",
       "       [260.00842 , 265.61295 , 270.4142  , ..., 283.9961  , 283.9961  ,\n",
       "        281.85953 ]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-34c81bd6-43de-4b9d-80ee-d6473c5ac8f9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-34c81bd6-43de-4b9d-80ee-d6473c5ac8f9' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-4c3c8c20-2a74-4fff-b78c-9c45a2a26cc9' class='xr-section-summary-in' type='checkbox'  ><label for='section-4c3c8c20-2a74-4fff-b78c-9c45a2a26cc9' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>kwbc</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>model :</span></dt><dd>hrrr</dd><dt><span>product :</span></dt><dd>sfc</dd><dt><span>description :</span></dt><dd>High-Resolution Rapid Refresh - CONUS</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr.20240101/conus/hrrr.t00z.wrfsfcf00.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/hrrr/20240101/subset_6bef391b__hrrr.t00z.wrfsfcf00.grib2</dd><dt><span>search :</span></dt><dd>GRD:10 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 61MB\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 10.0\n",
       "    latitude             (y, x) float64 15MB 21.14 21.15 21.15 ... 47.85 47.84\n",
       "    longitude            (y, x) float64 15MB 237.3 237.3 237.3 ... 299.0 299.1\n",
       "    valid_time           datetime64[ns] 8B 2024-01-01\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    u10                  (y, x) float32 8MB -3.636 -3.636 -3.573 ... 9.552 9.552\n",
       "    v10                  (y, x) float32 8MB -2.131 -2.193 ... -2.381 -2.006\n",
       "    si10                 (y, x) float32 8MB 4.214 4.246 4.193 ... 9.844 9.76\n",
       "    wdir10               (y, x) float32 8MB 59.63 58.9 58.46 ... 284.0 281.9\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrr\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - CONUS\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrr/20240101/subset_6bef391...\n",
       "    search:                  GRD:10 m above"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = Herbie(\"2024-01-01\").xarray(\"GRD:10 m above\")\n",
    "ds = ds.herbie.with_wind()\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### Only include wind speed"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=hrrr ┊ \u001b[3mproduct=sfc\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-01 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
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       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 191MB\n",
       "Dimensions:              (isobaricInhPa: 7, y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "  * isobaricInhPa        (isobaricInhPa) float64 56B 1e+03 925.0 ... 300.0 250.0\n",
       "    latitude             (y, x) float64 15MB 21.14 21.15 21.15 ... 47.85 47.84\n",
       "    longitude            (y, x) float64 15MB 237.3 237.3 237.3 ... 299.0 299.1\n",
       "    valid_time           datetime64[ns] 8B 2024-01-01\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    u                    (isobaricInhPa, y, x) float32 53MB -3.676 ... 25.36\n",
       "    v                    (isobaricInhPa, y, x) float32 53MB -2.176 ... 6.523\n",
       "    ws                   (isobaricInhPa, y, x) float32 53MB 4.272 ... 26.18\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrr\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - CONUS\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrr/20240101/subset_6befab7...\n",
       "    search:                  GRD:.* mb</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-6e92934a-abb4-4806-b0e9-c2696d658539' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6e92934a-abb4-4806-b0e9-c2696d658539' 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'>isobaricInhPa</span>: 7</li><li><span>y</span>: 1059</li><li><span>x</span>: 1799</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-ce529e37-610a-4c43-ab50-b065b38b1a37' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ce529e37-610a-4c43-ab50-b065b38b1a37' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-01-01</div><input id='attrs-3a6dfcb5-9075-4ce6-ba64-7829e8fe383a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3a6dfcb5-9075-4ce6-ba64-7829e8fe383a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2f1cbd66-737e-4738-ba4d-175d9e2da459' class='xr-var-data-in' type='checkbox'><label for='data-2f1cbd66-737e-4738-ba4d-175d9e2da459' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-8f6d2ef2-67e0-44cf-87ea-1c73637a32bc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8f6d2ef2-67e0-44cf-87ea-1c73637a32bc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-36641fc1-0f58-48e3-9e94-b38653707dab' class='xr-var-data-in' type='checkbox'><label for='data-36641fc1-0f58-48e3-9e94-b38653707dab' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>isobaricInhPa</span></div><div class='xr-var-dims'>(isobaricInhPa)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>1e+03 925.0 850.0 ... 300.0 250.0</div><input id='attrs-4916108e-ec63-4ef9-a512-d0920e651df9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4916108e-ec63-4ef9-a512-d0920e651df9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b458ef4b-0849-4594-affa-025eca8e3730' class='xr-var-data-in' type='checkbox'><label for='data-b458ef4b-0849-4594-affa-025eca8e3730' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array([1000.,  925.,  850.,  700.,  500.,  300.,  250.])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>21.14 21.15 21.15 ... 47.85 47.84</div><input id='attrs-a874a1a6-e004-4d4b-850a-7a4fd0b016f8' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a874a1a6-e004-4d4b-850a-7a4fd0b016f8' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b81ad019-bf82-4539-9183-fa18a8375e13' class='xr-var-data-in' type='checkbox'><label for='data-b81ad019-bf82-4539-9183-fa18a8375e13' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([[21.138123  , 21.14511004, 21.1520901 , ..., 21.1545089 ,\n",
       "        21.14753125, 21.14054663],\n",
       "       [21.16299459, 21.1699845 , 21.17696744, ..., 21.17938723,\n",
       "        21.1724067 , 21.16541921],\n",
       "       [21.18786863, 21.19486142, 21.20184723, ..., 21.20426802,\n",
       "        21.19728462, 21.19029425],\n",
       "       ...,\n",
       "       [47.78955926, 47.799849  , 47.81012868, ..., 47.81369093,\n",
       "        47.80341474, 47.79312849],\n",
       "       [47.81409316, 47.82438621, 47.8346692 , ..., 47.83823259,\n",
       "        47.8279531 , 47.81766354],\n",
       "       [47.8386235 , 47.84891986, 47.85920615, ..., 47.86277069,\n",
       "        47.85248789, 47.84219502]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>237.3 237.3 237.3 ... 299.0 299.1</div><input id='attrs-10f95143-f0ab-45a5-a202-1b1aa3ac1a51' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-10f95143-f0ab-45a5-a202-1b1aa3ac1a51' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca7134eb-117f-4926-9006-e896a6aa5ad0' class='xr-var-data-in' type='checkbox'><label for='data-ca7134eb-117f-4926-9006-e896a6aa5ad0' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([[237.280472  , 237.30713868, 237.3338097 , ..., 287.6569408 ,\n",
       "        287.68361332, 287.71028151],\n",
       "       [237.27297501, 237.29964881, 237.32632695, ..., 287.66442108,\n",
       "        287.69110073, 287.71777603],\n",
       "       [237.26547368, 237.2921546 , 237.31883986, ..., 287.6719057 ,\n",
       "        287.69859247, 287.7252749 ],\n",
       "       ...,\n",
       "       [225.9351904 , 225.97171577, 226.00825329, ..., 298.97907406,\n",
       "        299.0156158 , 299.05214538],\n",
       "       [225.91986142, 225.95639874, 225.99294822, ..., 298.99437498,\n",
       "        299.03092868, 299.06747022],\n",
       "       [225.90452027, 225.94106954, 225.97763099, ..., 299.00968806,\n",
       "        299.04625373, 299.08280723]])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-01-01</div><input id='attrs-474c5c64-8478-4ae4-8c4d-400226ec9f80' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-474c5c64-8478-4ae4-8c4d-400226ec9f80' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-719d0760-d7d7-4556-80d4-62f574c4077b' class='xr-var-data-in' type='checkbox'><label for='data-719d0760-d7d7-4556-80d4-62f574c4077b' 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></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-b45ea99b-ea7a-41a6-ae96-ec1481524e7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b45ea99b-ea7a-41a6-ae96-ec1481524e7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-85b1327c-d2b7-4ffa-9032-0eb547626efc' class='xr-var-data-in' type='checkbox'><label for='data-85b1327c-d2b7-4ffa-9032-0eb547626efc' 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>crs_wkt :</span></dt><dd>PROJCRS[&quot;unknown&quot;,BASEGEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]]],CONVERSION[&quot;unknown&quot;,METHOD[&quot;Lambert Conic Conformal (2SP)&quot;,ID[&quot;EPSG&quot;,9802]],PARAMETER[&quot;Latitude of false origin&quot;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,262.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,38.5,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8824]],PARAMETER[&quot;Easting at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8826]],PARAMETER[&quot;Northing at false origin&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8827]]],CS[Cartesian,2],AXIS[&quot;(E)&quot;,east,ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,north,ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>projected_crs_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>lambert_conformal_conic</dd><dt><span>standard_parallel :</span></dt><dd>(38.5, 38.5)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>38.5</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>262.5</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>long_name :</span></dt><dd>HRRR model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b1d0d9a1-1b64-40e6-b069-3b229e008805' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b1d0d9a1-1b64-40e6-b069-3b229e008805' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(isobaricInhPa, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-3.676 -3.676 ... 25.36 25.36</div><input id='attrs-e046e7ce-1ee9-4ded-ae8a-721fcee5eea0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e046e7ce-1ee9-4ded-ae8a-721fcee5eea0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c105807-b739-48f7-a00d-ee4f8e58f4c4' class='xr-var-data-in' type='checkbox'><label for='data-4c105807-b739-48f7-a00d-ee4f8e58f4c4' 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>GRIB_paramId :</span></dt><dd>131</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1905141</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</dd><dt><span>GRIB_cfName :</span></dt><dd>eastward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>u</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>U component of wind</dd><dt><span>GRIB_parameterName :</span></dt><dd>u-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>u</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>U component of wind</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[[-3.6757545 , -3.6757545 , -3.6757545 , ..., -3.9257545 ,\n",
       "         -3.9882545 , -3.9882545 ],\n",
       "        [-3.7382545 , -3.6757545 , -3.6757545 , ..., -3.8007545 ,\n",
       "         -3.8632545 , -3.9257545 ],\n",
       "        [-3.7382545 , -3.7382545 , -3.7382545 , ..., -3.6757545 ,\n",
       "         -3.7382545 , -3.8007545 ],\n",
       "        ...,\n",
       "        [ 0.63674545,  0.63674545,  0.69924545, ..., 10.136745  ,\n",
       "         10.074245  , 10.011745  ],\n",
       "        [ 0.69924545,  0.69924545,  0.76174545, ..., 10.074245  ,\n",
       "         10.074245  , 10.011745  ],\n",
       "        [ 0.69924545,  0.82424545,  0.88674545, ..., 10.011745  ,\n",
       "         10.011745  , 10.011745  ]],\n",
       "\n",
       "       [[-3.5618134 , -3.5618134 , -3.5618134 , ..., -3.6868134 ,\n",
       "         -3.7493134 , -3.7493134 ],\n",
       "        [-3.6243134 , -3.6243134 , -3.5618134 , ..., -3.5618134 ,\n",
       "         -3.6243134 , -3.6243134 ],\n",
       "        [-3.6868134 , -3.6243134 , -3.6243134 , ..., -3.4368134 ,\n",
       "         -3.4993134 , -3.4993134 ],\n",
       "...\n",
       "        [16.115345  , 16.115345  , 16.177845  , ..., 25.990345  ,\n",
       "         25.927845  , 26.052845  ],\n",
       "        [16.115345  , 16.115345  , 16.177845  , ..., 26.052845  ,\n",
       "         25.990345  , 26.115345  ],\n",
       "        [16.115345  , 16.115345  , 16.177845  , ..., 26.240345  ,\n",
       "         26.240345  , 26.177845  ]],\n",
       "\n",
       "       [[50.605995  , 50.605995  , 50.605995  , ..., 25.605997  ,\n",
       "         25.480997  , 25.418497  ],\n",
       "        [50.605995  , 50.480995  , 50.355995  , ..., 25.793497  ,\n",
       "         25.605997  , 25.480997  ],\n",
       "        [50.605995  , 50.543495  , 50.418495  , ..., 25.980997  ,\n",
       "         25.793497  , 25.605997  ],\n",
       "        ...,\n",
       "        [23.293497  , 23.230997  , 23.105997  , ..., 25.105997  ,\n",
       "         25.105997  , 25.230997  ],\n",
       "        [23.230997  , 23.168497  , 23.043497  , ..., 25.168497  ,\n",
       "         25.168497  , 25.293497  ],\n",
       "        [23.168497  , 23.043497  , 22.980997  , ..., 25.355997  ,\n",
       "         25.355997  , 25.355997  ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(isobaricInhPa, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-2.176 -2.238 ... 6.461 6.523</div><input id='attrs-21ab505a-b95c-47a8-9bfd-421177a4c646' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-21ab505a-b95c-47a8-9bfd-421177a4c646' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8d2d329b-f179-4bb3-8cee-682b89755196' class='xr-var-data-in' type='checkbox'><label for='data-8d2d329b-f179-4bb3-8cee-682b89755196' 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>GRIB_paramId :</span></dt><dd>132</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1905141</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>3000.0</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>38.5</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>262.5</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1799</dd><dt><span>GRIB_Ny :</span></dt><dd>1059</dd><dt><span>GRIB_cfName :</span></dt><dd>northward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>v</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Lambert Conformal can be secant or tangent, conical or bipolar</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>1</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>21.138123</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.280472</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>V component of wind</dd><dt><span>GRIB_parameterName :</span></dt><dd>v-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>v</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>V component of wind</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[[ -2.1759434 ,  -2.2384434 ,  -2.2384434 , ...,  -5.9259434 ,\n",
       "          -5.8634434 ,  -5.8009434 ],\n",
       "        [ -2.1759434 ,  -2.1759434 ,  -2.1759434 , ...,  -5.8634434 ,\n",
       "          -5.8009434 ,  -5.7384434 ],\n",
       "        [ -2.1134434 ,  -2.1134434 ,  -2.1759434 , ...,  -5.8009434 ,\n",
       "          -5.7384434 ,  -5.6759434 ],\n",
       "        ...,\n",
       "        [  0.26155663,   0.26155663,   0.19905663, ...,  -2.2384434 ,\n",
       "          -2.1134434 ,  -2.0509434 ],\n",
       "        [  0.19905663,   0.19905663,   0.19905663, ...,  -2.2384434 ,\n",
       "          -2.1759434 ,  -2.1134434 ],\n",
       "        [  0.19905663,   0.13655663,   0.13655663, ...,  -2.3009434 ,\n",
       "          -2.2384434 ,  -2.1134434 ]],\n",
       "\n",
       "       [[ -2.1349964 ,  -2.1349964 ,  -2.1349964 , ...,  -6.2599964 ,\n",
       "          -6.2599964 ,  -6.1974964 ],\n",
       "        [ -2.1349964 ,  -2.1349964 ,  -2.1349964 , ...,  -6.1974964 ,\n",
       "          -6.1974964 ,  -6.1349964 ],\n",
       "        [ -2.1974964 ,  -2.1349964 ,  -2.1349964 , ...,  -6.1349964 ,\n",
       "          -6.1349964 ,  -6.0724964 ],\n",
       "...\n",
       "        [ -7.7961693 ,  -7.8586693 ,  -7.8586693 , ...,   6.2663307 ,\n",
       "           6.2663307 ,   6.2663307 ],\n",
       "        [ -7.7336693 ,  -7.7961693 ,  -7.8586693 , ...,   6.2663307 ,\n",
       "           6.2038307 ,   6.2663307 ],\n",
       "        [ -7.6711693 ,  -7.7336693 ,  -7.7961693 , ...,   6.2663307 ,\n",
       "           6.2038307 ,   6.2038307 ]],\n",
       "\n",
       "       [[  2.8980255 ,   2.9605255 ,   2.9605255 , ...,  26.523026  ,\n",
       "          26.523026  ,  26.273026  ],\n",
       "        [  2.9605255 ,   3.0230255 ,   3.0230255 , ...,  26.773026  ,\n",
       "          26.773026  ,  26.398026  ],\n",
       "        [  3.0230255 ,   3.0855255 ,   3.0855255 , ...,  26.773026  ,\n",
       "          26.835526  ,  26.523026  ],\n",
       "        ...,\n",
       "        [-10.7894745 , -10.7894745 , -10.7894745 , ...,   6.4605255 ,\n",
       "           6.3980255 ,   6.5230255 ],\n",
       "        [-10.6644745 , -10.6644745 , -10.7269745 , ...,   6.4605255 ,\n",
       "           6.3980255 ,   6.5230255 ],\n",
       "        [-10.6019745 , -10.6019745 , -10.6019745 , ...,   6.5230255 ,\n",
       "           6.4605255 ,   6.5230255 ]]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>ws</span></div><div class='xr-var-dims'>(isobaricInhPa, y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>4.272 4.304 4.304 ... 26.17 26.18</div><input id='attrs-f9938583-1c89-4c58-8e60-39854fd67df3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f9938583-1c89-4c58-8e60-39854fd67df3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-88e02ae0-5a2c-4d6b-a0e6-e73e45c72972' class='xr-var-data-in' type='checkbox'><label for='data-88e02ae0-5a2c-4d6b-a0e6-e73e45c72972' 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>GRIB_paramId :</span></dt><dd>10</dd><dt><span>long_name :</span></dt><dd>wind speed</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>wind_speed</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[[ 4.271522  ,  4.303696  ,  4.303696  , ...,  7.10833   ,\n",
       "          7.0912724 ,  7.0396814 ],\n",
       "        [ 4.3254223 ,  4.271522  ,  4.271522  , ...,  6.9875393 ,\n",
       "          6.9696255 ,  6.9527893 ],\n",
       "        [ 4.2943206 ,  4.2943206 ,  4.3254223 , ...,  6.867468  ,\n",
       "          6.84867   ,  6.830964  ],\n",
       "        ...,\n",
       "        [ 0.68837243,  0.68837243,  0.72702664, ..., 10.380956  ,\n",
       "         10.293545  , 10.219658  ],\n",
       "        [ 0.72702664,  0.72702664,  0.7873244 , ..., 10.319935  ,\n",
       "         10.306559  , 10.232385  ],\n",
       "        [ 0.72702664,  0.83548087,  0.89719856, ..., 10.27275   ,\n",
       "         10.258931  , 10.232385  ]],\n",
       "\n",
       "       [[ 4.1526766 ,  4.1526766 ,  4.1526766 , ...,  7.2649946 ,\n",
       "          7.296911  ,  7.2433634 ],\n",
       "        [ 4.2064066 ,  4.2064066 ,  4.1526766 , ...,  7.14811   ,\n",
       "          7.1794577 ,  7.1255755 ],\n",
       "        [ 4.292037  ,  4.2064066 ,  4.2064066 , ...,  7.03206   ,\n",
       "          7.062816  ,  7.0085955 ],\n",
       "...\n",
       "        [17.902082  , 17.92939   , 17.985586  , ..., 26.735088  ,\n",
       "         26.674334  , 26.79585   ],\n",
       "        [17.874954  , 17.902082  , 17.985586  , ..., 26.79585   ,\n",
       "         26.720509  , 26.856623  ],\n",
       "        [17.848001  , 17.874954  , 17.958366  , ..., 26.978188  ,\n",
       "         26.96374   , 26.902918  ]],\n",
       "\n",
       "       [[50.688908  , 50.69252   , 50.69252   , ..., 36.86649   ,\n",
       "         36.779778  , 36.55642   ],\n",
       "        [50.69252   , 50.57143   , 50.446655  , ..., 37.176598  ,\n",
       "         37.046753  , 36.68974   ],\n",
       "        [50.69621   , 50.63759   , 50.51282   , ..., 37.30693   ,\n",
       "         37.221634  , 36.86649   ],\n",
       "        ...,\n",
       "        [25.670992  , 25.614292  , 25.500978  , ..., 25.923918  ,\n",
       "         25.908413  , 26.060566  ],\n",
       "        [25.56189   , 25.505102  , 25.417921  , ..., 25.98445   ,\n",
       "         25.96898   , 26.12108   ],\n",
       "        [25.479033  , 25.365421  , 25.308657  , ..., 26.181604  ,\n",
       "         26.166103  , 26.181604  ]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-d3eb756c-b04d-462b-b8b1-ad19db8d82c7' class='xr-section-summary-in' type='checkbox'  ><label for='section-d3eb756c-b04d-462b-b8b1-ad19db8d82c7' class='xr-section-summary' >Indexes: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>isobaricInhPa</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ef928704-4251-4a64-a50d-812cd1e24d0e' class='xr-index-data-in' type='checkbox'/><label for='index-ef928704-4251-4a64-a50d-812cd1e24d0e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([1000.0, 925.0, 850.0, 700.0, 500.0, 300.0, 250.0], dtype=&#x27;float64&#x27;, name=&#x27;isobaricInhPa&#x27;))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-e814fafc-2f34-4226-aa27-c16f6585dbf7' class='xr-section-summary-in' type='checkbox'  ><label for='section-e814fafc-2f34-4226-aa27-c16f6585dbf7' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>kwbc</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>model :</span></dt><dd>hrrr</dd><dt><span>product :</span></dt><dd>sfc</dd><dt><span>description :</span></dt><dd>High-Resolution Rapid Refresh - CONUS</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr.20240101/conus/hrrr.t00z.wrfsfcf00.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/hrrr/20240101/subset_6befab75__hrrr.t00z.wrfsfcf00.grib2</dd><dt><span>search :</span></dt><dd>GRD:.* mb</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 191MB\n",
       "Dimensions:              (isobaricInhPa: 7, y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "  * isobaricInhPa        (isobaricInhPa) float64 56B 1e+03 925.0 ... 300.0 250.0\n",
       "    latitude             (y, x) float64 15MB 21.14 21.15 21.15 ... 47.85 47.84\n",
       "    longitude            (y, x) float64 15MB 237.3 237.3 237.3 ... 299.0 299.1\n",
       "    valid_time           datetime64[ns] 8B 2024-01-01\n",
       "    gribfile_projection  object 8B None\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    u                    (isobaricInhPa, y, x) float32 53MB -3.676 ... 25.36\n",
       "    v                    (isobaricInhPa, y, x) float32 53MB -2.176 ... 6.523\n",
       "    ws                   (isobaricInhPa, y, x) float32 53MB 4.272 ... 26.18\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   hrrr\n",
       "    product:                 sfc\n",
       "    description:             High-Resolution Rapid Refresh - CONUS\n",
       "    remote_grib:             https://noaa-hrrr-bdp-pds.s3.amazonaws.com/hrrr....\n",
       "    local_grib:              /home/blaylock/data/hrrr/20240101/subset_6befab7...\n",
       "    search:                  GRD:.* mb"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = Herbie(\"2024-01-01\").xarray(\"GRD:.* mb\")\n",
    "ds = ds.herbie.with_wind(\"speed\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f73fd9de5d0>"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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98NnPfrZ6Ls+ij4mrr74ap512GpgZl156aZP5XXHFFbjiiivw7ne/u3p3pzvdCfe5z33w6U9/Go961KNw+eWXN8u+aLnmoZiXtLfYG3z2s5/FAx7wAH1/7bXX4mtf+9o+97Nx6KGH4pxzzsE555yD6667TqU8j3rUo/DFL35xNK4Yo3/kIx/Bpk2bqvfxWbThAVI9AVRAIdJTn/pUXHjhhbOqM1OSuWXLFtz5znce7N8tW7ZUIM2SlPPaa6/Fd37nd+rz1dXVivm87W1vw2mnnYY3vvGN7vmNN95YpXvnO98ZD3/4w/H6178eD3/4w/EXf/EXOOecc9zmYmVlBc997nPx3Oc+F9/4xjfwwQ9+EC960YvwsIc9DNdcc03F8IUWGWPrHfsHa17z0nHHHYff+73fA5B8jv3xH/8xduzYgd27d+NNb3qTjp+vfOUr1fr15S9/WddyofXMmSXdAnSLKtFuIfqt3/otBsCf//znq3dDNjuvfvWrXTjRCb/73e92z9/ylrcwAL788ss1/srKCp933nlrKuuuXbv48ssvn+uzc+fOmem9//3v582bN/ODH/xgvummmwbDveENb2AA/PGPf1yf7dmzh+9xj3vwAx7wABf26quv5uOPP56PPfZY/rd/+7fBNC+55JLqI/Ye733ve7XNxmiRcllai83Of/3Xf/HmzZv5Z3/2Z93zV73qVdXxWUv78ui52IT9z//8DzMzP/e5z2UAagMl9NGPfpQB8Lve9a6Zaa7X/uDKK6+ca3zO4yfn+c9/Pm/cuJH/4z/+Q5/t3LmTv+M7voP/9//+36NxP//5z89ts/M93/M9/LCHPcyF+8xnPsNd1/Fxxx1XpX3RRRcxAH7Qgx7EGzdu5Ouuu25mXcSub8xv1yJjbK1j/2DPq0XRZmeI7nvf+/L3fu/3MjPzF7/4RQbAv/ALv+DCfOITn2AA/OIXv1ifLW12bn30bQl2ZCKceeaZ/LGPfcwBhb0NdpiZzz33XF5ZWeEzzzyT3/Oe9/Cll17K73rXu/jss8/ml770pfuuooE+8pGP8JYtW/j444/nD33oQ3zZZZe5j3XAdfPNN/M97nEPPvbYY/ntb387f+ADH+DHPOYxlaOv6667jk888UTetGkTv+1tb6vSvOaaa0bLtKiB8rzlYma+6qqr+N3vfje/+93v5h/+4R/W/nr3u989F7BiLo7RXvSiF/Gll17Kr371q3nTpk2VYzRm1rTPO+88BsDPetaz9FmrzrMW4vvf//788pe/nN/73vfyhz/8YX7Tm97ERx11FJ9yyikaRsbby172Mv74xz/Ol19+Oe/atYuZmZ/xjGfwIYccwr/0S7/Ef/mXf8kf+tCH+O1vfzv/3M/9HL/hDW/QNE499VQ+6qijePv27fza176W3//+9/NznvMcBsA/93M/N1c77S26/vrr+fa3vz3f61734ve85z38N3/zN/yDP/iDvHXrVv7CF74wM/4TnvAEJiJ+/vOfzxdddBG/5jWv4e3bt/Phhx/uwM5LX/pSJiJ+6UtfyhdffDG/4Q1v4G3btvGd7nSnJthhTkbJAPgJT3hC9e6Rj3wkv+AFL+A/+ZM/4Q9/+MP8B3/wB3z88cfzcccdx7t37x4t87xjbJGx3zIaPhjymnfuRLDzmc98hn/gB36Af+u3fov/9m//li+++GJ+8YtfzF3XOcPjZzzjGUxEfNZZZ/H73/9+fvOb38y3u93t+Nhjj+Wvfe1rGm6ROXOnO92J73SnO7lnT33qU3kymTh/UhdeeCFPJhO+8MILR+u2pLXRtyXYYWZ+4QtfyNu3b+eu69yk2Bdgh5n5ve99Lz/oQQ/iww8/nDdt2sTHHXccP/axj+UPfvCD+6R+LZKFYugTF5Brr72Wn/jEJ/KRRx7Jmzdv5u/7vu/jD3zgAy6MtMPQ52Uve9lcZZoX7MxbLubSF63PIg7mfvM3f5O/67u+izdu3Mh3vOMd+WUve1mTgY21g6Wzzz6biWgm837BC17A97vf/fi2t70tb9q0iU888UT+xV/8Rbfo7tq1i3/mZ36Gv+M7voOJqDpl+Pu///v8gAc8gA899FDesmUL3+lOd+InPvGJ/I//+I8aRhykXXrppXy/+92PN23axLe//e35RS96Ee/Zs2fudtpb9K//+q/8Yz/2Y3z44YfzIYccwqeffjp/8pOfnCvurl27+Oyzz+bb3e52OjYuu+yyyqngrl27+HnPex5/53d+J2/evJm/53u+h9/73vfyk570pEGws2PHjkoCIfTrv/7r/MAHPpCPPvpoHSdPe9rTHDMbo3nH2LxjfwwU3JrzmnfuRLBz3XXX8ZOf/GS+613vyoceeigfdthhfO9735t/4zd+g1dXVzXedDrl8847j7/ru76LN2zYwEcffTQ/4QlPqDZti8yZ4447rhpTItG2c1XWq/3hjPTbkYh5jc5ZlrSkJa2J7n//++O4445r2i7dEnTaaafha1/72j73G3Rrp/vd734gokF7siXtezrQ5s6Sbj20NFBe0pL2I+3cuROf+cxn5jLoXdItTzt37sTnPvc5/NVf/RU++clP4j3vec8tXaRvW1rOnSWth5ZgZ0lL2o90+OGHY9euXbd0MZY0J33qU5/Cgx70IBx11FF42ctehh/7sR+7pYv0bUvLubOk9dBSjbWkJS1pSUta0pIOalp6UF7Skpa0pCUtaUkHNS3BzpKWtKQlLWlJSzqoaQl2lrSkJS1pSUta0kFNSwPlOanve3z5y1/G1q1b9/kFkEta0pKWtKRbNzEzbrzxRmzfvn3mHYhrpZtvvhm7d+/eK2lt3LgRmzdv3itpHYi0BDtz0pe//GUce+yxt3QxlrSkJS1pSbciuuaaa+a6KHdRuvnmm3HCcYfh2uuneyW9bdu24corrzxoAc8S7MxJW7duBQDc94yXoNu0GUwATwDuKP/PHwJA6TuQ3OdCBEFkwnQmTmfC5EjEAPVQH7zEOR7Sd+T31APoU3TqAZqm/90qQD3rb5oyulWgW2V0qwxaZXTT/H+1B+3pQdMeJIfz7Bk9ZqAjcCcFIPCkA08IYAb1pb40ZY1LfQ9azZ89U2B1CqzkyxOnfUqXe6BnoJ+mZz0Dq6vg6TT9X11NzyYdaDIBbdiY0ug6gAjYMAFIGrsHVlbAmzaAN29Av3EF/cYO/Uoqa+ozyu2df8v3zvRn/t5Pct9OSttLPzoaO88oTTbNHwkrbWTaO75zyQzlwWU8gMr4i2XTMPJ4YvqsD0nScH48JNQk854AFumnfR7Dk3lONq6J15k5ZMN05neeU3YeuTSoxB/Mv+N23Zl83wClHcl8H3of2qcaO5Zim4+Mh7H4rbLW4w5+7Ax9h197XJt2vm3ZCC9m9auj1tgIcW2l7Ppp66nrpdaP9Bl3cH1c5SFxeoB6cmtvk8bWg1yeftfNuOq8lyvv2Nu0e/duXHv9FFd/8ngcvnV9kqOdN/Y47uSrsHv37iXY+XYnUV1NVjZjsmLBTmKKDrzkyQiESQ+UhXmCAn4mYQIGsKPMKCxiCnZQwiu4mWTQM+UCfiaMrmN0E6CbZKDT9SDq0RGDBID0mQkLIyZKwEa+dwRe6RL4Yc4LS8onrYzCxBlEU1A3BVbYjTbq+gRucproe2DXbgBTAARG4lxMHTABaDIBJhPQyoYEdATscP4u5Z0SwBvQ00b03Qb0k0kBOysZyHTmvyzeAlgnhD5/pwx2eumrEUbVZIb2/cQzE43DCZTa3y69FqMNAMIBmchUBvJS0NfIY6yeQ8zaMTQtB7nwFWAcAzt2/sjcMe8V7MT/FNJugB9bj1FG3ACgY6BzEcY4Bihtfk3AMZTNAFiqQAzM9xGgE9Nr9lUHB3ocKGoBnUYdmvVq9VsukKyzJOGa5aeydhLAEy7zpQXcJPkeoGkCO6P9E9qjfmmqso/NHg7bSjhs6/ry6EdR+MFBS7CzIFGfmXrmrzKhDA9KC/U0L2hx8vdIggiRhkgaMAs6zPOww7ATsCUJYDKLQFyUGAmsEBsmQaAsndKdUMfgnkpRJrYiJZ+UB4F7bpaFmEF9BlATE58ZjK60l6TdEbAniBlsvvKdOYEjeSagqc8d00tjwS1oAnD6FZHy2HykbXzbsYkf03TtrnX2/y1J2rIw65ghhHZDzXSsO6xczrmWp5x2ZK4CkplQM7fAlCQMh3Jq2FxmqY9jXhzCjDC29ZBL23S/zCkpXytrRtUFbVAwRHMAIVe2CHQG4sX0ZjHfwbKsFei08qeBfo6AcT1Ax76jGc8agLQqbwQlVJddoncNkDcvOdDUKM++oin3mK4zryn3swPdymkJdhYlYTxMuhNIM448+BFmlAeh3Ylw3m00d215slWSnSGQwyafOSaqADD932WpDSMBEiKgZxB6cF4FuOs8N6AUjieUVWi2cKZs8OEddaXSTNTmd0SgrgP3fR1fmH/fJ8mOpmu2b0TgrKLChLJaitCvQNVXNi27OEepRJOkTUaYXBUehv+PxItAR/o1AQ4GSasPlZGH3yXGb8YwPKAiBcVwjLkJ4EL1LBMh5tSOM8vSeD8Sp4pPA7+5BjyQMhqEY3/GMjimPzK3Zs27FriZKd0xYUclO2EtsfHkewVo5wE6QyAMHkAMgokAdGZJpmwGrbCV9Mi9zFE5B2y1F6NIoVrZSlzM0S8jNFe/7kXqwejXiazWG//WQEuwsyCpeFOAjtgUWKAjwMZMOAuAuGvsNA1oURDVNxagsTitD3waLp2OghSEwF1irGwBBAE8ET22kQoRgToGeoPsFJRkANF1SbqTgYdVj4ldh1OZdVksFqnl6NuCFQFURKleIbyqqFbgVTipIAbkSFtgLmbritNiGiaL8ch1HKmbtckRpldJT8z3iDdb6g2SQRsAn8vXw9iqrPIVGAMYrP0sZbFlH2Rgc7b9kBRpjJyUaqgdUQOdRSQr7Ywb6Y/EHVShtZh46z98HeZWW9k4rWwiuEHpx/h9IRqKT6Uwbt7G6AasVMSUJNYjwDium/o8lG+wzEs6oGkJdtZKLFwHxValT0zUGezmySIAiC0zgAc9apuTbXEcsGrxeqACQvOKvofULARS9Y6qOsSId5LzycDFF8TUWVUkBOoANu6cmKjosDtOoE7ATt+qZJLuKIgxz1th1VgZSBKqPnE0VWNNSHX+rfonmyuqFvTmzrrBJJr2DpGp2gEgbWLAxpjahCnUvdHvLZBjJUTWIFnAraTt02GV8mjetp75u4J41P8V8GhDtiqFUfXXmsgUwpZFqCkBCu/XCnTmUmcFGgQ+rbRGQE9bnYzmWJ0lzZH1pRq7wPwbgwX7sAV0nCp+BJzOfO6TrX8PgZwZtK9Us/NSjx7rVUKtP4UDn5ZgZ1GSxcF8BwuISasZwzMUEIqNjsSDATqRYVqg04/Mm9YOLaebPtzYyRlJgQEXCYQkBqfM1O20SPNER4BId5A5XWfBUQJ+JGl1ZuXoTVqSYJ8bEAD6HszZzkekS71pTJXedD4dAUOT/LwHaLUHNnYOcBZAk8tvpCUirZopdh9gQLPsHaJNSXnXXlnnFYVbFRSIGoyTTbgwNm06Lk4OL2MCCQjHNPU5Q6WcFeBBmhui0vLPR9p5iPYmIwmgqPV+zUCnEU/adCh+K95Q/twKE8trxuK8Kitd22JedgNg5siQVK6p6hoiC55MpRygCutnVcBZmTSAko5FRjqFZcb9mFRnLunVfgI8U2ZM13nF5Xrj3xpoCXYWJGKApshSDgb1VBgmkCQJxt5D1ViAgiLk7/o/LEbuSLkFRjLBRhavwUWzNZgzk0w2M7Lam7JbjoQMBPIPOclEQFqEGP50VrPxyBs/67FrA3hsOcUex6nUCJhMUEl2Jh1ACehYdRn1jObiKDtFAH1XOmlwF9miBtOoTs4N7URHxkErnyGyEpsUNn1xUhrLyKYlDPXk3ssJQVsPVcnmtKMRptgQgaicfDEmXhbfiVKMM2zSYi3KFEzCo7YshnRjQf6ZJFcjMLSBg0vUPxuylxkrfwwzS7UVs4/hBiVSM0BOK61WhrMkOnsTuDp7nw6mMuTRdOwnmHf6v4He7Fg2r2fZ3FRq2FadDn7scKujJdhZlJRRQCc/ZR5d5lcR2+u4H9rNtRYk6ztngcWvFYZM+nZHX6XbIYMQY2NB/r0mr8arVCRBhCKhoMgF6soXdZZwnL4AnZ69NEeTMUfORZLTc1FviWSnQw2cjMTGlcOoxlqnRua2Pwj92LILGVQxsumnAWC2ln7X7w3XBYn5p0JqWCt9jOnOqIOVCCrwlyzNZqDVli78WnbDATxUbV+jrmb+gAk/z7wbAzqNdnJSxKGxMBDXZUsj4SyAaQGfAHQKkG3nV0lnyHxHeRef7TUbFptvpKE5E8M2+ruZzkgZNGhsj4Gw+9OGZ2mgPB8twc6ClGweOEsxAD2ZFQyTU0Czi60YjfkefOWIRCdO5NbCNDjhwwS2EqKWlEeMjfUEVgQoYcILSCDhZHK0XaAeIT8r6SkYErWWMmEu/23ZIljpMsgRVRUZ3ZlIe+zJL5FyhBMYsjstoK3UsWkw22CQkYk4yY60NeAZE/l4KS6735GqMcBoL6Qh7zqN8kJVpFL3LBlikc6Y+nn7nka+uaICnsSo2W2oZVOgz9L8sc2h3xnN50S5CkNMxMaLoMIAtVk2M9x45sCDPIrgbyRsfFYVYQBojIaZMR4B6PwaBDlD+Yb03asAeEYNyxdg+HU6XOZhluqoxGVRvkzsbShH4kf7s6p8EczEdcLlu2A510g9GNMl2JlJS7CzBio2L/LA/LaTgJBPADRGPRfQ44CIAJ3ehBlZ4GO5qslsfw+N51x+K9GpF5/ygAnqN4eneeUkSs7/pmmZSKe3yPmysb57mmo1IElqplOAGdz3SfozmRSgIx8BN8p10nN2p7K67ECQir2OXaw78z2CnDnaPErkIoBx6poIdFCn02J0lTpKwAmoOS4802I/HiyDzmnAqPkUxJt0NDmCU235QmIQ8Lhiy3/KgCe2D8ycCM9b9bRla5XH/ZY6cNX8Lo0hSeqgVM6mb8OO9Ck49GsjP/1OaBe4Qolh7pu1YAjkjDJ+ybvxqVS9dl7Bfx9l+C2glBvFq8p4vjXQ6la1/CHuUFs2MqikVwPPmr/3E9BZ0vy0BDuLki4macXSk1ggN/F1DRpYUAhIDgbNpLDSgSghcHmjZoJuQROGq9/bZagKBFlkaHhSZ2YoTgrFVw/A6Qj6BOpynTvyxrBirxOBjjRCNk7mDHbUELmjpMKyQEc9KHOdDpClNvlaixVS0FN2pKa/rNt7lAVtVLSNEoYa7Z6aLTB0Eyf9N2HHAGlIwIKKipz9TgE2JXJqMxm3bA2aGdWJOMmjBXpctpnxRcBjEY8DPAjtI+8ljRhv6Le2h2kqKuFQohVQVhe/Bk7z9EuIXIGckTgzgY6Em3VIJoIjNuPLXjcD/250AxSBP2TODL9r0iJAp/G+KWW1QULZi32kdDS3be/sYJH/qmessbJN2wMabgQYfbRPaKnGmo+WYGctZBaPAmjysm13RJ0JI+E0fGNjYJwIOvVBowgVAAqAx/9md4x9SIKgIGfSkBrExc3oFWiagQll5iX+LCY+EfHOPLgKMCdvyKurKfzGjQBloDPpEsgRFdZExAvkGbQ4C5zkKy2yI0FeKaBGJD0KdKyay9ZTHrWY0GBbl/AMOJVNlXAjnaH8XFwDKprhDcipmW6Jw4C7qkKcO1ogHU9iVaCgUbaqLOF1BXjE8eBQGi0y4EmK0wI8GHlmKWCcxUGOlCnM8UVoLgAUfzeAsJbDqsfj2jNQtqj6Y8nDAo/4ifHnADLt5+zTILQL2uhHt1mBjCtULkBGyxAATzO8SchtOC1CHxXH731ansaaj5ZgZ0Gq1ASg4gNP9Mqyq9XF0BgsK5OROJIWdBGKKqwyoWzejXJJfMPknGTH7vp7P2lLQob5B/VbJe3hLKXpCJz/p5NV6QqKyLhEfVHSIGf4nMDOFDydpruwiPKdWEaqYyQ86pSQGJVaLNv4FL86xr9OBqIt1VarfaUPZqkUqffgQm0rjHqoRZYZjQEd9d9kAE8sq6YRxoCqq0wxCHB9LGosW4YyPAvoqUADmbKhALEhVVtFIyCpsnmahyzAosazkajVJmJGhDGgM49k0NEMYDOP2qulsmoB8WZ+CG2eH7SkOhJmUO0bfuvcafRh67mT6piOS+tr+iIS9FaeGs9cyePCmTo4nFKJfUwFgGo8Oynwwh2+pP1JS7CzKIkxJ2SDYQAPAZhkxpDVA62j5rIIWaZhRc/V7b1hskeqpAMZMKkKIzLS1pwkue3b27jYPMrClkENAczpe7kVIHlh1iso7Ok1yV4lCPlEllFHcd8XsJNVWM74ONvu6H1dYvsRnC4nb8k10PHfoQaQsa5DnNEBAcNIiGugY3fJySVBaPOxtXHI907Dbqa+7dk4D8wgR8dCsL0Sz96QKods49If1WdRElABKhl+M4CKBfYVI50jviuwbXf2rxDyiP3kJEwzaCbQWS/YgS//QqBrCOTEtUAet9rXApnWpmAI6DQoApohm6WWVKcZVsYIDECLc1aPq5Mf4zZ8GK9lvPsMR235uFFGasz3fUT5TMu60zjYacT59r6nv/u7v8OjHvUobN++HUSE9773ve49M2PHjh3Yvn07tmzZgtNOOw1XXHGFC7Nr1y48+9nPxtFHH41DDz0Uj370o/GlL33Jhfn617+On/7pn8YRRxyBI444Aj/90z+Nb3zjG+squ19QuFpYhkB+K5ymZS/9bH3g43ipjfxu+7kZ3HSolAQZSKTHRd1j7V1KWPmtomJjD1MMheGY68zJP+BBWf9LGayxcrbd4UmR9KT7sDJQyv6ArFGl/dgbm23d05eRtpuD8QxKaywjDOApPWPfv4189bZ7IwVsMsYwRsn4MxKJj1dzsPu4MQYTZlFqlK9Od/FkZ+U5JC1pStN4IE6DmhuHCCxiOWZ9TLl8n5R0hz6xvpWEEY3frfpUL8z/tYDPBlkwW+aeFK58hoyeW5KnSrVmTnAp8KCQJ0LaGq+Es1KsKo8Z9dtfNAXvlc/BTrco2Pmf//kf3Oc+98HrXve65vvzzz8fr3nNa/C6170Ol19+ObZt24aHPOQhuPHGGzXMWWedhfe85z145zvfiY9+9KP45je/iUc+8pGYTstW//GPfzw+/elP433vex/e97734dOf/jR++qd/ek1l1h2yfo/MBIOLpQU11UeeT/MnvAcjX63Q+B5AT7WA6pUMpeytRdntqCmdpOKV9Ok3AP0K8t1S+aMTv0iFYK5jYLH9aZ1Gcxlz/pd97VBxEJgqQNl/ziSfsOr0v3wXOx3r/ZknhF4c5QlAC2BHVVnSXLMW9AhUAtOObdraZctzd8zbgo1Gfs5Q1T6z489IcRyQ6bPNVr4+o5L69Zyv1mgwUTvWEZ5HY+i4PXQqSxOuaqNGne1PGv89Ly2qZZgLXAyl2wBDUSrYysvFDyBnFljS8lnD5H7OdGLxZU4EZt9UYaHxO6Y5EMc2hl9/zLN8Fbm1wQFxfo7ExTpOEuWOwZP836bnwprfdhNkgVBnPkObocbzVh32NU1573wOdrpF1VgPf/jD8fCHP7z5jplxwQUX4MUvfjHOOOMMAMCFF16IY445Bu94xztw5pln4oYbbsDv/d7v4Q//8A/x4Ac/GADwtre9Dcceeyw++MEP4mEPexi+8IUv4H3vex8+/vGP4wEPeAAA4Hd+53dwyimn4J//+Z9xl7vcZeFyEwPOhgFQlVYZ7fIUutDIiZNSyZCwAp/MhDS6PbLto3vx9RDDai/WTm1gd1Moz8RTstS7umDT6ACoT61CHSUHdYSkpmLOd4YlMELWgaDWncsH8PdgdRnorGT7nYlRY0Ha1eD2bKSs0qhcnwLCyuLmdq7SR1KlERrb2Vdh5V3D3b1ncAZY2DBDMmYDPFpqS5jfxJzdAsAs5uTticT7dyi7qmX70mY6buC/a7mQn8kxeW2IdVJgvHOlaebSYLKhDkMbgUGgY+ZZBDpDIGdIatd8H8cbhd8I+fNAXqFM0aapmhN5rFRqnEZ7VuMA9e86Ughn8mMBJTJv1E2CvbuuVFIvWA55ki6nHlSBghQ8I7xqCjfq4G117ItGnZZ0QNAtKtkZoyuvvBLXXnstHvrQh+qzTZs24dRTT8XHPvYxAMAnP/lJ7Nmzx4XZvn077nnPe2qYyy67DEcccYQCHQD4vu/7PhxxxBEaZiEyi8XQjrrJnGQR6sPHPCu775KOAz/hMwR0Spg240sVyI91QTNSmLBTEYDQT1BON+VPvwJjB2P82VgbmZyuXLKZEmfobefmw9NpAkvRieBKAjvphNWkkuzYk1fpnQFuZnfWG6CjEiqr1jI7Wu26wFia6o8xkvBB5USxHwHHLOOpPEtFYuOBTrlTjdVgWoGO5sc69qqyTLldvgjE7HNrDL23lf808H0ozBDN6qMYvMEwF9qoL5jfINCJ8x7hOQomGUo39lnzd6Sw+Ynfx8reDIMQP0pKGvkl6Q0y4Cmgp5LMqko6SXUw4RKHkpSnUmHFNY6Qwkk+NMcn1in+309gJ7KUtX4OdjpgDZSvvfZaAMAxxxzjnh9zzDG4+uqrNczGjRtx29vetgoj8a+99lrc7na3q9K/3e1up2FatGvXLuzatUt/79y5E4BZKMKuVnYP4n9HqCwsnPzQ6Iv83wIWy7jkcZYy1AZzZJivB0MxjcFFWspQARJ5n4CP9VVRH6Yi9GB0q7mgucDElJpigvTdMF4Is42UjZO7DSugyQS0sgLoxwAdOVaevTIzo7RtZwonX8Wo1yyoAnKcesW2CVD3kW3LCHhsnFZ7D4U36bo+G1l9FNgIuLBgI4Max9RUlVGQLoGBKbLzx3CK0EiAqAuSyxxbqqTSgEZ9B9/BzBfbxvMyB8u0JPqcEoQhasVvPRuTlsyk0vym8YbTr6Q5IYorXgPEjAIom4esX6ZdGX6+7DNpBXGpiOQnKiijngJTOnUpYtdYDgUh7Aua2yGNb6lLCWPX7xLOpD9HhVv9MbfUcS9QD8J0nZn1+6uwtyAdsGBHiOLxZ+bqWaQYphV+VjqvetWrcM4554xkYsqIxAiUWTTCOMDSWtgFpPR+vlJ+V/NU9nHDJzJDwLyz90mZSqTdDelvKYNIaFIavuI9CuChKWW/LekoOiGBHL1oVONR2kGtBtDDDHCfwM2GAnKwYQW8YZKkOCrBSdIb9JTiCchRp4dUAI9djcLHHZcWHi+mQ2hQg7ENGYVLujMpjpNo9xUBmPTzENARVWB+JkbJOq7yAKQ8sIrjw3DSCkgSIgN4SvwCjuL4t8fQR8kw2ZlgRP63mNyc1MpnPcxbmWSLWqBXni0CkgrudMm0wjSLYcGPhG2Fj8DRfgYyrlRhsTyN8FH9VEmO5HfHwCRJaogA7gWVtcpVGonzVTQ6hxThsMX6WlCnthfwEwo9PIcDbwp1XKqxDiw6YNVY27ZtA4BK+nL99dertGfbtm3YvXs3vv71r4+Gue6666r0v/rVr1ZSI0svfOELccMNN+jnmmuuGS4s14teS5cfjZEtwOmCUfKQ+Lkl3rbpyQ7eqbNseYJ/nWiAKM9LRRJwEGPlfoXQT/JnJT1PRss5jFVpEeCOiWc7mvrerfyu7wHqjFRnAmzcmKQ4K10CPCsdeGWS887AZyV7Sd7Qod/Yod/Qaf5RBaV1EqBjQI87jm7fxz6F6ZsRqnbp0l9N43Iu7xD6eiwPGTMG6OhYM6rCWuWUEzdqUlGNVXeUNfwHWUBtx7/+39dy8cicG8+HnlXjXsIMMfm9RcJ858lnHiBkaOZYGVhLbL/OC3JcekA1NobK1bTnsXOtQzYyzt8nDOrCRCCouoqzuopz2BQeIJsO5UJIXl342GcGNMVytj6lEUucQVXfPiRr7riez8FOByzYOeGEE7Bt2zZ84AMf0Ge7d+/Ghz/8YTzwgQ8EAJx88snYsGGDC/OVr3wFn/vc5zTMKaecghtuuAGf+MQnNMw//MM/4IYbbtAwLdq0aRMOP/xw9wH8hJ2bIVng0WB6DvhEsBLjm3xn6d+tsXJlvzPP6DaG0vG4tpxq6u3pK7F5EaARjnWrTVC2q2m21WSSPSVPkmRn4k9bcSd2OVTy6kTSQ+gF+EyoueA4vT1K2ZpSH4SwEmWo6eZgXNTow4XI9qE5Pm6BThoLXNRXyGGjDZAJ17q6IgK6IQBNJo9YxoXrN0brlMIMAqGhdPc2wxoCDXPQXMFCv9X901iL5JWVsGAAENp87Dick0jAnj4weQt4kIBdvkx4sM9SZVjAUN5PxR1J004ogpS4RpmyjZEDPTGPOdPYGzQF7ZXPwU63qBrrm9/8Jv71X/9Vf1955ZX49Kc/jSOPPBJ3vOMdcdZZZ+Hcc8/FSSedhJNOOgnnnnsuDjnkEDz+8Y8HABxxxBF42tOehrPPPhtHHXUUjjzySDzvec/Dve51Lz2ddbe73Q0//MM/jKc//el485vfDAB4xjOegUc+8pFrOok1i6wYVPXAGBn3Mu+ycXJ5zvm0TAINLQGFzbMsYo0rAhqLIEtZR8a4Y1Sy+8pF03cE9FmPruqsHvmUFtLRdQb6lQ7EjJ44IWyrRmQG+qQ7osmkAJ4NK+CNWYWVVVdWogMgSTSM4XO/QiDJe0KVdEbKXC1u+ZHaCsT6t9pkAbKAoCX+V+kc4ACK8dZY10G+GnUW9VyuCTDqKwtytM26lBAh31lmbr1PPWryl2slRE0oiZkyujiWzIksbeOciKq79OVAXc2zQYY0xBhtUeaNa8b3TIZuwljV81w0lj63g9FAmMHfFvwIwJXXwQ/WqJSM/SM2Yaq1pFlYaGDdGBkAUg5LANxlqU4qpEmL87v8yg43ATBuDIY5JHnDA3ztOClH/j06312fj67ySzoA6BYFO//4j/+IBz3oQfr7uc99LgDgSU96Et761rfi+c9/Pm666SY885nPxNe//nU84AEPwEUXXYStW7dqnN/4jd/AysoKHve4x+Gmm27C6aefjre+9a2YTMp1229/+9vxC7/wC3pq69GPfvSgb59FaaZeluv1LKo3hElZL8DpWoBy35YsLM3JZ8CMLmjBKNXv1sti4BapCJAMqFG1j2VK+TnJ4sAJ8HAWCVP2It0D+eos0qsduj4bGAPpPqzpFCACbZDj5Ult1W9cUYmOU111kqgsmJkJbwh2I9noWsra2lnqDhNIiyjbepn3hMHlTI3UI7Nj0+bw/TevKsz2j7XHAVBAiKitpua9AJ0pw6mlbN/nClrAk+pTwtjsIuhBTsNeDWEB/xAN9sUsWgN4cYa29t1YnhFdxArN8yz/du3SmsMx3sC4GCruICgP64Fj7jbBVvtEENNax+xvM1eGNlHOlsUBHfMsn4iiCTcjc1ZTSaVJMpw1fnJ4NnFrCzUq10ughBlM0kQtgMdUdD9hn70hmfl2kOwQ81rcoX770c6dO3HEEUfglB9+OVY2bAbgJ7VlrL3ar+RndmGvmF1RL1SnhszxbYSFIqoSKtBkf2ebDv2wgJecrqid1AlfKfN0I2F1M2G6KTkWbDFo6oFuFaBVoJuyAq1ulTHZnfKW57Snx2R3j253j+6m3ehu2gN86ybg5l3gb90ETCagQ7YAh2xBf9gW9Fs2gFcS8ug3Glsc0yYAVNIjjgyljv2GdDx+uomwuiXVY7oB4Am8Pw/AM4Zp+XTyu6UGEomcZSwVowlAx44Ba0jp0pUO9iDCuTnoGbTKuf17c7zc5GePnWumKCDQpK++iURS5hgglfEnaUi75/4o45aqMWzHlLOL0v9UbDVsvIYdVcUkTXnGwFClvmyEixsRHyiEaf02/d5MAyFOK+0wxwbZUCOOBzfIKsowRgHfV+pWAk1XDDa8LVDVh63wFMLlk1Yszj47NvE59fcKgzbIYghwT+m+PU5haDKAvOQZSwEA7pH8e7HJw67FORzZeHP0X6mk72/br/1Nu3D1C16MG264Qc0g9iYJT/ro57bjsK3rs0j55o09vv+eX95nZT0Q6IA/jXUg09Cu0qmJYET4biG1p2gKY5L41hOwSnbKz/aCG+0uGl6T5T/BpCsnbphBfbrbSnbqSVqUVgrRUYsEyda/T+sUeiIFWD3S0XBRV3VI39kxWnM/llz6KV6RVzrwhi778+mKNCfnqYxWmLdZVLWq1lh6BumuOy/c1Je+lbTXuv9xC2LffjdoVwLfn5Z5pcKV/lUDY8nHOBVM9ZDGMX2dxxsjA2Gj0ip8IaeZn+h4lGKwke5wQ9Izq+Hm7J/RuAsCnSHpw16xM4rMeI58otp4nNE2smwBHZH4hRN+lMvgbNgoJCtjVsZ96EdJw0qshvrIAx6TX/jvpDoWfMCX0yUcxY9zTHYzDcILRjWQmhWCyZfKOm1B814ZSEvaW7QEO3uRdOFAWmRYNGmqjmK3MKgEJpx2SYsOm12GZSRl4RHSHTwDVn0loETVWzDzTxhj3t0J4JEFLurfLQiQS0+1CARgJZ0Cpy7tpGgKELGqrtTvjjrtSvdX0Uqnxsi0sU+r0MoErH51CNNNE+j9W5bJU7LRcWAn9kmHsouch2QTKMDO/B8iOVo/z/o2eJ0IG9BBUgADfmH6UQBMlNgAtcpKgI6kpY/TYKJpzlMALiPXhTS+aAoEyKR0cjnNuJHx2WxrZ1wxgwZAXwTYQ+TGQQw3AnQWJsPgBvu92RalDDbe3ECrmvvlo2Ok4aTU5pM+5ECHVZe6OS/P7GZAwL+oi6Xfh/qfcmGtA0AHgMo7MiCCM+CpgJQAIalQY1KxDWPLPAaadRKTr1MrbC5Hq9/2yviak5ZqrPloCXYWJB3UjYld2Sqw2f1Y3ycGlDQXI0k2L1oCflq76vSgcXoL5V1KpzzUkzoqKcmMqE+pszLaDNBEDCwFM6/lO+cDU6rCImSJDaPbQ2ovQBOR7OQj49N01BwrEwAbk2Rn86ZkmDxJx8j7jUZKkO2AgATSRGVYSdemJYyV7rimMbuw5uI0AnR0MxcXOlkj4wJpgWh8b/30ZMP0lH7JWCU5ova0R83FBaocLY8n7Wx/W9DDmeGJlGeC0rE9knTHOq901TF+peSaCWtjJsPKgv410CDTiEx1BMREicAgYIp9NsDoZoGbeUBvM2ojjq4DQ+EFmFi3FnYTZZ43VX4GBLi0Rapp53kol64Bti+G0ib2JzZtX4jNjd2V9QTuoUBHKqx2dAKENLtSAX1u/4f6sVkvfcVhOpCacV3auYN0dTbzew1DYE00RYfpOg9WT2cHudXTEuysh9xiO6wqseJlfSYnaOJxc0mXCKzGNTIHE1MZVIdFqQGb9cP8T2VildAgb9k47/LdRBVD1T4HNaodt1sSXmx2eTQBkD0rk9SjB2iFQFNKR8T7CXjTSkpyAyfD5E0bwJtXks8c8edjdpXIHn97uai0K0bIUvAuSy0oAzFng0CNOjQ7riRJJqyTXktaduEN3+Pv0j/sn0nfWKePQUVlrwRx10H0ATA1PVRDGqeka+X5DI/sMuDR4lrwhTIem7SAJEdPBMW+kHE1AmR8OuHBEPAZeFcHbj9uqZuaAEjymBNExbyHgI6Xzpb/5VPbAdqNl5SBQ3vr/OIyJECmHBb02Dp4FOwdShIqO6siqoQBOiadINEpEhbjrDSAFddMXNJxKuOcr8Zlqvss0lBfzejD/SnZYSb068yQ92eBbyFagp19QJW4Ff63gpshvzrIewURRZjj56MMZoSsTZD1v6JedKksLNUcFl5kPeMGphTr3AN6PBRM2ZNvlh5MBOh02RnYBNiYI6106DevJInOSgdkB4YJ5OTEUYyUk3THlEc2ZDlP3X6aBbV5HH2gztX/+L5ByvgafZ/+N1bJAFLjiTmnjlSQkxlbVF0hg9mh8pmrNYhZwYbtX30uEiGTZuUUEjBjR6HhXqHIjOcBNPZZZbczFEeeDzXbDKY4yjTH1gP7igo4GSyiBcYKekeATgtoEZwKq1U+AfcIU0hxRwRPjboWeyB27T8qrQOSREfq2poqBqxoQDd/yrwZo7mlb/OA0xB2f0p2ljQfLcHOWihM1jh51S5HQIrdXQWg405J2Bu/O5nUrDsUawOkagOz4Gk6MIxR0uUiBSgFzzNSFj7jiI6YdD2JunyrlnDGjUbKQROApmY96tML6oF+lfJdVp2m2+1J33mlw1SkOhs79dLMk1TfbrXcvt1vKKdIXH/ITlLaoi9lG/qv9WuRCWe0Os6mB/meLtf20saucOyYdlzQdewocJB2z301td6QUfpL1FnyrJU3fDm5p2QQCiSpjcs32yGpejOTACQjtq9yyYwQpp6zKIZbaKNJA9/nfa+ZzpfdqBprVhoOMYRXFsiEtLxE0Mz3FtCZytqCMgaM5LlSW1ng1NjEGPOxAnAamNYBS/VOzG6NmIkwLFCRBUiQg20zI5WJx8PdnHITrfHcFmceUDNrrWiArn1NS5ud+WgJdtZBLXsNea4i4ABCrPM3p16yhrfZBsLq5BlQJsICTAYLFhmsAVYN9YYwLxvWYSJRE9n6BRVxdVRVAM9qXuOy/r2fpqPfQFcWQgC8IYOdCWF18yTZ6RiPyf1KbmBK9VDPzXLEX8pBIj1Kvyd7TJ3comsboLSTq5MBOBIu9rnY7pQHtl3Ls3kuZ3WSiwZwdWNIT9lwATo9FzDLPD5GpFI9tK2awaI0x0h6KmowwDGKtjR2fA3aUcX4je/VM5qdVpMs8wuMcBTwLJDuPOlEaY6sC53Y5kzTnJDf6X/beWXVDgJMnbrHlM1uZkycKEmt5pMAnvy7ZRfUagD9ao6LR91xa4PQTDf2nal8WnMbjQHUjRTTD8BzLnXYPqQpd5jOdRndWBp7qTAHMC3BzjqpEs2SOTlgmJWTwpgFixhlty5pQgBHTkgMP606a9YiKXlOjYpMxcN+cWE2u/XII1vgQOpr7GTcVRLymMsBKjGanIrfi7wAdvkqCLl5O52+6tQ/Dij9F1VVqre5oiIfY1c1igAgSoUn0+4tUlsjWdiH2rQBjpyNVSQLVIZOYNn0TPiqb42ReQE+rEbJNOUCdLj8r4CttdWRbGXb3vB6bCsmDtMqFZbE7TldA7JWagCeJs0JqJoqq/VsXkP/OSDb6NtW+Zs2PQ1GSia/FtBRFVX+rz6sVKLDCrCtQXAFLiV926YR4FFZcyBDhU2xQ/tGO6BKcmrDR9CkejMDVEwY3xbmYQucVH1Cevq05BfI5jtEs9Zcl+W3AYK4FdES7KyR3PyyDCAv/pFZOXATjg5bMJQkBem2cEyMHU1YGCuRd4OKZKjs+O3O30kKpkg+cLp8XFzjolo8LEAAoI7gyhUEhcTMRk5HUU+YMpdTUqs5TzE6XiH0GwnTDaTqKXHUiA7AJOcvUqS8GLJkRgXw9ARMe0K3Wgo/9w6/xcRk4Z53QRSQMhQsLuKxfNW4yc+yhE6kOulZb+64Cn0NeHVU3ASG8Wv95cxjHxb5zZhUJoIQC57m6ptGmDpN87shVWi1u4ZvgU3zbj00mK8GGHneADoO5OTfVsXVkrbYNFW9K69MGJFYMgxokrlm2zm2r3vXRoFJPRrqR+V9JWVi96VGU26tDf8dhTSagGcgWitMXgQHJU37SY3Vg9Cv8zRWv97BfSugJdjZ29S6FygAHXeixuzEAJmOafY7CZGAKLNbaxKX3b/bHSojNM+MjQkjgy/KQCtnIOJxNj54VC0EUxYBGWH3aO147MLF+Viz3JpO07S69hsI0w3pfxSDC/hxi7RZu1TQ1AG9HIXf4NtaywTzPTCGsQ2ZqrbCAteiWbt/H3ggOYk7Nf3aw4AcGPCTuYSR+qS0jZ2OGh2Xdwv5wJmD5lY/xTEC/3yUQhpD74eAjnyfp18qdcg85eLGdw7hWgwS4VkD6IjaiqZJZaX2OqsBOA+VkQE5mOD63QKdzhR7pD8s4GlJjuZRXbnC2nnVWDdGAaH933onicYw8/L5mEdDfbW/gQ6wtNmZl5ZgZ1ESYBLHhkz26lQMqt+OeamBsnBiJD8rutBlkJN/V3OotQAHIOMXkhLYe/JNBbNHEFVlMkWyv+nTf7BJJgKdeAVDl1XjYaEQyU4/ZXTTsgD1KzAqrFDfLqyTmfGn9LJgx0gvmDOQMn6CpE5R3F4xmzkXwKFdnf7vG2nDMvziuTj9bqSn9l1s2rFIdVqqK2e7k/Npl9/aazUG9rxAqJsRRozgq+chu7WuuRbcrCft3P5unM0DcgbK47630m7k3UzOAp0s0enMdwFAJQLV3y3ol82ClbJQAsMEpGsWZB5HkCaf6MohzleUuK5qTQBkAqjRVoho/w+lIfElK10z2YcZitsiKUNIP0rX0xw9+EHDrZWWYGdvEY/sgmSBiWoNUWdZ+4qGNLKpFhia8CFe+c7+WWSGLSaXd0ECyhQ02HIBYbGE95DKeQHtAV4B+mxX0OfwpDY3KWG9V0zvFvP1lQ2ePjPFV9sdA7Y4n2ITmyEXZxYxZjMlXei4Ajo+rQwaMrhpAog51knKwKYCfHkMNY+cBwlP6+h4s6xzEhMWttnhzFhTudCW7izIN8bUV00D2THgsWC+CiAGppPkNwqcmuPGAOp4tDwAnUodqvOkLBZ23DjpKEnxykm75saq0a7NNW+OtUnjhQTSumIAj6Tn1s6QxwDQcenJIh1pDKToItdO+0AAOnvHQHmdk+BWQEuwsyjZCTQP2AjgQHfq9oJOPQKOdByYTFzJx0wu5+8GKIx+6vOSI+e+/Bn0BDVHiWdWEQt4ZIENeM1KdvR/x2okzDnNKcgxI5oAPAVoRcpSVHSi2rJHyq0dgq0SmUWXuvJOpUx9Sku1NmLzIDtTadrWwinpok0O3NjFzwLb/D21mwE8duONIt3R/Bprj6iwNE0ZO0ADvIbv8nvgFJaAoGps2ehE5ZJQjZi/x4tZDRMck7bUlZyDZ1D4P+P9PGo1B3gUpJvnMgdb72wajTxdv0p4+H5ugi7daMAZIotEp1uVd6xhm6AOZsybdnGAhswneM7WOY6Sfjx9adP1FTR1keqaPm5KVBXnkI8fwVxD1O3Ss+sEDOCJ1FBHlTygFR+S/t7SEp1ks7O+/Ncb/9ZA64OD3+Y0pGenMDGtfQycC/fMrASUCAji8tupnuZA39FexxEXgOWYMaBMSxa5Zh2yYaRPUwIEoNMBmDB4hdFvYPQbGf1GYLoRmG4BppuB6SZgdTOwKr83A/3GAnSSSiv/X0FRleX8EBZcdxIrl0dOcjmD5vCh+Ayl7s22jAuqBaL2E9pKxoG1bSjlNX5Q9Kj/gFduNj51dAyhjBv7MXFKOeYbR+MB5l/fq7Rs/YOUYE3UYLhDUgknMZojvyZQs3mEulS2KzIvWmUaqYfamTn1FRLAEaAz5SLdMb60SuFtWt5NQfMTATt8vaLaqrLRqeZJbbwr4aq8GhuG4osMZryX+JRvQtdwXOdR2c2x7yhJY3hdIF+PWIYIdFr1OcjpVa96FYgIZ511lj5jZuzYsQPbt2/Hli1bcNppp+GKK6645QqJJdhZmAieATogMxbPTYKsitAjw3biCONCxTw1HaGhbGeVh5EXvT6f4smMMe7M5KsBGW0pRv5p15FJvgtnwumzwug3MaabOQGeTcDqIcD0kPR/dUt6Nt1gQI75sJX02OoFphsBkarErC8Zu5jZNrH1arRZ63fqm2AUHg3BA8kzZYIG8AjAqdWWnMvI+lvHUEu6MwSQxyQ/LZqhzrIGqq3w0h8zJT0tcCJpoOQR03D/hwBUS9rRAi5D+beawMRz461r13lQnWbDtJh9BjrdlItEZ0/+PxVpD9fjTCS4GSTVzgf9p2LQti1DfQZVV/DrlpOIxOd9Bhp9ARwOwIS56DYRTVDSemaACkybttJpkZapXY6qIQbWiH1Nfb4baz2ftZ7muvzyy/Hbv/3buPe97+2en3/++XjNa16D173udbj88suxbds2POQhD8GNN964N6q8JlqCnUVJJC6AG8yjOxhhVOFEjUpyVNLibTGKKgqodm1Ae6F2IGyg/FoPqETAOqVTZtzYncbFwS4aKsZXqQUnVckE4I2M3gKeLZwAj5HqTDcD/SaANxTpDuf7r6xai0w92ZRDymwvBuUO+f4s12TVouz+N+rpMou/wyIbF0hLQxITkYa5tbPFpG3eMm6m+eh5MFKu43igpCThhxZngldhKaAIwMYy9gGQVMBJ8Ogb08CM+iO8a3wfBDqtODOoJbGJ0pvq7jX7blZdTJGsNIOMyqpbTUBHgU8LpAB+HLJNp/EJzL9S5w3VGz4//d+YUy3AI8fny4eKI8E+gxQBQlMy78O7/NwBJgUiPv+mNEmqOtQGrh0j4sPoZ6Z0dC+R2Oys97MoffOb38RP/dRP4Xd+53dw29veVp8zMy644AK8+MUvxhlnnIF73vOeuPDCC/Gtb30L73jHO/Zm1ReiJdhZkFpMsZK2uMkejprbHZUyxSKOTnkYVVbFYP2DRUT/RTrE5llilgq8VgvocgAiX2HhRNZ2wQj/VezdiWSnBzb2YFVpMfrNfQI/AoA2JSnOdCNUkqMgoKWK0kqY9ohelS0jyuWjwNxHgU/o72pBDM+telD7v9WHI8Ci+ZhLv7l+jHY7UrchwBNpQLoTJRJV+QSsECp7nSrsHM8dGBiLFxlulKyMAJ1BqcSC5SzqxkaZWsBnoI5WWuqkDA6cGJXVapbkWPWVcUjqpMxxrbEfVX2hgPIcL9rkDEnMSqVMc1VrnwU2Ak5SvVwd4/cIzmw5K5BkgVMGRFMytm3yIQd6PBiMIKYFnAK4senHYWP7cz9QnyUz6/0AwM6dO91n165dg/k+61nPwo/8yI/gwQ9+sHt+5ZVX4tprr8VDH/pQfbZp0yaceuqp+NjHPrZvGmEOWhooL0p5IHPPoM7YVLCcYbBhDdCZxsWmqLFc4jK5eqSLNM0EU9vhBSbR4O7C2HgQM7AKJHTSo5sSph2nST8t4KBplFhl6DPnjlM9iIEJAyuULvrrKRlj95wXQkAkCF02tNbFVeo/skNmCUcB7MD/ViNr25YUmI1GbABZxPdcLfLu3rOxphoAJINi9ix9qyQzRm3VPG1lDZMXOWll7biMYbIDC523K2qrfKgJUpqSgggQ8rOWxIdDWmPSk1gulj6340aSi0C60Y1VGaoABsy4ypikbd9yroYaIGcJzmr63e1Jkh29FmLIBQbyuLMGxiZYaTM5LRkSyHPQtmdrFEvZOX/nEl3rTrY/AkjWXMkmWKjVrs1hy+Yd+Wdan5hwK1ydmw9jAWW7CP79fgQ7e5OOPfZY9/tlL3sZduzYUYV75zvfiU996lO4/PLLq3fXXnstAOCYY45xz4855hhcffXVe6+wC9IS7CxIReKSGDV1pGsOm9HtpANWkiMAxwKNTAw5DWNWX9mtz/JjMge5RSbWq+8T4KEugbEJo5smu5tuSuApo2+uQIHJxAWYkI5CUV7NmZOvHiRAx9MkpuYp6bVLfVjV9CRJXHwjU8p1FFBGhuFw9g80pG5s/s/fKb6zfWtBjgUnUXrj2qTdC+7SWADRQaTaBvXmfUN95S76BKprItbiQDCqryKwsGqtpk3OYLol3KAKixrPQpwxO50hQNICPMqoh/puXpqLoeagWUoQvSE71dUq62ks8dGlAN+uQ1qPgYyl/6SIjDQPJ8ZWbKD/dJNgAZoAHokn7RfrbvqSzO+Snx87+siuJ02kQfrOSspsn1sAJuWu2sQ+l3wjwGmivoEw+xHoTJkwXUTEP5AGAFxzzTU4/PDD9fmmTZuqsNdccw2e85zn4KKLLsLmzZsH06So5maunu1PWoKdRcmopBhw/kVaul7ZgdmdvrPpmJcJmYVllMwiUtaImEdIJe/2iVkXs6J2A8THTssOpWkXwfZlQgvUcVkYKDkvVH8eOTr3+YoI007VqpU/ti1ckVqgyJbRnjoJkeNaGiUrTb2/jddgMI4pjXVvVChLXlMDihVEsc8rnsZaix+dgXgi1RlMaoG1q2gJqAYnQ2QBzwAwqkDXUPlaQ78FbFqAp1GXqpytsUSm6+O4c0AWqpKxKpx0vLycokJQW7npYcdafOaKmWaeU8e16tfqFwtwZBOiUlkUMMO+ncjEd88Jrj8VrNn20npRsw8lB9tfepebDdGYg7G9bKRBABPSaIWrbH/2IYmR8frSSIU9/PDDHdhp0Sc/+Ulcf/31OPnkk0v86RR/93d/h9e97nX453/+ZwBJwnP7299ew1x//fWVtGd/0hLsrIWE6VABOdWkMiDHGii7Y+bBmDSBAICYNA4HOaxdaNwJI0sCaHQBojL5k+gkgQ/jl8eqQcrJn/zJi263ymkHKL5xBHQYxu/KaZ9nwEMEUJcq3Xcd+tWuAJ6ek4or3wnGvSxaZXURyY06CURJHxQWbssEu1LeKGIeWqzce/tbjTq5ilud9pC2mAV0BhZxVYsJ6LG2C0aiY+/EcuDV3okFeODSo7rxXI68p8zzsyGpTufD+TilLyo7mYHw2ocWrJKP35LgNKURNs+hvIECbMxvl37skxbIaRAjMLs4TgTkyHjJVz+oNEf/pw+tSt/bgUglTdkgNMrinmXbO9eeaLS/LWvOlrLoVbwrS1j5Tqjb3D2TBwG4Nv+HClTpDFSylJ3KfM8d0dp0jCXZ3NDADIkBoFTWhNHUb7V0+umn47Of/ax79pSnPAV3vetd8cu//Ms48cQTsW3bNnzgAx/Ad3/3dwMAdu/ejQ9/+MM477zzbokiA1iCnYXJGYkKyMliZOTvThIgoEcv6RM7nsy8zG6cZXUHXBoyXzkbmswrLbDEREXUTKxMywGuCVBUJ2GBYAZNqew6c1HFeLByK6+gggqQykCnEw9/OeOeE+DBNF0QSnZB5fDJTJQtUAOcLZGz9TGLqNyXJTS0c3PqqfycYjlsmOjnw0phcsUVEMedpbWBimWTdjfgU4+c54s/3RhyCRfAk9qkMVAcMCRfNnUWmJNrAB0PNto+gZqMDiYeGs8C0HFANjyzaTaljLPmh59uw8Fjvw0xZTtOEQCPkFFbiaFuN0UyQM5AZ7K7BjrWBowzAqFQgTGJ1KgahwbqZOYByxjsfLxR8CJfW31kAZPM1ZGya5KxnDZe452A9SJt42EcYrHkAGjRKzYGNif7G+T03KFfpwflfkjt2aCtW7finve8p3t26KGH4qijjtLnZ511Fs4991ycdNJJOOmkk3DuuefikEMOweMf//h1lXM9tAQ7i1IGAhXzsJIcQEGDAB0nilbpDuBUEj0Z+4qSfpJyZL18ZNBDpItOY/UToJONkNGx3/03ji9Xzs0I6OUUhAUDVVtBF0xmv2B1HSc97iRZO/EknwYLq6M9zebqFuqqYnTL+wPgcWuCCdNUQUZQY4GNO00HA3AK8JE0h66HcEbUtpsUCOffwuiCKovsGIrG0MHGqz1mUUl2pCzpPymjGKI20w8PDVNjGjBobvWpA1M+XJRMuDgIcWaU16o3qmk1MNaGSJMaYIRWWuqkOeI7R+xz9mQbnT3Gj44Z/2XD4zPqBozeE1jIl/xmtbsDq6GcOu5lfFPqVhmnAkaJQh8OgED33sZrAaVWfBsu4noLrEbGkYZl2fixS8qvAQMDQuKLpDwur7eANGdvqrH2Fj3/+c/HTTfdhGc+85n4+te/jgc84AG46KKLsHXr1r2azyK0BDvrIdlZsX8GwAMdZsOsjMfbbFxKU87iYK6HXMQpjCThMSq0QeoI6HPaWfLCBEAMYQX0UAY82aldSlcYaJ68VJh8Oq0FtX9RcCEnnUL5WXxhdNlWh6GLBRFn0FXKVrcz2oCnBfw4PI+7vrggN4Ca9h0CcJHnBug4BmZ336pSkiJ4O4mSmVkfA1gqDidzW8lYmmaQ0/eln6J6o+dachNpbH2UvlCm1JbqSNoV49S2Now1ph+AyaD6isrYUPVYi4mh/t7MG8PvW0Hn5V8KbgUfxrkp4EGkOX22yRmV6HA1PmN+mrZ7Vx7o5Z4z6uFUz32pQwVMIljRBOD2KXajEeOzSFkJzbI51W9r3ubnTirUaAdVs4V08oxqr59moxI3WDI2pXBV/JE+OZjp0ksvdb+JCDt27Gie5LqlaAl21kL2dFDYWdmFKV4HIaosq3pQW4wczd1CLTtvOf2lcdP3eeaS3XmoKqtwYGBCYOF68d4jLguJs7sQKU8OYwEDTSlJaiZwZQZI7/3qAXRyFNwunFXhTdqSp21fE8yqFZuSnQagae5oQ96Vuqry35HrZ4GKKaeqIXNzaPgAAkbzBkqFovqzZbAsDTsvqbPA8olSoDH1VSQrdXHjxjKbyEDzewt0ED+NNGx+EWwNqZrGSFuxYqyN2RZ2/w7k2LHW+0+3moAOZaAz2cOY7EaS5uwJQKclqRkCNn39jClvMoh0Hsa2sRsUtTeUzjCARPstgE2K/eAK57+TxDdp22BOUmL7vXUpcARXJh+26dr+iaCrtQZYsGOytOmNAcfRDeg+oGS3vsB8H0jjYKcl2FmUDFMRhlmrQLgYjTovySi2FsbmQpnfDL1plJrYSxtbi6LVc7MxUhZjGGFoJICKKDuIC8yuUawiycjlyOBHbXpWUrxk2EhZwpSNZvt0zJyaVn8mfbPoOMmKAwGl6awPHds3joHZBbOxqMUyOElL7lt7l5C2g/NoywakGX9MjRNPFnS1vNmqvY6oC6dcPCfPWqFEytSlBkq9Hlf34UWynJoaBjR1o2UQFw3FyaYH7QcLnBToBNscFybEc3m0vlfvZnCiELdSs1kQY1lgANL63wJlUVllvzkCdLo9QNeS6ARXAk2KYeI8AusmYwzoufWDLFiC9p1KYeylvyZMTL4CrEBRZQ+Ux4ITdxcX1+GddMktjP4TgU8FemIZAljVZ6abCSbdge7ZX6DHOgVcTxoHOy3BzhpIGBBTfdGdv5SxMMMqvqYjixQXkNFgLioh4GoeOqoWnjUAfsfIRJJkyuHCGEBQROCUpV+s74WbsaizxD5p7oL4/PS7/R+ezar6PLtm+7xtl+QfuAXO2tE0FmsXRz9c4lqbHASmZ6WGthwt54E9Z4nM7MFQJDixkGiqrzSO+e/eD70b+t4AQS2pzlz1cOly+314VdkAtb5L2BB3iElayaRTY6nTQC53XIW7rppApyHBqSSAtuAVCillZTPuSPwyxTYHkopdn8vhhnZYm7VKYMy4sqe5KmoU38WXYBngOMerEh4e/zigQn4NrYrQWlNsO9jNSWutGEx4Sbc0LcHOgmSNRssEMKPeAh1371UBQqq+6vu0S7fHfQfyZIIyrSgiH/KTUcTBBGKzQtryyG99XrhykWhkPzv5tbXTUffvXcnTPcughnvOTl1z2hnwJDsegCtDC7hFzEqpyAAZ3f1SOm2lUhBhlAH0zFyocvVlF+glWMXJn5P6mHe+3XK6wRdTK2svKeKSduwbATnT2Ge2HhnoBADkVKQu81RhbzCdG6Fxymou9ZABLRF4OPWWfEf5HnfmUraWVMeGb9sNsS/zAGhpAZuhekaBJEW9hhkz9loEsc8RldVkT0t1ZceWX1e0CAMAh+xvAaJDKDurximrrJIrCy7zxQJZAziY0vhkc08axbZSgOTjiaNPBdJxIpj5oypfiW/WF6e+ikPfAqMwHjR4ADyxDE2NpambxqX4shVh39Na77aKaRzstAQ7ayGWBS7/jguRMiw2DvIMowqMaz4ph92eQBcrEGoJRWZSdtYyETruzcJoGGb+nWx6sjF1x5qHSqcsY5d7bvokltdj3Xpqi7IRYvKdQz2VhY9zuI7BU0pAZwTYaJ3ktwEaKlXqCm9jE0b6S/vNLqQhbVnoJf6QjU55znU+8sw4RlTgGXiiK1vuU6sii/XMyvlimBzBqnxXvV6DyfUAVka2nUaF6exqZkh1NHtqfA9gpJIGtJjTIHiJ5W080+cG6DSYcev3TAmUmfZkngkn9SDXHClXtZUHOpPdWZpjj5dboDOkpmoAHL8OJJ9YGpdT5diWUceVjBk7ZHLbGZUid2QAD8Bm1+FtpcgBpKq/W/grggxCckEh6Ziy6XQ1ADja+VgDaJjDGdR5wBPn5KjqqbFe2HjrNJtZM/Ug9OsUJa03/q2BlmBnUTLSj3SKivxCZBgQTT3QKceEc1qLWoXlpHWStsJE2598IssFEelS7wtAzOCuSwtZXnwUUMhCTNnXDpUPCPpMrjzQ4+kdAdOyYClfIICZ1JuyFwEM1H0A6Ej5OIi0K5UbwnvTpmx+Gz5p8quPmqtUx/6PZTN5+Mb2/VEADpvrRVjHG5mPjsFpAa/RPmcQ8IQTWk61JdIctZWo+2N0QTf2OlHiYhlglOpIe1TPw7v4vAJWDlCxS7sJaKryx/8jHWfxpWGcKpFzvnPS9xbQqfzoDAEdC2oi4DGqzlLMdv8TAzw1vssZICIwcdXdCdSYTcpETo2a+60EjNjvxCWOGVN2U+Ikz4356uyp5U6+2B1c0nXdY8dNJ8AMupEhmxSh3c0B2EQw4zYxaIfZX9KdpWRnPlqCnQVJjWAze4yqIFX7iEGyATrN3fjQDhxoSnuS5CLNqrHdhCz6Zd325VMpQciPpvnyTjG27ZPNDotOX0BOz+hW0+/eAJ+uy1KeHsCUkt+cXAqemAVnIuWktOaa6yjSLcQNBiIfSLjyjuGBhtHG+cVMgNHEfJddoKQpbRaMkGM5CvgS4GPbrPQtMZJ/E92akstD0zAG32DojdZFFVrGUmWrI6SqTpOfbQwdH2HgGHWVGBLPkur49KpH5bn9IPwnz3gqKY8BTnOpryzQCfmNqbIqSdAAWY/eXKKYCqMYrGeJTrcnA53d2UZnTolOaxNF9ruVLqKEZxnMKKrndJQ8B+yoAB6pd6POCmCkDzhLdjrWd9peZEBRBjcubUEbWcWsczgAHtf/eQirpDYWrgMwLUVnwJ/2MulqiwjwsWMv1n1OkNICSbekhGdJ47QEO4uSAJmh279FnDwEdMx3a6jMkWkBzumbMnHx1sxmPscLJBtlsjdm20W18rArEp8poVvtk6RnyqAs0QHl79kAWdVZAhxkoZfrGaay/SEFIcSk/n+kbsQAVtOloPb+MVt3dXAGOBAU1U8WAEUiWfg7E9eApSrP5rPchlMLfNiVx7U9UbMwEUDprl3GmDnFZ0/uOelO62Z1ATySfzeyawvuBrgByIZoVEISbH0qoEHmmVFXVOBF0ytxm6AH4ZkpS2VP4n4PABz72zRx3M1LEu54uUhz9qT/TqKzamx0gjrUejOPQGcmyDHrR2Ls5lJhmZsZZZCMD3HgSaiXsjx+ND6lDY9Ie1x7ZOTCE/lN6doXA5RU2lMKWJrftm8ngCXPmZZ9D5V+cMO0g9oRalqmHE6y5NoKVQOsB7Tsb8Czd5wKLiU7S4oki0+fpknrpuoIdMpzLt9VpcVqvOrSyLNPjUrt9sUwV1mptBz2slFGcUxnbl2PDseU+pQB5UJTB3REaScn4uA8i2URsa7vk8QHapQJyGKUlxRZAaw0BRKfMoDIoKoPtkIWSMhvAUX5sVsQexRAKvHy924Kd1cWm3d2p+kWYpuvAToW5Eh7lz4coChpsUDJXCdSfvfpY4+d2zys8Tm1rNVTfi1pTvov7UEexBPm8qvjwUP9LtoAOakMwu8AXiLwqcICBhSZNq9AjX1ux38s60D1HLNNY7mA8GK/RtMAdHZ7iY4FOuWS15DfANAZBDlxo5MlLyzzKq5TDT83FYkEpEden/IYNW1Zqa/6ZKfH+Q48qwaLbVttCgyASRqVjGS4fJU8h8CvAhtJX1TbQJHgslsKJOuqeyNV6im7Hps2uSWoZ0K/TnS13vi3BlqCnQXJ3T5NhakDqBchGweoVVlABYIU3DRUD04tIo8GPA4741n9zX5W27hWbL6awnZZN8Ur2SGg1qex9tu8jFGvgiJtJ8rGzx7AESOpvaYZ8GTQVOqDstjGutqWYlO+RhNqmIaNj3tvwM0gifrKhpkVx5a7tfhLXOsV2Uh1qnccOB33BfCIVCmexhJQM1a8da59DrQAnkE1QEgT5NjvQ+Uh/z+GrSQ/1pbHpNEETDkBHaqNfrUgXIz1k8+lfPoqXO5ZTmnVIMfni3GgI366YOatRqWSBor6mcFZpUrqtXxQgifqJ1WJ5YYybUSQ9qUCIgW9EjJwLpOWnFq1NLVNw85JgqyFplgwYIZKVq6EZvnUtcAE0nJLG42N9db7CHQaYedaA5a0X2kJdhYlUfOIrYlhJPIeQDAu9IBGVRHOD0s9O9xR4TB5ZTKp/QnFuDASnSDVkbzC4uPLl5AcEYFWOtBKeqb55TJZoEOcT2ZRWuDdppPzotUx5OZllaaINKg3F40aBhJPKNm6O5F1XlddU9qq5cVUT5ABbjfoyiNxtQ2hjCdKgJQJmf6kkK9tX+sBu0ivjATO2Oo4qU7+XqmwbIVH1E/Rh1P0mixSmEHD3xkk7duKHwEO2za3eTT+t9Kax06nyjsCHQ0TEbOrVV15KXyPJNWRMbsK0B4j2ZGj5atc7r6aii8dGDADVWE5Y2SgAjpN1XiYzzSF2seBC4CQu7Hk1CQoAQpbVZXEiaSPuNi59B6Eyj+ewBwzJ1XJW1seOzHj3BDjZ3WrIW1LSOuFOEU04TVzmdMwzSbNEYBOBDn6u+CxSvpkVe2VdAeN37PA0z6gfi+osZZOBZdUk0zEPLqpM6PeSkdcnLA42Z26MC1rk2HEr0AGPWQMkrPOnTgZA1vbBxFbgwFYpmmuqmidAkuLrSCHwkTlXi93DNvG6xk0pXTyCkCUdskJeM769H5CBRxAgA55UCPgxwAe2GemLHIX1SyPz6VA0oZZuGFAZGmL8p8MQxKQo7592H+KRCgUoCGRA2cDUSsdkv6yUjg7VqzdVc+AcSVQkbXbCaQgx9jrMJk21BM0C6zalYqsBkqVGivY6kg8CdsGNTOATojflOZYkBPy9Q3VqKYdG9b9glFdeaCDcrmngpxZjYkyLoaAjoBeO5fNWkT5BGRSWaWToyptsXqhmK0AoD6flMzjhPQdQhvn+UxI6i4zyJunvGzdtX8oA7K0wFFWQTOgtoECwhTAGbClanEAFSDxRSplK6/Lu7AODNKsMFXC+5b2zq3nS7CzpEB6/FfIqbGGR3e1CzMXgzppkGGkLMzOjsO8IDiwEBkGDBPuuW3Easky1Hykirsu/Zfdoh6HzgzaeFvtwOhBenl6V6qR1toOamjdMZL/DwtmoiRnWgCF1JEs0GkBD+tQ0BgfNw1PpYA2rQ5OYqXNnV0L1OoqAx4ZTsrSskewEjnVUBo1hVWdqd2OSHJ6FKlO3+cj5wbo2P7tcodSNoqyAMY6r7QSHnccvdFe+n0G+FHgQOG3BzgiSRsHMOaDOp15gQ7bzYh7z+08hIamDFMZO9MIbhpAZ7V4R47Sv0Gy4yI8jxcI6/NctgROWKvLPYGQDhp4+6AWkssH0i0gogR80utyxYyV/AhgUdW+2nlxDUBCfgnUFFUbek7+fGQhkblCALoi6bZYwgEgmUdSnLAGWOAzBHhcESU8+e/NJoxAaz+BnSXNR0uwsygpc5pjJMsCEGwuvGfUNCOTykrykClokmKz0NiyxOJRiKkqmQDSYnmEqU6QFsaVLoESM7FpldHlSwX7DaaMnACPGC/rOpVxFnXlO/KdWcJvgMQ0HHgx6inAgJ2+hLHO/iz4qbolNKVVZYkhsPgOEgNJnyaXdBTgSJ+UD8J3S04iR+GKEYknxqrTYpis3rYV8JgKtoDOEImExkh0yu/Gc9NW9v8QRamJjyt5mGeA5tUCNy2JkEiBxoDOoDTHpFWBHKvC0j4ZqbCMvymVG8sNyJnskZvLy8kr68KgpDPQb1zeO6lOHgOUva47SawhATgtwFMCDdUvS5BFhYR08pK7NG5V6iOGwwpePehhztIcHXd1IRMwSRNDvtIUaVNk3DQ4mxzO+aeS1ekOUVgDKvWUNlQpn53D+tMCnqF8bgGagjCduzGG0zjYaQl2FiXm2j9Ni5TbA85OJqqwDEk4Ds94kYHodhc+fXWAaEUvUp5cTpYFB9AFh6Z9WreoS7srShnxSgI4Kk1nRpcLIIIfaQb53pdkPcCxIEMkLlKMfugTbB5E4mWAhKxUlZ2AFCbHpSk56VD0WEumrI5xZWBiJTQpPGuba1+w+D0pq61TkZmxohJEte3gghjFKHnoXqwGReeBTOUetgIijH+dqMIaNGQ1eQwcIZc2j0CmdeHn/HY7cwAdfW4AjU3PqrHkPcNzQ83Y9P+U1CNyusQzAx29udwDHTsuJNviQCaTGXMeFEHHgQIdZ7eVw1m1N2rA4yTQpjCVzaGV3MjvPnF5EnVTble1Xc4+q9CJSXGah2K7o0OnK/Zg0sTuv9QXAMMAIa2EKTq1u8lVcQDgtMK493F5lzI1yu6CtdLfD7RUY81HS7CzKPUodjqt3ZnsSHqziAQbGLdDF5pHUqR52HjQyai/bVnUwC8trslDcmNHyAxM++TDZ3UVyWkGA12Xjo8aQML5tA9zkfAUbJcWRXXcPIE7nWW1ChZIRPWUK5tRbRXJT60uEhDCIe0oxgbgjr5baZEDUQiLmgIT1v9knqm9TWjXvPyntjN+knIjGgkRqwqr2G9lxibekjmrsXLcmWSlNgbgqDrJPpfwhoaYSctmt+RZ/jubnJHPoPqqAY4GgU7XkOa01FVqA9JoLqAwwQB0k5NM8sfK99j/Bujoyatw6qrBKCuJK2AMmLn5H8aFhAPUph4s9nvdwDghqtYCbRJVU1O2xRHJTnZFwbk/kD3JT0jnLivIIqmyX7MQ2l7mFIlvIBM+ABIAiHx5luRRw1gAFMBQAVl1WV05Q1ksDYGgJR0YtAQ7C1I6idUAKzGcfLFSHGFilrgfna3FgLRmRo65A27XY+MTcbmET9LQHZzZHcrOcdoBkx7oJ6Auq7MmE3SyuGb1Vk8ArRIwEeafPKx2U0ZPBQDxxGCEGmdBpBrKXEJV1PW+VXEJQBnrhrw4RRDlgAxJWkm6o+3atxcuq7oSdVOlvop2VlqevBrm/JhyXcKN1+pM0Ki2HOCRtGy6Qj1qv01aeCpGyeEUlja2/T8vGVWVMMX0Kc/1GTwAGrTbgf9tgY6WsQV0hkCOiedUWtqGkinC/1zonrz/nF1Atyvb7OxOQGciJ65WUdSRNi0pt0yG+G5oLIvNlrk8WEFPltbq/XoW8OT3XqpjKa5FbNYXMU5OdnrcdaBJmr8qmSJAPclPOanA7UEKLd/AEheAtdq1iRqNTf9KqeJ3M1ZiWCnCLCnQqIRIEpqTPIidP956aIr1q6EGh8hBREuwsygFSY0jNdIjH8aqsyzNsreYc/zG01t2kaDMdEjKh/xukp33WTAmhq99WlQJAK8wSBLvkJ3+deUkilgD5oz1SokWqMll07oZZkD2nUnR2eioCsmfkIrpx530cMMJQ2bNC+bjqhbrYO13ItiQ/+LQTFSRBngJkHJASQFcBjmtsRalgnNId4q6ihzgccfEW+BMO8E3QsVwWu/M/yHJTkt95eIO1ieUcR6gQyFugxMVcFKAj/aR8f+kKqzsHXmypwCcJNEpfaZjKANjm88gM7RAyKozxTA5josRwDOPinMofBq3XQY8LPbHTpJEoCZQsABiHslLVSSaEW+O8cLmXaVStYFi/KF5f4DSUo01Hy3BzqIUdeWW3MkPGg5rFxfq3EIUfaGUnbiZpFx2QbJ1scehXVYZ2HCfRDsqTVjtEqCRvKz9x3RVn1G/At6YFncQJY/Kkx48ocwfk0Gi3Jor/ms6cDpmbqnPVaPC7KU+Wie7gOVn4pxNJCJAAUBkjBktKaiQtLRBbCDzsWlbADKyG4xgpQaz+X8nACbZNDjDpQxeVKqTVRRu7IhEp596sK11arRBJ8CGihGpGpOSq5fY71gGM5f6agToiDTGSW7MO43fAkBAAC/yMaCmC3Hkf8cuvGd2AU0Pgg35ZEC/Suj2JPWVSHQm8tnDmOwOQGcMcM/GpjlcttsK/pVUyhfCCjhJl+6aynUmTIt03Ujvy2mrPBeABHiI1X9PpROK428MLGh/kXvmbMfGTgfaMgKD43RmWVpAScBc13h3ANPyItD5aAl2FqUsYm3506l2VgboOANTYHjxkbTITOqhScdZxGx3j5ZkUREbhU5AEwHoke6oymEmHdDnAT/dk09n9cmfzzQfLl/N4uxpj26V0KPLaxYVCQ8lI+UeQCcgiBOms0yJbL2yRAO5KNYQMO2IDRNxJ7KyT6LGkXFnyyQgqtHksvAmf0IhLpc4ZGxpJP/qrrGW9A52XJR+skDPSXPkegjL5PoemAZB8zz2Og2yhslDp7CG4w4/1+smKoAiYxnzv0MdRoGOBVBWouNATg6vTItLmpbimGCpDFSKQ6sEykCn2w1MboaCnpVd5RoIdRRoshvMZ4T8BqAA4eamqXI5IGlIfampn9CDCoBfk2CaqEtzHXkbw+iy/V1Wi8PcvRWBdgvQdLUEaFxyQ6PjI6qsmkmgNLvdSM1UWzUAUkudtrTNuXXREuysgfzpKtlB5ZMDegyJffgFyN5TZJ2+OcqGrgwUXbcskEA1MXki6WT9OlMCP10Hoj49lwsjVykxV6JkrNx1IO5y3ClotQNNGETFYRjJbnIqS2MGPFPOa3Zun8xfK+mOLORk1sgMNsQZm7snS55N84LrdCslHJdkh8mCLgOoVA0R0rRqhmJYLOOilXxWMUzMQ5VQFaN1a5iMeNxcmJIbez1GL/msbHPIGSbX4ELGbt1a1fiLDC0yJgXWkrb/cHyH8r+l3qoYXgY6aa5koGO+O3WWKabWx4EccQdAUK/IItHZnSU6N2ewsyv9X9nF6kvH2uc0GaAFtyS8lAYBq4LfbM+loCdumGxF5ISoq6gFQ+W5897eOKyQI4DQF6mOqLHy/1G1mC3BAChxUsAuSHWGkiaolLv1boiKDZEJ2wA0rbQqtWyow4EAeBikkvX1pHGw0xLsLEgV0LEiXC5Dxp3GmkWtMHYxmLULGaIu+7wA6S43pUVJIjShdNJqQgnMAMnmZg8Bk8yZpz2wZw/AKwnQEIEmPWiF9Dh6T8jXMVFZSFYK4HEGuWbBctVqoZK8uOpJLC5p6QktHllwCq/LKr9G28WFz6SvUhgDsjQNexrMAp2WHZf9afGQBW6M4lvHnsTpey8NtEBH/kfAYy4DdQbuVkVq7HjcFRFx3M3D1Mh/d2NNmBgKeHHP7X+gBjUGtHAHBTQO6AiDVElPCj8nP84Zp49KdHZ71ZVKdG7ONjr5iHk8FeikkhhniPadk7SolK83ACdGbgCe+F2IKIGheGqrBZ6ABIz6pIwWKU4RHzdogYZuAWT9bo61RzsulXSH57MzRJnH+WdcY5prbfhe1cF8v6UBz1KNNR8twc5aKTp4s/4urJh4HhpYLConglWAzDxZDze7RVYWfAZ0Z5cmanYelhkddfmo1oSSTGZlpdSx74FVc4X5JB1XpdW848vSna5L+0Btg3xKq0M6ti7u3EXlMI/RYgE3BeykU0soUpBcKQdEZGEzz3RDOAaM7GcKD4BaQEbsKgzQqQ74iE1VNiDS0yqA86or95Y5r8n2uLm7GLSxGxfQbR0Iuu9mPFn1qFnjFrHTibY91kZHjJ+VcRn7mijdqZiXfd9B1VPx2LkDOhImAx6tYosLVRJAuXSW0tHyHqA9hElDojPRU1ec7sGyx8oDA02qWtI+Y0JyOTB2KEFUqRkAN+2zQnj3v5V2R2VstFRX8coRoqTOjur4obXIgGkPRtqGyyWeqUb8LpO1Ar1toONMiGS+23QjThsCPvK7Md5bZV3SrYuWYGe9FBcKebbItjIuWppeZDTtNIePdgLi8MZNbKKiZpMd0yRJe9BxkuoQJWa7mm/0nPbApAet9kA3zQBJ+GiHPtvqMIujwfQ/+d1Ja6r66ujrRSuWv7JpkSPeUxRJCKPYZbCJx6YL8kInwMeppczi6PKaQo2VuSMFOs4gOVK2t/HNnxmBZKbSogROnVSHeVhlYXb7ciKnZELp2WQCn7l2jvtuT2E5mzCjwhpc0CvGkOvXle9NMAP/u9o1B8BUwA17gGRVV2KjE4COAzmBwaVnfrKo+soAnW43JUeBu7Mx8m5g5WZWXzpufLTGbRxX8bcNCxjnlsjqTDFIr+OkTO14MKBF3mkGlGx2KIMXp/7q/fiycToGuhUDtmIlqYBR7RvU61VV4eFXVn3lJDv6m/yaEYEP+a51AGgNtJD0qIq8xnhrpJ4J/TpR2Hrj3xpoCXbWQtF2QkgWqEUuUFyQqjHJeYZn7h7Fqm5HKdIdZl08SBiiOB4kAq9MoHdfYSWpsYCUxrTPPj+mQAd0ROjRq48arPhtVrdKTv2gjDUwvQggPNgxnpKNgXKL0ajJEsPYMQF6X1ZO0/2Xotk8JR5Su+rv2OeWUQHeDUAOa4/nRo/Y9tJP6zG5fPpxaUCL7PiTHbf+Ls8Bw0QCVbvzIWAagY1lVAHIDIEc+758r09elTQ9CKqAztj0i2IEhvpuInEamI+V1x8u97iNJD+XWkPGhgG2It1zakwTtjrgEC+DrdRR8qWv7/BrqUaBAlp7HvbXFKtSGSivY/2LhzLCOJJnc4GqBYuxV/g9D3zfhzTdC7eerzf+rYGWYGdvkHJYGn42S6010+dOmIkdOYbOOY8K6CCHqdz/pzR4AqDPunk1Uk4XB2oMnhgfPJSkO+Zq8y5zd97QpR3ChIoLeQEmnYArAOCsosjrUYPhFuARjJNV5ZPLb8OzaQt5JidkgArcQJ4FYCXfk3F1vhuI6zhqnBwYhpzK8b6PstdZSL+xqrHIXAFQfKpYwCO7+CDV0Q5oL1TxighnrwPUp7DibrmZZklv3M7GgJ5u4HkL/DgAY4COqrO4ttFpAR35z+a3xQ7Snz1lg2TyF3ka78jlrisZZ435DrT7ZoxkfPaMbjUDEBkLejKwgCL9LXZcfZ6Drc2Xs9PhAoAjyBncsA0UWdVV5MZUBM0zgQOjbHwimT5cRFK0JmnMEJgf2gDE6APg5pa241lSTUuwsyhx2DnOo9cG4HTmLr0e9piOdx0Pr3vWQFBJjYhuK1WWzY8CAFCGkyISIRspU65e8sHDXZeuxpCLpGRHuDpVY2UgvVIV/0qnwWiS1Vl5vSWzeFGf/bpMUqFa9axsdsQwWQCKFbFn4MFSWcvQDABqS3UKmLEqimIXVACrqrJ6A1akma3agVmlY9xlI/HcVsggtEhx7PegwmoxsqGx1gI0Vn2lRsmlSk6aEtPCjDCAqrAKeKEK+FiVRFPNJf87FDsd66rAqqrkY4GOqLRMWX0hW89I7XS6KUB7oAbJeqnnbjlWDqe2UvWkNPEYk6N8X1QIoyrMaV+8Zlt/OrbPZWz0ZlxYO644PsRoXdYAAT6AX69atl92DLWei/H5LIeU89IcKn+nwmoBoMZ40zVvDgBUSSrH3gNuzY00Ohb2ES3VWPPREuyshVo7Inm+HhHujJ2hG49WUiOqrIGJ2px0opvPp7HASa9PfV/UW2pwnBOeygLb6eLnsmQBPQQggR50SEfkmU26AAvI4nJSTHfsOS131FyAjvjWGWJqBsyIuiu+a6mrJA9rqKwnrkyZUjvI6SnoWKCwE7ff04k3lN2s5i3gyTiQs1Ic60TQXv44i8Q42drrSLZNT8n5vT0uDsNAYNpb+w+ekRAa6iaDM2K6CHE1ngE2Anwkjkp1GkCHcqP6ipV/bDLuxSgZzmlgvNiz24NyTUluu9bYY8zJ2NRXFINWWQGzSPaa/nSiOktUm1mdPCjxE9cRXVe/E5CzqCQqqpji94XSCmkGaqlPh8LNAjqVFHFWmVrliEFj0zU2UfuLenTo16mGWm/8WwMtwc6i1PPwTmatQKdn75cnr132moFBMgy0tauEgAwJa6NSdgYoO7ZJXhHsfVkdJX1/R8CqWVQnPWjPKhgrZd1izkfNk3flfqWDSi0E9ORCEiH5YskVYMLgCSgBLfaItrtME2a37BhFqXN1fUVcnAzoSb8L8EFvQKMYSveGWdmTYa08TP85Xzws+ZjPlAuo1J38gPpKEzWAxhw7j9Idy2CqI+cj1AQ6KLt7p76YcQrL2eGghBOj4/Id2hnRIHk+oDNQF+3TZJ8jH7nYc7K72OioLyfTjxYsDl6JYtqtsgVz44aLdCd6Rq6kNTIWwngRp5POwaDpEAE9sRFa34ekz9buK6iwhhyfDh6a0HzrOPpqBBSXDDwYV8mghAvvR23IZgH8WdTYRC3pwKMl2FkLRcNBYO1AJ6brxMwETAYWDmNwrKoaMkzZlmuEUerdUB2sGU5hkC3/Hn0+pbWyAlot0geeIEtuUsSuZ/Cky0yMPPMzQAcsO3YDYMT+SEDMVCQfvv6VzlwATwCAsvtmKnWy6icFSlalJWCkRzHyNs9UoiMAxlTJGypKuU0nSvxpScupL8TwdDptjzfto7xzF2mOPDe2FO7Z0DiNoMUyEokPNBgQFUYTVFhS5aZdjqRlxoS3+Qknr2ZJdGxZ3fgvvzmDnHLM3FzuuQdJlWWMkbt8RYlsGGy1Aaikp7KTy2PAjadpAcb6fVVUWND+d164ObyLUp08Njh6154CJCewhkhVZPl/JSmuDXdqQ+TGc/Nd55sFAXH4sVHxjqU9BkAEdOdwLQmjixvGdiWlHKEhCd4tCXSmTJiuUw213vi3BlqCnUWJM0fdK2n15b9udYXpkS6UMuFboMcaJ4Plws9QxAbg4QbfE5uOwWFv05n2AFa1zI4vMoO5SwBHyjzpkmmS2HjkRU6BDkiZmQU5AiisO34pv+ZnwAvlttMdvAAalDS9Xp0N0Cnv7dUQiUlmpuXUaZwlPSlBbYWQfnmeQUlf8lV1llVhMRsfO1z1XbNfhuwsMMykWm2ZFn5qvrPx1b6GzMfYc7RUCPaD+FzsdETCo6BYQA3rO3LMKb0n4qw+hRn/NXcVSZ24GOj2BMCzmj89Sj+aQwaVnU6ja+yGQ4F6zrNbTVIcBTr2BnMBOqbP1duxAN9p775z9MEkfd7184GeMRoYd3vNXseQXPsSpTVAyatSRxG8dLELYTo/1mxaLYlPBfBjGWNzcHhufjuQt49pabMzHy3Bzt6ioR2zMLj4zJ6KEBDh7EsCsrHpyBpupDtVtmQnYZh1HRWDxRapQeRA/SLgWVkBVs06IYt1l+TKyWanB/cEXjEO5wDQhFDcLJNgHrPYG6DjxO9ULyZcPhboeCkLjLEpeeNnNu/7Aq6oZ/W3Y09gkWVUyDxWgakvnD2S7p0QFuZGosKaGlsd7ZP8fR63Bla9oOqixi3nFthke52Shk8vpQG3c7YuBJR5GPWUe9f5/+59MEAu+bC+V6DTkOiQqkZbgAelQHLyKkt1aA9lwFPsc9LHq69Kkga0AqjUWNL3RgKo42vK8wEdS5VUx4AeK9GR/1bKl9cG5h6U77xj7hP4adGYel6qx4yeOpWcspRxMh5P05/zKDsgAMaMyQZ4LgUL7+wYiwBIwsN/n8XrW0CnArzm2f48jcV74dZzXnpQXlJNPAoy1k150VNpQJAmV9Ida7+S11g7gZuTrnXM3RokzwprryjouSy2U8rp9ElNgHSENrkbzGXqM6BBLm9eBPU4dpb2VMe8TTlc/W04BUoD7+Gfk2FGBXxIfob5CLAKKgmn0jJAho0kABC+G4AqDLO0agv7UQPUGSuns80h/9ycoFkPjTGDpm2FGYOVDUYOo/Y6DhhlINq42JNcPtzchdeApzR4OcWHcgXJ1HzPRstDO3K/gWjUvxS/SAeNbY54ym4B3ZIY+/9C4WSeAh2n8uoHAU9Jvnx3wCeqsVzFzebArk0DtIiQQOa93bzUKlQzjiJQNmFmAp0WUEJII5StXcGB70s6oGkJdhYlq+u2NhL2v6V5bHkyQ0sLSY6WxbpVuCjd0Xfh/QB2GSXZeee8qp1mVJdYhmySSByMobeoi/Ez0qWjci+XK6icHtLFG8UgWICFy8MDO5uUMi15HHbo9rl6ZDZXUKh9UG/TTUCoW+1V6qPqJwCY5v4ic1WIxJ9I/HQMGaK+M7t6NTKNwKdnZVDNXbmVzAhJW7pw5Wt1uWxgAF5tYDm5YSbZb5L97d5rfJN+ZFpihBzUVyo5UqNlAT4ifShAhxocSZ4p6MlNSWKrY4ySreqqW81SHQuYFaXLf3+MvJqDMOHyOKLVZIQsvnTcyas8ftxR85YKy9pwiQF7BDwAmnelDUgFK0kPEdQbd5RMCshyAynU3x4Rj+2n6WRwI/Z5ZJ+bpK39l0lnbEypcbsZX5X9Dkw6aAOawU1irnPciNm62XrvL+nOFITpDAA6TxoHOy3BzqLUZ25KXRvw2N+zbC0kPQByBCvZu5h4KjHwE1R1wnFXacIN5scDE9FKAsSD8lAdrI+OrkvmO7I49x2IJ/mEOgETBmMCQg/qupYlhUp13EJjj4JPM1MMBpAtIuYiQYqLEVDSzOqrztxz5Oxoei4LN1M5mt4n5mWvd0iMgtypOiVRSRqVpS6MIkFS1SG7Y8VxV06zdAbO3oY8QJ0HeDfCtBhF0xZnSIUVP5YJye47XgURbHecLx0t6jzcJBeuJ6DPaqpgo6PHy1XCBwVsANTgOG4emiezrOqqz+ApAx0ZMwpsRoCOU2FN+8ExMXONsVLBeSTSQ0BpBjlbLMD31Yw8K2l1A9i4NO24MaCGJzW4GTNWLvaOqPu2BVbM+lCtoY2w+4uS0G99YGVRJ+23RjqgFXWrq6v4lV/5FZxwwgnYsmULTjzxRLz85S9H31sGwNixYwe2b9+OLVu24LTTTsMVV1zh0tm1axee/exn4+ijj8ahhx6KRz/60fjSl7609oLJTkto8ITLjOethSrayshjMu9bSdoJ2wpSTU4enpADpyuqclp1i1wYurqarpfYs5pOau2ZZhuFvNCvFsPewlyyfczUSEosKFPwI4zB18uJv21d4w6MwzsBPFOzC7ena0TiJmorse3JIMcxKRjQYspKoT9t2nLxp1dpGMPk3rSFkDtiLEhYwExXwE0Grc7jrQnrpDvukljTlqHvo61OYSjldzROHv2oTY5lRqz/BQS1DJIrioAqBy1SHYBWqUh2plBpDmVbHXfEPDDG5gbB5McdjHG7SHPSf+cduQV0IkW1lt5jZdSaQyBHnAnOoEqFNe9p0nk2cB25T62CkrHYKhiqd3bMWKDDE6CfZJAzMYAnPjNAqJc4Xfmvrg7sadGq3g2gY9cQ9h+Js6QDhw5osHPeeefhTW96E173utfhC1/4As4//3y8+tWvxmtf+1oNc/755+M1r3kNXve61+Hyyy/Htm3b8JCHPAQ33nijhjnrrLPwnve8B+985zvx0Y9+FN/85jfxyEc+EtN4ZHMeal24JxSlPC7ewMh3oGF4EatPEQ2Vb8YMc5OyVlVxlAxUBbGrkAE706n59An0TKcJ8Kz2CnhEhO/8jLApNyMAHdZyCnCojH9t25BhOPo/pCELVG8WKgE5oQ+KLxRTXrXB6LMKqrTFcBmNwbMFU7YdZRdvQVQL8Nh+aEpiFmBeVVxUjKbaIaMAm5YUx+3yW++N9MZe+MlWopOfkwVAQ+qrsaoy0r1tctTcnr4SqY4cMYepo/nfmnfRx5BTga4yOjVIFrVnPwx04n95F33qOAAcdkTihkDstuRjqSMQdQp00kmtGgi7sVNdM+N/N8EaLKCFAyhO1WXCxrgp8faHEUCMfFYGnptPGnflU7x212O2uXky3+0pzuaGaj9Rnw2U1/s52OmAVmNddtll+NEf/VH8yI/8CADg+OOPxx/90R/hH//xHwEAzIwLLrgAL37xi3HGGWcAAC688EIcc8wxeMc73oEzzzwTN9xwA37v934Pf/iHf4gHP/jBAIC3ve1tOPbYY/HBD34QD3vYwxYrlCw60afJWgyWLWONQIfLwl7b53CTmdkJyWhMuN4AC4ZKVuJRbK3XHOV39iQdFfBjDI4ISDY60+TEUD3RdnK0mxxT0bKLusdJRrKKik2jCIBh8gtUbxIM7RSvnRDDUQ+c0pZepU2alzCe0l4M0v4jG1bqb9s9nwJz6VkbjMzI2ALr1ok+Vymqd+iikozApEXxeYMp6XNnF0Fu5z0IfjoMMD8TT0CQBTgKdGwR2kDH2upwTpTzvVe0SupHRyU6q4AcQ3djhOr5I+OxMGIz9pDiy2muYqdjTuwJIJ4FdKwkUMaFNUy2F3/GuSqnwaicvmquS61nFizZNOegBOJSo1kAWElyMAxsHMDUhP3YKUAZlcQmqq68/Q5X+ZYsMtBmQVHpI9jaF9YDnRawsfnsL8DTg9CPIv750jjY6YCGc9///d+Piy++GP/yL/8CAPjMZz6Dj370o3jEIx4BALjyyitx7bXX4qEPfajG2bRpE0499VR87GMfAwB88pOfxJ49e1yY7du34573vKeGadGuXbuwc+dO9wEwLkI2O2pVHwB1eKsGizs3K23JjN6qbgZPV+miiAISWnlDGHpQw9jvUvYO9cIYF9qcL3OfTogEPyCYToE+S3bku6huVILjpTsO6Gg9YBaXUr/43xkemsXIiZjlu0iX5FnuW3X0ltsCnI8LW6lObNcIXiJwFWBpbTFEKiTPgPoElk1nXsV6BzcWK8Ylsz4aKktx42/DTGYBGxduSPJj1VfmWHl8P+o4ENDfRFzb70j/9wSspuPmXVZfCdDRnblJq5Jm2jEobUbkmLrcnZVcB7Da6TSPmMMAnTHScWRUWGLPZR1NColK08xXkeLoZzIpgDh+rK3OmKSnRQ21ewEqxZDdORVFAUKcLyRuAhILYgSPSBoxTTvujHG7M3ivxqKkx1VefoNp1o48Z/2GqbxbqrEOTDqgJTu//Mu/jBtuuAF3vetdMZlMMJ1O8cpXvhI/+ZM/CQC49tprAQDHHHOMi3fMMcfg6quv1jAbN27EbW972yqMxG/Rq171Kpxzzjn1C5G4RL8UY+qfIWNlWcRC/BbNdXWEhgXkXNfg7iLsZkdd3xNBLwM15AwlhRHnk0fpWQ89mRUZvDn15SrFvtxO1aZtmFe9PsYdqYMJY6VbFlANnsyQtB3w8ExLJU4d6r7WI7s1OdBp4qmzuPJgeIzEk1hUroNwDKuplvTl9L8Rds3k4zWYA4f3mgZa4U3D59+qOmpVNXR3KnIAQdqfItWBP2Iux8wt0JGoufoMagMSCw5TQMcAicUg2bsmaDoNtGtC+D+kwuK8WeC8ZlA0Js5qKvnepNY4aEl0wsk/tmOqRc3Bndtr1pZax0q9vo2ptCrnlSHNysBZ0hmc53mADa0jYbPUtJGU9CNI3oe09KA8Hx3Qkp13vetdeNvb3oZ3vOMd+NSnPoULL7wQv/Zrv4YLL7zQhaMwAZm5ehZpVpgXvvCFuOGGG/RzzTXX5Iho7KpkETQSEcknLiJRkqJqHwMGSiGLCNxIeMYkH05yMTJphSp7mXl3nUG8LvEck+77shOdimQk2O4wisQkltvVzUurrGM+VxdTx5iW9amT8hVGaJmTpGUbibTMiFKduGO30hobRt4zmzIEZmfbcxHqGWqcLDQws4fuMqrDhQcUjppTTsvupgMTqtRWVoJj1VpBfeXsdIbKSR7oeFMySvNlSirVoSjVaaiuWkzTSgydATagY6YTac5qkfxVl3ta0D60+QGGVVhZYsrR4aRRP1VApyXBkYbquvSZTOr3Yu8T40jR4tgaHGvSXll609XpORVnq6/tWMm/o1rU9kkBQ378RPValUcodzUe7DpiwEy0+Yue2PcHLW125qMDWrLzS7/0S3jBC16An/iJnwAA3Ote98LVV1+NV73qVXjSk56Ebdu2AUjSm9vf/vYa7/rrr1dpz7Zt27B79258/etfd9Kd66+/Hg984AMH8960aRM2bdpUv4jMyJ5useoBOYLcp3cUGaRdxFqUJ0sSJGUg0ROoU9d7aTeSeTRxWCziQg6kkxHMZa0RJizGlZH5jhi6OtsBkU51Xapvl3zp6KIeP1NW2530LDEnXZws4NCymf9EYCsupmKrY4UFsjhaUvXVVJhVAZByvN2dEmOUI/RGHVHt/PNuXW14iArj0npKJzWkOTG9AZWVHj8fMiJ1DC2VI65jrd25ZwZUgxbLABrqgJYqy4EVw5g4qq+sQbIxWC59N841FBxFW51pVl+ZO6+GgA5LdrFbyTynMudkzOiFoeb0lToOjCrLWOghwKNqq6medGQO6iurfiLyKqqqcQzZE3xxIybjqCsAyHniNqCiJUmJ7SbSGqsSysMf7lIaAuTuPJvuqLRG8gwgZgg4xY2QL2wjbKNrIsixcXW9ycXigTSWdMvRAQ3nvvWtb6ELotrJZKJHz0844QRs27YNH/jAB/T97t278eEPf1iBzMknn4wNGza4MF/5ylfwuc99bhTsLEQR6LR2Qy3gkBcxEU9XdhpsJA42u0rsjfJ/TEIC+MUhpyG7r9H6RepZF2InoXKVbjBwCxj63gEt8W3jTl4Zo+oimbGgw5fRMjKnT0f5HlUP8o7YHI1vNcOQ1KUhrXPqN2kWa39l07L93hoHtp2H2ja3Qe1bx7430Qd20i0DUQU/7kNudx0lOTBMp+y+g32OXvAJA3Ai0GmTSHUU6GgFoFIde6u5HDVvqbCahtgx2cCI0/HyBHTEKLkTGx0Z26GPKjVQY16RbIBEqhPXhhyPRDITgc6QFGcy8VKcrsv31ZkPUQI6ktakAyYEFjVXY2wNqrbMBgSE+nh4NFC3EjMzZ5tqLMD3V+fTb6o1Rz7Flo/q9aLqH/++sgOM6e8H6pHuxlrXZ9aEOwjogJbsPOpRj8IrX/lK3PGOd8Q97nEP/NM//RNe85rX4KlPfSoAgIhw1lln4dxzz8VJJ52Ek046Ceeeey4OOeQQPP7xjwcAHHHEEXja056Gs88+G0cddRSOPPJIPO95z8O97nUvPZ21Zmody6zsJBo7O5EoiJoHqJhXYvbJcE/sWgjGLsSS3e1J+g2dve5SRfI0zd8F8PQDtgpS146qHaq9cZnEVX3ULRijbnWaqFIUhlzc6SQh1r5BVT+su0I2YM4ZzLrC1TzMGiPrpZ62yhZAyW+RzuXfTtUAH9Znlm11wi6+kvJJG7UoAkiTtqMZpwHnVslbdZX9bZmN+TQBj4TvQrgoKTJGpG2JjhYKLc4hQIeIwX2X7l7rCTw1Uh29xRxqs9O0sYhpc5kvLOGAwiAzEO+yUbK9cgRh/AAoEkOglvQSQd0Y6MZhqgBXVFdsx4KVxnRU1FL2XZY2elsrG884qLSqr65LUuCJgKIEeNz9alZlH+dfBNUmTilXbi+C89NUgXNJG+F5IK/KkoWhDudek5n7PflNo90YteJbYCOUpdOE4bj7ghjrByu8BDu3LL32ta/FS17yEjzzmc/E9ddfj+3bt+PMM8/ES1/6Ug3z/Oc/HzfddBOe+cxn4utf/zoe8IAH4KKLLsLWrVs1zG/8xm9gZWUFj3vc43DTTTfh9NNPx1vf+lZMJvPcYBeo7yvDZLebzr+VMeYwCi6ERJU1nbrFSMGAflAxtkEjwTGSKFmVxURJNSMLoixAuvMz5R3Lzyza3PcpTSJvqBzDGskMtL6JgYCQVBBWvWSBTt+D0dUSL8OMXGnZMK7MjKwTMEyLNAnwYZTh5/Jqv4a6VP8js5EiMmcsWINGm4ZTEdq0+z7ttscoq67GVJAVRSZlmQzVvz3Ty+9gfkfgE6Q6Rbpjbjd3QMcAZldILl+VN6e7sJjTuNGLPlcpXwMh/6GOA8eYUHpvxrTNS8cjF0eEKn00oNwlaICuteWzGwuzEVBvycbWTaWoVWGznU5UTdnxB/gxI++slMc+FwP3DHRYgM5KVyQ+XQE6lU1idFCp/WvVWXmz0qf5oUC4RWYMViqqaojwIKovElxqPGsAmDhOQrItA2WCmbYRCO1DWt56Ph8d0GBn69atuOCCC3DBBRcMhiEi7NixAzt27BgMs3nzZrz2ta91zgj3Feki0KeFgYz6QQEGkJl8OlmhEhF3ugnVbcLR+FlpSM2kuzWbhp+3CgKMqgLC1C1wG6PeLOa6M+V0H5aVXIiUy6q9mArIyUyOwGaXzFn6I98zg4tlsPyxwSudl1PdhRfm5Xz5iKpMr8wIaUWA0yIDIgkyHhjuSokRwJPeD0h14klALVijpyqVBmomMURRfdWw1XFSnSEbH3mnAInLseHWTeaQ/3VByw3n8Nwooy0r1dH7r/Kn6VPHxTefFsmYEYDTy9jMaQ/Fs/0SQayAJLnxvmWrY+eMqLCAItUBPODRed/5/y3D5QyEnG0OGaAzmYBXOvBKMTDmiWzwcjUC+LC2Xxag2PGhaw5QwI4FGHYcdf67yyN8b3WCqqiAxlw2+bZAjmYy/MxlD6jUeX9JdpY0Hx3QYOeAJrPLcX5NhAnJpESXAE/+5Sird7jvjQM8LkAnL6yVHtqAEmBwMzObKOWh8ScNNVbLFknqPZU69GBRR1lAJ6RAroNeE0FcTi1ZCZZRA5RTDuxsfVjVZTPqnusHoJz2Ep8o9toHcxN1VW7A2AdxDVCiClGezZCqzOVrJaelgBjIIFISCUDGRjO2FLrOt8pkGKCzsWmAFlE5DKmqLODxp63EUy0r6BHJDmlcuz2OlYEb/0QSN4+BntBPu+S00kh17P1XJNdBNNLWcdaHfrF5ZjDTuUtjzf9GfzYlgUGlCaDMAfVEnv+L3U6pePnfZU/IonaK71vekR0QyuNj4sMU/1oCdpJUR1VNE9IxYPMsY6xqhtKWZmyBC8BJ65nZ5MQ4ESy3VGeu3aHjKBomRzvGosYaBiejkkCTtj5rdPG+pL1xmmp5GmtJayPHVAzj67i2rci7dOZi0FhuGA5kxcbrKt9AWYVJZ/uddtwGY1XA02kdUn0I7hZmAxp07Tf1rBYVu/OV760i5UXMptNcdOPuze3oeHRRc47/bNkyhmsCHBO+7Piy3VVVx4CihqQ6s2hI+jd3/PpRxVQsAAKKCiu/a0l2nD2Fe8/mXaM8DebnJJXGqJR7JG/JosrqAedXZ6h/eeB7K5zZtY+OF0rcVu1zomqpVCD9t5udEU5pDZPr/JABjgE6AeSwzMVJeVdsb8xvAToTKh+R9DXuUksAd3jNiOBZAM+QlFHDS9ohrgPhIV47MQ92HehpgKBbEy3VWPPREuysh4LOu3XhIjou+nm7QAkz4x7o29ypOBK0TuJkog8sOEA2JB6ZtfGV7LTyronsIqnpDaTVEbCaJTtDJlBWtUWcdq40MfZJeYecCyabjMpjsdt1E5wtACfJkquj+VlJdawqgsszt8Gx2bUYUG/AiwU8RuWwJmp4T3bSnRbNykt33mF8SvoVmJH2LR85Hjyk2uKw81ZJT1R/iVRHbzJn1EwvPkiSHMrSIPWYzFTb6uwBut1o32ouSQfQIuOh1R72vR1DcY7p/BGmmo2SK4Nk+PHk3BDEedtRMuYX9ZUFL60TWC6TEpa7zgMa+Z0Nj5NasdO+71dSvH6lc6c1i11WzktV2NQGGq48gEhxSh+wvktrnbiXMOE7OMmOjimbbsxHKACd1mkqQNafcZK6V9U0AEpBnHm+pAODlmBnURJxs6W4O4JZ4IjS4m5XAlkomGuQMOZYLgAdoExWt9DE01gjOyi/qyazGFFSa1kphPGiTNSVuUwdwHtKIZrAgAFMIfdnWUNsMTqWslC++yod7+1Le4sUBbLoGf86Yvcjun+YtcYsRtQn5qcnaOxRZE7MzDWP7YtByVI4JRcBj+7e82I+lJY8ExUhEsiZGzhVpwMDeIv2Dga0SLmjCssZJVsAkxk7IzyrgBDn7+nUlbvhHCVOyj4ZG5f2MGFQf2dO/pa475KtTj5mPtmdbXV2J1sdB3RyuuVUXn7X2gBIGYJEp8XEVA1jfzOPAh6VDFqgY4EP4IAv9306Zo40/2ClPAKAWmorq5qKIEckNvn0lair+pUs1Vmp/TT5drLrw9iz0i5qt4MEcMphBLPZofrjTvQZ4KNDhvOJVWmCAYATJTnuuLgt8wANgh4YwLMfaXk31ny0BDt7g6J0B1AjZTMPZ9tpjEljlEn4HZQ9LimMpy5fO0m7AFeLsaiyWrvGrkMCLmYVpA7Oxby1LbEqHyvdmaTdOE8yo9MVMZcj3yxuL+IUSVdsBwB5Zy6SHrPOKmNjvavIu/WXj28zaxQ9qFoQo1EFPAGYhB28E07FNAUYtcbB2NgJrv0HVRyRnMGqBz0tZhOBTAV+qDyzlzUWEAhFDGqrkxu9utsKJo7GLY85S3S4J7XV6VYJ3e7sRDADHb3VHDUTsszQ3j9XSQSNVGemulPaDsm2LAEedu4KKI9rZC/LBeRkYJvtddj85j2rxhiZkmGxBTstFRKbXY6CH6g9TgK3BuTk772orVbydzvNK5BQ2sPZ7VDd3lXxCOjkfjxj7csdoZ94sO3UWA0Jok8YzT6ya2VllGzB8FjZ43zgOvv9TUs11ny0BDt7i4xUp5xo4AJ4RLrTYjzWXmNQomMYvCIoH4cwLkpOgKv9rmmYaXT4mqyROkgY6gjAJP9He/FV6UifV7DMALos2REHaRYcWHf7mq7ouHxZVQXF4l/aYBeR2AjjssBHyxXaoAVKou8fK/GJgKdFzAlAto7lm/bU4NGRYItsm9v/Q7txy5Bm/B6V6gTGU6kaFNjY//YzwCUEsXP1MIQTsNMBqwTs6UB7KIGcrMJSoGN4PmDBL/yOHqjLpGCofFcSdbEwXqZkv9YhS0SLt3MgAGcZP3Jxrr3kcyoek3sFOjydgrq0XDvDZKJxdwTxVKTWcxzo9Bvyf5HsmDVH2q2b5jXNTps5gU4JXyQ7AnSi00GXbpTuxKpz9pdjRSy23yzgkdN5qMFOS5oYT4q5pTw273zVX9J+pCXYWZTComFtIKwqS8AJoU+Ah9LipxSNDOOlj0aka495DlGS7AigahQ7Pps1G3N5mSg7fCNvu+NE5h2o61Hdz+QKkCUexnbH+RQyKirHFKwax9ouabqmyGIG1Qn4KG2jH5Hm6PFy8bvDVd8C8GqGMVLAiaLSsgtoBkDEDJ6aOEOnu9ZCrbY3alVnr+PAjIT1O2mtkGVgFuDIu3g6xoSPYSOo8lWfMSgz4OD8nXsCZ9VVt4cw2UV6AkudCPZ+7Eego1IdrT/lcMVjtw2b2tLwfj1RlB6SthEr4LGbEspjWo+aC+CprobI36fT7FQwDBQr0YmSvcH2K6iv8g0mp6wMAErAB8VWy/SDSFGjv6tKOghUa49TMwkJqO6QpDoTwI45CVPC2rxMx+Tyyfcxo3Snloz92wA7VRLk0x/bTO5LWkp25qMl2FmUxlRNgAE6KIugFWM34zQWKwOYEJmLJREjy0ZZNjTWbmdgE62qNiuhiMxWitaRV2tp0bsEWPp0AkROi1AEPg7oZA407RMoyfcjFTuFzGxEqpOP4juPrZO8mKlhsfzOVRF1kuwaLbBRI2Wx2yn5DlKQ6hQwZtpZ+gPwJ64kbZHojNnfyLu9AXr0vyleK2tKYdUQ1TGV4lE5uvivANOYYXJXuEmpfhmYTaAzAIjUk3hPoD0duj1GfWWPmkfTOsPULJNrnnB0oKh2FujsNihzuQ6qirUG90o6ZlDGkaivrIQnOxHk6TRJdqbTZKujUjs7Rhplz3ZxptHUXsxtKmD7MUiFDVCJXrJTu2Rwly9XtdLXlrpQ8UerqeV0V7zyQRFlKC/M+2wTVqnXUMdtqq7kyLkxXqcQrylNN+2kU5rRnl/7mJZgZz6ac0uwJEfRrqKykQDK7rkwnpnHxhsMbqExmJm6Tsie3SIQdy8x7uCuJNrstKhxo3G14NrvLUmWDSMSnRYAsWDLMq9IGQj6G4kZeueWMDKTt97RZT4zaQYAjmByNM34TtIekdpoVNv+zfASzvxWyU8oBoVwGr4GPE6So89Z//syzAni4pQyaq9kr5OMkrFKSX0lXpJXgc6oJ5oU5kLMk2TcNMZWBQic3yHyUi4jqaz6XAG2BdBBnc3pAAMAkNlI1PWJbgvqNo6G9t5jeJ2kbQ/5roB3AvQrWQKjtlnG/04EB3lNsmogl4cBUgKam9N5ZAlqrWdjp6GcWtK4JnAG6zaMTa9Vj9bvJR1QtJTsLEgcFxYhlcBk5tEBACXphFFhVR6JOW/540kKQJ+xAomQJdtJa1CMwTvoudjS5N+adZaqWOnOPEcwlQLA0aPRYwxXdqPZ+JL6Pu3q5a6szjjvy5cpRpAoqj2rd2dK1hEsdXCLLVSCo0eMFWBJu8AzJGsnRASyVzioOoLLts4ymHywzBp9qz1Plu6QzWOIVNLF3vlbpMZt1+5Kh1ymGMcZlAIOsFRMKJ5+MczPhkMME0FRagxTUPi+cmIo/1P6StVXu41UR+x0rANBmLxz/OpEVatJ7ZhRyaB5n0Eig7N9Tv7dcZagSHdI/8GB6soDt7UdsyRAZzIBVlbyZZ4DqmJZl6yUOI6fHmm+TSZmc5HnLoubC98G0oYCaNRehYFeO6hxTQbKWiJtziFdSVva1EkPUeLGYeHKN9R/CGCWw3P59PDAR/Kyw1D6s9Xs+Z1dLmI59jUtJTvz0RLsLEqz7DfyQmhVCJyfVdoqSceCkQEVRHvnIjumpPIR9RmJ0WROh9n8HpuAugibZ6IWouAZeZDxziEsjEaTxpaBM1dWwBPVPrqA5sVZAExHag6qiyrg1VbmBJba7tj85wUfre/R/moS1INRPTVLUjZGcvHjQDrxZu3qpm2CBzoDNmHer5P/RHDjpBnu+gcErmMpMcr2Nl7isytbOn3VJaCzq0O3izARo+Td0JvNtW4mvSLda7yHMGXW71H6k2x1LMjJY07GnqiKYj0AA67jew+iHXUEykcaKQMdsndazSNxtXnbMSjqLAd4AqaL/WL7Oj/okf1bkS8/cQpbDg7ktp/4tNWOWMZZMIZ25RqqKqEaQ2O2Ohb0Ohsuk5wdI8SmfI283PhkE2Q/4YeE2daX2X7CZbcoLcHOWshIBogZfQAo1piPu4GJJ8aIPZdharyclp25EQ0HR166OKsBpYAnk1YGAHOP5lkMv2GETF3nb2S2d/ZooJHJmE9lpSsh5Jwwm2s2QlLmGK9IsqhHMmoMYayRaTlCzAUsSv4waTbKPHjreau98lZPjx4bo1ee5zQWc92esyhfW1LUpnX5ayN1D3KicXFJxzAkmB14+EQJEOIpLJeRBX1xCz4AvjgBHTSAzmR3On3VxdNXYzvtgXfx/iyVFOrOP/cRFWZN0ZEnF8N3B9wrex0Zg9HAiECTCVgGsrWDE8Az6aDekoHafmwG6YaBOUmkxNgauV6cAJwDQdK3phH7Pjt6lLkobdJzcRDaM7iTk1ekz1LdSMGBk+wYQD5T8EAoGQOmrxphGb5/w287fhToyKPGtLUG68DsJXRv01KyMx8twc6iFHZh5f4h70FZTxzIwt2hvvWcOe3sKN9eDBhfGoCoxvTUhZB4VQW84Swy05f9Z2bQ1cUTuis0q5iVODSYeMsnDFF2UibefeeVVgz4BKF8MWix1zHgTePmxTYf/pKFiznfzRXAnfWtU05iiX+TUDcLZIByhLxVr2gXUa1w9a3W6enAYmjFfpJfvoYjHesP48PFDc9se8XdciONAk7M2DUgx6qtvNExaqlOCzCZfADZ/ZLZBTgkYb6XcotBcgI6hO7mBHQmu1CcBzaOmafIjQ1HJWWFguZBOzBheozEuHtuzCMBOCjzqO/r+TOLZF5NglvyAVU3gGFV56x5qRKfwvhlPtnj+c4mC1BwpJsMDh9pI8kmggwFlawHDgRMC24pd6mZcWjGWg3gw3/7KvapKWs1ZMJwdNKdBpX1fkkHKi3BzhqIudddvr3bScmCHhF5W5GzuQAUQDY8pBIvL8Ri9BhtK6pF2ExizvpzRrbHUakClBEwirRBPb9WO+yQhbU1IkqLcWdlv2URrk5i5bZy9Z/Y3Sj8DjfbFgAIIK/kk46th/SE0Ulesrvuk08QVV9lUKMg0Srdm5U376xtTwSFQ0wlpm/E+XORddA4RGHsAC1GYC9wbC/cZaz5sCrVMcymuu08SnMkPUrPEyYwIKe5+2b/TLb8UwL2UAY6XZLk7EG6GqJx+orJJ+fboZ5L7gi6jdcCPIRypD1/YhXcVSdWmjNEGdyI6oqn0WmnQYqAP3KufR86NEj2MCH1ZzV4z54AfplPnDcMhpurZCerwlhOf0Wwwyi2dS3K65ZOp8bY1KPoBvDo5bJmnEl8QpYgBU/orllGyqNhQnPrc1tO+9AkQe7LvqelZGc+WoKdtdLAwuVEvJT/tMaR3Mlkj5S2dvcLlkl15cJY2Ey+/D/BGrvjGluEkXbUAohERSWLiQCfFim46X2YIVF7llY5r7I90ijNJ1FmnWhTSTbLSSwGrZaj5mB2N6hXIMSSqNdc+iFeMEwucbl91pG5SHcq+6y9uOBEieMAVQwmfCqfOoTqxJHbaSsIEtBjOJkBObb6YyAbTOkqiN3ZaeBNXbHRyaevKj84uT6j9ZUwDQbt3sX4doo2bHSSfx4zRkSN5QKR73M7h1jAPxWQFKmywSJgYuZGF97l7xXgoZCWxNGDETBxc/EswJAxQoA4WNRmy1hJwIzTMNlm40a6KOMJAeSkvLjY98CnI+VyeQxRyBOox5B9rcJv+d0aY1LvGVnvTVqCnfloCXbWQtkPRqXKiAupIScZ4ew4rGe/O0PYba2R+ekCM00SAfX9wUHSAwN05hWzR+NIcTTYih8NdwfLW66KcEAnJmdtTDjE051kWEiFCZqTNRVgCXY1mhegu1fHsIbuLxuymXCAaIE+5XLBKrdUGgAqq/cBo9XmiSuUZzFsi6nZd+37ixiOAc5NAVmYPtYLPo0vHfWjs1r63TG2WXnH91Gq06DC+H1R/Xc29lxou01w5aDUf+KHS/qOOauI+3puxbkH5JN1VCSfspbIPVgSzzxT54GtvlfAmp0K2nGA8l3GCJkxIIze2jNJ06T8qbRhHD8I6QegHf9LeZugxoCtmURQw2JJM31plMs8t/Vb0oFPS7CzKPV9NYOcKsvtgsrFdGTCWnsUkpM1dvGSXdiQ9KiVHtvjn5lhZyBCRjohrtmr3f4MNZYaPfeAGimL3Y6IeWwd5gQ6SqK6Eudqrlwoi3mzbI18RKozLVIdkruItA9M3ZwKI4Af6/G4yseq8jp/0qzF7MwxYCc1itc+LGLjQd5ebIh0Bz6YjmEk8Ts8wIlSHe90UAAjwtZY+FyLQ4Xxx6SqK9rdodudPCRPzG3moroa9B3VqF/dKAOAyQaxQMf+Fzs5BsSnlZyMrHw0DfVnlxtTpDkqAe1BvZlbEraqE/nv9oJPe9O5FCNvGNw1EQqUoPdhFe/JBvzYurfaQ/OAAdX+pTgOBMp4kfu3xGuypGEdDKrqqvNhrFoREBzCqj6LYMgCNP1u6lP1UliKWNGcqXcERa109iEdLJKdnTt3Lhzn8MMPnzvsEuyslcS4eEDMbA2XyVrAWcNboJysUANUnw6J4a2xc4kiYFcmmHd5AXc3co/VZx6y4nex2xGRuybVg2YZmQR/IHpPkEh2ot8hMb6cxdRVYgXn6l9tCuypmFZ0bXOuAacFhLEfgTQeqCtxWsBFdu6ASqWaZOvIck54QdL2y98jc7JZmMVfJWgG0LjfDakOCyNy4WP7ZM4T/eyEsijQWS3qq8kuc+/VqunbcHJKGaPLtySrwfL8cKqrFoU20rghHfXfFKV+LTWpHR/MecwEIxM71pwUp6HqlvkhF3zm/zwpF37aPDmPB5HuKHjI10I4laRcBCp9OgQIJRk7fhDGjgEwHQqDVc/Jtu80/wCmDdiRcE6im4EGdfmoQl/eDUmBmExzj9TRmjbasXBL4wRmwsyrVuZI45am29zmNqCxtT0QEeFf/uVfcOKJJ84Vfgl21kIDR6IBM7mtER9RYbhWRTPpQF3wneESG5Kj1pO2HMceLnZ0cqfli2m1bAzkv7XbyddHOOmOABVrszIKTnIdRTU4zelMkYCgyXfQ9iSoj9RWJ7d52mmj2m2ryipe7dAqYyvvJtjtgb6r/AjFIMUWytBQHkPAccwWR9q+84txATWlT+01ETNPV9kPWuCHfVjNGIWRcORQWqH0r0e+3DPfe2VvMt/jQWx0EuhsSyRVDuWxgJgb473VntJm2qdShuC7qZXUkIoXOU2R6jiAm289b1EwTtZLgicEnkzAKx3QpUs85YJPMawXKY5KeIzXY5X2OEkQCoCRtu7RZPDO7YGNa0GLSHXysFaPzBImjLFoD5ZUcDK3fX5O4sImncYzbW47lk1SwACQiYCI/PO5bIWWNEh/8id/giOPPHJmOGbGIx7xiIXSXoKdRUmUuy0D1Vlk9e8dZUdh2SuquIKPoEfjDDM2K+kpIIZ0l+OKbwBP5TV4qKzK7AdAUBWXwV0Sw3sjwgAa5LcaIxsgaIFVWESr7yY9EgU8Ixsiw9voZKlOC/TUaTUeE9XPjb8QV7cW2bYfWhXHVE2zTmZZUBhAjk03GpyqLQ6RBzyW4YQdtjVGtidkrCrL1z2lq8eKGSCEcdVng+TVZKujF3vuqYFOXXcUphjytHUmeW4+rROONo4dt0l9Vq4i0XRUqiNp1IVUz9tV28jYzP63ptNgu0Z+bcjqb16ZGJVVAtm8IlIbkfAISDMAV9pkhQyoyABJAUYYh1JfmKQG2q8lDbTqsGJsDL34U9VWKOPONBxEgqhgmu11OAFodamPin8sIA413zHtd4PDuLG2VvH2E+jpQet2Krje+HuDjjvuOPzgD/4gjjrqqLnCn3jiidiwYcPc6S/BzlpozKg3SiA6eH8uNs5kEgCPBzrqq2NMCWwW1uoodd79iPcZR3HTqPJZ9mkNCbGcOou8XUsGMAp4JlSfyNKtnWlLMdqWdsvp2xNF0Z28awezAOouWxZjVXnEVdm0Vwu8aVuaeCLVAjzjUmlWlu7Mozq07Qi4NuJ5gLSMmRZzalEEQK33Clj870F7ni4+Yw9G7S54SKeQxypPs0Fyvsm8k3uv9gCdHC9vMFaCGRtk0rT1FIZmxgSxl8ao+lPnXmgee/JLxlpv7poSID1DXerGvbn8U9W4PRcpp/WWbT+TTtVXCeR0CeAI0BHQ0yHb8sTKFJAj10HwSnlm+1CcAbL4IWr1r0lTX8VxJGBmkuJxB/QrHuw0/RvZNCac+4/K0KLGkJLlNA43O0YknjyXvdY8QMWmp+00R7y9TAeLzc6VV165UPjPfe5zC4Vfgp0FifseTAEHD+zim2qjHF5PW4hUZ2UliZ8b6hrxWaYTqQ9psnGcx+J/Iuuru4wCrDbE+YoZr0PztFZk0EAGPL0PK3lGIKFGulyMg6sTTuTzDCqxlkornsJyoG1MkjMGXiOJygFAUiUYVVYs0xBYEWASj6db0DiY//iiVOxtTDvpdzTLWdlVtH4HyU4BOeyYxyAQbRY2v5JI+eQVVgvg0cs9rdPAUHbBUFLOqN1wPywzs7vvOHaqshZJTjpaLgCaVbVjHQmqLydrEN9IE9NpmjfmhnMFOpx8cakXbt3MmHVC1FfG63rxpp0/andTJDpWtadgZ1KMhdtiTRS7GJNOtCt3QKKxOXH2YROkslrD5UZ4kerwhIFJBl7IV3QwsmqLyjopwIWKsXJFAZRZn0ux3jEam/iVuiuOrSUdELQGq8clAZipvhp02AXoroyc23eqgY4Vids8ZVEVmwH5bxZaWWTtDtVdJyHUWtTsrnRooRaKBpOyO83lH7Q7sJIc8RQ8NYwh+q+xyVhGntvISXHsx0h4FvZiO0ZWnRCBnNQtfmL956C5pDu5PNXJF/u7udsuu/cK5ERDVfvbMDF3AovqvNRGh6kGFiYMTbO33lVCt2rUV1mqE33pRIBlgU5lL2SYMwA3HiyztuNGwY18ejjHhZV7A3vfWpiPg33dswM6yUC/xOE8h7llI5iNkq36CnrzuDmdZ/ra9mO5sTzf2i5Ax0hYtM1ce5X5ptevcJFs2fHTT+D6yfWHzUdseci/ryRC0sdZZSr2O27c2b5u5Ds3jQEWqb9rm/r7Itmth8RAeb2fWwNdd911ePnLX76muEuwsx4auq14qFWjoS9ROY2lzHMgqmQTmJ+CGQtMrNRGF+2BBTfuZvS/WcBmMeYWsLMLtG2nSqoiYKCdBxMNqwJiMWShsaAw57kQ0GkxKfOdW0BnphE2atATQV1Oh6gr10MMUZSqzUlt1ZUXhQypISIgimqulIZts0aGLaAjV0FkwJN86CQvuDQt6qvR3bktX3gfgY4/pVcXuyov2/BF7eUMnM1nDOT4zUwe9wJqzG8BOilcSM/ePdeFNOchs/5UkpjYz6bdLOix/0ugXNwAjOv84YCXc1vAjTJYo/dcmJZK1QGfRp5Cc/P1IbBj3pP9vhf3UouQqLHW+7k10LXXXotzzjlnTXGXYGctNKQGiTTEWLoMchToGJ18M7+ch9k5+EU2f7eu6cUeYQwoGDAAwNgwBPA0ZO/iqpXrEJm0s2kxai6rtpoGqc6QWijmaXbfmo+qGKQeRfI1k4byk+dWHReNRYWsnyEHPG07DIDkRSmCraxqsuqKKOEQUoYS7VzMTrrFUPxvdulGSYA8KNKSCHzIAB2Uk1e7qTJKdvY3c3wkO1c3y7B7VgDVYlL+SLmJo2mYfpV0RKpj7l1z42QifWQ7QuaYfPp6rAAYOwGqSc20Ecv/DNgYUjU120LXiwB0AuDxPpdMnjDfJ0j2QS3pj7yf+HKWhQ++4wz4cQbMDdA2XEnouKmI2x8K/yupzn4CP7eEZOeNb3wj7n3ve+Pwww/H4YcfjlNOOQV/+7d/a8rE2LFjB7Zv344tW7bgtNNOwxVXXDEz3f/7f//v6Oef//mfF24foaXNzhrJ3o8FpMk/a2wzUfIj0E2SGJa5GCZXd0CVn+Ip2C3KmcE7R3kSticQ9WBkaz9rZzJcIfeJu9P6OHqX6tCbxTxS3wOTSWorzuHcQm7ytuqvWVIN0yaxPdyCMzVqvFkGo07lE8rZInEGJ3Y7HQrDipIWeWbBktR7qAwAqKPK/Uor3OBzc7LFOS0MwEbCyH1YQ+qsKN2JTgQdMTnmqPnJVwuIsuqK9kANkhXoGNXR4BCWctk8GnlG8KLh5ljnKyNmC7BdOPZAJwJkANx1IOphfU0NqnvRzqe8Q3U6rzk3WK4H9hQBkrPBGQCBIoFxv9EGOSkQ3PiRZ9x4ZtWkfpwOtIGUhcwaacq3FmKqQbA8k++u/p3J0gHCtZfhQKc73OEO+D//5//gzne+MwDgwgsvxI/+6I/in/7pn3CPe9wD559/Pl7zmtfgrW99K77ru74Lr3jFK/CQhzwE//zP/4ytW7cOpnvf+94XRARurL/yfBFfPJaWYGc9NEvN03oswKbLM9uqtFpxOc3eZKRcElSphlw2aAAKAeApQOIQo6e04+kpHYDKDK8YT5s8ozpMjJmH6mqlG0xJutSSzPR59sdTWUABOjOY/0ySjZ+V6ky53Q+tPhPG1HpHuW6dAY8ipes7tFEJvMRJAI89rRXrWI0DwwS7rkjQhuKIkeqstrNGyxH8UMEhFehRaUDevlYnoAKTHSJGGo99UlMlHzrlOgi114mnrxrV0vytcbIwYKmCAB3LzE16Gs+kSciMrIVDHPgZqaiMJ3uiiqdl7IyR3nqPUfCtm6E+VYA5PzPoT9YPyqgwAkcxsraMPL6X5NrYlnScqL4gN34FRMmAB07hdQmS+HL/FQzAhknXFU7ySpeAAsZYWYGSr7D072Ca4TnF7/k3E7TdXXn2I/FeUEMtKtl51KMe5X6/8pWvxBvf+EZ8/OMfx93vfndccMEFePGLX4wzzjgDQAJDxxxzDN7xjnfgzDPPHEz3qKOOwnnnnYfTTz+9+f6KK66o8p6XlmBnveT06vl/BhVVGKAAm24C9bgbjUt7eAVjnkxu1yKgxIILm589vcGyyDUYv4nrVFgtatiXAEgLeaxjEPPrqSygBjwCdKa9sUVoTL5BNV/2rwOUkzJGqlMMK0fAaXxnVVeWYt/I2VZRI7WkO9IfLalPlPYM1T1SBMlzAMNKi2RVXsKUDMBx8SzjsfYYA9vX0V1tPrZPq4lBd7vybeZTI82ZIp9mwiAjclICW07pSvjf0TDZ7dQHmLzNS3046UN5F2QmIlGTesKEmwXo5fZzTkCHe05XykjYuFEYstnRORcrgpx24vbpxKa882DIAcMW2AgM3tnfoG7fSuITly0BmDFsBOMtsggEEcmsj+JpWA7vFLzZcRRB9T4k6dL1pgHUVzZs2rQJmzZtGo07nU7x7ne/G//zP/+DU045BVdeeSWuvfZaPPShD3XpnHrqqfjYxz42CnZOPvlkfPnLX8Zxxx3XfP+Nb3yjKfWZh5Y2O2sh6xY+nL4QWxoLHLw4VMAOFf86jcVK7G2s9EZuVNb07e3dVnQOs9s0hpUKkqK0ppG3xB0LV8UbubVdLz61gMdKkKZ9Lcq3dihWJSNkgzM7oOPtnEJ96oLPBRbsbGHpQ/3fsFWy4FDLIHXu63exTPJ6LSf/8vOGmUyTmQzZ50QHg0VMYuLHoiuogAMVqQBI/SDHy3dnoJM9JJPY6kyBbgToaD6DL0v5WP7wOHhqqdmsE73KtkUwyKC0M+cvmxk7RGTs5A817PZYjqIDxcbP3aUn/wF3sSchORIMdaootEkl9YLpvxltXak3rZPACKBHxk5ld0QAWleRDKVjx2gsW6hXnbmPalVRzi7H2HpZg3f15TVj3B7IdOyxx+KII47Qz6te9arBsJ/97Gdx2GGHYdOmTfjZn/1ZvOc978Hd7353XHvttQCAY445xoU/5phj9N0QnXnmmTj++OMH39/xjnfEW97ylvkrZGgp2VmQqOsqyYfa6yjzJg3jwIJM5EncnQ3NfK4WJN0d2skUmbhZMCV/zrtSN8lFlYEiGXF5WxpjuBbAySLcB2beozgZJIYeU5fyCRhqeQceAyPsN3UOFA6BmzGKUqkx+x0nXeECzlogZ4jWuyWL5dHvaH+P2beAjnnXBEImXfu7stGRRPILNVJmGO/IxUaHpll1xVCfOk46IGmT+R/raMGVghHz3DCoee11HBGBiYeHY5TetLaTdv0Q8BIdLGWg023cCKysgFZWUrgubZASsMn+dbouOxTMz1ay7ZWxBeTQFkmtTE5ttRZNSMkHXrKT/YUOgctkRzYAOsIYVAlilz5EIckGoBcLgRbNZUvTGMt2LDbv3LKgzgLlfUw9qF6/15AGAFxzzTXucs0xqc5d7nIXfPrTn8Y3vvEN/Omf/ime9KQn4cMf/rC+j7Y189jbPOYxjxl9f9vb3hZPetKTRsMM0VKysxYS2wvZoY+pfnTSGMAT1Q8jA8B5c2Uk6QXK77mlLtFeoQV6xhj7ECAbUsGI/w9LruzmE6UgA+m3TpuQBYQq6TJ5AONGyZWNTACNrfaI6Q3ZXwy1pbXjGSoXgEpaNAfNc/t5CQsDYjxQGlQjoL1TLonmoAJs4jsGqCd3vFwcBnbTAnTiUXMnIeI62fGKQm1S9IQih/kgQeeROLTqP0s9ZdSi1ZURDaN17jn1/2QC2rChSICtRMic7lLJzsQAnar/pAwlr4rxL8IzDfNXYIwAeiiEj+DZHDmP/R2lQek8QAjYIieOmV1+99uMCZtMVTaU8WPXVmcbtp9ob57GktNV8hkDOxs3bsSd73xn3O9+98OrXvUq3Oc+98Fv/uZvYtu2bQBQSXGuv/76StozD/393/89du3atXC8SEuwsx4SyURv1ErGWFgNhi1zVJE2lZNYgOsJe6Qckm4vahquFgZLle1PABZ6M3NeEGVRZLMgFlXbSN0tczcidco2SE0QYSU4Buhw9LMzi2EHyZZT6fVFqrOwMjvmayU8jXQ4Mp9wk/sg2bZb5G41W87W9xGauWvPjEcYVlRpDdnzlAxQA53wjLKHZNqDdLxcJDqrGehM03cFO9ZmxzKTIYzYehcYUEy3BaLGAI8DejauVVUN2VE15qMz8Acg92Lx6h50GzeCNm5MUh356I3mkyLVmZDOZXEUKKqs4vzRe08udeZidyIOBkckIq79kOMNqaxa44VDvHDytGkrRlCjZflOYsAsKtWqsCaNFg0AZ1tX+98BIfmoSwI/Zh0A+jYiZsauXbtwwgknYNu2bfjABz6g73bv3o0Pf/jDeOADH7hwug9/+MPxn//5n+su31KNtShZhig7NOYMfDpdADmLiXXAW5uajsHoVNw9ZHNRjpAmt+jcyfHRAqg0PXuDtgAbSouiGNXSNC8Mk2xOKbx5KvUC4kWX5SI9ziePTB5Aejbl0i5yKisycTFKzndmqdR+yOcMdW1pib737apARwCOtI+lDulYvqmbJjcETuaRDsnpLNs+MYwluSaCzO9FKYCrxR3LSbzwadnoSHhhLgjfbbIR6BCU44jRsVNdCbgJDgRLvVB2+TBAzDDNUcpMSb39WqlOKZqmpXc3MRUpaswTcLt5BdUEFINvSi4htBzWvi78jwB72oMmE9CGrL5amaTPpMv/J3oXlsyRdPoqzWE9Dq59Sr79pA7s+94C3qaUg3zb9QYYDx05587H0WoSqn6MYzHF53TyL6uvfPpmYDTGBJdqD0u10QDJMVz4H+tSpO2kx9DjeNmX1DOB1qKDDGksQi960Yvw8Ic/HMceeyxuvPFGvPOd78Sll16K973vfSAinHXWWTj33HNx0kkn4aSTTsK5556LQw45BI9//OMXLttaDZIjLcHOotR1IIQdvJWcMCfmPymgRBmmAoIOQJ+ATGSOctqnR5rggLe3yWBliCrvrVMGEQOrvdl1Fv1+ioQCnBYhykeudXfaZZCV7/2SnazWTQCPaTvLECaT0k5WYuLqN7Bbk126nE4TBrQotaQ5s3Tv1naHRlY53b1LHn0BLNE4ew5fQyXs/EEBlDY1/R9VBlayY3ffY9KdlkQnRUofUV11qxnkmDuvopGn2kLk8gze12QpAiDBH5L/DMNRPQ3U5e6gdpbFMDWc8stAhzouY98a+fd9GZ/TvtHnZcNAKxvSfFiZFKnOyqTY5mSgo4bILPlQ8oQg0h5tu7yGmLoCyOovOMkPuAaduv6YNia7wbLjwzUW9Gh5VAsVaTLUhsdJcuR9BlLkLIfN2IUdLPB9bMYxxXe2enHqGnCnWTbAkr0+Qxdo8vXd1zQgeF44jUXouuuuw0//9E/jK1/5Co444gjc+973xvve9z485CEPAQA8//nPx0033YRnPvOZ+PrXv44HPOABuOiii0Z97OxrWoKd9ZBljGqFX5itk5FkAKOSEjmu3TVGWV6UuCcFPABUylMZv9lZqgtrjtExeLUHTSgbCQerQFlYWoPdpjtkvyKSjSjdGbrQ0h47t751og1TA3hRD70sUBcjBICntk29Aynq0DHXR1UOYUF3/4HhE1ySRlXImGimlqPBCWH0VFbrlNcI6SWgixCVeC2D5JZaQdQHQ6AzAh21lzFAx4EcNmBHDZNlPBXGwUCzfoTcdEMg2KrDBkjq1ndZokNtZqXGzXLiL6orCEgS3R56EagFOS1JZq5ruisv27pNp0mqs2FDAjobVsAbJklSm9VX/Qq156XY7ogKSwERlWVC+rLzQFKv5ui5hEPpG5UGybF2+Qhu59LMFjxqHyHEi31gvruLP/UqCC79LCBGBwi5+INgQ8akAy0DYVtx45U9Kl025euoqt/BRL/3e783+p6IsGPHDuzYsWPdeb35zW9ek61PpCXYWQs17Dr01JOojPo0Wat4WeU0dFy1OAPLc3padj2EzLSNxKS6Wd3sJtO9Uj2o69TnnToaNNkPMskWkxdVTZRgzCvdYU6XHgLugkOSY7VGqsMR+BgQmRYzWblhpDr5+ZA0phMQOfA+AthWW5i+cu0ii6200azt0lqkaXP44GEBMJHCM6cukP8ov61aommw3MpYgrBhOD2SrY6oqoxBclExCfgp3JI4OYmzYGZQsqcZ2/IMMDGaIw3DkAVgF1WYdzGRXtYbDup7YLUHrU7r04l6sCHHmZRjiDTpkuRn44b0sUDHqq8oSW9sHbkjveRTLva0Eg/FG1naY/ufeqBb5QJqOoBXDBiVyAEIq6QmghjbzhTecclD681A30mCJo2Os2Gy7aSsppeTnQ3A4ygAd5NM+7u0lwVNsrbAg6XK0F1A2X4CO3vjIs8D6SLQyy67DMcffzxuf/vb4ytf+QpOOOEEHHrooetOd2mgvCi1mIhB+u7GcWOnI4aEKgmpVB+ZhMlG1ZiqfnJ+c+9EysJLfV+cELqFGnp0tHg/LRkUdVeou0geBKBIGBHFWwATi2X97GgzdeV4bT5tMrctipXoyPHzaLejgCx8H6Gmn6GoKhyMbOo+NG6G0shxaQ5wM7MM7vdYWDjg0wI9Q/FbNhlFfZQdBgrQyWCn3CkFJ30h97HgJzDPGU0jPMfZD5k6iYqnWue5lKsiLW+Zk87eCalemHIBOnKj+dQAnGiz06WTVwngbAQ2b1KwwxsT2MGKHDEXqY7knyQ5vUhzOio3mAvoMae1+hUJDw1DDHRTTrZU07yRMoDIGmfrDelDc8cuZzlOvwL0G+CMklWVRnWcKj3pTPuOuIQn/6yOG6JZIDwyjYeke3aMOL87xqB+fx09P9huPf/Wt76Fs88+GwDw3Oc+FzfddNNeSXcp2VkLiTOvSMoAZaeRH4vmKIMe6nunYnbShCypERWWkOxum0MyS4yi6kjTQV+MlImSqUhfpFBiUDl2CkolSNYgF8iqoKy6CdIdJ+GZpgqoNMftaiVeXvTFP4jkpW1LoCkXEbo2sPGpY20kpG1iW9n/LbARJVFA24hYr38Iz+Ii1wrXyq8fKPNaiQa+ozCcMfVVbXA6B8KWHbxmhGKALCosC3QMGKkurpW07H80yiVh7TPDcJzkg0JY9vHK0XSzoXDvoSosBdKqsmCThmwupsDqag43qceRtU/LKipsyO9WJgnoCMjJcyOBFWOcPkmLiQIa27dyMivXo5LkUWDSyGBpBSUtNp1KcEDKneCygM9SV57r9Ru2LzvzfWjo53dit8PZNkbMBquwI+TWXn04HqcJjOz4tVkzRtXfe5tuCQPlfUmnn346/uzP/gy/8iu/giOPPBI/9EM/tFfSXYKdRUlEpmPUp0nJeVerE50oiWPZgJMo1RExKVBOWE1Kuk0bn1yu1iROBtP5xxRJJGzUXnKCo+x4KeneGzY3TXf3luRkFmy9hCF0qr4q4M4Y6DbqUxsnc1HjmZ2hpsnBYHRRmsdWx4Ioe/1D5TfFpmXCRRp7Ny/N2kHOSj/uskfezyQLTuLu1xogm/DuVFMrraGsxsrUSNfZsKokIOQHs0vn4TzcnWsxDHNSW/VhDKhxRx7z6nYin7TquuQwUED+ZJLVV1kyvCISmiQltuOTCUkSakCFdStBOYy/6qPEjTY81uaHAL1zCkRZsgMHjJvgODaLtH8E3hFQN9PIBy3yOwIbiXPjouRWvo28Z+J3M36s2ty+d2BansVwS5qLHvSgB4GIsHPnTnzqU5/CySefrM8+9KEPrSvtJdhZkJJbd6oZSFA7Jf21mWXkFwvirE+Xhb+hKkkLFLUBEAC5RkFtgDqk86BoMHx7ESUnvzQsvU/55FgXyitpahooBtZjkhELUjoC9V3RrQtNDZpiLtKy/LGqM7Z5yS7TLULQ3ZSzjRiSkCwqObHqpqgWi44Sh46Ry3ORWg2Fq2y5GmDQntSaAexazNru6iu10AKMqyJ12CKBAPRU7HHkE4FIYBjxWHh1i3cod9UChtnEE0RFwiFcPIBaKU+WRKpdC1CkoLlM5T2pRIjGVJPTvnhP7/IOxoKcCYFXVlI+Yp8jtjkTQi8nsUS9BHJlTGDG+tspoES7pCt1L3UBeMJpd68SG98kyb4mpetUaF3j48CLeWZPuQmQtf1oxx2F9yjfiYpLDoeeBGRLpVxGAfQ0iCQazBiVZ/a7eV8kPrJGUz4Igv2oxpq5DMyVxoFAl1xyCQDgWc96Fh760IfihhtuwOtf//q9kvbSZmdRyrYo6jwvUl/+WymDLlBqWCiLnDHEFWrZ65jflR2KtUGxqh+xE7C2AlMuJ0kAw9gaBsGxXAKurOhdv3clDuDBS9VGlrn07TCAt9fREw+p7E5PPjVqAzkVZwyEh67SGCTbd9YBYvzE+72YAesgMb6zFB0LjjDJddvtDJEAG7HHyI9r9VUjasTmjR1zsgOBBzu574rtSwAkI/mMlst+t0DKvGeS49gUGDRpvKjSadV11vP0kvx/wI+DjtKx8g0r4I1ZXbVxBbxpgn7TBvSbJ5humqDfOEG/sUufDVmFtSF/30D6nFfMCaysgkqqqAROphvSJ6nAoO/k06+k8PKx70SSk95R7URQ2tec7KrsmAzgcQAoAJ6STvavE8dVfqZSnhYop/A/dpaJ0wLtrl8V3DAc4HFh2H0vBux12vuC0rBar83O/inrPHTxxRfja1/7Gs4991z893//97olOkJLyc6i1OXZ6nb0fb37N4uc3Cyc0H5xPMWyg2zY22g6QJHoiAqrYYfCBHe0eux+pgowwey8LHAy6bu0RI9vbXcgdV5w1liQZNssMwaOK5lIvOyCYwCh23GbnW+lklLAYsAQUZEMMSeQaMMCRkKTw9s+b7U5N/rMxovlGdum2TayBuEDZFVT9uPfmV2xea/PFiWr+2HKJ7HMxxghS/C5hsyCZXHSI7SBktrS2Xu4uMTV4+4j6VriLFkluwmwJxcnXa2yWknfeaUDb5ig39A5VZU7NWUMkLnZX6SARIGJAXWxPcVehzktLX1WjbkxgZKHHjvPS6DcD1UBhkY7azxpt6CKTvXJAMZc/KnOBH0187T2qqyZuta4lJB5xOG/C1iyiCosTTrGC4B5SfPTli1b8Ou//usAgF//9V/HVVddtVfSXYKdRanrCqMXCoyzYtA2aJcWfVEHCUhRsNJidjKhxWZnlMGJP5n4IgMnZrAy1TouWykCN/LKv4v+3TDfId8685IYJ4dyl2P0cO0uhqTpOHD2ZSJgJQK0+DuSaXev1ghAR/ziTAHn5VneTft2H7bacqw8QLp0VjzkWtVVBDzzUtjxViqs+N2GgWFsLQaHwjzTD9Q+dPLzEgHVGGznSW0wxnV5mzZAjZ2+gh9hZK6sof8yD7bjDcxFbSR3VHGyd+OVbKC/2iVJhNxYTpSBTVJRgfIx8vyfM/hRddWKATWimsrfQUjSFYKbk0nNhHzyyqixJqF/pA0YqnYRtaO0VWV0bNpTN0cSBuadkeZoXhm4yKkfimlRCccZ8GDC5dg5AIrSmVwoohmSCQF2Q7+HiFGDmMbzJvjdj6KSg+3oOQBMsisGGuJna6ClGmtRiqoe+6q1M2+N+bHOEymFVcU0JDGAeR/TbYEl+y4DA+vTJIUDnDorpmvrLuo3d0dWVx81X+ukNwDSqe/iSRmGUc2NSEViupLWEIX7uzCdQlVUVmWlKqgAdJpjYQRkRdUY4PwQjdLYLBZGYm2gnNozgB4pVgsYzEt58bcGyUPAZri8Js8Izmbla/+bNBUMGLsUK7Vw/n44PI+Xk2bbK5G+pBNKnZ6U4g2impqUI+SbN4A3rRSV1caVdMeVOU7er+T/G5PKqd9AmG7sMN1ImG4iTDd36f+mrJraSJhuBFY3Aaub0/N+I6Hf4NVRyatyVkd1+Xf+XyS6dV/EU3vShgVUFXATJWlDdl1N9RXgn2dVFk3YhXVL59h4GNpXLDKObR3mGLvx3rD9psbaS58DhW666abl0fMDhrquMCU5daF3Y2UmOgGq3bxVX5hdpVJUqwBJfRWNe9l4VbbqrRYoisBj2qedkAAe5mQsbXdYGcjQEOCResnJMgVHM6ZM1xXJUi/WivBSCyln/G/UUYwu76SLrY54qlXpFzOaK14AOZX3ZQMwFeiINCeqqjpAz73aO9IAbyhtXRXIvVjRFkjiaJ4CeDj5KwK86moO6U5Uw7TUDZWxst1lN8LPA3oSQCAF7M42x5SFbBc1JAQpHI0wTqjBcQrcADrwdXSShDCtEkBLjabl4/RDbMPAyEezO6jERbp2A9B1XdLQTAjUdej2dAm0mj7jvFnQbDtCvyFtFLiDGiarzxxrK2MNgCX/YAcjKiAnMQnOBcnUsUfRzjeBR46TyooiUbJtLz/D1FMw2UMl3tYAPZU9P8jfRaVFXXlGUZSiCUv8UBAudSBpKzKhWoBrYMlw7yUtCTqw5O0voHMw0vLo+YFCbmcRZkZmUoP2JpbGJoMBLGmOySKR/eZMShgCymmsKLFQu4EGWJIj4mEXwlmyQ9n+oFlXA3iYkAxoe7R9zKyVTFvqCbSowuNc/mmot6aB1FZOqlXAZMth4eiFoNXlpuzfW7AzpraKQMfG4XwLvMvbGHG3AOgYGcai/1vgYei3/g/MJlLEuiygB/VVDZaxxKQMyKnKERmUfR/ybktUG0wcoS0MUPJSHy7Pu5RYZd8kUrNJl8cqo9f5B7jNjmWcEzJSImtn421u+nyHlSu7AR8R9PiyeXwgKizZq6h0R4aeACcqQLUCxqFtrWTNgdDchmKnY4GIghuEdBXE+CPnmh6NLKFDY2uIGtNoLjXXWN77kQ4mNdaDHrQ8en5gkzgPk0suu8zAaALxtzM0AwSkuP/W+Nk4D5PwLAsHUl4kTvzMQuWkABOqwUDOh7INgo51iRvu0BLmMwgGWka3mlWRdoyqZqxvEikv9WrwqXeFGWmI9QytIMZeB9FSqRkpUVOqY0+v2Xjxe1V2o8ay7dH3yWYjpjOdlvCaDhtJYX6+wP1Yo0R+Ba+Azxgjs/+rdM13MUqOnyEAYuI78GnLEQV/Uu6QN2EgP1svAQUoTN/+1yPnLsPMvTkxXV7xNiIKgpD9QBFATMBKANaZAXerfZ57uUxZssNdstPpV4IH5BUv3ZE8K4BjTjxFsOOMlA3wSEfK83CflKaOBs1WfVWBzQAWmwzfgEinEpP4Ng6JrU5Jv5y+Yu2SZhkUOfn8Yl2o8dy9t0DQAkNbVAPaNCkD3PYbjc2tRdI4AGh59PxAo2xo6Cjv0ElVW9BrI4p9SWMRtWRVKBEUmOe0mlU306m55TszewEGWXUikhqV8hibGgFWtFo814rreY2XnxUvp5a7UDmVNCbFiHW1qqGhOMzZ1X6on20jY6tDFqS0SMBRVI0ZckBT4wlQC8AoSmYs2InpCxiV5wKO+2Tnw9Np+Vi7oEBkQc86ANDcNjgm3JDaosnUsm8dOYkFCz4GFmYncbFM0EgYbJjm/iGnHVVZMW0pd6yTPYXVPDpMInkhvXrB2QAZT8Z9vpZhuqHDdPMEq4d02HPoBHsOm2DPYSuYblnBdPMkfTal4+XTTWKDI3Y3+fsG5OPlcMfDy9FyFBVXtstxR8fzc3TlNyJI6lDS32DS7/wnAp0h3zpKNk7sf/vc9oXGSVIdATrVEjPE5MdA9Yzx6yVLKMDMOGgcIuvQcb8Sr/fY+YyK7WdaHj0/UIjzn3ixn+zIp1mi0/dqW0LE3ltyZNw9ClCKRq52hutN3kaKsQLdgqQdSY7TGTWaVWu5umQj5bAFYkKSBk1RpCREqj7jPjsWtKosmDwi+ImO9zKASPYoQ+1cQIzyfZcm6vu+JBhze72zQGmMZoWxEhtN20ilgOBHp/eAJ0t0eDp19jkqDXJjqx9eiEaM5V1xDWBxR5nHQI957lRgqIsjO2EBOa27rlrqofSj5OdaXBiNtT0RxgP/GwgApQVUhsi2gZO8ybsyr5oAS+YMI8+lUhFp634C9ZEjZe32cLaZk7DisA/l3qoO3q+NABcUCUMEby17Hfcu1oGhrjFs1WHDDvFC00e2zawUSCUfvY/njJqRw4lvHXPxZ/Grg/k6VQFVKHAAMXbNEglOFtx5MC3vAKg02LxP5kLJKSsBKnmbS8W8pCYtj54fSNRSxQgT52Q0m8wsKKlu5Li6roIoC6tRYRWJRZ/SmgQkINKiwCCpY/BKBiUCqixz7RhYLeFV0tMjSYasgaBURwyUxU4mWnLmtLw8f2SChzZjBUAtCVYPvW/LbieNekilZmqcLACEi9pO4tj/8fs8NkbRNqe6wToBXWtrQ30yOK2AUe5fltNb8tz2l8m3AoRD97LN2k1G8EKo7WIaVIGiBsNxUhsLcqJKSYaNpFtJTvwzp3qy5bAM1hUWDlzZJC3vs4bbKjUSGxmRImiZM6CXvrRAESa/nBmb7/0kS2Mm3u9NsWUiBwiZCqBRNZY5TQULIGybhTa0jv1i2zGhjPlcDtuelapvimz3ZsKjpNWS+KgxdCiLs3mSH31GHWK7k9OjDugmfVZlpbDJJMB2pOlgSzxwdUT2yzM43C0gUrAL7TMFc1IkKr+jEdH+FJbMs3+bJ40DhR74wAfq9+3bt2P79u3YuXMnPvShD+Eud7kL7na3u60p3SXYWZQs84z2IMIIM5CQU0HJGLj34cVQNkt10n8BPJmRT6cF8AiDX50qc0VH5XQTAD0RZdRZqu6xl252htExirHyKoqfHUIpb2SuHZJ0Z8z+ZmgGZgZeQM7ExwlhMc1SkQy61I9RbleydQt9olKhQRVbCdfMv+UNuVW/PktphDoCc18DHpHmiLNCAWwW1Fbqy3E0Nvet8IAHLRo//2+mLXG4GbepwjKAx57AcsyHTbIGmAylbe1QGDVztfEdsJpVXqAAiAmBu3yFyqrYc5X0WOaDZfCSn1z5lucOZ0PiXlVMxmuxMugUNh5Xlrr1We1kj8m3JDaWou2VAzgtMGLaSKU7XNrEvk8OUc1wNEDAnc5CAWQ6tjpOaQK+rzQtLn2aj5tT14MmjMkkS4GZ8vROgKdpoMwD3037SNOTaRcy7ypJI5WmShsKyhI8mHFRwKpT0e03sHPwGCgLPe5xj8MP/uAP4ud//udx00034X73ux+uuuoqMDPe+c534sd//McXTnMJdtZCFVPOUhhRZVEP4g6cGTKjB6ELu8sMhOS/2n0IaOJyPNUwVQVBABxQsFIWkd78/+y9e7BtWVUe/o05197n3NsP6AbpBtI/hbJVEBBEC4WEJuFVUaIGA0Ye8tJCQR4iooREWsUmNPKwwBcp5aFFMBiJmpTYmEgLEksEygcqVAnxVbQdtaWh6XvPXmuO3x/jMceca+3z6qa5dM68te/Zez3mmmuuteb81je+MUbSN7P4Fsw6gqWwnFkDHdqbHnkd1mQXKMf2bBMlh2WR7agZz4swFtHUk2i2rwGFCHAcSFq/L4GqJWDSl20Y4qBXnP6YkdHxZeF8nBXiyuZMR4u+yEUNkocMIti7nPdMxtIEODtm2G6RYQnbtSYkcuai12hEk0Vcb5F45ydSP96GyFqE80P36ftguaPqJGYsRcmExDqhRhAdXbwJVcOhE7AxPlU3I1qbxvwU+i6a31CAZP1BdVsHEj2r4w9l6KNwLRZBj21vJYXfVg+3+5kbeRRB9zooY6N69iZeO/g22rgA7pz9URMWZwblgjQw8lCQtMLCAMrBwQNni/rtu3b1JQIc2LnbPerjpZ6orYv3Wt/3J+VY5bd/+7fxkpe8BADwjne8A8yMf/zHf8Sb3/xmvOxlLzsBO7dJUS8rAPNJ31kZ/W0mokIAqleR72viWmMn3ITDqvMIYMIn+AOH8OWyX/JJLVS4NQ+YWQwCzrhhesJE4PWH31YnJXAMrcwl/DXXkm5UYG7ikAj4o8qU2TIDhduK79ct7xmdtsHtOSzFw+mP28fY8aAlsSn1uvI0QcyPW0xSsU+jEPkw196BxQGhD6x0g/6hQIIdqgc9XTtmLue2PByrMT2FCaI1L7UT7rYJ3EGXXV9d7aaapZPoJ2VjeYo1KAB3067Zd9g+5PsayCkDJEdVD1IWbnUwPGVFBBAuLKa2D/rSgJvu3GJfOcDggG/MfGXXYKHeykbVaxIBVh9YkKbQzkDtST0S16v2Kdd2ZoAGRhoK8jBhyBNykgSlVAgTp4aBMOGyecD1ZcmUFVkd3yXu24G+qL9q2C/IeErWPwug6jYTKt8aNrNzDJl98pOfxMUXXwwAeOc734lv/uZvxunTp/H1X//1+L7v+75j1XkCdm5JaSbFUidKZXiEcg2xYhI3+85dnxd+L7lObyvBgyp6T1WQtT8wILWf18EziJ5tMxPphWMCYfJf1JNQTSVBiqA8J1YYEWxfY8jM7d76spt8ZuzMEUw6W13orZ5DGrFnMXGsFAanotXVGcVFyXEgXDiesWAHJQGNoGabMHtJUHwgDurfgHWi6pmJvt4eyMwA0AKYcrE9qE7AC8ePDFPfftL6e7Bnyx1ULJ13PCeVTrmLdwngphN2NyDDND9d8swqWN3S7z1rgADyIqtDXR12LtvmuQWgglSBH0IVPpFvGyJmYLA9F84cmCCq13nJ7BauwQxMmTg5M1Ji5MRISfR7TAAlA0qddif022ypbjdbZ4AnXkOganFiO8M+ZNuqScvGvdllPcwzdiuV25tmBwAuu+wy/O///b9x8cUX453vfCfe9ra3AQBuuOEG7O7uHqvOE7Bz3BJNS8EcJN5YVJkZ1euQvk40z2jU0xQ1iNv3pdgs/bGD2LgxM8WSAHASeng/9M7ynwgSl7fbmkxztmHY34CORU+eCkBJbfLZY/pEQNAwZHFZFy168XhWCvQtsgYlpKOMCkQKxBYE1P51G9ApDbvjrI7H1QmsVh/CICVgmkApKQOUlgFPv6zgyIEkjvoy10xOAMws0ZgvAAcd2/Q4vm0QMwMAQdlDAzZB+9GwO6Hd88nNrjOq54y9+RO2siNxQi9ZTjKhMp2NC3YHPIrp4PTTpFHogFTsv0b0GpgiAI35y5ctfG88oZpziS8oeqkiy2mApATAE8FgYDd6k1VZtWDd26C6Qypq0ssdU+x1MjhRBV5JtsXASLkgh0/yaIRJ3icTgyc9ITL0Yah6yw0dmRoDOXFzWtg83tMB/DCkvQ7aVTy0+JJx1Nx1J8XL85//fDzxiU/E+eefjy/8wi/Ewx72MABi3rrvfe97rDpPwM4tKdEDKKGyO5OpDoVVYfNoQP+may7oUatT6qS4VEz3YWyNxvsQV3F9y3AmSXexdijg2Fr8rYbrfksZ2Y/4GiCmLDPxkIKuLGBiyXXaQWMQ+C6wO4vn0icyZaOa6/I+gvK+fZJqv3oxnU5vVrI0ImE7LxpHB9PUelj1InDTJbGmiTAxN7OKnoM+bD9w07Acy4OxbxreQmcAqBMnmymiWW/tD5O458Tap22kIv2oM/G/afnjbeFa1Qzrcm0WA3VSDXWHKprOiROhfTeNDrtg2E4UDQPTaHoOmOdmLvIBVFSmaGF5mKBlG671hXNoD6b9YIk47Tk3Mhr1PGMfNvsTNA4Pg1f1uLbeLkSjGYrrZx0QARuDV6LVySsBOWLCKkhgfSEoSInAJWEx8edRcIVdW2uDdkAD9qwLwnJnBwHpuwXRdSx8NGne8cuWl4oj13EOlWc961l40IMehL/8y7/EIx/5SCR9KbznPe+Jl73sZceq8wTsHLWkNLsx3PMmju5lEiZiIlBO84ezN2FF8erUzRKl2weQSTgncM5zdgAB8GQSNsQ8RhbBxfw065tenFnqhrTle9PGbeYgY3ES1bxYCyDFXdCVaWo8j6xPeiFw9FKLwKhvm7b7SN5M3rwATmMx8XJfpwUM3IxyTm7Co7b9KczIBpqyUQldWXprjJoiGJALA/J+A1o3kQLdYXsBRH8LJck+LW2XT4+Lmt0ZzsD48YP2JYqGF72R7BZbmFAaIEF28m2DHfDE244IyXJjJV3ZAVrzrIr1ePC9rv/QHzqAzwboWDvi+UWN0jZQG82KSwxPP06FCyL3hfQ3TQu3RjwXsvMUbzXWbOQz89QINPn0ON5/ghpMxA7o+SYGrxm0KshrATqrYcKQC7K2NaOgUEZOIgvgxHVsUnfyXrvV90EFlYZsKuBpzHSobQ4Oq02X+D16AECI98lns9wevbEA4IEPfCAe+MAHNsu+/uu//tj1nYCdW1jMlCGeNvqwm97GUkj0JhjZwWnfhtUpEoOFugi5M52MMjX+dm/pElQSMysUjh8npUif05aM2JnQJCiN4CuezyE0RVAvsfb3woNWCjARMNR+WBTdLgEq82QL1qLZNj0o6TVT20ojUt5CXdg6BXI8TcA4unt6Wul551yvs2vei69zVqr33lpon2tUZhqe5UFsq87joDFvmxu6rWOqnllb6+jakgRoVE+mAG6MOQkeP1ZHfBOfvejPAMUchBrgAcLE17dzSU8VgM1MgNwdvzdZNSY/Ywxo/rdncLyO0N5oYusBlrNZcabubvfqPDEHjQ2rlNiZHQc6zrJxPc5UA4yK9UmD7ekQSDHXntW5YmBdkNYT8mrCejViZxgx5ODFyYSCglIIFlGZiOqpGeNL3TX2i9Sdm7axnh9cs2TLvY/Qgh4K+8/Mula0P24zgfJJOVQ5ATvHKToALpoyjJWxSdyEpgDA+lZom3iKgeIB5jwOi03yUchsJelk6Lbyog+pgiCCmgdCHq04uQcTmDcuAB2PF0JAGu2LjtQzYNH1zTah8gKDQilVvQ7RnKFyfUtYHo7X6JQSKlgxMxAOwF8coEAv4F4CR57hniuLE/dnFmGxtqGP30M5i/5mGECrlZipcmq3KUmEzSZON9Mj0dwDLOomghlMBK/LSGAp7k3vOrv1JS9MwM3kGrQ7i4XbNkh7oSbKesyewbHvHvdlYcKeTVI94ADqPRPe6r0NdtkDyGjcq5NUPDNNhYkympni8WoKlma35pgmN3FdTairP2ZzfPNiCqYgP0ahVmyLhTbaNXEbTQdQ/XpwAJ0crgk3dfs5NMCN67Hsry53Tc+qIK0mrHZG7KxG7K5GrPIEIkYi8cSaSkImxpRqWhty17swhsXmH/De5dsrQ+NMX6nLHKB2gHE2rsTrFPr3NgU7B53vSTn3c2P9zd/8DZ70pCfhTne6E06fPo373//++MAHPuDrmRlXXnkl7na3u+HUqVN42MMehg9/+MNNHWfPnsVznvMc3PnOd8Z5552Hb/iGb8Bf//Vf37KGRUYmfJrcRmaWCpocmiz5Zpnv36ccOLAN8MB6ZHmiAH1YrU60rFBKQsUPNfGg5fhxbxNAHtqQiRkIE+p+d81B3kMGaLaZjwyIRQ1L+Pi5xIkwMkSRWdM+aupA2D6WJVS0X0A/Fs+qGjsoABu9rmyJT43FyVn+rlagYQAG+d2cbyIBfzGPmQUdjLGIuAVbDSDuGTfMwc38fML3wwAeq4gsIBw3600agm5zXxhZm073UrZodfYTCc8YknBe0SWdCrswesb+JPiz4HWZmSq4Vy+Kdztro+lqY9DANMmHptAX8bNvX+tHPZYqMNT4NE1/MZC58QyT37at1FG34SYW0IxZovnxZ2As9okdy/JxBfaYEwtztxLzVdqZsNodsbveYHc1Yne1wSpNWKUJCYyBRKRsn5xUtEwKeA4qAbQA4VwQzrXTRs3uLRtr9J5u+lqjWzPN+6/cRrPrLc2LdWuYwT4fyjkNdm644QY85CEPwWq1wq//+q/jT/7kT/CqV70Kd7zjHX2bq6++Gq9+9avx+te/Hu9///tx6aWX4pGPfCQ+9alP+TbPf/7z8Y53vANve9vb8N73vhef/vSn8ZjHPAbTEYO7AaiTaSzG0Pjv8OZvk18PbuKymGV7YaLa2pRuEp/tE8FBnFCNAcoEzgp6IkihCmzqoHeEh2GfbffNer6txECLPZuyX4nnv1Ti/oc5vwAmIshZPCe7roAwOsriOJuTU8tkRZBngAeoAGdBlzVrF1BZhYXTPhDkYB+Q01RUK3Ogs89+btbqJp3Go4ja7zMmp69/6Xe/bOG41h4XSPfOdv1k2AEu33/bca0rGoAFT4ga2zQz91nf9GyR9wF3DFj9beDFgZACC/909TlQcaDEC31eAWxfh2h2+hOo9UQwUPVHeoxBGB1aF6RVwTBMWOcJ62FEpuKAxsBMNV2FxKCHKf112m/Tvq/j8m49I4Aaq7u/h3vT4mezLAHn43xu5+WcNmO94hWvwGWXXYY3vvGNvuyLvuiL/Dsz47WvfS1e8pKX4LGPfSwA4M1vfjMuueQSvPWtb8Uzn/lMfPKTn8TP/uzP4ud//ufxiEc8AgDwC7/wC7jsssvwm7/5m3j0ox99rLaJRqfzmvK3eLSgxrh20+k0bI7WYRmvg9Zj4aDBVDNB3COKT9QEuEbDPK8ajyMFOF6dgZxEEul52w1vprHb8olYAh8iNGi1KKpF4kJzYBO1O7FLE+bbH6Q38s0WvK1MQL0YIbqCGlIWxxiexevswInFi43L9r5woNuP0FYXxOmNw1jG9W8jXo7loEGa6pt9/E7629zHm10CsPAmx0k3vhkbY5fD+oV2zcwmaMGKTUzWZDN7IaqGua7fr8yE7Et9ZnWZQJu1jY25sZ67T4xc6+iZrt5Ehf2ATmgLJ1Q9Dsc+rGjThbhZr9mkSE1tajPA5awSN+db26bP5cDdMSuwwiCftJqQ1xN2doTVObXeYCePIWKy7CyPLoOJkcDhfU3HgnCNe7NaPN1F3U53HeL1YtU8zTwFO3zX3G8I2wInmp1bWM6cOYM//MM/xPXXX4/SvVB+wzd8w5HrO6fBzq/+6q/i0Y9+NB73uMfh2muvxd3vfnc861nPwnd8x3cAAD7+8Y/juuuuw6Me9SjfZ2dnB1dccQXe97734ZnPfCY+8IEPYLPZNNvc7W53w33ucx+8733v2wp2zp49i7Nnz/rvG2+8Ub7YjW35kDqmgZJMUMRUgYu5Ubuvp4EWY3Zivit5QqSOfUZgM5OFvFHSLl2fFPiYlkQzsMf9bbBjEnMW9S7W4U2T3JZN9ZxN9BwJsl77oudyKEamB3r7sRmxLBxzpt3pIykr4AEw7+dt/R4ZOTMlhZmMUlKzVQJ4A54U4Fgb3USln5yaa+7bjaMern3AqY+m7B80mUOsraLbUojKhmyoDti8fTLYWhpQIZOeuDS3wCVqF3zyV3DIwUXZWYz4N5i0etOU/e0nHEI9LpMk9OzvsgjuqEgDYqqKyAI1chOuQJ9B/hg3YEX3acxXhqli39p+lp8qLCsmzjYhcOxLrvt51GEDHaalMYG4oxjZrwG0AQUwIICI7VqS3NLh/q+sD7spzENiFZqZJgHzgrT92TU+nBm0YqRhwrCesFpNOL3ew85qxKlhg3WSgaQwoRBhVDtQPywZlnagQ3aCFDo9tCsOPQv3uQGfqNuhFPouXrt4vmgBXfMXuM28sdoH7pbUce6Ud77znfi2b/s2/N3f/d1sHREdyypzTmPPj33sY/ipn/opXH755fiN3/gNfOd3fiee+9zn4i1veQsA4LrrrgMAXHLJJc1+l1xyia+77rrrsF6vcdFFF23dZqm8/OUvxx3ucAf/XHbZZe0GkbmxqLjK0IjY2NabiWrq1pVufXiClrJq235dG8iSiJqmpZQqaF3SpgRQZPohL0EH45vHQZLmQQxvcVHvs32ZFZv0tx3zIHBi63XSXSwHmbSiNqfps+1pHziKmaFgxcxXLhJPqt3Rdf01W7jm1ZwW+s21OaYJs+3bOtrknOyDt88Xhykd0IG+DfeeWlZn1K00WdBDfVE/MfNwimN5BEbbbsEOIHnx87Z2idYt6ad+b9vtOhsFbLJtez7+e1o432DKStNCH9h5u8am1ds06xK7JgaqxYnXI2p4nPHp+zD0UdXy6HEH/ZjWx+tSMGD1Qs4DU+joxpQWvLYyAytxL0+rCcPOhN2dDU6v93BqvcGpYYPdPGKdJwypYND4OsbypO7GTEuIZVuJgOcAYN+wjAZk48fuvd602S1r1t8WhW+lzzlUvvu7vxuPe9zj8IlPfAKllOZzLPkJznFmp5SCr/qqr8JVV10FAHjAAx6AD3/4w/ipn/opfNu3fZtvR91Ew8yzZX05aJsXv/jFeMELXuC/b7zxRgE8vUeTvfFNk7xFkwbw46I5YnQ7CwQYKelZUDqqk3HUqainFrjAY7H02qE4CUamIAp6GyEsmv09A3sCPJhgBAZmyjKvLPsb1jfHWzrHODH3fV9YBuyYX8ralGmhXjSM1vbM5axv4krVW9fYtdgP/FBCExnMclttE5IbsweAOIPLWAHJUrsclOorZVl4iAOLxiwJZZv9FeAy0txcV8yTr7qDeytCc5rlvhBbwYSbZhzc1Am1EepyBQoGEIQlZADUCFd7vcPM1RwdwAmMyX5v6zNzmt62S4BracD37ayupD8LgAnuBGhDQWOu64+z0OczkBdFxWZKiudlIKc3JSI8UiTjGxPE3TtxZXDsXON1Yz0v1RQxVxMvKyBCljQONn4xAx6RnQK4si631DO23yABA1frETvrDU6r2erUShiddZrE+wqEEUkEyQp4liNpcPXI8ptnYcOu37eWeF/Fe26/bRf2bVjCW+l98P/Fcv311+MFL3jBjMi4JeWcZnbuete74t73vnez7F73uhf+8i//EgBw6aWXAsCMobn++uu9ky699FLs7e3hhhtu2LrNUtnZ2cGFF17YfLyYSSKl4CFT3cb9r2lwzCMrMjiRcdA3fE+fYGWaZAK0OqJbexeHx1kLY3msLAmU43kwNBFpBTxtLizM9mnYncjy2DGWhNO911LT9gBUnIUpbT2dyHsR3JRu2TZNTuwHBXfyneb9tFUvswUlkTE9kuaBiwqYGwF7qeeyVHd/PvHeMTYwbr8kbI9sVlP/crMbM0z8LJ1iM2myMwryVg8f5CujwTPGI5rSvFkRMMU35/6NO4CpmdkprG+23dIHjRnP9lPQYfF+elOa7McOboytiaxNo91luDi5b7cXB3lcGRwHQMq2rFjEvcbEuEg4XItUgQn5Nph/ojDZ2J0VAysGVsUZHgx6XQetO5outV3G2tBQQPqbVwVYiwiZVJ+zWo84vbuHC3bP4sKdM7hgfRanndUZkTrPK2N0CkhMW4dBD/so7In3X99Usdhny5/F+/WE2blF5d/8m3+Dd7/73bdqnec0s/OQhzwEH/nIR5plH/3oR/GFX/iFAIB73OMeuPTSS/Gud70LD3jAAwAAe3t7uPbaa/GKV7wCgERhXK1WeNe73oXHP/7xAIBPfOIT+OM//mNcffXVR29UTgCyvE3nojZeGQQsHQABQFYmJ4562yYgSzNAJJnHbVszX1GnDXJX5GXziR+LqL7tKyiJ3lk1WBn7zU7MiOHwZRKor73O+rhaT98cIyvVl4MmdUBZiy6b/DTV1Ai9yDsKj3uAt1A/jNXpwcw2E5gC2sXXSiAIkLV0+iKSjaqui7lqueKxp1LZPvPKA+qxDdionomnCU3gyqKT0MSqndFZ28EEuzh3fhL1cyTLAAEUJlm5HyARdrPcP36aEeDE/mFJXUB2ygsgZz89hNQxB2cNEIN3hW/voMqOGYCR/CZfvsj+hD5wcxoCgCv1VrVzmj2h4fGK2qUSTVXGlARg0rDCVpWfJ9cKbVkCCKRDQUBzxhgldjOki670a31J0uvbbcsg0Kroev1Lck0ZBBpkv5QZeRB9zs5qxPk7Z3Heag+nhw3WaXTX8qLCKwkfxTNT1bFdo31cw3agQxXrmv7LhjfYfRB376pZXM7z7T5rZSuqP2Id51B5/etfj8c97nF4z3veg/ve975YrVbN+uc+97lHrvOcBjvf8z3fgwc/+MG46qqr8PjHPx6/93u/hze84Q14wxveAAAgIjz/+c/HVVddhcsvvxyXX345rrrqKpw+fRpPeMITAAB3uMMd8IxnPAPf+73fizvd6U64+OKL8cIXvhD3ve993TvrSCXmc4quwnrD8TTJJNhPcCa+3cYaWNLPFCa33lU97qNsENukb8XmXDPzoFt3GHNnbw4JA9/sbdTtBQtFz99/HsftvGd3InAk2g6wgDmw2bZNPCkDbftpiExzhdxej77enF3PxdS9l5oXXZhkGjOkJZLlFJidsI8VLgCr590i4CMFPGHW5y0j8ZY3vP3GQXcDtrf96MJs22zryr658S3ad9Z10eS1BHCW2h4mMT9cNzHNQI4BLTVXLYKdDijZOZKDHW5eJqJ3UMM82e/I4Jgex1kC6U/K8d4nv/0bcGPg00xcJfRnfGFR4EQK2GAvLbqeZuctQIcy19vPAJJed7/9C2vaO03qORQMuUgcnWF0fc5u3ijQsQc4uQdWX4qDsGNMyDQH2gdt3+Dl8Hg290z4PfuObruTcuTy1re+Fb/xG7+BU6dO4d3vfncjOSGi2x/Y+eqv/mq84x3vwItf/GL88A//MO5xj3vgta99LZ74xCf6Ni960Ytw880341nPehZuuOEGPOhBD8I111yDCy64wLd5zWteg2EY8PjHPx4333wzHv7wh+NNb3oTcj6GXN7ciUsG5VLfCOzvtNcxPGk+SQPtJBn1LoviWK7rosuyg635JEeTCCR4EIDFIb+UxeeRkPKByTlsMf1O+FvBX5qPLr1JS7N5MxUx+djouZTcMiZXtaJRh821fl+vNQBI1eQ2A5vM7plF1lYDPNvOx06rqMdPNIMBIJLYRcQM5FwBsN0Hdo7qdeVtidd1GCprmALgYdb6UnvfNKAQ9Rg6AXNZznrvWp7IitiyeK42STcDvU6OJCaTqbCYMAaW+426+no8GEGKgQ6b+PtjbQUW+pmdWdv2WM8Si9Pn4vLf/cTGzak3ZjkX/atGrBA5wGpATjzGAJQVUNYsCTbVdOTHNUbFQImD175vpGEplzogha7lsKyyNQDl4ozMDBn6ECXXN+Ui++n6HnyUQqAMJBKQsx4k/cPuMGJXQY6YrdTNvDFT7XMBEQEPtoKieIM5wNT7zlNVxPt8YffGyy/V7ft7qDtc0+f287ZidpYkgcep41wq//7f/3v88A//MH7gB37Ak4De0nJOgx0AeMxjHoPHPOYxW9cTEa688kpceeWVW7fZ3d3F6173Orzuda+75Q2Sp14YmJwq0GExP5FNbtMkE/FUwBktu1MbX7/bBGsxWKLuxN7qVwPcZRk6WFt9URNTAOICHgAgoYkYbFUXiIBVDy8Dvk3a8Pqpf81rBk1yoTJnAk0Ej/y7xCBFhopLO1roG6GvD+yY/O5ueNM5xXqXnljT4ZgJqy8OVLgFPH0daQst1m1r0Y8JWSauUoC9jbev5lBLoQrNhTboeRoAHAYxaxo7piAagJhJGz0TuylLrgkDhSBJE1kGe14GPLUhaC91B3gcZSzqQBhpKChDQhngyTGbfgrgIpq6ogh46a25aXIASJ5ZvWt3BTJc67Fl/h3VDGUgR5eVqMUI8W7s+NWVHq7VgXWLrdfnhFjro9ofBnbKCph25FN2GGUluhkaOhYwSScJKAmd44CEHcBQgpiVAHBJ4MIoUwqmZ3i/EImZCcQgtOtrQD8DOxK92HJWMVONhVPkOyVxex9ywc5qFG+r4Gm1TsLo7KTRTVdlH2GLaXVYmaztIGdLBXpto2di9UTURQZwfCCf17HI7Czcn81tehsBHTkYtvfBUeo4h8re3h6+5Vu+5VYDOsDnAdg550q2kUqN7NDnhBU45Cyi1GnSiW+Ca3fM5tIDHgcZMiLSagBvRpkEo2bDTFdDct2KvEHLE0ljeKqXTBpkkZIJBKmbSfl6nQg4CI49iCDppKkTprQV87l/H41LbYcE3JNquYkP0yRA1UmeLD5RZMQk+VNlgrZ4RtlnMT2EbRPrjYDHTHRRi9QzYDH7ubFTqR7LgwfmAFZsVw/Wor9TAcWB33JmDVlyHZlpZBzlXsjJc4tJH8j+3LE8xKReNvKdlOGZvd2GSWDRO8v7zJrNPgkK5pbAbyUXZ3bcdXehjn7CiCap/tjxzdqA0ZLIuWc7ovbMwU0HcFqmpy43j6jSpzzQY9NUP2DFpwEwSXtq8Etjjex7WQPjKWA8zSg7DN6RfqOhsieRbZF+ls4R7FvRV3X/Z1AqAmAAMBU3gbF6YzGTMzXAnK2x/rIIxkSMnBgpFazzhKzbFpY4OIUJpZDXmxI7k+PanCzanJ00KtApAnLIMLoKkLkKkUu3zG+TQwKemd5qn23rTst4x3cL9+yc5QxDrt3Ht948/f9cecpTnoJf/MVfxL/7d//uVqvzBOwctZhpw9gdK3Zn56wBy4pO7EVYHgBk4WxLqSLjWK+9/SYFPB5sUI9DCZyS5lMq4JzBlhDUNpkEVLGPuGpO2ej2KzUBGXDpH/yEmVlIKGF79ZkXc7efaZniZN54EBXMvMlslQIczyY/TQLkqJ6PnkBt8FJREOnu5taeJfan6fsAeLaci5yC1jNNwuTYNjm0MSfQeg0zPXHnlUfrVQC+2oZp0mXk9wIgwMk1OVMBNqP0Yc7isZdTBTmTgkCN5E0OdFDfAiOwCIP0/GMRq+GAwDQhrtXwiRFIq4KyZvmsqOaVKm3/IdSnX5dvr24CscjEjVcXujd1oAb7AxysROAyY3Q6AGTb+j6h+cQd2NHdeRI2wpYt5f1yRkeBznReAXbEYylldlBjrEzTb9b3MMBT201q7kpZGBg/b5ZXFgNOBhbsGiYSIFMtsfVFJCURCg+pYJUlX5WZvEZOyCVhKkkAFQFZt9vJI9ZpwvmrPexmyXU10OSMDmBkpAGb1P2tQGpiOcbEqZWqHZbl6e+fQ5SZecrq6YFOBO0GSvXvfmn1bvVyOxQoT9OEq6++Gr/xG7+B+93vfjOB8qtf/eoj13kCdo5YOOuNlXUUm3TwYPa3bzFlQXUS9S3bxcpxcu2LZsX2TOZWPKdSjeUjE1qY0AGACmiEjLwugNVEofYGR51nFsLE12MImfXBYCDLQC7U75aRw3Uuc4CAwhUkqMCXS6lRhgHMogTbflANFNl5qRmslPlxoh7KmK+4bBvgsWKAJ9nsfsAr2hKzFPQ3hB3R51ji0GlC2duTLs4JtFrVc6Qkbr6xXSlVs2mW+D08jgKsDRx5HCc1WZQiZqxMFbgU1ZNMoq2I9LdbfHRScA+uCIyaZlWU4eCHRJQ6rQrKOmFaA2kFZI3O7Z5HUSsTJpMIYmYmrtjOKQCdUteZSSIKgg3AeGRiEhMbCG0sH/3bLHOwwzOwg0weQ6g5B2ubAakcjp9NnwOM5zPKbgFOjxh2RgxDcYDBDIxjxjSlOpGGQkH3FYFnzuLZNKgOB4Cbm8xsZNfQGBo7ZtZAfhH0CKtTsJNHDKl4hOORE8YiH2d0FBSt0+Qmq3USgDOkCRmayJMYk5m/OM1ZncDujAamFBjVpJWhMxYm6X1BzcK6RqsTgEtbaThUBMZo72NGeJZuo2LP6y2t41wqf/RHf+Qe1n/8x3/crDsoht62cgJ2jlqIwKQTik3SzgqQv4GL+YCrJ44zBOHOtKe2937yqLqB/THdiAEbA03eLgjwQZI4G92bNOc2gznpcYlYJ0XUhzyFfaCgqJBMqDkGHFPQBa4Aar++O8DMFZNfUkngFMxEQBD6FgeZiwyZmfuy9JmDwRJAWgQ/3knhiU8AQzVBBqhcENy9tpm+qK9HhcaS8VyZl2kCNhnJznUq1dTJSfRd4zgHiyTsFpvZs7AAKNd4Ba+somhBQa5oxuSeMG8hiQdDzvr4WB9AjoEPVoZHlnFskjM6NuFxYtDAKKuCss4oawjoGSEgvLlWHWNi5iG9zaPewjcraMxIvSnLJ6EAgGIEYHfv9sB9Ldhp4qZY5m4FdVah9AcLQVkg+iMFNmmUY/cBAjkJ2JrWjLLLKKcmz/i9Wk1YDZOzHpOahWziZTMVhWeaHKzATVemqcm5OLsTmZw+ErHtn5NsP1DdDxDAs04Tdoex8ZwaS3bAYzFxzIV8SAJ0VlQCyKl1GtCZYIDG6qp1GrMzcXLgw9YPur+zVfFcOnbPy5btIkidAZ64a9yd6vJey+P76LLbjCyJ9/8tqeMcKr/1W791q9d5AnaOUxKq2QCQvyWLGDl4yQgzUOZ3vU16caKOuhAiWWfUnZmAckVESzoUJntjTzojkH8sw7lMzDb5qbkrGQcLHex1QCHIvmw4zb5rvTGasgE2m4yNZaAEhnhdGVjhHvCY+Dqef0IFPBN7H3A0GVlfplz7J+qaUgqapo4tif1oi/trFEHlwtuEx9kxcfVM2JzqfWLmKGZg2LgInTcb8GasYmsyUFkquHWdlNwXAmjG6vU3jrptUQaInMmziMUcBMqRHelNW83HzlM1Qw3wCV1JJMoU1/CkAl4llDVj2iHks0AZyHNj2ZuxfW8EwEVAUWoP0wYkjF5YPdAxgIC2/saM1YGQaM4yt++YmmEWhkH7wI5dBiBtCGkV+pNUpG2pF5J+Xxdgt2DYGZEHccneGUZnWgCgJHEMMC1MYcI0JUxT8kk/GdgxViYxBtXUmNkpZge3IH1x2RIrMyjYMTZoN4v31ErBTuGEDScXFicqyGTRjgXwrGjCSutJKCjagZXFEXCz6YCOsToGeiZndmo/2PnPSs/odWVRw9OxOQ2biAB0evCDbnlPi5BueKLZOafKCdg5ZlnUqehETSmJlibm8IimrJI0KF43oZG+sdsEDThosGN6UfNVn2HaQVDcRxkdNhNYAGlUCpjrtvLR1YnqgwtWjyuNo8I1iSL1fRDBTOrOhdJ8cOi3dS5dAU9kwqbwam8bwZgRqjodohYQRj0Oc9uX8ZpGVmYbC6TRkReLXT8rlgqCSg2QCL1kk+mSztakrqrvoSmYApfMdHb8aQKmDE8nwgY8GabX4aDbEdBCM2ATCUe/PLqsuVqFVARNVUOkgMfOixKjZEZZQZNaKiAIzI4xLvGvH5uhrv/wiajJPaXrKbbVOzX8teMYoOr1MwEIeUThHL9zm2RTKyRjdkwHo0CmrMjbx1nBja5DYolOPBRlc0ashgk7w4RVbtG/vQKZmaSAsBkzNpTdnBMFxENWRocKcmKshxFZgQeAhn1pLqV2VAJLXiplY6wkYpzKG5xKG19emLDDyYzKyGBfJ6BHjptRgwVOsL9yZsbqGPCJOh0HOlzj7kSPLAAOfvwaH4dCUUC6tHxmrorb2dgYbr5oPgXa77dJuZ1odh772MfiTW96U5utYJ/yxCc+Ea95zWtwl7vc5VDbn4Cd4xRjNYxpydknKxeSljC59aasyAK4+DhMqGK0VyGyApcU3hQKgIGUvRAK3ZJ6SgbzyiLwkFyUvEi72oQIwAKZOchR92CbgPxNJ4W2EgMjxHQWWZBEYvrqQeBUPI2Cl5l3mo3y+hqvsxJvNoq9qAUbTGL28/4lYdhSqNOP1Yk+49tXCdua95qBOTMj5tzO2l2ZRUn289J9V1STfm5GFdPuCbuj50w5C4Chjv2D9r0pQj01yVRNX1mjexcAk7B2Fuyvalw4MCXUuHAbe2NZ7qNJS0wqkOuqE710bxAopyLB5wZxpZ52yM1YZdQI4dFUFEBHZHdMny2dKl2RRlSzVgBksgA1ECBqXTGmjbnDN8LhYR+QE9IuwJTQiMetoFFMTfF6w3NJpaEsBthbpQk7g1z36HVUmIKGRkDVZsjYG7OadMj7PUG8pQYFK0TsZqchlSbH1JAmKM/auH0nKg50VgEQDWnC6bzBDm2aiMbWTtHglJl5LAcWaOKEDWdskAGGszpnp0GATdD/RJ1OBDgR5HjXh+Xe5VveobaWJcDTAZvGxBm3IZ5pdeI+xLjtmJ0l1uo4dXyOy6/8yq/g//7f/3uobZkZv/Zrv4Yf+ZEfOQE7n7US3vaZoBoSncBKdn0HmZkCISN6ZHeQl+u1N3P7niSIYGMe07d1EVlqOwpQZx+A1wK6eEjO6NRjheMuib20Xn/I4+SjWhabHQmkiTqTDgAhC7h+iALTlQgoyWOB0LY4CgH0EKDpGZIImsdRxikzfQVA0Jzngu4FAGZBGA1gJlRPLO//ri5nnxKidodLp8sy1q5MDkJMR0SxLdOk4EZEy5SzMAApsEe9OUv7zd3MXbtTqjdXShK2oMj9aRm+xaxFjVlIYvlUby0zD0Wg4+Yr3R5F+ipOODkVMBPyICBs2kkoI2HaJdfspJFas5KBFNPGLJgaKLTJmZ8AZgxzROEoh+99zBzuf2d4vilLeomhxiyq5jnABNkzvUjQLhnTZRoaY12GLGLfnWF0Ie9AxU030YwTAQUA7PCIsqpgKLpjRzOU6WzM3XulAMdMTFml/j3YMTOViYgTClY04XTeE1NVd2GiDsd0OX3MnIkIG85AgfxF0Ooo6NmbWhOWaXQM8Bi4cx0TWiZn0degZ/tsXMLC/RW360oDdPxFkZt12+xmHkn8pBy6MDO+5Eu+5LNW/wnYuSVFJ34XK0d2B1DgUmCxYGbsjhWbGM3VHAiT6zzKczTPuK4mQyY1ZnBKKIM+iYlQhmRYBDTy7BgOEHqhtJXmoa+5sfSxR9S1UDbwV/sDqbIz0jcTUFJliACQq1JRgU4EgJ5wlT0/lAOesK3FNrG/vblqcWzqmB9MYZn3VXLgZkyba4840CBuqqTK2g3tNeQhyX1QBmCYgPVKCTPRNfHenl6PIq7reZ/XLr2vYKavSUCPmCdJ3dBDuP+inlEJ4pWVuAU/ZkLqfjvjwwpyFESZi3T0DkqkxxoKypow7eQqULaujiAksC/+lro0+dgFtPtR62mAjd2nPajplyUVH/t3loCbufaXu9Rr3yVNgeC3jZ1v0M3kVLBSwe8qTQJ4UnGmpQciALApOWhVsjMvfX6o9rJTA4iMmRlIvafU1XuVSmNaAoAJBiQSki6z9as0YUUTEhXs0oiVqsqtLRlloTXC5kw6u096M2w4i8anEY669wABAABJREFUa/OmZAE6nSh5Unan6nTg35t7QJk0X34cVmIBWM8I2Qh0jMmJ+wfGZ3lcuY3oktsJs3McUfLd7373Q297AnaOWtQMUMEIVxGquozLpFdkkogMT2B3ZtqOJgKyTu7b3Lv7og+dmId0WYgxE10kSSUupjmKmh/Pel5kJHAWwurzkUbf8OPbTYLqkMSERETKdpXK7pCAQgJkggZa9sVAjpvBAEuV4OyQ9i+rK7eevu43hv2t3e21W/IYM/BYvcxCf+i5V+E0taYlLuCSRJwOwN0iqZ67n5tfL2MFkwQNXK2kzmGUmEx7Klo28DsMah4ty27uJng37U5hAZrDMrtDWUXKFmDQ2BrTYaUKbqquR01Q3bIyiUmxlCSeWCRxW3ImTJpJu+wwJhPwAn4M18wEhgd6i5nugUoFNXYNgRYgRbATl7n5ykxUjSCZ698EN2GZ6QkUEl8qU2NiYLkN2IHOKk0Yco1FI67Xkwp+J/dUsngz0VQ0gTDQ5MLfMazzKMMgN0X5rdwxO0mD9iViD963mzZi5qLSMDFmXrJi6zNUXEyj/u20RFQcHMmlaN+MbPsp6HDsuNbekfPMfGUu7A2j46yOgqRS2S7X7wRTqn8/xJDpZiaqv70YCFoCOhS26fbrgRIBtx2zczsBO1dcccVntf4TsHOcYgJQY0YyQKyAR3UdBIimAtBcUAJezNzRxNyxsg+4EdNVt1BmV1haB05iVuIw0Yvotj6M1V0cni/LJl87N/Ga0ac+ZrAmiJ4nAjUz9aSkFD7571m8nZBzqjFfGZjQtkTtjXgmaY4LTqCSG6BjXeKmM4skbHXFvxaZdinAnfUNUDVVUYPUmLAENXIZ9djGXClALUWvbzjHyKBFZi2p110poGGoJqm9PfDeBuWmzyCt1+KtZiCrlDZIo6WiiJ5ZOYnZymxQkwKdxAJyRgjomQDKaM1ajCoGViDSMDusgFjNXlwSCsvE7GdMELCg7E7ZSSh71OaximDZrkFkd/S3i6QjIFowTc1YnVz1OG6mMnBDQXisbTVtjkckpmq6iq7dxuBkqnFoVnnytAi7edO4XxsIiCzLyBkTE5IyLKCCAYSSKpMSTU49y2Pr7PvgjAxjN21wOu1hJ22QUZxpkVslzWgIATrFAc6KBCg1+3TbCjuUMCG5O3mObWRxS88sYMvqiXF1DPD0QKdqdbq4Or6s/QsFRctPdVcMzGxbp38Xgc42cNQXRguOTso5UU7Azi0tBngGvbenrks1eB7pZNQo7rYU99gyhsjZIAquGpbzKDzlNH+S3awTfqvNBGD1vkqok3F8G3EkobjKk1lK+giAPEYLJYgwWtuFzGKqGslNWe5KzqkyWQ3oUcCSFSgBFXi4yzW7hke8looAhNWg7EbRRIoLI40ti1YlY+mM1QmaHcE6XfwgZ3eSutFP4CIzMmXUIIkxV5eei7S/JmJ185yFBNCkn2Sm0JzBZ8+KlmeaxGRnQNEYwBBpmoggmSW1T1JStk0mc/HEsg8t/MXix5geUp2OAB92sbJF+i2FFO+pS3NmTBMDK8a0y0gKdtJZuNDYMKJ/N3BjxB/CxGFAKLA4M/fxVNkadx9PkHtiKBWEKZhp/obYNQjMTcwLtRomZGKs8uSmqt2syS7zBqcc6NSIweaZBFRzT0bBBhnF0qEADWgwUNRrd5aKgRRjaHZpxOl0FqfTWRSIQNhNTCTHzoHpAYAEAUm7tOd1SZuSthHO6hQkZEzYg1wPe++JaSCg62IR4Kau5gHY9EAnpoxwwGNVGsCJTE5kdw5TbDzjdpmV+nLXAp1FABN/W316n952zA4d/tz3q+N2Xk7Azi0pvQnGJmpjeXTiY3ONjuxOnwH7oFJqIkBnefRt3WnZRjxdb96Yo8cKJ6i3lLUdzgTJBlzPDWjeiCINHFklFDWNacwX92IyryxwNWelAHis/2LxGDZJgJO1x7yRcgKxeiMlEs1KAE7uYbZwLp77Ky4P7E/NjxUoMV+fqm5Hk74aoJ27nVtf6no7pogRarsMHLntSB9LHkDMSJRQ9vYAFg0PW0iDmGdMQSFPkzBEehyaBHia+zmbAJ7bXFkiTNbzVcbGPo1AmZVmse96X5m5QXCz1EOpgDKJx9OgKSRG8uCCM9NA/8Ycut/vP5tEOr2PsTbO7MQ4OcrsUKPHiWAHDm6qFZJdfxRj2EQ9zipLXJrdYcQ6jQ50dgLYWfJWSjRhg4wVJmw4Lpe/xtBEwNGDk1jkWBsXCp+XzuJ02sOKRhQWXc4GA8Qtorhpq69jl/awmzZYYaqgjFpmCBDdjgA2aq5Z1ngA08IsbyavaH6L3mdxWZTqWWk1Oq0begt4UO9P+OZL74F1HOuWAZjdi0tmrLpeb9T+/r2Nigv3b2Edt/dyAnaOWnSg7SdPia3DIA5RlSFmCXG3TcI82IQYn+huwrXM2TORrB9QgQUmYA9IpaemqZqw1CV9/oCSAy1W0BIzUXsx/RDmz7P3B0PMW4O++TMBQ1IRstlIDPhofRM7k9OkiFATUWVh9O/gZ+a0AAOSUdwYnRUwS85Z9Dy1n6NGqQK7pucq4HFtTWwbVd1Ozpq+waiI3JrnIotnACdRBToO4FIdMF2TM+i5CqhKicB7e2Dz2ALqcSlVAXzh6pFlkabtrwmVk4BwGlkyVe9nyip6alyXw06XDbzXN3AbNRMJ0GAu4kmzA0wj+Rt52guAeSGS8dLc3mhz4ncFNoigR81YGIILeVa3+FRZGzdX9be1anP6QH1RdGxB+Cw1ggEdAzu7abPoyTSBsMKoOp08088YU+Pu26AmEnE0YQHALm0EpNCEhKIMzQaZCjY8IHFBZsaGMxLU/IZWx7OmCafprO8HABsMmEBI3fhTAsjJkPQPbsLigqKsVdOfKJWxQWVuzNuqRDCDCm6Wl9s9SAHkHIwu9gM3W01T28C4r+f2bzxI7/V5Uj6n5QTsHLVEDQeR617EVJR17mERK2PUCV9FutFd2HQdhjgi05Hnb0ZeCurDVADCJG/s1o4YTJCUSSgMQgUtceyVlAoGjtAALAFpIXhg91x7HUSw5Oke3yYJmKGsoMfMcglizsqowCdqYXrtTizWrxSGeo01I0Lc0gKJiUGWFNUBC+b1hg5xk5+zOhyud5pdf8oZIPZ4N5a/KnqaOdCx62fLzIvJAE91d6qMDzMo1SR4vLeHsmnj/LhmKHiEQXNwgQRYUmI/JhVGGiUxrIiWgTTJvdAAHmrBj3lpGciR+DyagkRBjGfVVj0LreT7lDKqFCxJCKkRlaGx5vcTknVJmGwasxXpDRlBD3VAZxCAl1bFPaoI8FxS1t44qVq2b3MZN6ATPasi0DGAYyCnZ1uWioOdoL1JCnbyghmrNz8Z87KjYMeAygoT1jQpqJqQsFJNTtLjFDeVAQKwdmmjH7m3hM0ZAR6QO6Hynjy8zrY5CWuRkgMTNC0ihNgH7XohHkNaCCUS0bCLFQxVlIwZo9MURdZ2a5Ft7z/iX1nRAKFuXdNmCqu6fW+TEpmtW1LH7bwcGew89alPxdOf/nQ89KEP/Wy059wvPdCJ5ikCaEhqD2Z4ZnQLChi2BVAZCBXWev3xWEDDDhAApjB5F/mPwoJZDBDT2fhbUGAcoKyOiZZ1srE3eGJuYu2Rm0DCAZIyOgRlPUjctzU3lfeDeaoBYs5K4mU1NyX1fy24IokWxRgwAJyF2RHR8iCgZ5xAo7IfKc/c0E2j5H1aQj9TBTzO6kyYgzJAwOswVK8tLu21tZfbwlLJUrZ3M2fG8zcdh5u4VLxsZTMimrCaOs0by4AfqRu6emRBk4CKyLgTKqs43cXH1gxjeAioqSNIT9ciM+sEBPZTyam4uDZlxkiMkqQ7eUVIe/pmTnZNdKJgAc/GJvmtSnXbyuy0QGcWK0cZnZQZeShBZFwczPTYt1pMxXy1CjFx1nmauXqv1OvKUyUo0NnVYHy9u7aZiCZKWPGICcnBzZpGN3tFU1JCwVrZnigQNrPVLlXzkyXdLEzYQ/Z6CqgeS01ZGex1r6KnmAFTtMBa2iMXYQpt7MvSMr9FmRZAzhz0zJdR/WsTvA2h+034tGUdbfmOAFYM6BwCxNjYGbHXSTl8ecADHoDDJvn84Ac/eOT6jwx2PvWpT+FRj3oULrvsMjztaU/DU57ylCP5un/eF9OkpPAd+qxkyJ2eqTIZJQGQSZinMhcq29t9r2Exc0jcZioSmE6DxglTUoEQAE2QaG/uVCeM5KPXvvZZ1/4wpA4iITlSv83SzsIOoKiI1tzyo1A5nKOb6+L5dje79y+RjLvK7HgdGtGYNyNoGIFBhbmbBIIIenkAQLmyKFTNdeK9piyFH9tE3YHViSVEyo4PJ+/tLeQ8U9DiwoEyZ+4cTBnLR7LNGN6oTRTtHlkMiglJPYlquG9M4D6ZfiqpiW5BqDzZvSNAI5qyPO5OgifqRJaqxa29CpRd0G3sDrHktWX1QhoKxrTCdDahnE01dYVNKGrKc4BlE5ufp2zXuJlHkJOq2QpZohdnjWC8HibkLIDFkl9ahOGlklMJaRSKu5In936qgfjckykJ0Dmd9hqTUHP7KCtSUF3AI6BpbzUFOSgOhMQ8JffBiiacR3vYpTHEwmEP3reiSdgjIgU8SfcbayZySFDBjOoBBiqNJ5XF5rHWmf5nQqrgjcm9s2KU5g0LvCohWGI0T/XanaVUEPVvXN6CngOL201bBjEKktvfHaN4iHn4c6HzDVjsFtXxuS7f9E3f5N/PnDmDn/zJn8S9731vfO3Xfi0A4Hd/93fx4Q9/GM961rOOVf+Rwc5//a//FX//93+PX/iFX8Cb3vQmvPSlL8UjHvEIPOMZz8A3fuM3YrVaHVzJ53Fxj6UIeqBswAQJGDcCPKgOgBnAKLFSimak3oZe+7QJs4PrHa16HFDI5RQKTQU02iuwgiA1fzEJGIpanEbArKyNmb+SaTKGNq/WzNtJ2R2oyNNycmFIomMaOzAHzJiS2Tk702NsS+5fNF2wyzefAe9Jgk0XRgOQpJgkk6B1I9W6HdZELzdNmilan9DGKLjOScxLxq6Y+VDj45CxMq7uXbiOrs9RLc+gARJTUmZI91Vga7GGhHVS6iWI0mfRqBuTFinrQ3J+EwVX9HlEZQk+CA8UnTQOpKwnz/gNFTWbh4zpLEQMTc6gEDFyLpiGhLOJMa4zyk5WwXJkpljbiGo6m4GdAHCS9FOMkZNUm2MgR6IY1zxU6zzWVAoLYMdzSamZqo+TY+AmRhuOLt+n0x7OS2eDOare92ZCAtBqXezYwbQEwE1SEZxINwljtsaEXZqwIu5DEWEDwh6SAxjR0QhckYCBVU/UpHrzewpIMFNaQQk6HEs7AQAblmnE2KYNDwJ+IHqjiRM2ng6iemLF1Bd++VHBzQz8dIxOFcqTr5tN+ltYnfl2AegssDqLIMbq3sYcnZQjlZe+9KX+/du//dvx3Oc+Fz/yIz8y2+av/uqvjlX/sTQ7d7rTnfC85z0Pz3ve8/ChD30IP/dzP4cnP/nJOP/88/GkJz0Jz3rWs3D55Zcfq0GfF8UnPtQJmS1RprAbxEnc0adgxskykUWA4vFYllyxgcrqxOOac4+CgKZpE8tb+CQzhU9IsOeWxV27QHNr2Zqu2KQ3sQqqaz4q0ehwY/4iAweFVPuhYEvzMtEwqFmlGxlcoLsNANY+5gwBPFMASEMGrdegvQ143IBGjUeTRa9Cewm8hoAeTrW/fEAj1wTA/6qZTtvqwNKvexJg4qBFh2jTyVjcG4ulZBGy4zW17d2MqeuGoYIqpjnjp22myB5167wYK1iUAZwYRNIW8Z6zmDshonJBZXlSZXe4hGW63gAul2rKKiT3CXO9zp7DKU/gJOzKtE7Y28mYxoRpk6vYlAVMFm0LJnu+7PzgmjBO1cMqWYToJKAqJRY38Vw86N/usNE4OKNrbwA4OyO3G3uQPouTY3FsYhoFAzwOSoLp6nQ6W8GOmp2s7kytYDkG6QOq7iWpPmdFBWtMHnenXmdgRYwVGJmAVfcMF+s0LpjU7GSMaAY7QNIMFJi06g3I/Qd6IXRfJmWmjNEpnLDHEgHaoicbm+MxdkCz9BAxozkw1/H0pY+cvK8Jy/YJTI4RQjMtmIOb8Lsv/bIIjD5XgMfA3i2t4xwqb3/72/H7v//7s+VPetKT8FVf9VX4uZ/7uSPXeYsEyp/4xCdwzTXX4JprrkHOGV/3dV+HD3/4w7j3ve+Nq6++Gt/zPd9zS6r//Cqm28kEggKdETVVgOk5xrHRrsg6rpNoPzF2gt0+99PMxdw2D5F2HVxNMgnTZhIww4xCWYMiWpoFwLQ69pYPlkmuDHJMQmWC3LzlqSr0Db8R8QaAsNnoKWt+MGMybILvAxHG/iUCS1hq7dsBWIkmhdYr8NmzYkqikCjUMpSr+zWiu3TujmFshQ94lusL1TRZgredCFOqKNoCKVp74/WNYNbaMY7zbQEFx9oXJpS2/skdMDQPt/h7KSM7B9dzZumzIrMaDXLeaWLwBBelpwngSbvDNKlRw1NIEs6bwF0TyHIhFDKGp3ppmdlojUmCyk0Jm5IxTQnjpHFWCmGakqekqB43NkPJdaEAcGIsnOgmvg6xcCzon3w2boYyMNPnhYrxcWIMG9tWog2PdR1qnBpz3zYzVjQXRXYGQANgLICgXEZ2s1IidAAJDnAyJSQXOFOoizGJOsqcvn27NQp2iLGmqvTLBOyxHG/D1ACdSbU+EfgUY2w4Y4KxOYQND9jjQZfl8KnxdSyr+VK28j7vVW++qqUu9+487IS9AEoaRif+jjiCFvaxVdytvy2Bz2HNeAfVcQ6VU6dO4b3vfe+MNHnve9+L3d3dY9V5ZLCz2Wzwq7/6q3jjG9+Ia665Bve73/3wPd/zPXjiE5+ICy64AADwtre9Dd/1Xd91uwQ7S2YjAM3TKMxOBSfCCCR/I+epzN/WgTnQsRIFu6pTANC4UYsdmoK/QV0e20gamwfM+rZO4h1VaKad9XMu4tFEJkB1sxMc5M13srZDxcqq3bGUDzH/lJ1br9fpzVsGCKPuJQuIotUKmArK3h5SzsDGzFlJAGcpNREmByIn9KGDOBeCax4wixPkgJRrvqolYBZLH23aNTxcl/kJs+h0VgqsFooJu+NvZAGP/rvpRHm7d5OXeqlp0N4qVA4mAgO5lhzU3NKjC7qnn1DQI/F7lPHTSWpJZGqxa1Zg5JSw5gmbSaIJTyVhmhKmouknoPWUti5PutnlpNqWm8qYHAM65h4eow5blGMDLqs0Ysk7CjBTlHhBmRu3RR2OIGc3mJ7WKDPQAlTgMrGwKgXBAgtuwIiVrO4IK0oOcBzwEGHSe2oFwqQXNY42qw7oxLLE5LheRzU/ZqIqSDOgE7U6ZsIyvU7Mg7XE6pQAYJr7JjwqrTiZwoNc/x6oX1EWZhtzc1jMFDU/DXNkxzgpxy7Pf/7z8V3f9V34wAc+gK/5mq8BIJqdn/u5n8MP/uAPHqvOI4Odu971riil4Fu/9Vvxe7/3e7j//e8/2+bRj3407njHOx6rQZ/3JUzMbKwG60Rv2pUl13LmKmyNGpGlT3c8i3ArdchEWpOFKjuhmaorq6BDC5G65sr6xcjDBTIMTwTkEM2UahsaBGHLDOhYXwxZgMc4VjNMc25pzkr0jBaZCFZAA/FKwMlaUy5YIk0zryn7Qln1LjnoS6hGjxZmRsFiUdEyd21QU5j0iTIqMcK1X8sF5i5+t6CAPfszBXHqkDswaIJ0CCMWNFeALuv6rLlf3EaggL1oTq9oysrQrORBs5Mhf626CQAFDU8mYX8mYZTKlAACiAoKJRBJnB3KAmYSMbK6cO/QKJPeUCe+TcmYFOjFSTBqOAB40L3s+arEQ4pUa7MUB8dAzqm814iJLSeU1FvBjaVOiHFpzCSVSZmdoKnpTU4r/2ssTKUPUjcbFmJMzNg4oGqphjhirChhBfWK6kpSFFuYkYmwBhzwiK5c2iMgqwKjSQFRYTSMzkZzdjnQUeHzpCarCHQqi6Pfi/w9Ow04WwZPcton92z6oRMnz3BL/1gFE86xRbrELYsTmRz3lDy4ihngua3K7ZDZ+YEf+AHc8573xI//+I/jrW99KwDgXve6F970pjfh8Y9//LHqPDLYec1rXoPHPe5x+1JJF110ET7+8Y8fq0GfF8VMGPttYuxO0YleI+5CXZW5bOCaioyWvbBP1n30ewNEEuThVPOBAx5AnrpkObJsskPNVp6SxmZhjcKskW71zdzPQTU4FF+t7O1r4fzFcyt6CEVGRNulDIynM4jmq2iyMxbLgE7U7oBEYEsFbMH3JgFviVnAzjiK1SNnCTyYM0g1SpQ1aSVrf5AeR1krz/FlywlV85MUQKnoWQTTU3X3tr7QKNmcSgtEYjEWz0COxeLhTV0fRcaxz3sTXCw9iLJi+q9gyopC5TQROLMAHnXlpklCCsSgg1W/Q6BRzCxllHg7RML0lCm5+LlQku5KU+OFYy7cfYJLe8OPDIBtH7/H/ZuPamzMPXxH81Tt5BE7tPHIxjsaD8eAjQX0s8B85gVlsWuiq7bpacw0taLSgBvAGBhyBmYVWLcU4EtBUaAzD0BYtyevc0UJ8o9CHYwEiSoVt0/23dg0ZYUySdsmMDZgbBjYMKnJitTzinCGBwE0CnAAYE/BjOlwDNyc4VUFPEUAztkyiAmLTaBck4T2rE70vJqBnsjioH53vc6tPVkr0GkIJhueumNRaMu2bT6bhQ7DZh2ijnOtPP7xjz82sFkqRwY7T37yk2+1g39elmbygAol+/c0LQ5aCJZ5Wsw5GZRLDfvf1+v6jFwBwRK4at7gzSQTWIYOHDHpZK0TJdnkHJJEMqh9jdSJnkMbuAMC2x6UmFmdwu+GtVgwX83OzUBPTAdBamYxZot3BKhYTKFxFIZrHEVTsrdRN3XJUJ6IUJJqjBba7aCgdKasLIMzmVlowbtOBLsGUiAdtAROIsBVQbO+Wsv9ZGJlC1Vg/bHNlOpmvu2lSRlhr/LK7mAKnlkTS9RmlSE5u2PZOYzxCdtgTKqpSigoqptKanYiycvEjJETMps4mF0sbMJgAyzRJCLblsZ9Wfad3JvK9s8B8MQkmX1kY0mRsGkYnBWNWGvqhARudDcxDk1kbg7S0AjgyUi63ookciiSEFSZ0bLPrJ2UHTKgE+tCeMmYmB38gOT3ykxkQAO6CtSEpuBmY+YnJGV1BhcdAxXo2PIloHO2rFzPY4Cn8cJaECX3v21Zk+Ec0YxFFeT0Ji3gWOCnEShHoEOYgZ5zERzc3so//uM/4pd+6ZfwsY99DC984Qtx8cUX44Mf/CAuueSSY4W7OYmgfNQSJ7AeAACtp5VOjgRlEhJXzyzztjFvmZCBXFiNAHSM1TF2w8wqqT6gcixoxDaqbdWmlsGeYoCK2ustsbGNfSpK9gHEQJSBjawpJYZ5aglW/GO6IckHSCgr0c54hGMimcRzGC3cO4kd/Bi4ikLnGbvjImE9LwUClJOwOdHFe5qAzQjKSRgeItedGLMjlWh/+Pm319Mzxuv5+n7qaQegglhSjRYEFDQmpR60dGyMJ/aM2y1qoxbAzwGso29mDA9DgE5W0EtwM1ZSQEgB9IDav5QgTCLpNUhyfUpKbs4SZoexKQJ+NpQxJIk3Y6DFmBgTDsula8/FsoVbQD0DNkD1qoqC46jJEdPV6KkYYpoFAzmHNU0ZwOn1M6sF4VsEJ5HRsXUgoPCETISMalrqyxLQMcCUKWHDEwosLg47cDJzlTE6VgpYmR1xUd+YFodJAU7CGRUcy/YpiJBzZ7oSkHOmCOgZ1Xy1V+QT9Toz76vuVdH1XgDA4Xdv+jIT1n7MxkGgZOlR2QfoHFROzFi3TvnDP/xDPOIRj8Ad7nAH/J//83/w7d/+7bj44ovxjne8A3/xF3+Bt7zlLUeu8wTsHLW4VwtqfBqbLO039BnSaHyMom7PyqYUmRhFBDrCXZStuGlnC9CJxRkSmYx50ONP7BSvi4oNFCWuL4Kltt08kRq2Q0ckyTXUAh7fxBJImqlME4yyuseDErhk1YoYmgj1U5jMOxNWY8oi6pgYM99VoEhADb5nObMSwTOBjxm0EbCTckJJkh8qpA0NzBVXwKH9JufJVY8E+LWiYQBWExIXlM0ImgzopGpCioDH0jn4pUxgq7RwbXt/rfvi90BgAQ8JeLwtXBkdSqLdkeB9JDmkjMFRzJymoNtO0jeUAB7JTX1F4+cQMYDk5qpJzU17U9buYwyUUMwbSlkXvcRNWXGZeS0BaABO71G1UvYnAh0HP/sAHfGGKg3QMVfv3hy0DejE0gMdwExYpV1P9beBF/vdgyYHN1wU7CiAiebk2TFZ2R9gw8AZTmquarU5G87O5FgKiOpeXiMyO7tTVmq2yhiLsjqTsDp7U8Zo9S+YrmJMnZjt3EtnrvJhY2mSbsZSLIMh2rJvO7zoi1Ckm3rAtWX/2xI83A7Bzgte8AI89alPxdVXX+2OTwDwL//lv8QTnvCEY9V5AnaOWMyTyRNMAs6yAOS6mUq9FmV2oDFBTKeSYDmzvJg3lmXVTjQDOrwwkVm8myZCO1GNtxPZpwTRVAyExEknIsiAMHI13xhjwO1xSiaUVT2WxaMhFtBj0XMrW6KT5pQkeByVdtIHWtdta3t/rqZNigyYdXTJtU8BYXbSRsDNNFUtTSnAZuPsDA1J2ArNDzbzqiDybO6gkBiUqAYmsZKSpigYgCLRUnhSqaeaLMXVvt1tq0nK2B10ebaWStdvDVgG0CRWtVNjhXcKck3DFM1YRCSyIbsl9XIWgqSZIF0+WnwdrXyEGFGogCfCRBkYJmw0hceoHWz3nmltAOAsGMiivYoAxk+VJiSn1QLYsbr2cRuPAGdNowKaApu6Y5G0CJVdsvoLoKwfS2eITVOOvdW8WCBJGsqCVseATdTbLGt7IqMTQU4BY8MTNijYsKyZwoMbXdKLtnGPhdE5wxlneMCZMmCD7Gkl9nhAgQIbCxDI5N5Ytk3U6FSGRwDOzdNKmR0BOnuTiM8n1e3MtTkdi+N/O/DTAZ9owqpu6Gi3te3QrfdrFFZR+Ev1+vp1j+3oC7d1nZTjlfe///34mZ/5mdnyu9/97rjuuuuOVecJ2Dlq6T1vrBigSAYU9AVNBbCkYl/X4mjCvWYi6/UWPdAJEZubklAfMDfzsNdNOjE7E2WshE3eXDUm4mKO5QfWAIf+hWC5CoqIPEdS3J0J4JQ0BpEt03YUZQYQAM4WVqeCoLaPZDJOMjmb6Q4Q09JmU8EUIN9LAY0FtJnErGXApbkW8HMCsbe1WR8j+2vbSLOh8yRTTvTWYi6goqghxMbhbW/hts82gbMBPAc1HdBZ8m7r6rcLLWAVylxSFT1yFS7PIi2bCYvqMgHTqElCKYHLhGkSoDtOFWAnY3amzhRVsmh2qGAFs25WjU8Tp6YDOQAqG0OliY+zTfwr+aJY4QipN1LC5OBEY9Rod01Q0NABng1KAyx6AbF0TDjuPuxLLD1Iivv2QGcDhsYVBSBRDPbYAGEbPNAYnTNlwBleOVNTXcxpEegY0xPTQZjpSrQ52UXJZr4a1QOrBDCzBHSc1WmWxzM3ugUNyKkVLQCf45Se0TlKuY1ZktujQHl3dxc33njjbPlHPvIRfMEXfMGx6jwBO0ctGh03Bmhz7QxQJxyfR+SdDerJA52UfXKk1E52YbKKkzynJKOVLV8qEQhYG7QdZJ4+nTakJrHU+DvRo2gwxkDATcmq18ny3SY5p4lt7Kckpg/ouonBA4PHDB4mj/MiZjoBQijw8wMpg5OS656MuXLGiNB5p7ECzQGUElIaJVVFSsLujGMFPRrYkDIh6fHKKgFDrXOrKasfyYhEX6WRiSUJpURwJkvWOdXoJZwhgAcKcizm0jZhsSUKjZ5qwP5sjoGcyIzpenbGzhhKOFglBTo8setz0kiC0Ue7mMZuKe6mGIaImlvPcEBRg8yE5MlRLTs6MAcwFpNloIJRTVBuouJlcxWAGqlYgY6ZrJYyj0+csNHhL0cgQaPexxPAAyYumkE8aS4oqU+hrHtfiZWSUbQPqjeUanAUCRZuc1/NLjf2B0DG5JgHVwHjDE8oAM6w5sSK2J1jv5o7uTA6G864ideNuQqoaR/se4yhs8eDempVkOPmq5JckLxXsrA6UxZmp8g1nRpvrPbcjNWx4JKNF9YSmwPUsQeHnLAXton6nCZthC/bf//PeTFK+pbWcQ6Vb/zGb8QP//AP47/8l/8CQMaWv/zLv8QP/MAP4Ju/+ZuPVecJ2Dlq4eJeWE3xScUmzPD2zjJh25uvT0I5qxkhTFyWEDK6XsfEoz7LdM2y+53gzIERE0B9Szdadmbv1olc3JFttFRGZkjgnMCrJDFRMoEHOZ7nSrJ2ZAJlBk/sQEcSSybwisFTBmmMHM+1pRqYeJ4OeEh1OmHS5hCxt7p66qCYSATImSTzeZ6AzSSgx1iewq05K9X3d6g2yc7fYu64KStpZ0eTVgQWWTztkLN6hBXJyo4KBjwP16TriiSIjaY4B505z9md3kPP75vctaU1X/Uu/NJvqj9THEhFBMoomszTUkSkmivLzVl2aL3vZRlVC6Ped6z6DuLig6q7GQ918je35LEkrLOCHU5wzypiyU0FwspoNU3elQJwsuKZt6lgYnUf4yS6/IBbe4AxKTATd3NhL1YYnflwd3PfU3QyawWSS/FvKuDZvxiA6YukmpB6N1xcl2MgZ8OS4byJwMwGymp7Npywh+xsTvWiqvmtpB2kfdOyOe5yrpqes2XVmK+c0VGdjgGdSYFONFXFYqxOUQaIWRLLtiYseca5LIxfQGV14stXD45iCeAmVnEcM5SrAT4XmGGpL45TxzlUfuzHfgxf93Vfh7vc5S64+eabccUVV+C6667D137t1+JHf/RHj1XnCdg5apkkPQGbUNVijwx1MmkYBw6Zsfu3cHslTt262baoLIdVu4XdYWVcQFVHQ3XMh4lO7e0cHOpS8EEqnOWSlXkRnU7JUj8PcKGwJ2R0k5gcZ2L15pkYaawB+qgwkEo9Zu9p1JmyOIIeB3MKdFJdVsFW1kjJhLQpossx8ENUWR5AAA8zEhGYVwAGYXjCNZTUCXpiGiCSi2UR53odzbsOqJ5ZKpIum1GsYkStB9dS6SNrB1OTlwiKPLr2MtBpUmJQ913BtwEe06IRARhVs6NeV26y8b9WT6vhSXYNnTQiUaMwAE4oXABkcFYzjE1yTFjlCcyEnIozO+usYEd/T0n0M4UoeFuRsi0koMBPrKBwRlLQU0g8uAwoeTwf/Tsx+TZrTAHYiCg6g5G4xthRjwO4xZhFvNzrNozl2QR9zuKlV9AUwc6k4CmBsOEqLrbYOBOMpUnOzAjQUS2P1eNtEDfxm3itnlODC47rMaOuqLI5Fm/HAE9kdcZSzVh70+AmrMLkOp3I6gAV8Np3s4ZziUAHHbNDFdT4zi246RmemY6nL+HRbXY6JHAhaxcAQkjZc7jdT8pCufDCC/He974X/+t//S988IMfRCkFX/mVX4lHPOIRx67zBOwctRTz8BFKnkI2bZ8k/eHR3EAZgLrctuaGDtwAMDFpa04Jpqte3BuL4QeqL64Wh4YTVXE1CJxFkpnGOgLwKkmMlzE14MPMWJwJZegYFRgogCdZt9grYDF/5LOQLOxIAA0CRmx/Y3/MxBTZLzsnBzrBG8y0Qzn2t3bRJOvKKgngWSWkISGlBNrTWXkqci2N4VHXXHBGoYxIpHAiBTrSBtLEqM017K+lsSqUAN6oK3mq82CIIO3ZyptkoSZWF1NnPbnA1mwzWzmDtNA2oF7bpN/dGyvaBATAiAlU7qOEKkCX3/Weq8yO4j/Ieh4EmEiqETHnFhSwTqgcmjAxYUoJORVMJWGVpwp6QBj3AT0zbyyuHl1m1iqcsYJEXCicsFLzlIEf08VkNeMkKshajwGfFU1q4hkBkjavqGDNBRtndvSktG+mbpbtfwM1vo55ScXtNizBAKegxzFTVPWayprVHFixeJRNJqpmqtnHoWCn7DjYsYjIffE0EUiI2pwNZ2d7DOC459VCWghrg9x67dgVvbGKpq0x5w4DOg2rE8FMABmNC/oRWIpW/7d92bYSgY7tHAHPbVFuj5odK//iX/wLPPjBD8bOzk4lDY5ZTsDOUctYgFGErYgMj5bIckAnB6gZgLMFwTPXaJ3QlvJkAf6q3Jh3fF33t1sujITpiQg0kCZVlEFY3Mgl5o8LdE0kvGJpUybf3+rkBM+F2TgmpAqyLDOGnQMVoEwJZcWg3SReX7a6AGksoDEh7U3ONAAR6EH0Jgp0SibV8eh5EBpPNM4A5STu0QMhTWqGSwJ6aC9JMtSzEMCzt+fHTLxSNiSpbggOcqJQeRYo0ZJ2TuygxaJmW9wd986yyMhL1xtA45nWJYJtmEE7br++M/s1DE9Bdx/V79UrSxmZwsAYtDnQ4HfK8JjJiqhldszKa4xJgkqPkETnBmi4AqAU1YExoZQCHibkItd45CQZy1NBYcIQGB8DPRvK7lrextYh1wolMDachaEhATmFWpalMMlyiMjdoiYXNWkJ01Nj2EgZ/RxBQDaAExieJWBjlyGF71ZvdPLrTVAGWizw3xkeHMBE93CxoCePZu5eVcrSnGGJh3NW/8qxW7BTNTvkjNGmCDDalAp6DOiY+WqvCAvUZDYHYcl0Fc+rqClccqGlFug0rE743pUG6HBcRs3vOYtjH54vWyjLJrSw321djgjwttZxDpVSCn70R38UP/3TP42//du/xUc/+lHc8573xH/4D/8BX/RFX4RnPOMZR67zBOwctZgZxLU1SW6UEBhQhMj68JogU7NmcxbzjjBDaV9xKntQwS2i5AOQLicCr+ThLJqfyEdWEiDAOSPtFX2rVxYDg7nAuD6mgqvg4m4DB4UBhI1p1izoCkimNdyDi8ZAIBRG2hDShpVFYAGUdqwsLBQb8FKWxcBVTJfB1k4GaCKUop5EhVEyIWt8oKQCZgKADUkAwjNnNQ6QxE4pOwPKukvREQAF9Z40Zsay9VT39QzsEMCDpADJ7h8LQsis9wTmdQOYe16lORiy40SGp2Gc0LJ28S/gAbg9lYaZBgqE0SnBtGX2G58s6iQeGR5Axbsg1/BQFgbDjoMBrtsYsoCOrM/LxAJ2UmGs04SRkoOdIVX2x4IMjsjqal4atqeo1meDHNpFzvIAcAbHTVuQ/FJ7qC7c2UxYgAMg6TwzbYm31jagA8wvsR0rJrA3YAMIO2VB/2JkYwE6kp9qQsJaz2Ol8mk5VutKbkBnL6SCKOFtwQBW4epmbvFxJiSMnLEpycFOzWhes5oXpsYDqy+mw5mCENnMV8zwbPczrY6at6LJilg7NCwzk7ocrMMxEfBse2k8RGmAVHOpld05epUnRcvLXvYyvPnNb8bVV1+N7/iO7/Dl973vffGa17zmBOzcJqUUDVaXPCowFQkaiCkAHp1rLP4OW/w4m+RsslLq20s/iZoJ64gPY32YdaDQgIDGRgCABYrjyX7rKbKaHbS9AnjqeTm4MWDTBSHkfvIkiPlLWZiUBOQAAkp820nexK0hLaOjgDHEw+Hme2XV7MDM5DnDpInJpBxyFM1fhTQKwDq7JyBkSAIMhxo7hg97CRLVmd6E5n2wOfXoqyfe3QPBNZ0icxPXL5mueo+t+L03ZemyCoQqO7ffG62xP2L2gmvWYrJQ62P4PS8HIJLQB3pLCssJnfglNgOICKPZEHMBpiq6zcrGDEkuYCFhDQaN3ZSYUEhTRgQwk1nd2JME0RMgIFogOTFzLR+wwiht0VXiug2stY/iG7xpg9xFndEAnm1+V2XLLBjzUlnZc/c1eGRjY3JiwD8DK3uAPEPhGrYC46ETHdcM5c7mmMapAznC0qQG6BTdL2p0zIxldcxNV9YPFeh4zrQAHmasTlMJwrZUl9nlcaBz+IHT7/1z1aazrfCt0ORz7JTf8pa34A1veAMe/vCH4zu/8zt9+f3udz/82Z/92bHqPAE7xyl7G31L1lQIg2bVpqRvrlKqOJSFnWCAN2LuEDOYfgDMON6EVgNk+gvmwzh1SImgJBPK0AYRBKDaFvJ8WaJdSRVzJYj3VTQTGdCAsVh+mj6wNVQvGYsUT5VqTqVw0mUkFTQLaHKzoIKd5re1I7cMDwBN3Alg0Pkni1eVpbpIGgE6paSMzllgb0/AK7MkFE3igcaJlgeT6LrvJqXSAgvS2Dvmhg7odxM5p5kpkyiBk/42QLMtOrL9XkwU24LQZvuw3TyOkX0Wzhn1bdodjAzwMDwbegLcZb3omzkRlNFpGR6G6lRcv8HutTMlRtaJMCcJwjeWgnWWFA6FCSVRw+4kEiBjuh7z4CpT8jQUCbLvKk0iYE5VN6OZvdy002h5UE1DAFzvYy7qsk7Ew97F3c1j5qi+GGsTi3lJyfo2qvEZXnv8GwuKaG70a0zO9ljUY6tvKWmntLtqdyLAkf2yipRbNgeAe1+Ze/kYxMhTac1ZUbvjnllAy+o48AGc1WFjddAwOFJZYHgOMm9Rv+KQeOgQ4CmO/ceiio5bZszSMes4h8rf/M3f4Iu/+Itny0sp2Gw2C3scXE7AzjEK7+01uY4oi2nE9S72QBhIYciEXAg8CCPEQwJxrq7QgIpaOxbAJi2dfAgyaTvgiTdpd8M6M0N6fIYLh4X6ZQEBK/IBgTQOnmRiV0BhubDSAqiwZZVQqW9mBs4iW2Bvdbkuc9FzItCKwSO350LhXALIgZ1XbFs4llfBIqxOA5A2whQlA49ZNBoEAJsN+OxZ0DSJeS1nMKuH1uwm4PYvIMBk0us4Sv2UVKdSJNM8F24ThS6VRCBkFbpsYW+AClr6SNt9OxfMVdItVi868NiaDP0+SKH/Y1V27xipMYXDDQZ41NLHKnTu3sbZTThZ+inLhJcS671LyIUwZAE3FqdnHUTMI0lKCksqat5ZUxIRcaGCqRAKEVZJTVVFwUiBrFdTVwsgimt5VjSqqFk8+iZ1qzfh8h5nBz1N/4SyBHQAuP5m398KcgyoWDFAtmEIcHOTV25MUbYsuowbe2PnA0gOMgDYlOTMjzE5G42I3IKd1ERJHjkGEYwgBm6+KiU50DFRspirOobHkigz6l9d37iY2z5hrJm9pMT1Ry3c/61tjLF+DKPdnsvLX/5y/PIv/zL+7M/+DKdOncKDH/xgvOIVr8CXfumX+jbMjB/6oR/CG97wBtxwww140IMehJ/4iZ/Al3/5lx9Y/5d/+ZfjPe95D77wC7+wWf72t78dD3jAA47V5hOwc9QyDOCbz4jGA5DJXIWolAm0IaREmIbqFk0autTMQTxI6gQ2hsfdmHQy66Le1klcLMEGeAD4Q+UPmT7MNghEM0+bDLQCCs4SOM70t1ABsQmBiwUSHBRcKJPS2759rGnaQnXyY0tNUNtECR6DqKygCShZgtgpGGiPYyxPNwGrXscF1TaXWv+U0PYMZEvamQgDgESSrJRu+gz47B4In0EaMph3AKyqq71rcrbRHgngKZiwDBRzZXYAAZqkypBtdUWtzrZ1zbFpsS6PnK1slRfzbMvBVOn9qNc+gkkK6+xW6kAPASrghpuymAwA2ds6gIGBMYpWkzA8Y6kAMQeWJxeURK7lmVJBTqW6qlPCkESMXBI56zOkSYFMUhZHbvIllsfEzUVFzKbnMa8sA1ArZU02NGBFo2phCtY0ihi6i3gdIzebV5SZ5GydsTYWwThTwcQJZ3jl+xqYMr1NNHdZiowJCaWQa6QM4MRAgIWTJ+w0xsaYqslYmA7gWDTlaqbKztREoLMp2d3NgQBsUIHPZLF0gMroFGGTuWNvWlBTAc/MTLXPS98ia7HlkYvj2X7lQK+vLSzTZ6V8Dpida6+9Fs9+9rPx1V/91RjHES95yUvwqEc9Cn/yJ3+C8847DwBw9dVX49WvfjXe9KY34Uu+5Evwspe9DI985CPxkY98pMl3tVRe+tKX4slPfjL+5m/+BqUU/PIv/zI+8pGP4C1veQv++3//78c6xROwc9SyypLJek+j8BYGhgwaBOykIYNX3JqzFAhQUndoFkaFzLVJwoZWnUf/Nm+F9D8FRvuZGViRjm0jwAX+ENOEmsfLmBrVY/jE7iCHwIOaogybabMNiDSMioIOazMZMIICn0Apew5Pf0Ni0CTgJ01yrsSVLeAwGVtbirNQlaVAaBMrkONJJu9s+h/ANVY5Sdg+SgmUPiOmys/cDIKaZNZDzUyv+5Mhvn6kiCLlnGHRtompMWWBScxZUXh81LK035L5KhY3BbZAp0bGXgA6mVoWzYElFicGF41Svc9aMSgJ4AHV54Qh5rgiYQgnzki5uFkjJQEyU2KsGBK7JQkQGahgLAJ4jNFBFmF+USFzmahlfEDVdZ0YAyYHPROlmmqC1cMLIpT2dcyYqAU9ANwLykru7M4Ti74nU/Goz1FALJ1RwU1x1qaasAyM+DG4RomOjE/U40wg96g6U1YuNG63q9qdTQdqbLvoaRUDQW5KzX0l25JGk6BZQEEXJc+YH3tooc+HvAChkIuQ61hR/zbLYumWxTGzuXf7HZUha0HUMsjq4/gQZiPCZ7V8LlzP3/nOdza/3/jGN+Iud7kLPvCBD+ChD30omBmvfe1r8ZKXvASPfexjAQBvfvObcckll+Ctb30rnvnMZ+5b/7/6V/8Kv/iLv4irrroKRIQf/MEfxFd+5Vfi137t1/DIRz7yaI3VcgJ2jlpWa9C6gPc2AniYQUMG1mvQJoHW4kaNSbNpJ3IAwfoA8ZDAKx2QSgKVDI/IrJ5Hi5OYzZOR5ei2M5BFuj0xOuZDAYRFxGXMQJOPNzbhDarb0cmuHgxzyrZjesqgc78ehzKq0NWZgvbgaYKYF8aQjynXB9LBFKGZkI1piOv9Lyvo0u1TlothDJkBuzwkSSHxmZuBM2e1mzVmzCq3iUhJRd9On3UjRk4CahYYFy4MgoQkZqDG2lkqpdS4PJY9PXj/LRWPTt2IkKkBOlF87qDHmLOojUot0OkZtBng4fZDCnrMBYmNRpxIoQ5VQAp9KRhFzwMk8XxjYXuYZWIXx7Wg7SGJy8MTuZs6JhEzFyIHMT3oiXF6XOMTQI+5qU8gBz0TkjM9G86yTEGPgRcrKXhu9SUrKMrEIjw2wXFgfuz3hISzZdUE9YvbAQgeZZ13VedRFd3GN5wacGPsDQAFMWKykluP/K+BHPveBA7kythFt/NSkpuvLCWEsDoUGB0DNaS52haYnnqTN6zGVqDjA2IovZt5sw6L93MPspaAjn+/rRHPrVT6fFQ7OzvY2dk5cL9PfvKTAICLL74YAPDxj38c1113HR71qEc1dV1xxRV43/vedyDYAYBHP/rRePSjH32U5u9bTsDOEQvvroA9Bu3tYfr0TaBpQlqvQJuNsDujePjYwM0EEIRVsWjGMnkkEXZmBg9wDYe5m3P3tu+gZOEhWhSTMnTybbU2sr9WQrUqYXqCFii+0UczBupb+6FYWqVGfEwwi12YE6JZCiRzO00AjwrItG0psEKNfigHwBTBjm2jyw1kUZLzG6EiaErIpkvKScxaiSTEwNk9PWcGTq2B9eCmLM4WXTl8fORdYHcowX10uIBVx+MMj9WLqXph2Xn17uK2jMNIHvQ5FIGXARerP9X2N4Jk9W6LHm9+DVH7NQLLxYmBwnf7GODxay8XhO3CqFceTbBQULIbQ8T/yo7Jbc1ITGA201bxhKBZPbXsvEsRby0DNR6nR0FPFDFPhRy4WGDCyvyUKnpWFsX+mnnItjETFFBZHdP/xEjFydrN8GjEMQoyAAc2fUC/3p17QvKM7rZdBF7mMj4xNSAnApyewek9q2R53c6BDsdIyVRjDwGNbqdJ8mm3bgAsEfAY0LGEsrZ8kdUxUGT3HBZASHxMenanW3ZgYXvGuvqtULfu86hcdtllze+XvvSluPLKK/fdh5nxghe8AP/0n/5T3Oc+9wEAz0x+ySWXNNtecskl+Iu/+ItDt+f3f//38ad/+qcgItzrXvfCAx/4wEPv25cTsHPEwusB2CXQOCKNI3hvT0we41QTTXaTkE0QZJMhQZJsMmTCYwYX4/xJY/DUN3LTm3ghoypQY+DEt2wgTDjCjsRIw77K9vPtINGMWccXe5Pnmgmbw8QV57QZBgs//K1dJ0aa2mUGpMpK+0nBTpGYh6BRTFo8AkmjrrG1L6OZgBu2KE7OQGV3HFwFpkITksr5rgXwbE4Dn74JfOaMeN1Z368yPJhgSpIRvEEHWiwxKBdPHSGJNic1Z0lHEOB50iTmTnZvLHLXplK36V9FC4tbtzEmS55XxurYNYkmqAVSyTVf3bWs15Tmk0a4ISiAm9mnY3oE6Cjwsd2ou6e4MgucuGF5pK8LoFoQN18pO2MaHsmxVZmeIU0OhiYyEXObhqJAgvM5y6N6mGji2pCwO8b2xP7KfSiJrkRtjgGbWIylEa8p1dioeLpmJpdthjQ5u7NpBgy4mFiC/2XX4FSTVMvoRC0OgBm4ikBnM+VGm9PH1ilFvbL0msx0OroMatc2EOQghlF1Og50bH3YJjItQL3f7KbqSz9WLr0w+vfwZhjv5bBd5+h623mw3xrASvf/q7/6K1x44YW++DCsznd/93fjD//wD/He9753tq7XNjLzbNlS+eu//mt867d+K37nd34Hd7zjHQEA//iP/4gHP/jB+M//+T/PQNlhygnYOWLhIYHXCbRagdZrEZpqrB0DOY2nlDEN3fVlgpq5kriiN+v0Vwrf+zLzrEGIs7Kl7RGddMsI0PbHHViZizB/qth1Zv4Kb+P+ZkPNC1XnmrnwNhWBiv4uIVaLyIosWCHN2IUZ0AlAqic/CAA04OJUQj9zQhozyrhCWq+A1UrYnb09MUutRLtjOpsaQXn7dZIAgzzfRtkdkIIVUv0Os8RsIgKnLglo2BeLyxcYoAB4eL+2MrfCZwW5KOI9JRG5SSeVCk72LUtvvz5ZUHPPVTBN9d4hPVWS9gjYADizTqqQexRJAA9Ey8OqtreIzWLCqrqeUXzNJSghhM3bQAIHmojZ4vN47i0mBUGq++Ek61EDE6bOjFUO6CMTJbuJqrRDspmfLDWDeUeZPieyM6ZBsnqj+NkAzRKTE38DqIEBQTVeDpOzTcbq1OSe24HOYXQ6Pmg421MBTW9CkkrnwGOmW+kn//1AT1864B7ril5XsV7qtjkSU3QLy62p2bnwwgsbsHNQec5znoNf/dVfxW//9m/jn/yTf+LLL730UgDC8Nz1rnf15ddff/2M7VkqT3/607HZbPCnf/qn7uH1kY98BE9/+tPxjGc8A9dcc82h22jlBOwcsUw7GVwINO6CNhpvZxzljbwohc48v/mIZACOvzMkgF0pAnpsnMzUes30RVFFEw8lTO42mRlzY+Bh9qDGZQsvoC4yBTTbdwUFBuDig7ZED8f2zgatcJzIGNk+7vVV6vES2eRWj+Ng0sxWAfREZsfrVo8w9zyKDE+ChAQAQHu7yMygcQTf9BkZA4dBjrMeKlvCMrkujm/K7hCgGcxZmJhUwBPgQuXJ5nOuDFIyYRLrcbh6Znm0QwVRuh8XqtsGvU4fPLABPBE3hUGcbF2CCMSpXj8Xp0eg0l3uGaNjy6ju6/eDZZe3+8TMpHo+RpDIqQqLJThRQU8BDPDwlEBUJ2gTJMcJOxF7UELx4JowkAQllNOW5YspKJTByShu4hItDzVCYUlOOmdqYumFw5tS0z4sxbgxcGLt2iuDe0ANnFAUrI6cYUETrV4zS9lxI5Njx4uxciwCsrdV+4YVGFWdzhzouGbHNTy991Wv1YGbq1yQrGOCxdfpARBKGH96QG33cD82HQRCGtHjAWVhPO3X3V4LM+M5z3kO3vGOd+Dd73437nGPezTr73GPe+DSSy/Fu971LncV39vbw7XXXotXvOIVB9b/nve8B+973/saV/Yv/dIvxete9zo85CEPOVabT8DOEcu0m1FYtTmbU2Fg10lMo/KabieyO8hUoxUbuBiEzqWpPpmWC0t0Owc0SAFNDdvfgZ+4vw8IsW31qRR3Y4AtQQ/redkbeJgwfR/CnMlaYlPi8ePAw/VrUr2GO6RYHdQNVv0A152va4DS8v7mRDXl2tYoyJUuyUibFYgZaSPanXLTZ8RFHbptzs6+UQQQUS9DVM1Pltgz6TVXHRcH8EM6KVDOKl6iNsXDYUtKWMypFktgEJuyIH52cGJu5SzbGdMj543979dw3SpY0nvL1hUCQ+410fZKqAVjdlhBDavwtxTh+yzzCnNCTgwCi1nLwAuxuqBXsDOYnsbXVRBhIuZVmuQ4Qci8lHDUPbTAWKVRWJXAvsTSRyuO7E0PapZYGWmz6H02JWOvZDdJjSW7271fTjdL5QbYtJfcQFIbK6e/fv6Vq0bHNDvcrbd65+arCHQM1JDeXx2Y2QJ0fNhq1rdt3Mp29Pdov6Gt31bXtnqdJv8cIJ3b+JDPfvaz8da3vhW/8iu/ggsuuMA1One4wx1w6tQpEBGe//zn46qrrsLll1+Oyy+/HFdddRVOnz6NJzzhCQfW///9f//fYvDAcRxx97vf/VhtPgE7RyxlnVBKBk0rSWDJpYpBOZiyJhZTxKp9ozZvJoLFPlGxsoy2sq1NUAZe+jHH1tlEbXNsAzSoAQtWIgizt3VW1sbq8M2tHvPEsW2XSgdMomSgcT2246T2tw9ucZ31m9ZbCAIISv34BBsBWAd2Zm91ht1E5hHADjwIJACkUXKErfZ2QWdOAeOI8qlPC+BJCdipAOZA13ETLCeNtJ2qQLkBPCVVk1bO7f5b6mzWp7B8CeiYSDkuLgCluVmqB8s1UWiY2By0hP2WTp+75bz0MeBDqkyWZazgnEsAPXZcEsDDzEiJlbmx6NRF26WRw5PE1PFAggsCZou+PGhyUQM9Llreh+0xE5cFKEyzWbUCH9PU9OkYei+p3uxU+0+E1gZiBJhkD6hYj6egw0FTp6fR7ybe9rxWwUQFABZ5PYIYsba2QMfWV0Ey3GxVAriZBQ5UwOMMzxagE1+sjOGNQGcbzthqWlpath9wOMg+5VT5/pvdqqUDeceu4wjlp37qpwAAD3vYw5rlb3zjG/HUpz4VAPCiF70IN998M571rGd5UMFrrrnmwBg7gMToec5znoOf+ImfwAMf+EAQEX7/938fz3ve8/BjP/ZjR2uslhOwc8QyrZPk7ikM2kwg3hXRx6S0xKRAhyuwMFOTgJ36+iuAJwWZRb3jqucMOraGnE2YmSN8u7B9B4ik8jpoRCDSg4wyUI1ubG7n8eWF7ZzCscJ3305/9/FWWL9vHRdsO7PYZIAGAWk0wl3nm+0j6FJT1TYKmzOCd1ZdZo2iMQFlQNrsYNg7T0wmf/8PAniGAcQ7wGoIaUFiWzoA5OwbifZnAprsSeadtSDDaeqIdXXfY9qHrVovAA1LF6vvAUkQvR9Kg2CTDeFQY2fzNh68+6J2h4hdx+HCfAa4mEQ3AHQ1uaFYWhRldtTTzQIQFqKG1bHfAnbkY0Jk+V1TUNjvrPsZ2zMkibo8wFJGiKZnqWzLORU9pUYVJEeBcM8QmT7HtDWFyaNI2z6zY3PrdRWvXRQdx5xVgIKT0H6gAppS6u94HHM3N1ZHhMhYZHQis1eBb7tsBmp68LN009my/nT3u5/3XVfH7+Zlzdcd8ln5PC98CKaZiHDllVce6M21VJ761KfiM5/5DB70oAdhGASmjOOIYRjw9Kc/HU9/+tN923/4h384VJ0nYOeIZdohFEooU0bZrOQtcdyRmCxE1bNK30Yl4aUAk5KhOahYha0y0cogkSQZZX8PNQBGgY7H79Ftttx31YwTEAWpNoIELLBtB3lTYmKQBpebdgiTBXCNYKh/kzCgkyuA8eX22wBPGJTiWMGhHmBhwKBQf0bNhTnKzs24E1mGzqTmAIp0Uk16DWz8HesBxaNIWDyaTkm29FIw/d3fg2++WRi9cRChetaGJ0MG/qpbT2ExyGBCD3oa4fFSpORaoQOoJl1E9z0C5EVvrtBv+4krZ3O3bY8WKM1uYQUvHnJGb0cHMZ0pi9EuqwwAV0FrETBTUFzAXhLAk4q6iQAUYX4ou7amcBb3dGV1spmtSGLzJOYG9CSIm7tcCgE6ru1JQFIRc3RbryAomMm09DmnokdVTK55dhoWXcFlH22PmZ6CzsaO1+uTrETBcV9MdBzZH2a4HiduZ+t6ULS0vDFfcdDpRKDTaXcs11oDehqgEwL82bax3BKmIz4iS/V0IMfGksV6boMSx9RbUse5VF772tfe6nWegJ0jlrISmztNCWmTxUNlHMQbKxS/eWyQ1kmQNdqvi24VbSS2AZr9YYsmqV4nI+CCqnYigpkwufskHid8Vl0IcXURRt2/DEBZ6d8hrAzgKjI2sl93jKYzKtCZJXXHHOj0dcQJ2ABXgViQCqrWpynxdxApN31j9U+V3Wn0QgpSqQygAgw5YWBGLgXTDZ9EKgzaWcvB1+vQYDVLAiYk0XaQ4JqeVYmdotnMyRKE2n596euI4MaCUvYgaL9iGItjZ28BRhGU6O+maWGRszTdhGV40IGQLS8kgu4AeiiYraDsgDSLwZxAiatWnNAwO4nM001AT1YXdama3WOrkKWXKApwWtAjXcwYAIyI5rDiHlyFWvd1MXvVFxhPXBpSMwDiFm6pGWLU4lFFxc7UuPamghrZPyTbDGYk6toPYLZNvfzk63sPq5r6IdwCC+aquG4R6JhOR23SLdhFy+CgLl8COotmq/A9Lo+4rsF4/WMYfzfj97wCBzg2ZC8BngMeuVutWP/c0jrOofKUpzzlVq/zBOwcsZRBaeANoQwJKSfwMICyemPFojeQ6Us4Qzxw9AkhUNUmGCBQHU1TCHXS6pcDkpQU3TPZsToOJII+J05LBigMDJShPsBGPNlveesK4lSq1e3LChzlDaSvh9t1nBXoqANc9CabaUjs/LfRzAR/20zQy8gQVqsQph1gPJ1APCDt7SCdOQ+44ZOSIw1QYKJ5KAywJqoidGA74AlAhyKoMY1Pnxi2aXcANPp79j2F73Y/IF5v3T4cxoEH0F7fIxa/d5bAEVd2h+Kxuv3Q7GNvBxqYzrRG5rHFskb2Fa2PeFXJBJw0lxaDZQJPBcTSL0mwS2UowvF7wGFBEOJ32T5hA2ClW0o9tWMtU4iBHDtWzEFVOKE3M5VuezNFJb2nYvoG19Tow2hALpq2toGcHsDENA9+GbptoNcw1rlf4MDZxGwMjW8zBzhLQCe+TMYxpXnJ9IXt+m1j1JGL3SMB8PTHOynHKx/84AexWq1w3/veFwDwK7/yK3jjG9+Ie9/73rjyyiuxji+Xhyz7jKQnZalMOzIJlhWhrEhc0XcyeGcAhjxL9UATqykLCjqosi3KzrBlrV4SnAL1wbXxs5/4I5gJxY/hwAfV3OQfmzDrekv8SQVIG5ZAfuGhpsI1snE/eFlbgv7HwVL8UPcysQRurE3UrvdzGICyBngl34018/mqaRfPz33QOlYArxhlhzGt9Rrv6t9TwOY0YXN+xt6FAzZ33EG56DzkL7gTkAh88xnw2bPAZqMhCIoAmJj0Uz31mmXNuScRI1MSwLMkKjYhtNnvyACuAhpfL9/3Azp9n3MIYNms5u7Ts3L7vVEuLe8nrmZ5nBDDxFegZg3Ve0y6zFiDKTljUCYNXDfp5F8SpilhnGqaAvMempiaFAcji1bFXK7dNMQta9LEpkFNirmJWhv1rJLleiwmbErSODnRwyp7vabR6YP8xWLbjiVhTz2x9qbsbuLWJo9wzDX7uEcyxnw728Y8rCwFxFJ8nJgSolj28sjmIOzT1WFvaEts336sTgOI0O2Lft/wOU5p2kT73+fbAM5tCHhmz+kxP+dSeeYzn4mPfvSjAICPfexj+JZv+RacPn0ab3/72/GiF73oWHWeMDtHLNMgb2JpBNJOEo+eTQZt1P7RC1N1knBmx5kVEpEz9BnOEmsFCWq/DgH9SJmUHgApIHChcnzwdHJztsZ2cwBBQv+7ZxOhQPN5aU4sQDQxbCa3IDqmAqSRJadUuIsagTLXF1u25ll7tI79JCRte+tvB3CQOsogpqyaWqKt05gDB32WDyv2S4bkC0vsfRlpaoDElZsHoJzCeu9CpJzBn7wRfOasMDDrFWYZyi1IIBi8FE1XPbO8ozxNxCHeQ6JImQJg9rpboBMF7d6fuRO6e4AU7YcYeiAM/G6CAJqJ6iDdYsPicL1WjSmLw7Z2nEL1WQGE21EWzcWzaroSuk/j8JAGRGSCKZiJVNgMjdFjHZJkPTPDAhRKvfVci93IDHXzLvookw6mEt84sj2S47dscUGnRoy8FM3YjuueU9qYCHBsm8i4uJkLKq4GLzI58ffG8luVuRbHSgtewm3gNxXc+8quX9XphIu45W/rhTUHOttYHW9MWM66/VY2x+pemu07oHMgINgGfD7b5ZYAu1jHOVQ++tGP4v73vz8A4O1vfzuuuOIKvPWtb8Xv/M7v4N/+2397LE3PCdg5Yilr9YxcqUlrRSirjLSqolJP88CWRsCWy1yZmBozkMVbcRNIyxvrE7v8BDUgYAuwaTU5cHEzox1U0hgmn6xNWTKdpQAqwrnF9c7KdA/itnGlPam2zT3gseOAGBZwtkySRyttqmjZQFVTUtU3RdOW/SaLvaNeWfH85XqpOWs8D3kYJIfWp28SdmeaQOsVnInxtlI1XwGybqqi5MbF3PQ6+n1RrxOXRaDiwJIqZ9sBHdbfbhqN630HPUYHGMHQDBf1via9b70XbbvU3hOxzCYfA0q2P+pvsrg7CdU7C1QfCdJj6YuCgCbR8QigsX2kg4iKTKYJIKomlETVtAUCUBIKSdRlOwcLTBh/A+iAiexn3TnBoi+nhYCCFFI3GAiZp22wbZeARzx+zD8FiLmMtLOZ2GMM2bb9vpOmdZiUCevdzm07DxAYwE27XtfpPeJAx01rCECC/J6JDIONLTFlxAzkLP3u1/Vd1i+frSe/QfdldOLmfd3YB1ydlEMVZkZRWchv/uZv4jGPeQwAyd31d3/3d8eq8wTsHLFMOwJ2pg0hr2WSLStCWWcZJ5lrQLYCqDsDXGuQSELd24sfdNJVDytjc2DxegpVNigAm9asUyctN1V1k0kPHqKbub0YcxbAAGuT/iVmN/0UkgrEPIc2oSdhBkwWgU3/Rqbta3QdfbtnoI3reSSAV/I2z5nAe8L0+H4+uKo3j5q0QFzNbXpw5no9APa4SN4nLBMalRWGdcIqE9JqBfzjjeCzZ8HTpN5ZXDOVK7tj+htGaeLt1HMydodmDM3i99hVC+ZPj568BeiI+cpOiWbA1ravQCRMAkGSUgMEdtcI2D7o9wDHJz5Wry3S2D8B8Fh7FMmysnDG8phw2fKEeaQD7U6GupSTaFmYCYKRqrbHUk0UYgwoDUsStTuAAYWgydETmpgqu4PKzsRiZrA+svF8uznYcW8sYuWqeAZ4bL0JlW1drLf/PXHSPFakwRox289BDtflvWanAhq4BxZggAczcBJj6rjpMtwTTdBSYDsICfUaoN7KNjZjS7fBAohzYLa0WcW/9fdtCXYOAcoOVcc5VL7qq74KL3vZy/CIRzwC1157rcf1+fjHP36odBNL5QTsHLGUQQSsZSXanbQh8CqBcwIPDJSyKPr0QqgmKzNjJZL4KiYC7nfp34RDXdEs0YOYvoj5x4CR/a77cK7sDutvGTjErMUDnBZOYz1Oo+Ug1EFnW5u3lKVBws69TsoViDlAMoAyMEpSgHImuKbGgXXWf6hsj544JUkeWd37BRTkbOMiAciY1gmcCKtVRiYC3fQZ8Kc+DT57FnRqV26UFABMVmRg4X4TiWcQqxkrkbA8Sb8Hbc7MzBSXhd+tC7r97YCOgfEeIFvW86WytFzfvClxO9nRln3iZGenEkFxMGnJJNgBHjU/SgoJfRHQOZIC7iiTMDs+oZGGVFAGa7JcWhp5eYIAJr80tpbE/LUUpM/OrzC1DA8pkCFG6ZJxxvQNMRFnrXsfnQ635qpZvVSFz3E/AzwFFbABmHlYiRiZME5JNDhdG2oOK7TsDVDBjW/cASKOy4Gt5quOmWnc0a3Lw7PsLNDSNthn3NxS4va0UF+78XwRd+tuK3bn1tDcnGuande+9rV44hOfiP/23/4bXvKSl+CLv/iLAQC/9Eu/hAc/+MHHqvME7Byx8I68TZWNmbHsbxJKf4OG2QDQmB38JceC12neI5tsJDkou25ndvxugvP6AohZbLdNZgZsAjiSDOCQVBEZoDG2UTFAggAe18rQ3HMsfucKguIbEBkw6QasJUaI+7oDmDOQFgfIoueS1gweCbSpdbk+qKBaC2MfqvsywI3AuoT+dbd0ZX7k2g8o64QdAGlnEMbmxk+BN6O4pQNws5bSskSSyoFyBmOq5q0gUicFP4042a59zJXVX/AoSka9XtaHMVdWw+pYnzo4qH0HDULoALgvhxkoDeBQuLZhYmu1OVzb7jssAB6Ce2NJbjLdNgX3dANDScCLmagCpHFddyHo/UHuqZUQXLqpnqu5qVu/yjKpzxibvsTknb3Yeb6tnHMEKD3LswSMaJ8ZPrI/ffwcY3Pck8ouWwAt0TzVg5tme13WJ/lsQQ05g1NfSiq4aYAP9pmMl4BQvz4uo4Xf1sQFoFPr2TKwxvq2gfzPdlk67+PUcQ6V+93vfvijP/qj2fJXvvKVyHlpEDq4nICdI5ayw5gYSHvK7oxAWhHSQEijPDF1kg8TVCg+URfIJKLmkpJJQYTNBDZw6KTmJhfyCSoCHQctQH2zB3ySq9tbPfV3GfT7WLGZx8YBYDFoOMtcsckqCtYByyfOMFA57RyO4+N6mOR8fO4AT+2wWpdsx+22OniKDkr7cmDQSBKDR/taTISmleJmYJUxWeoVMKTbJcJESdo+6PVKOi8Pcs04E1B2MOxkrHKW8e/TNzm4wdLD2XjeparVUVZnBnSAsCx0UMFsdO5NWs7qxPW2jNAAHL+XDFT6DYTZtrNTsn606654wuY7hHUNuxOAsawKgKcHRxHwAK7jseeoMWvZPeXnLTm1BOsoMGEJOOiBCDWwoHsXKbsTtTrG5oylRiuuoCR5HJ6eHzGmJybjlL/zzoymqB7w2GfaYvrqc2P1mhsDWqbTqV5WWyIrd8EAeWGb5mdkc/ptAqCJ7E0vSo6amVmSYp7d8vPSA5B9AMEiyIkgK57vFqBUl8WB6qTc2mV3d/fY+56AnSOWkqt+pXVh1rg7HjenTiT927X81UGbIUN7Yk8Uai+RS8VBRfd7y7jX6GgaRif+NkGu1hvnT3sr9u10W9I8lWkDYXh68xm3dTRxfqAgp9T11jf9BAXUAXA2VhnwCW+T/j22JwyaMd4PO1KyEw11Un1pI0tMQFTfRhuPL0Lak7DOaWRJLbHZiBv6tlG5ibcTUCEF81X/WawHy+sOGGub+yiAmAaU9qCmByzd9fbNDBjZ8niKWAAw3ffKCrBfUwL7NojXrdbqQIjV/NU0WIG1pIGAA56UhIkhrVMAjt4CTM7uGLBp2Jz+0vqyyvCk7vrv61YeOnRuSGrr2OYpZetjibodcxmPYuZe2Bz3c68rY3i2CJdte/linYHwG8Hjjup13AqKcDhQs1T6ezGOHfG2OE7p943iIDsEQQH3LTjOUco+QO5IddzOywnYOWLh3YKJGWmPkFdAGSWlQl4JI0OcgIkrk5LDGzMgD14WJiWBxPSlz0vJsn1SkwlZ9vFgeujfxqs2IyzDHOTMSgdezC3eHXkKXEMBRhUCG8Nh/aG5qtpO2tJ5sU3xDT++DC21N74JdqDHmR47hNWVhXlrEoZOkLd30lzaxM0kb6OxROStzI6Jd4vFJNK/aVX7DkgoawLTGpyA1VSAmz4jXlfmeaWicy8pCRsFVA8sYNl8lRMQTVsR4Gzx925cyglBzxM26nQ6lfWzc67b25jeCNO7Q7sglCEmoVS3MfBDdhz7rmJ9mHwpol9STyoiZQhZ70uq1z5cQzOTcjh1qZekQSwTPnFR1in5pc9J0nikxOKV5ZGWJacWcxUpO/DZAniMxenBToxt06+LJa7zKMgOGmqizqVjQM+HKDBEYZ2ZzyLo8czkHYvBBnAiq6PbuBW1OXwHYKzNhYCowQnPfWV36nLXoXBbDxDujw4YHaX040hTtq3oQX5nY/tckTm3R83OZ6Ns4QPOzfLyl78cljreCjPjyiuvxN3udjecOnUKD3vYw/DhD3+42e/s2bN4znOegzvf+c4477zz8A3f8A3467/+62O1Ia0nlB1GWYtAeVqrOWuHUNYJ0yqhrJLEnzEX70xNIk0mFTprIDwDQ5zJGaLZgxNBQDA1cPOX5qJjneSat/iwjYGcKFK2dkEBTmyn97tO8tNaAvCVdTCFGTDK9XtvG/djWtsD0OHu410QBrWecZBziW7ljLJmCRhoE2tR09sUPTyoGXgBeWOlBKTMSEMBrQpoPYHXBWW3YDrFGM9jbM4DNucDm9PA5gLg7IWEs3fIOHvxGuOdzwcuOA/Y3almLAMwWYMI5gQMA2i1km1y1uCCup2Bnf2AznHLDDTXPuXuGpVMHmiSU3ddtjTFMIj1u3/iZBeXhe/N9natdJvGvBHZAQPnlldpIk06CQ9E6IEHJ/k7TckDEU7Fgg/K73HSwIJTwmbK8in1Y4EH+2zi5lk1cgg6qJ893c+CAPZpHhbrCMsAuAnKUjrEIH8RrBBVbM0K8CSgorE1Feg0cXPC9emX9ZnK27cXe3jtWhm4IQc6ZMvDdWtMVfa7A0UzANTdZ1767wvbHmVSP+y2/Thly24zZuekHKp83oCd97///XjDG96A+93vfs3yq6++Gq9+9avx+te/Hu9///tx6aWX4pGPfCQ+9alP+TbPf/7z8Y53vANve9vb8N73vhef/vSn8ZjHPAbT1FMSB5dhZwSvdSI1oLMmTCvCtCaUNWm2cAUumlRTJgubQOT3tKrLEQFPgnh3NZOLvk31QMA/dcKy5YuAIDA0xViJfrtcxciR+enNGGzbKujjIYAm2y8uixOk1a3fZ4xDHCzs7dEHxYUYGIm1HtPtADwwpl2Jihy1QjIZyhtlO1i2o1PKBXkoyKsJeV2Q1hOwU8CnJkynC6bTBeNpxnhaQM/ehcCZiwhnLso4e+cdjBefB77D+cDpU8DOGlit6kdBDq0G0KCf1SDAxjyyDOgYMIoAKEZa3gJ+apb5Y4y6se+be47m13Nb8ckLzYS29D0CHjA8QOQSKPKJ09eFSVjXyzp7s6gTLoqaivUTQU8EOsWATgAomyljnLLEouF5pOUm+nL32Zsk0vGeBg9c2mev7AOCAqgyoBNBUAQ9sVi05ImrTiear2zffl53QBQSeDZgZt+P1StgcwZ0yvxlI+4bWZ39AErzgsLzZXYPzl5m9gMxs/0/DxDLoa7JIT638/J5Ycb69Kc/jSc+8Yn4T//pP+FlL3uZL2dmvPa1r8VLXvISPPaxjwUAvPnNb8Yll1yCt771rXjmM5+JT37yk/jZn/1Z/PzP/zwe8YhHAAB+4Rd+AZdddhl+8zd/E49+9KOP1Jad9YTPlAllR4DNpIHsprW9gSb1pmKYyUO8duDsTtTIlBGNV1PJQMr2VqoDQaKtsHTbm7a9mTcvXXrc0gGRJs1C+LguMBw7MkkVQMmTYq7ANbgdHKhEEXLfriaHVDw3Wng50gmuMX3E9aluyNC2aYoFT29hlbtXk3zEikWqcSjK8Eh4gMIMkFxbYeoYZUUAZWnDQKAduHce5wxOuxhuWmF144B08xq00Yyl4yR6njJJGyxZaGOyosrmRIBjJXhc+XnfElCz7bct9smE6zVktPdXB4DMVBAxsuu0Ul3v9wi0G4Cq4bGYOxDWzsXuMF2O1suAm7Ys6jO46oc0mq8nfPV7Tp9TYqBUQbKZszy3VGIwSeZ0v8lEmjPPkq53ZAQePQNkImLTAPUxdOIzEROAWlbyvmzT7wBwUFOBERpWZ2lbASoJ1XS1rfL+N1UzZnwpYWqBKgLAjYAkfA4FSm6tSTreqNa2zwegg6MzVtvq+FyXF7zgBYfe9tWvfvWR6/+8ADvPfvaz8fVf//V4xCMe0YCdj3/847juuuvwqEc9ypft7OzgiiuuwPve9z4885nPxAc+8AFsNptmm7vd7W64z33ug/e9731bwc7Zs2dx9uxZ/33jjTcCAE6tNjjDE8o6Y1oLUCnmmVUAwPQ2Omho5nBndtxspfPZIKkn6sQrQQrFVVrcu1kntpapIWdz5HeYbOLfzrRVkrUJ1bsqxPhZmuzccwwITA83vwGZs2mCv8k3UXQ57B9AUMPgxAeuf/ioXUelTlDI7McTbyvUp1dTXzAVpI26yzMBFDJr98cMAx0ByLkIcUQs17EQplFAj+BbMVuiWIBJKMOXsf50wrSbMNy0Rr55BJUC2kzyGYvcNJOCHiueULR+b2I32URoACeCnOh11QPkBPQu575tf28t9AvpzCgBCfX3AZOgD6KBGKgiZFTNjoFW2696hmt1NeaOrWfI/S86HW4AkwaW8baYBouLuqhnVE8wWJwgc2OHJ4QVgCWIXPosqZeddG4hwkDFk232mdKX3Mbtr2dB79YlYowxWGEAOpHVieu928P1aFND2Pr9xc1WR2R2qskKmD2j2+pZAjoB0BjT0wCe0rI62xt4wO/9yi2d1OO4deA25wCC+DwqH/rQh5rfH/jABzBNE770S78UgKSQyDnjgQ984LHqP+fBztve9jZ88IMfxPvf//7Zuuuuuw4AZhEVL7nkEvzFX/yFb7Ner3HRRRfNtrH9l8rLX/5y/NAP/dBs+en1WXyaRpzdzShnEsqozM0a1aMjkUfwLWrmieyOPygF4NHecnXUNoAyoOb82VIqm6PAKup0gj6oMSuZScpYnmhqWjqGghMzIxQDOsEEFbUyNJGna4gDgq33fWySWhoPfDCcj6U+EFoAOmMImKQyBTpkgIdYReKEKSXR7Fj7AE8wKXMLw95kOTQsKcODLFmzRw1aV6ba72UTwM6OmjRXwHiKMO5krE8lrD6TQZuCNDHS2QnpzASaBPhg4gZM1INjDmgSascFU1Z1Oa/LK/g9+luqsyuoednMbZ2VfjGBPU2CLTzAI+o19u92f8Y3eGuvAhVE/MQVZMvPKlI2AG7n5y7pHL53HnMiBqd6kAZAiymH/XzlPiA2TyZzMy8N4BGRu2xjoGdIZRGM7MfI9Nv3Wcotoacl6lwqfaTmWSZypobd6bdBXLYNxHQvHX2Z5UyLpqsO6DQMTgOOAk44Al44ECQdVHqAvm2bgx6l2xrj3NLztjo+x+W3fuu3/PurX/1qXHDBBXjzm9/sc/cNN9yApz3tafhn/+yfHav+cxrs/NVf/RWe97zn4ZprrtnXv56of8h5tqwvB23z4he/uKHVbrzxRlx22WXYHUYMpeBsZjFlDCRi4wTQAGg+BR/Ae9NVFPomtABFaASANTZM9ODa9oDZuNSACZ/gMBMAN6LmoN8xpqYOVKolclMB1Xak0G7VyCBDTG+DDLquybDuCBNbwz6FbXywQZgobX08v4VOMK8mL8QVwHiYmyJmClLmbfaGaANwBT22EVENOkjEoIlRNL2DkEWSfZsmjb2T1DMPAmTtHsh7kmojrRKGnJD2ElJKwFi2IL9loEJh261ApgdIRyzOwHjfU3tf+SQlQI01WWetYMv3UL+DXlvP7fU3oB0xCiAgi1O9dWJ92ljMLrDVzaE5PShnqLi35tSyfaDLxUJNQGkjLo9IGFCa+DtLbuCA3E+R3YnrgBoNuXpOBSEyyNvXl959vPe6snPcVrYFCzxSceDSA5oKbIAOnESgcYjjHkl3s9zEo21wjL64zfDD7QTsxPKqV70K11xzTUNSXHTRRXjZy16GRz3qUfje7/3eI9d5ToOdD3zgA7j++usb2mqaJvz2b/82Xv/61+MjH/kIAGFv7nrXu/o2119/vbM9l156Kfb29nDDDTc0HXf99dfvG3Z6Z2cHOzs7s+XnDRucxh7O7gwYd7IyO2K6sMKZwJaMUs1GrKxO9A4CAUnZlVwUFAHACu6VghF1BGoCw3UNowicqAEU0espghUHPRo7yKsqEBOR1it/2Sc+mey4PXZmYC3WGEoAje2bnL9J9uAuvMk3NnudQZoJLIIk7QQDOQ2AcnCkjIwCH84JPBKwl5QNCKfmb7U2uZFhHu/6nIroMRIwZHnDTiljTIxxk6uLrjI8mwRNFEsYdoCySshn2b3CVjcl5DMZw81i0qKxsjuzGcnbauCz20bdyi08QTUXVsbHgwl2xYGFL+gRQP3J4f5x5kWvY5oU8Oh1iPGZepOh/45gF/U4zSRIcv4EBI3WAuBh1fZ4lR3giVSTN6SeskVgZq9HAY+zL0aqhaShRYAPEyOn4hnGp3CYmCbCl+n6CGqsLCX2lCCCnQnqgBk7sjcR9LTbGKPVxtTZCoj6Q85eGMJf/1ALdOy+sWWlZXViXdRdPuAAoBPbeEjg1owxS+eytLx5Izspt3a58cYb8bd/+7f48i//8mb59ddf3zgfHaWc02Dn4Q9/+Cxk9NOe9jR82Zd9Gb7/+78f97znPXHppZfiXe96Fx7wgAcAAPb29nDttdfiFa94BQDggQ98IFarFd71rnfh8Y9/PADgE5/4BP74j/8YV1999ZHbdOHqZvxD2uCm9YhxZwXeSzOwk8xUZG+DCe5qXlbturJRkBNy+RSIKahkjQISncYCyyG/aQZ0fBuqx2+YnY7VqdvqRJoAC8dfX69RH/7UDQ7KZnFmlEwykIeAcK7h0cLxeA14gQ+0lCDnXZb2s3ZbnBzeOuhQCiYtZmGeUgZvEnhDVVRtoMw6OUbRZXJyKGsMngEFU0nIibFJ7GkLSiFwScruANNKxcqDgJF8VlmvAow7GcOZpKCnIG908hRf4UDls04OXHHvEijqGR67F1K9LwR8UNvvwHywj5MPyfHifnYtygBQkWCKZG23+4xJWLVtk0m9LH5PR1Ez978NPKO9Tu3ktgB4rJJtn30wgyWOteMXECwYoQGexOzLxazV3otl6d4Mx1xKyhkBSutF1QKWCMa2td/i6Oy730ITuWuXvUA0C6Kd0pYGUCOmzrCsCz8QzVcNADpsCeOSDVNHYim667/12BGM748xb/NyazTpHDsl/Ot//a/xtKc9Da961avwNV/zNQCA3/3d38X3fd/3uTPSUcs5DXYuuOAC3Oc+92mWnXfeebjTne7ky5///OfjqquuwuWXX47LL78cV111FU6fPo0nPOEJAIA73OEOeMYznoHv/d7vxZ3udCdcfPHFeOELX4j73ve+7p11lHI67+GCdBY37axxZr1G2Ukoe4Qy1tuFJ5ms/TlMVRtTOn2Me0Wpmy1rmJWygj+9ZOO1TfQRzKBOPo2ZISxvGB709XD7F1qvvXoyQGAJPqe/+xGhN3dYHWwrCY0Xhp97fErJJjPdSHUJxgrEAc3b25tmFPRQ1z+UClJmH+BHmZcAJO93O1djldjoCYZOFFqXvsEPVFAyYTNlZCoSiVfdlQsXTCmhJEbJCYWAMQm6LCt47rFpBxjPSlyl1YpQzqrWq1Rw4+zTJB5+pELmqCmybb1fTecDIOp4jOkB4OLdRZDTD/7x2kbAqfdUmiCMThBZc2CXuAfHfYlAMwAXAqp4uQekERw1AGihjjgpLx0+mISq6dLSTiAsx2y7CHgmJhBR826SiJt9/HtoTyswblkc0+csCYsTRdZpuYP7aMnkwI2si+r3o5IUEWRGeiSAmcbFvI+zFJ7rxsyF7nt/TtRu1xN4Tfv2A7JxjFjafz/gcy6hg9CPt6iOc6j89E//NF74whfiSU96EjYbSXI4DAOe8Yxn4JWvfOWx6jynwc5hyote9CLcfPPNeNaznoUbbrgBD3rQg3DNNdfgggsu8G1e85rXYBgGPP7xj8fNN9+Mhz/84XjTm950rIRiFw5ncD72cGq1wafWE/bWGWWVMO2ENxuLEeILUMXAgfVhrsJlAwOs4GYKmheK3lARqITfDeOBdlnLBB1wggRhmWy7ooOUj0rzuuJEZDFsfEAgnbBsQLIJKNQT2+wvimFDDgPjvjFe/HznT38iRs7Fv28SY8IA3kseu8dPxo5VBOikpEkSFQDaBLYiMWslysiJMRXCXsoCeogxZUYZCkYCJj2XkglpA7GHnALyHsSrayCsb9J7p0CBjYIcBjAxkgKemUlLQeKM8ic0Hljumu1RvYEagZvQ3ytb6X2r38CzgnQzxVg8KY++HEH3cnX1vli4P5r7RsEPenC0X1maycIET1pZgDiIvyo7JML1AnIJlAHoCQpkwqESlPHpKLREBoxadiUyOeOUGoCzJCj2W9bPpQVktqxw7fge+JlbOYf7vxEZ71u43jf9PgyJc4QOyBgA0uPOwA8Oe2wteuwGAG0DP1b9YYFKqKeOS2F5BNz7gabPctmH2D5SHedSOX36NH7yJ38Sr3zlK/Hnf/7nYGZ88Rd/Mc4777xj1/l5B3be/e53N7+JCFdeeSWuvPLKrfvs7u7ida97HV73utfd4uOfn8/ignQG5612sbveYFxnYXemOqhRbsGOD/QhLQMQJokV6iBAAIpqX1jMW2mkBuzYw+VZuClOaHFZ/SwxQrYhcdQpaOkGhG0Psw8cEwlgG+sbnB17UT8bB6Z2LpC+MAGszULcNSJqkBygBFYH7Vt4YTGvEQGrQS4OFxGb8iY5cCCu4KxMSbJlswCZpJF2cyrIpGH6NU6KMD6iV5m4ICUJTDdlWTYSiytzSuC9Kv6eNhS0NEkBDcSrbZJkplQYaSLwxKrrAcz2UycS1lQLPmuLdsyDANLCfRDc0GM5gueWgZ4yALyy43b3HLqJ7BDVz8xZBVWfo88JwSbrAMS33LcHHdMFydwCHusKM2cZo1NAyLp9iQ+dlkTsvgrzYxn4n2tjYnRk+YvGnNRs3oEcfznqzosbZhK1nwLI6c1j+8bWac8GdkQTrKPfl6vDwhLQcWeGUJa0OgcWqvfKfts0f5dKd8AjA4EGeZ2UW1LOO++8WSDh45bPO7DzuS4X5s/ggnwG56/2sLsaccbYnY0pJ0VvQwveL1UvozFeknpyZYCGMGb7gMBIqpMwF1839/TgpQM6/tu9pjB7wF0vwYDlG6JUB3TfiNrBq5/IAHhYf7fPNwfa8h2YT0Z2bnFTO7yZSeI+JG0kH6x5DqAKoUySvTwnUbquhgmlEDYK0rhjd4xBKBOBEqFQwjgBQy4YpyxmrPAmvaLJJ8ypJGRijIWRQydtikhVp5Qk0vOKNR5TvTgWCyhpsElLb5H32O8r0z8IMKsUhzBrXMFPYG0ioyP3A81Bz0Hmpu6aLoH4po54T9qkZte4q2OJrVsEPLlOkvE2rRe7vfZNO3owFAF32HdJrFzPo24cv3uVeg9E9gfo3Mm13c78hHqjviYCHbZt+peNBcBEVFmjuShZQTK42bcxZVn/NsdbmLz99LtOD8DW8l41Lyw90EELhg+DE2YgOt4L/X2xAIIPVY6AV2r758D3s16sb29pHedQuemmm/Af/+N/xP/8n/8T119/PUppEezHPvaxI9d5AnaOWM5PZ3GH4WZcuLoZ561P4cxmwGY1gNcFzPImVlTg2z/AHm3YWAt9W+UMlEmfRxt8strhdcQnqmauWHrdSgQiPbODfmy2gSUEDETRgbIzQcS2+XG0UBzI4qRl+6Mda7gffLZ85/ibWwBZjxG0RgreyA4Yl5eEomwbUXGz1rQSoSmBFDgYiCCgCGAoU4KG1ME4KZDhpJ44tVMM9KzShIkT9sZBNBcrWV+mhAki5AYBtJKOnyBCLmJC2pOI3BIPiDwuEGddvhGmJ04WTrEzQEwSs6d4o/YFOi3oCdvHe2ef4teI0CQNdeBgXlsI92oPMhYrrZtEwNP80O9u/nUAFCIuG6BvBO37HH8JLNmqcBB3HbflCxWJsLguEdOVtC8RY0IFOFJ/Pc7kgCd4S5X5dpEdchZKdWtxva/T/3vTV52kK8BanADjcx/NcHY/9pN+PejcnLXfJL3tOnRj2NLYtF858PpbQ63i/eo9AJXdhnDnnAMrt7R8+7d/O6699lo8+clPxl3vetcDQ8kcppyAnSOWXdrD6bSHU3mD3WHEzjDiM6sJ45DBE2sY+gpSGg1ImERAULdoqp5RJQxKCRrllVwrsg1sLFL13ffZeDx72+pfGQ/oCAqjTVgmGcHRUMkCPmpguq1ln4nGQdOWdi28ZLfrWfQ3RJISAEkG65QYE7FP9D39Dq5eVpRUNKomhpTZddxENWpuIgYKMOQJpAitZMK4moLZg5FXglSmiVA2hGkvxGPak9h1PGm2CL1ObnK01Bfh0glw1Zkt6qbSAoDpQOk20OzdsBT2oNumbrDle3+fHnKA7jURW7BFi4wWK5IKiFAF+P22AUTvV5zBCY2J2ccjOzpnVoK+KT7TvBzduOpqWnDSa2sqhqzMkIMC1LGlbSO8Q70t2069AzqLK/qyBGq6ZYtanf6+OsRcZ1j0wGLPe7dv05Zwoy3WOxtPD3vwk3KY8uu//uv4H//jf+AhD3nIrVbnCdg5Yjk/ncH5+QwuHM7gwtVZ3Lxe4ab1GtMma5qjJJo9y8VjglJG4/INoA00GPUIndcUWPQbzaMUB/V+4uomtG1v6sbq2ETX6SubDRkhUFj3UNf6pQIqgFMhYf1WrLMInJa269oXzq0ZwPrB1ZcTpkk7GpL7KuWClAsK5+XzZ/LM2YVEOGoASXQZmh5AkdiQSpMuIH6fxAVMuoYYq9UEIsYe5K1/w0A+Q0hnCWlQU9YofzmRhDRQ7yfKem9x0EPYG7Oa4BrtAsFZnJmGJ4i+I8vTM3DNHLxw7xl7Ga+B3r6LAGWGM6z/95s7F4EO1Z2XAI/2twvv7S+ppxTVyZvCcgrLF9vSrTIA412gjY1pIKI2qK1rIQO5nkrLtlQQM2NftL1xHwcUydzxqRtHAtBpjmMdNwcGi31iF7kHMXYfOFi37cNydPv05RBAZ7avvQiEe68H8H5fdPd4YxrTumb3fjxYz471yz/LhXhLvx2xjnOpXHTRRbj44otv1TpPwM4Ry3lpDxekm3GH4TO4YHUGn16tcWpng3HM2LOgchvUN+sEnzB9ErG3ykzNRCNsDxoAYvZ9DnmM2reiGv+kbtD9XSiV8q/1NRONTRjxdyxxVCCWeCrKaMzekmLMnqYR9dwX3+769iz89vOY1a+6m1wnMRefasJH96ixODwBXAKoJjGmKlYuCaUUTImAKWOVJ03DVMHNQEUmvgzR7SjqmHj0bYgY69XoAHCPSYIo54Q0JKQ90X6lEeCN3A856XlNXLO2uzsve1uTpSDp9FMN0AkxlipQprrdFsCzWPqx3gCHXifv0rgci7h5a70RhMV18p2brzPWM3woAp3UHtzugwbo7Ae8FunSYK5CC4iiGWuplOhmbvU7AEEF3gHENLFzoJ5jEQyFpkXtUT2Hut7rtYGAER8cOYY/82iucV/i0NBsx92yhX28bfvdd929ZNtvq3t2T+xTvB6jTn1F99P6ZIaGltvwWStbzvnIdZxD5Ud+5Efwgz/4g3jzm9+M06dP3yp1noCdI5YdGnFeEo+sC4YzuGm9xqc2Ozizt0IphJEJjORJDLmI6aHJHJ7a58g9rTQ5YQLguZ9skFbw5BoE3Y+NDp9NXPOB3o/H9d52doeojYrsjZ0vsn1k0uQw8IQH3sbKAFIaU0kHptjwWvemum+xOrbtw9r/IYGkmbMkwp96UqUiJioDZc0xSEPnisi5sJqwCkt8FQ0kZ9e7pFLf8ImxzpO/2U+67ThJMMJ1nnw7b1vOmqxVjpc2QNoj5FT7jzcqgvd4PBCtDuu9pDN+GgEOLukCdqheC79HKsiZMTak90YPaBa6aQa4e4DaL28qaI8d62S9XP4CHT3xurpnIC2xiMEJwRNJs9mHidsYnZR4X5ATdTv7lSVXcQoz8ZLOZyvIAcAlNUBnKSCgZYdHqMPOz5kO9ssdOrTbPtTZ/F4Cmg6s6otBXUcB3MyTfMYXnCMBHSt6XnZJtgLncK80gLxjdfY9zlHKOQYcPh/Lq171Kvz5n/85LrnkEnzRF30RVqtVs/6DH/zgkes8ATtHLLs0YTdtcDrt4Q7Dzbhp2MEFas4qhVDGJO7MJNF5YSmP/KNPZkyEp7FVirnuRiCgm1pskYYaDi7eM6ATJ4SlYvVQrdcj1Prg56Noa8u2lACJPQIxRXAWD6MTiYGZ+ta0fUCLrJOdj7c5/vYDBPTW1qQaKtQ3egVA0ZOKSNbzwpucLJG+mHl1KYLNxupkxlgE6CZijcEjxzUTRi4ZUxLQs8oTEoxJkDr2EmNKQNlLoIkE9KwAzgQLC5UVqJgHnFwfDmBHlhftSA+DcAiQMwc81IKHbeWwE0I/UfbLO1Dl93Y0/TYehtze/zqJybYcJjr2j/e3HqMBOhEExaaGm9UBz2wjmp1W3FcOE+pBi/16xsY1OuF7kxzYD1RraU1QulF3W/cP3pwp6o9hDy/PAdWsDxY+6L5jH2ASyxEAz5HKIept2Z1ux20gaT+w+Fkst0cz1jd90zfd6nWegJ0jlgzGLm1wXjor2p3VGXxydQqfWm+wN2WMY9bBMIk3j+ZKkhQBhl6krhiAz25YCzxoE5QP7AZCAM8T5O68YTKQndpJIk4QEWQ0L6gBSNkzXinu+dsa9A3RtvUAYsTziZFk42YCg7UnjoCYvfUtPoNxAPX2k2qj+j1awOMDOzEKkrA6CnZIWQBM6pEFGfHYzo9YvLoKYzNmDLnI4XKRFAIKcAoT1nnCkAoGjcOTWJLG0iRmR6Kq78mpIKfB9RxnAZQkiUXLKoE2SUTGOaBGguh5FCjbeaVJ4rtIGADS+DTcXuuFmEze/3aJu2X1enXLthW7lkvbbgE8s3nW7n2L2xMAfA90Zm/v+/yO57AEdPrmNR5H2v4+tk13Ks0C1+mg18tsB0YzoGMvR7MDRWQaG2hfO2DWH9Oe+f4cGe1AEQ7VskBhv368CL+byfQWgIJtONNb078Q0ZbvWyuobeoBDR2msTZOH+YZubVKBySPXcc5VF760pfe6nWegJ0jlkTACpXdOT+fwQWrM7hxtYMzmxX2BvG4kUzY5NS5JRUEo7qlm6aiezDcdGUPnb3V+gYGMDA3XyE8bAHs2DaL9H9fjNU5aGTR9cZgEUPMJJnnm/XHi29HS29nWybKXoPSgDQDJeIPHPavgMf3deoogbKIlSmxM2KRYodVp6Ys84EvTBiyHiSLSQuQhKFjYaxTa6ZapwmJ2LNiGzgacvFtjFUYh6xMUsK0SZiGBE7Z02iAlVdKcGZQWECLd6S6HtWMLZoJOgxbOxlwVqfblsN9xOjuqVDX0n3t/Unh+9Im8Xh6PSwUQmRv4r1c2R5u/lY2p9a5xNwY2zP3qMIs0nHDrux3Hg3YgeuAekZkSazsLFGITTR3B+8Bl/4u7epYbx/lmS1nVgQvemFrrEZ7VuKFiyAn3hztMzozWy30VfOsHQIk9MNS/6zWFe0+7PfDQqX9/b/QzgMBTHfu5xxd8v94OQE7xyiZChIK1jRiJ21wKm2wm0eshxFDXknk0yJmkYKKVDjG3gnft71Jt2+xoQE2uatpqwEv3I1bhCbL+dYJrqsbQGU3DlEa81oAW/UNcw6A+vPdVu+h3pLC8R3nWN8wAAoi8bicuXkhthPgpY5SU1EUOBeSgIOs6SKqaUuCDlowuaRMDqr1CwOVZnIdU8KUE8ZBN8jAlBMoJYwY5LgbycOWRp3TNq6B74AgIcFYKcwG7/36f1t/HwSUZ9h4y6SxdSKZAeL2sxXo+Lnwvu0HtgMd0PZbcUkQHAGKaXjtu61vQIv+Pwc6PSIJoIoX1stRwvbd36Yebu/3/nizrjCg055fDLLYbIewbdfOmWnlMPP+Ac/5vuPAIetfAue3pJAj/q4tt1L9h23D7cGMdfHFF+OjH/0o7nznO+Oiiy7aN7bOP/zDPxy5/hOwc8SSIDmRdmmDHRJ257zhLE4Pezg1rHHzauW5aKZJ0hAIK6DPgz5tpJFx7cGYRZ7tKPsm5xUwf4tAXe6lmSAWBot4vG6dvwDO9uE6oh/whESGanFL6iZIq7t/0+sHD+7qtUps0HHPN67bA13dXIO0aVhiIoj3VmFJEBqaBcBNkiCgIIEVVRExaEooiSCcXsKUEkZOYr5iar21UHN0xU+MpktUGaHNmHE2MzbEohniJJnGrU+M2VFPOItkbSyPCOLj7FX7v71gy9enN/34vkt4MPzdl90J/bpUODwT/mykAGbi8XRdM4ktTmi6vzEQxOGZZLcQbm0T0yIA6YGBNayJg2PUjm4z89ZaAIkzkBUfyBm4id+3odH2XOqy8D0Cl/4+WWprz+Z8FibNW2ISiuDmSCCnu7ePdH52vKM09JaUeJ/dkjo+x+U1r3mN57R8zWtec6sEEozlBOwcsSQAa0xYq1D5PD4rgCfv4fzVHj6zWYOZqhup2totTo0NqFQAGlE1NxZvR4GOv4VYwMFZ7B1t0EHgBwcMFuFtp9nOTVRoJhAGRNtiFH8/SCPUZZMTwzU9S+1qAU/tI3+I4wRm28X8SCHRqH1nAih1wCkGZ/QddB9FDkSsGpeQQsImAD3vaBITlsciLBdM4p/urI59Yulj8Jir+jpNwFAnIjOrrPOEnAtuJsbZKWEqAI259skGIYEo1AsQLmB3r70wKG4Dyp5mIpb+Htl2P3WTop12f6yZOaMHTeEZ8L8dmFo8bnOA5WWe/sG+dx6INQ5O8Izq1huQ2W8sblzE7b4NJqzmqPuBvh6UbAMcB5RlRmehPib0ZjXZH8Lu6Hk4Y2XPRrymETA1lRzYzPkuh5nvdOxr7qvZPRH+ErBNZBzvWe7uS4rXsi89Br115+n9y+0E7DzlKU/x70996lNv9fpPwM4RS9YHZUUjdmmDM7TB6XwW5w1ncdO0xunVHqaSsMlZ3uhzQWExa8kDUEdtczkvA3Qy9lV1bFPA4wlECTVOj1VnYGJpAlma3LrtTOy5n4nC2uXPOi1k2UY9B2haDDse909TGElmdu4ukvGMZeoGaIJNLOzMSzQtWCVOxVsHJ9S371LPX4TMYTvtW+ljW95GVsaU6vGyuJmbNgelDS4YS0IFPqbpKUyaW0nEy6IN0nVTwqYQpklO0hJ9JgM8k5IIyUAmKhAOf23OqtfDPvW6zJiSfcp+5saGHdo2qHaAZhGAx+OE5+VQxUFDMCXZs8MRmCylUkB9gQlggPv+C+fXuIg7xt7WQdaYsKC/13tgEq9TDya3XbN+Jm4ACs3PJ35vmheBjt1TNGvXIuhhzLBo87JzULF3FMIcNHdlBswPuId7cDMzvesLa3OdCViMs7NNG3RSDlWe+MQn4mEPexiuuOIKfMmXfMmtUucJ2DliySBkFKxINDtrmrBr5qy8h9PDBpspY2/Kkt8mUaO5cZNIktQKHj05TkpajOURDy3NV5VbYa899BZNd4neJnV/XxpQ4kQU6902+pi7eXy+JVgZ+fr49hTQUTchhNEitCXqmBpxI9pT6y1UiOyORm+238YQcAQ6Xn8b8NFdkuP1Ch+23GEWv0fd0ZEBVoGyJQOdOGFvAkoi8cxCpYQ8KaSCmkRFzFJFhMxFhc9DKkhg7BXR94xTknhOmkCUCcCeAjzNo+Usj00KqNe/DS/QnmNcVju6vy/CbRb6yEHjIUBNby5aNDP0E9VS6SdhW2ZoaDZJowPSrIAk9E9DM+kfAwKB1XOxb3fsJZDTnPzSOcS/ABrKaAZIA9BY2sZOs4+ZFS9Yf0zuTG5LhRdWNyAHfg8dBEL6dh8K6CxgibYd++8bWeR976tY8cK9tZXhsYUdYL8tyu1FsxPL+eefj1e96lV45jOfiUsvvRRXXHEFrrjiCjzsYQ/Dl33Zlx2rzhOwc8SiQWyRuah+Z8SKJuykUbU7OzgzDViPE8acNIdSQRkJbkoAwAMwgf3tlCbMRMsGGMoAIDPKoNsb4NGJmRmi/4kZhrUSF6da+or+JWTLw98DKm8YKaBh8kGNCe7CC7SAxye2pTesfSbE2SBvu3X7GOtDCkSMcTK38Tg6UTwvnwtZ3LoZGnxwaZJCGNRtxwqSmBIKCojkGOME5MTYTBklhXxHuTI5ViLbIyLmCWvtoMLk7utDkb/TbgIz4dNjQsEAcccCmMizoqcNqinLGJ4IdFCX2WRP3C7r78OZCasHEQv3lv/uwLS1qW64ZWKY3QP1+lrbKkDrkn92r98eXJHDjk4TVEAT3Yt7N/DtguEW3Mxj3YRz6e+tBfASn6XFbcLzvdTp+0odYh9429H1S7ve6p3XE1LILP3tyxYQvN9hfb943G3Nsu/xXqXljfsxcHbcfl8fZGh++9h9HRtHWA7S+tkohwWXB9VxDpWf+ZmfAQBcd911ePe73413v/vd+PEf/3E8+9nPxl3uchd84hOfOHKdJ2DnGCVDRMqWBiBTwW7aYCeN2M3imXXzMGJTEsZJ3/ZzqgxCYtfoOJU+oApNAQUV+jczeGDwqoiANtVAeFZ40ie21Lc00vQVHFyTF+/pbeAjAp1+ojMvJhvwqPWQiTZxAUM2y255XTqohAfaB1j9IUDHmkcyyFhCVkCAiQGeCNoCALRErLPj9YOpvt0bm8UFWneCZJsmAAljSsgkwGSihBVE8WyxdQRjaSLJcPqu4VENkXlsDVnAjkVw3hsz9hjgMojHH0HyZ23k3MyktY3RafrMzrPU7za22/VrAMvC5fJ6Q7qQOWCu3RixqG3THCvWa+sjgPAV8Rop4InbsyVPrQ3y+1bjLpkZgoOJK5pBPZhfdz9wvJ8MCMU2Lt073NbdbqPtU1Pu4nbhWTFQty9QQNee0I6+bYv1+9jQIRV77mNw1IMmzC3rF02g+wwJFPvkEMedMYfbdghjw/Z2LAMeP47uw9GMf1KOXS644AJcdNFFuOiii3DHO94RwzDg0ksvPVZdJ2DnGMXu4QxGJnYzxIomMW+lCZkKsk5SLoQkFb8SgWMsGp14ibjGUVGwwAnAwOChgFYsMWFiADQdEFnBlHsMsazgSTJ9s+Xq6kt8mC0woD28xtDYdjZQ2ARdAEDZkIPwig0KiyNbLc0gYrtyWG4bof1O4OBaHlz8SSc/C+joLkwKkpK+9Vt8Hmun9WFshLWF4WYs6Hco+ClUJ9GJJQBhJtHrZCqu4zHgsqjjoYKBVLejbA8AN3HtDhvsrFYYVxnTiiXMgYGUbiIzE2YEOj7p+TWU74ph67bh2i2+KTcXDnWHpckiAt+wSwNy7Pc2MEURTFVg07Q1sD99z84YDHtGFPBE01QEOhUkxfsh1rvQ4C1AB0AHqrtnzl8IakJPW7E0Rx/Z/BDvjwhysPxoztsV6+rqMeAR/lod+7XzKEBnqW3991hvA3QWKznicjsY1yCp/aYHgqpbuRAzGm/LY9ZxLpXv//7vx7XXXos/+IM/wH3ucx889KEPxYtf/GI89KEPxR3veMdj1XkCdo5YNmCsQMhgJEi8naxAZzdtcCrv4ea8wulhg4kTJn0iJPaOiBxjviIvKnjlGslLzFWJQYNm514V5FyQEiNp5F/dFaWIgcSPobl0ypgk4ai/gbWPZgMkmNvB0NphG9rxNCKvMzVFw8iHt/pmP+gbqHxp0cy2Z6x7412kq9Fto4xOs9oCOxooYw6BaQDStpuex9+mfcA2FFA/liKDoW/p6nkj0aNFjD4VAk3JvbsSMaakCbQAFyH3JYEd5Ag2K552IiVGyYSyIpxZrzBOCTePSUmZVANYEklkZQUHPaNjfeRu6YH182vUgyLDz117D2YV6rrGo5Dr7dODo211+Yu3AxkDKc0Ldl3fnEc7GRvbV1OBQPKjLRzcwG1/8h4gkIGG1YnAT0+YDUB35wK021aQHiZTnm/XnnC3vGl8+30J6BwEGrYut3OO8cO2mbAOU3osdcC5zJbF/WYvaWju43g8Z6/7Nizdh9bv0SSG7kIRGg/az3rp77fj1nEOlVe+8pX4gi/4Arz0pS/FN37jN+Je97rXLa7zBOwcsWwYKN2yBAE7iQpWqWAnj9gdRuyVjI0mNBqnBB5CbhsHCwgAo95xpDQoESMNBXkoGIYJQxbAk1W4apPzxEkmUI2IOk6iF5qygqhpS6RUhAkreBtte1OKOiE7DwddZptYAEgwUNWe5mxA6Y+7NNBvBT52fgEwWuBF8hnWDR06+FE1SVE3ji0NAIXEjMhyvgxotmw9PDNKEVMTYH0zYSJdlmQby5lVAw9q9QZ0UBAS3WOVJkxM2NXfZ9ZnMRXCOGVsIM5koCTOaARgBBLIXdBtQLSYT2Ao6EPV9xDa6LsRXNgk0Q3g+76V0/7b8bbt4rYdkIm7cPyi9yHHCIsc72duQA8Shz6hlhlsThBYFhuj9dqKQKfZiFrwjO5ktqLEhReirl2z0u8QwVAAN/Y9si+HLvFicPu9fy5n9ffbHLYc9Oxvq7MHM4cBMgetWzxOHE90maWeOSnHKh/60Idw7bXX4t3vfjde9apXIefsAuWHPexhxwI/J2DniGVkwoYJk97VmQrWNKmH1oQd2uBUGnBz3mAcBIDkNAizowNfoRrQDtDB1sAPUE1UmZ3JyblgNUxY5wmrPEluJaqwq0AmU9N0TAp4NjnLcnWNjnFC4kBeY44QNJPpXC9gEylQY87EYGxhsJi/sfPWgd3mJuoHzu74PTVeK4DPM2SxcQiVgbK+1SztNNX10nmk57YwOMV222rb3lghaL8kAYzG7gjbwhKHJzGmohUkMWeZKauAUFhYH9fxWDeHNq2oAAlYg3C+hjg4Ow4ACwiXSynRK4u6otFEQNDuxAmKY7qS+FEAVN9idZe09RK2Az3Q3AvN96XxP9z7i4XRPB9xFzcn2jJuz7WGFqB6XtaYpHsxasb7Le2LsY+aRvjfhRMIz1kF4t122+bDaO+LZQta2I9Za16oeqCztON+dF3/3DXPLdUUOLPjL7QrvAhtZXU60L1YFq5bY76yFxEDPbNjcHuPNnWHvujvb+72sRdBPc7MI+6zVA4yEx62jnOpfMVXfAW+4iu+As997nMBAH/wB3+A1772tXjuc5+LUgqmaTqghnk5ATtHLGc4Y40aKC6jIFE1Ze2kEafyHk6VlW8zJNHt2MQ1JXYGxkvgrC0p4ZAnZAM6acJ6mLBKAnZMyBrjshhLMJaETcmYcsJeLhinhHHKrbmLyQW6DoDUHMNKF9Gi3SL8ZXamxid8nzxlx8r62Ib7jcqok0LXL0tagFAxIsPkb/gUJjsfzwRZCTCiOgBSaGwcvOx3bLbVmar4NQZdk35WQARgKoRUCBOJfoqYkCDXKaWQKZ0ttUSNsGxl0nUCeEacHmT/M+sVLAaMybKYRbBcQAqcay62ZsI3Ty3LoTXpeQagE7UvS6zL4iTVgV5f1oPnA0q81kbMIVyiCHikr7kDF1z/ws4/zrBWSet6HQHNNu8r3715hrecH1MF4Ufpg0UQSNtnJu0k2e2g56xrT3+Mg9rYgbjZ8xlB1UHlgKYuHXux3gPuxUWmsQc6DaAJz39DL+1Tp9bnY9BtUbaByaPWcY6VD33oQ+6J9Z73vAc33ngj7n//++Of//N/fqz6TsDOEcseMjYMTMrnJ7CzOhkFqzRihzNOpY33riV/tLIZJQaPsT0xOSCRZcFmrAYVOivwOTVsxA2Zinv1mCuz6T9GZXf2isT6yalgTBkbFUpPCrKmIvFaClMFPimAoGIRhIH2FSwUf+iDF4yDNlQX2oMAzlJZGEB7ZgLoBr3Z213njmzZ4nMQt2qbZ1T37A1vfuxmwNcFzAaAqmt6gQiVp8TV2y4BVNiDDgICisFVQ20CZmd+SID1CkBJE04Pm2DOEs3Oxo9rMQ0U3BWAppZB9PYbwLHztHM1bU8454DJt09SFLqkB0dxM54v9nrDW3PzUs3NLTYnVZYGbbt/jN0J+KeCoXpQjgfs7ylEETPVBiwAnK3mq+MCnqUT3sb0BPC/TZDcHGPbMbf1J2p/UgROC88q9f2wT2mat99pxmdR74mqdwofq1M/bf38/7f3rcG2HcV536x97kPI0g1CJV0uD1lUSJFYIIjA+EHxiAmPgDGmKsYYy7jipExAGBkHg4tUgV0OIvmBleCAg4vCCYSCSgyYEMogxVhGJRlsgXjGNsQKDxtZtiOEZMO95+zV+THTPd09PWvvfR/nHh2trjpnrzVrHj2zZk1/090z0wIcXZhLH30HesxIPmyvqUvuRXT/+98f99xzDy6//HI8+clPxr/4F/8CT3ziE3H++eefdJ4z2NmQdmgQM1Z2T05lRVZxUk47GIcB524dx7CszqV65c1WMWOwz4V/zj45BxdLLAq4ObBY5sNGF8ui0VHnK4FEs7OVyplMqTi1LrMGaIuKD8+YzVnb40J8S8Yxa3PGMvCPKdUDTAE1WrYkp4cPyu8BCugAmwEeM1CmJkxZ7rppKQFpma0UI1JV2FCtCwMePVDSwOoMzs+NcFoIw10HA5ssM0bV7qSUgAJ8h0Q4sQSwgAE8O+NCVmCxdnBEwjYNOMSAZ1ji8GIb99vawvbBBbbH7Bs2HsgmTConjtJASEMqpjsq52cl1R5Qph1VTz6Og4LX74WLb3/OA2527ZtLy5SeUOX06qw4rW3itA3oUeWIA2kHbNXw5DL0mSqQI7ep7RMa6OiFARHICb6LVqh2vr8EeRHyifH3qAGdy8LUOwIRE0V6TauEKfMVgx8xr5xOme9A06Rpi3+jiYsGOhEAggM05h7SN+04p/Oi2Cx+Bmg/mrHe8Y53nDK48TSDnQ1pmxY4UXr9Ekk0PItEZen5Dg4NednxglfeIBkwc3zYwvZyAaIkGhemlPJS5UVxdF6UTeUODhnsbJUjBWSFjvbboQEjjRjyenWJtzMMWIwDlinv/7IcsxZgJymfkjGbVyovY/Y9CQYrzy+ADHKGumeJ/3pkiXxqB1tj8+f40WxQpwtmnjoNDZCjE6w6uTAyQqZiaXCb0ekVcd5M4QGPyVoNcCVDnv2PY9HuJADDCPBREgOwM1IxY5H48uyMC3WG1ijanZEGWaG1VfrEia1tnNjayo7q45B3dKYCgYdUAUdK5ZxSKkvSlYpEEw/kbtm6jxPiV9Vf9Iy6q40DmvZM/j0XnKDfpVFyyHtJoVPolMlDzI8McjlT/56bNgpADl9yG4i2wwEd38896baCAmtRx9OCV7+TMN8UX+v4E5OS6Fu02h1Yc906oGR1sabMRmO0Ig/W2DZV90BHARYPcgTURBWRPNSYAZQFJruEIE4HoNxjYOfZz372ac9zBjsbEmt0gLwCKv/mHs5+O0sMODxsA8jgaJsW2B4WGGnA4cVOna07ExZTNWWNrdnKAZ2F+fjybH5A1ubsIAvOEixRhgXPUAHIcuh8wGRhoBymyedJ2Vmi32WWNwwklkj6w58SZD2K0pD9Jf+c06nZJRWBbQYwlxfPhrVZK1RkncRgwFov5mXJmh0MGfAsszaG3+cODdjCWDcaJN54ML+jHQw4gFT3eUplx+VhiYNlE8vFMGK5yM7QaQEF4rgOqWpyiHlLdWUW/3Lb8vEIADQmiNrHvBcNSCdIC+hGmGr5QaouKj5boDLAnXhJGoz4mXvEM6Ffhw7I8Rk2/bLTr1eR1dr4QtECHm9zUbyFZfa+UU8+XrNje/01Wp1TFKS9ftEjSsG75YxWhHfNUzqtycPmyZOdlHYP7OxHzc6ZoBnsbEhLGmQl1ogkgGeBEUskHEjFS3yoM3IABuAAwLeXxbGYjxNAdXrmDegY6GjTlQc65viBlLnaKuVHIOcEgKTKxThiTIuyQWEeNYdEKD6zGLVZitXzasxloMMb6Ql1Ph7R7EQaEj04Urw0NtT4RDSqMUjN4qT8ZX2W2VaAhx2X9WBFbV6WMRvGGgMq1xirn9eCnZqHOjAmWakFc3DogGKmpGza2h4XGBRf3D8ODHml3vbWEsuya/eYUlk5NlTt1k7RkLB9jUqj8tS1LFU32jDd3glqt2obx1+zkBYXmM576wlgD55kXyC0wqzx9UjBu9MFqj6cu2NyBbr8RF1VAoyzc3lkwI3S6gSM9oCOVgxq3nUujaZn1A2sAE8n7y6RciieiJtM/cr9WMMNyFnjW13Xwj1pstLjkvrWzURHZyTfMbVxeExrQI4GQH7cVbeJkAbs2mqsmdajGexsSDtYYEmQoyJGDFiWPwA4kHbyswISDg15c8FDww5GGrCzGOrKKfWVsGOxXsHVaHTSBNBBOXepAJ6BUvb7UICHwRXv4ssAZyhqXnaGTYmyzE1F8YM8kBMq6AHceJgQaqm6Jgz5TWZA9DPCZnY4MbMz8k2Xy2dEMTvKrJD3lqEi3JNoCBIgZ21JhkqtDT8QFt44bz0YjmPWlJXF5QBGLMcFaFH8roqGB6jviFfbbQ2j7L3Dpq2BBtHo5dPSd3B4sZOPkdha5CNKEjLIGVPZeychm7YAFP+dxMdlABnmabOWOhw110u9H8DsAqzBq35fq4RYpJFrnunmTfHvJDVABwFS24RiENMs62YGe/01+iZgw8j1LcVBCfIzBn4JHWCg+WqetZOLJg8/mSkAtAKemof+npvyT6b93TjQ8Kb7hAI95K5p1fsvQKX1wylLydM00AHymDIsRoyzGWtP0Qx2NqRt2sKIJXrrCheJsMASy5QBEDssHx+2MNKA4+OWzMYZdAB5hr5TNgbke73iirU6J0ORk7TPK5WPmPdk4xUpyYxQBcyUkZj9cGTXYf/hr5xJYrVg8KAHnVmxnuzqSboSzim5eCiv0e0pk8akdolObtbHf2pGqAERASi7YWOQfaNFwzMS5HT0aO+WrTTKAaBayyPvbrkl8Q4MSzla4uBiiRPjEgeGEcsDS3mfNCbkM2KrP1Y+w4olYjnnZyh8pyRaMX/sBFQYKxJUk7fvjdM6EGren3OOboS8bnOgLUg9074YPSBE+v3p/CJ0IJ+4+gaKUAfQaHJMvSZ8elLnujGDlUShuY1Zp+TMd6XcnhpEkKL+6wAdXwdf/hTQ8d+ov1Z1arRZJ0EU9Y/o2oAYV+EEq82R9PU+Deqg1aCN+QifNGRXhN2ilVq7mWawsymdKA7KB9MOlhjycRFIGIv64EDawTblZuU9ePjcrOOp3m/xVB9KmBGJdodPu2agsg5lsxpvUMd5jxhpIVqhUHUu4MUugU9AHjuJDTIK8EjagBEeKNUoZleGuEHdzQb9Sg4zS+zN7Ki9ZIGsBSw7LksEzlMBnhw/gxWptQNTBuhwunJrzs2SohLGgl+4TfMGh3lfpbwb9gBKCYthBC2T0fJIPxiAoZiy2FeMtUDsu8PAaDEM2N5hrdECy3EE0ZB53CntDJJT3/NMnfJ5YQni79QV2vrQWrV6qzvTVHI2epfa10JMELztvrqX54NK49+Jfr+6fG/CQNCH1Wze5KF4ntygT8c3v/Z58uGeSsftarkoutGViPJsg9qJhANEmleX1xTQ0Zo7n54CFsM4jscpjZ/uI75fyHNfrgfG5RuzHZ1BDAkYGjpaGzbrD5LPTHuFZrCzIR2nLWyT3b1xkQjLshAdgKzC8pR9ccqp1ik7o+pnYxl1WVit0uT4s5U00Km+QoPkqc1kOm3rIA1l3uBAhANleHozOH3qjJId8oLSC1myA7OJq2eKOrmLIxoKPQiOdT8eYZlB3oD2QFQpiOx9GfixqMLQ7ribig9UHmEH5H6wXNY4i4HKrttj3pgQ1n/Hd626ncESW8MiO8kvcv/kAXo7ZcBDY37v8m4pFS1OrrCsdBrVvT5CgdMFg7gAS3cWVxPJhYWzegVcaIA5Z0iDIBOX31EjvGqZkyaMpvwOeKDUAh19BEzne/D1FeoCHeY9fq61PtmXSVW0862avDVQku8qNfyHWtTyvAE6o3umrz3o1HXs0Kqho9HmTLxb0X65OBocG81vUt8uXyugw7vcA4BfnZqAfHbhbml2eFfTU81jn9MMdjak43QA36YFltjBwVRBz8G0lJn2NraylgWDLBfO10mWDI9I2BkX5miALfEDsl8kn500sopavI91HAVqBOhUYKPLYdDjT8j2H63W8vQOSAzJ2PYnBnMx+yQZgLVGRw+UUZgeVCNWUuFRTCNqcBVhzHhlmexMrMzM6oBK7WAqJr1az+aQVz+gK1PSWFZn7SxrwSOyP5Y+gTtrfdhxXDuyj9IH+ST1g4ulOM0P42AAM7/DkRaZrXLcRQY02eQmuFABnkSov+ycHIGKBKMlycIwmGG3zWGEjACaBNDChhkQJOVSBUB8dIR6l1KsElhcbrNPSukQ4S7Kqs+AUrvMWvWDiCY1k1KYu/Zg2tXKbJq5EuW4fEodBLAR2r7blKvr4oCOr5sHOiqfCRwX8+t46/Yb+PD6rifLM/lRBTeoQCcNFuhIEsUYTzC2FuP06sDTSMm/t5PMY7/TDHY2pBNOs7NAXf69SIQTZJ1Nl0hySCeQBdQCSfxwtISte+YMJo/8O2BIGSTl1Tnt9NoDnVGVW8MY5PS/fDlCQu5XjEqn4UPxKn398YUqbD971MldWtLP5YHNC0A2b8mguZngEEDFYVo9BnR2tM3HPKQhtcvS81XeNydRXpKO8g7LBpAniv+X9sPaKkeX1C6UNYh51+yiLVrmZelYKqBGKH5KSdpAND6qNdKAarLy3SLViNok5cm8Rye0jOZGgRu9qaDR0CRq4pJ2MGVw2QFbLXNqFq+/A9cVjCZEA6CpLuOf+QbSoKDpsEFerg9nljv91udHrSO1/p48Tz0zln7W/T479eB5wqr30pi3gn7XgB8fvoJa0Aur2VGaHK29ibYNEf/HXfTZmWk1zWBnQzoxHsDfjFs4nLaxTHn35APYKUvPsxZnmxZliXq+9poaWT6e7R51ozgWWmkpYEVTXo2T91uJyAKbQcDPzjjkP8q/+hwtvl6pxTQDV3BIqL/WwQ7IMJnBVc8CO/ehStzdNximzDr1ZnT8TPucSD4sWAfYvHn6rDKvwqXWh1gIgqqZSB1UqS8IAMYB45LbKeUZIQOPVB2TacimLW/GOpG2cHDYkT7F2p2dkUQjNFICLUYsx2rDW2IAbZFov6SOyKgsAUWLkytKRQvAOM5oaqjeF6yUBQQpmazBoHpZfjbuwQ6p92EEWqpmR45fTVm2I0YaKLnW4egd3sigRv3qg0WpdfCdIgFKhkn3G5EHiYwUVqIBl5haHxvzrWk+e3lG32f0TBXdaGF9/1mDGtDqwa+PMwVyI7CutToM6Iu2ZuDVWChmKgbGgExmhgJythZK1XWmaYO+N5nHPqcZ7GxI36YFDo95dn14yE7FDHqAuokgAx9PQ9HtHyjLwnd4QXJyPjoJ4HXj2teGTVhR3kzafCVL2lG1Ovy7VKYsUs96VONxAIe7NErN0YCiSUBTHJO9SrzE65myTP6GDyVw2ZxSBtYEda/zY+HZbQUuz0Md/zwzkAFN5QdQM8bC21jMWKz2zh/lmDU9w1jasGjp1NES4tuVRtmHaWsYsTVWzU4iAi1Kf9jKqIoO5N9leZf1wFdSmoHSSGoDQiBVp2VuAtS2FNmlgI+0RYIRgNJFkk0jGXqgI2YrsvEVMNI8NRSZIeVZZpKBjjHbKp4ZyEo9GOj4ZfhTFDEYpdEAYEWe2kwbwhzp7IpHDXAjkNMDY1B1jMBSk3+nTTguYL7LXjypRwRUO6T7SENGdazuBeRYZ+S8d47yxyl5DiodA6LFMOLAMIIWm5/MfTKUyt5Yp5rHfqcZ7GxI31oewsER+UiIccCBtMQ2LWTfHa3RWcKvjCIsimljIDKAh4EOr8wC0JihcljCWExlXmPUxiunoBeNDmt1lgUAaeBTr2seBMi+MXXwV0IAgPVnsHHID6oRGXV6/esCm+iZzg6wgxvVSbARxoWMzwEgGh0OJxWn1X7J9NrOLDl9Gcn1OZMiSLUgGwjjcigOy9mkBQwYhjGfZZYIGEfZE4mXkbMfDwDcb+uEOXuN91fK71SBm0Wthz5WQr8HATEJkHO0xgyFKqpQbVbi6nYIzUYdwWeAS/SL/BIiDU1N20EEgVAjI9yoCsSk3o/0ZwYDCgFL/6tAZ1ILouo/Sf65uzfvZw1wYNKlNk6kjZoyPYVmKrJNadJ13rcGZ8AE4HEgSgOdpi9wEt8vgjjdSunJyAqgo1fI6pVaB4a87cNiGDEsdjqFznQ2aAY7G9LxcQvfHrMfzuFhG9tpkXdNproKyzgmlz8g+/SMbFMZlmKW2gImNSpADGx6abQmSAOdJQ1y0vpSgRsPdIxPD/E9QKM9K6sBOsHgqcmCGjtzZs2NOEx2QE2kbm9IxZVxsgyklFDNWhxvqQZgnwevdCGS/XdMnCHZAZPUvQRXZGP2L1KAh1AdlnnjQQY8+d3ns9byuWZ5P5zFMOLEclF8dbbyuWmqYeRg2ZLHgeJDIOD2wLJsJD1kR+LSRmlZ9pLWmyoW05bsxSMrt2x7Na8iBe9ONYlu8575oRFsE4Apv3P3XWitjga6UkZ7aKPvz2TqkOq1C6sZOD41uA36mWZ1I6KceXdPnqlySh2nymye9b5DDwTh3rfPV/NK7n6KVgEdDouAbZAGcP1ANg5UIMYBHb9/Tj7eJ+96vyianYOLHQy7pNlZOR6um8c+pxnsbEjbtMDxcZBl4os0YjstsEB7KKccK6G+TjZjLWkhzsp6m2N/rARggQ6bLqJ4+p43KBwpGaCzLKetM4AZRctTwQsRH3NgzVxM/lgIvSOxDq/X7YiUgY0SKGNgDhgrCNKaBBOnM45ptb6XOaK58PlqgaQzIQWcuK5JZ+6nqYhBj/ZQLoNpbZecZixb/ydKGCn/ckXG/A8pJZDqA0OibLoKSOIUgT4gz1a3FqPS7gGUBgUI887aNEIdi0Cu7vWdmveihLlW9ElVe7PtSGh5CgBLpNUxwFVrbuDD2me2LwcVCYR6w3Co7bHCPeQV7XPNRpNGA6fSyD3g0mozJ77Z6Jl63pix9HMfJ+Kb03L0dUBOiRdqDIM4/NcwMNW3eFxIQBpGWXlVd5vPQMcDYwY6W4tynmHZNHaxW2asFYB13Tz2O81gZ0M6MW5lsDMMsrvtouxuvCh+EwBEq8P+Oz0aQA0oqidct8vITbxOGPvnsL+OBzr5PjVAR4Mco9EpIweNMNocqLiZOF25jWa7/KsGRTN4jvW5N1/ptF6F7gWJBjla0HrHY9Yk6UFUm63kIFGojQIFMTkYlagZ0Ju6AwUotKOLODcTlba3S9CZ2NcGKMdIpEF249bqdd0/+HDZfA5b9gNaDAm0ld/tuBzL8RjIK64S8uq0omTSvjzepKX9eAy5dlg5c9cCygm2RusW5aXecyLYvVUKuBGgK3nbZcZRns3J7/yeovJ9PC5fFWHAHwLAEKQ15HE0t0fRGkakD+/VfjqbaEqnwsL6BMDHm+LMd8rXwaclaVYAnfCvQ6T6BQDR4iDVXZAjoKNXIfL4vxBfnXxG3cFhicWwW5odPeieQh77nGawsyHtjBnAZGXMAQyUd0fmc6UGtakfg50MQAYxHUW+OJyGn+/04nQ0ORrkMNAhyv46edlxDHTGsYIcYALo8DUgzy3xAKp+9dPegFniai1NY76iibBO/gZwqMHT7AocDPICVsrxEvn4BBb1BdBw/lxXMW0lyYCIT4xfMYh4YCSgk0TrwlqeReljQNX2LccB22mBE0Wzs+VU7Hq7AQCi3cmDN4FozKNAGkDLBBrZHyjXi5apKqREaiclJFIFhbo+/tcBlFXaG/N8FUjyRLD78AB1Vp/U2UdKIDYbxKn30TA00ZcbbSPf6z7o80gurs+3R7W7NWWEkXV+AdBZ2VUN2AtA3VQaJmr5DgHPmtTMpwQkU9yXhLEmJ7D5KtLo8DXQ+ussBsKWOoz34LDE4cUOhsX2BjWZ6UzTDHY2pG0asDMu1LlF+avJe9/Us6csCBmwPbKZajCOy1qLw8+1CYpJm650/rUMq83hk9TZH4fjsAnLaHRKPlNARw+K7enmKRyhuip6LVA86IiEhQqf8gPw5VRQEvFQeUSpQsQ/yo7HJHasmjd0/l3NwArAw2l1k6r3QsGMSwMXftei2Snx9UaS0T5J2dG5+iTw1gnME40ABnUSvAKmVM78ynWvx0tIVT3Q4XZCGx62nUrfBUVTba7zUW3bagZaX52mDP0rmaxBPdCigbYHuhxlRf/2jzvZTGbQBTrr1m/donT33wTFnAxF/W2qOqylcf0iKWDjgU5y8fSGn1tDPrIlH/WzxJBmM9ZeohnsbEg7tMA2Ddm3YkBeXTUAB7AE0gDe+d9rc0TDYzQ/1lzFOyrrE9DZNOFNV353ZA9yeMXVsjgVT2l0eiAHgAAdnvG3A1YKhYJoXxA/a/68f4671nn665CSiqd4YIHHJprGPAIo01UFTKIRYidljgtkjYc6XyOhtFeZXUYanuh09BxeZ/6UIFq5lJYhaAEgpsqdUe/fVJ8B1u+LrWg8KyXiU98z4GETEI0JhHLgK9eVYB21Kckmg7zbMQCzL47hWgEYXfVJGevNTJNxg3ut1eF7tRGh952y/mkTZak0KH1Y7tEKEA28NXbWaGUd0CHOyE14wFqAhFotqVePxPzLs2gyopnwZUV5aO2OzyIIn7z31+VPNDxB+hqXpA9k4D+WbxYCYjT40TQgfz8Hilbn8GIHhxc72BqWOLzYRhp2aTXWqrFw3Tz2Oc1gZ0NaFs3OWDr/VsrLx8eUQn8JDXIY4OTndv8b1ujwyimgApmByGiM7C7J1WQVgRzW7jDQ2VkOIcgBgFCbAw10lEbGE8/6efDUAEirQchdy2/NKjJZhZodzYce1FMgTBQ4qfVC3rdGCV8qz8V0U4AOm7MYvIRbwVMpgUFMOTGd+KRk0xb5zxzSkFA2Xi7tOALjACSqJi1/ej2/s2U5GmJHgWMNfrUpC+DBPcneIEQEwoCBqJjgUDQ2CeNyQFoU9qnoeli7tKDsy7VIpn5Gi8LtrfbDUa+qbUMtrHqUahmhIFQAh3dUNuargGRLAPUe20gw4QaIoz6LQIS8Z247UAOA9HOdn8oE3hmZdFwn+A1fuix91EVAYX2i58GzUJl5EsK0yaMHWMqvDFHaRBnGpS74Mauw1DWARqvDfjyL4pCc/3ZwcNjBOYttjLvlszPTWjSDnQ2JQckAwrhMWA4JGHYwIGUtT6GlAjEjErbdOVgMWFibE20AKJTKKiyQ3f24CDm/d85yTAbksDAkQhV6pIQqOiCH440sVdAftFReOsyiDtg8FIAJ1eoe5Pj0pqz22uAfBhfKQTkVbQQDGmOCKRnInjl8gGcqZh0eWD2AkQKz4EwDZUAysu9LFbbsfBw5IbMDcn1P2Q9IA92hNNRICYmyf1YaKTSl2j2VVBUZHGX9U15mq6TnEmX/HxrAJ8GzEzUKMJMdp9WGh6YuyTar7GWE+FUa0mBGY4ApYcbXOk5y4eiYsEy/U+CwA3I0P1YDGQEWP1kovmqCWjxqa8urr6Y2qs4jAvhCepUYaxb9d5Pcr65rAGBWalijdKviBmBJhpHoHbv7CnoCwGwAC6QvGKCD+l2YuKgmrazVGcsy86zVYZBzcNjJ+6/tkm1oNmOtRzPY2ZCyJmVRbLR5rxwAOJDGvIcOIAAHALbL88jheGdcNGYoDXoAO5NvgE5ZZaWFGe+KXJeXJ7vyanQABzAgR5uq6rUCOkpY6pkO9QY9ATwJRoB4kIM+wPHmrMJRSOQvNBBxwoPUr+aJ08lzgtl0MHE78YyPUAEE15Fnl1SOXhh4/VIFChK/gAa99w6DkgGQs7BkGTpq249IWIDqu6ZB/HyiXbMbPzAU7Q4AGrIqSXfThZi2ivYnVedlaY9FBo1AkvbRwE/MEglWu+PB5RTVrmruw1Faa3UKr+bsIy5+AmyGFGhCKNnvwDDpwIJ0rQi4dKinUdEaofKk/K+Zm/mSATUK6ESAB7XvG0ZdfSaBzlRz6ncZVd2BLQ9Yo3STWp3g3ddKoACdasIahry6Smt4miokyOqrDHSy6eqcYRtbwzLvvbZLPjvzaqz1aAY7G9IODViw5mUsh3eOwJgGs+w8/1ozFYeJmUEBHe2UrJ2To311tMlKzFZGqOX9c4wzMl/z0QRqAIt3QQZCkKPBQDBIhgM31Xw8wJG0ved6QOZrX6aiBoDBTN7yODqqe8eHFswyuJejJnjM1EJLqktuJ+gi+FldZAEPbAHyk4qpLEldiLLvzFgOCeXlr2yiXJRr1v6hHBya62+dlCP/nVxOjr8ofjscHwCWKWUzV8p/KHUQoDeyqQ6glDdehD7uwx8vkSoWlGYPZvKVObIz9EjwRfcc5hFyB1eEuyYDFbxOCm+HLNwjzkc0hw40TAK+qNyovYSFmllXa+SBTgcv6vInzVIatCrwFOYdvKew6daRvR78JFgg1OtU5jn76kA5I2MS6LBWh/fTOTgscXDYwaEh++scGvJZieNugZ2Z1qIZ7GxIGojsYMBACWMasDUsUde76rhDI2RMHqMFOex/o2mp7hkgyb45AcjRDsgMdMYxjwTEGgo3+4z2y2lAjhswu+p3TQ60cD6hKn1qQK2cyTMvMKO4fsJiNDpJ5aMHay6aLNDR++A0A3zAk6zkQgEwHi2hABxdXzXT5DOxKI1Fs0NYjoPZ2IwoYUyQzQYxjNIY/I4r4Kl9MHJ2zg7LhXXK8VMq52Ul5D1I1GGbNNY+QwvUhkUyS9GlKHPGlRVMuutp0oJMnidqQQ1ggY96LgLLgIv8HrN5sbblWkJ2HXJAotvHS1jvE4rkdRcXRs+i9+yBjgL5+pNeqezSYOZk2i14h92iAmCj77VWp6sxmig7DWNebl5MU32NDtU9dRjoLHZwaLGDA2nEoWLCAuwS9TNJsxlrPZrBzobkl4TzCMNHP9R4rXbH5+OfeydSPwPnNHzkQ3VOrSarHtDJfjd2QG/2FFkBchpwoXidmNyaPO29mwXqZ5gO92RMA3rUT+YnTCdnV2mhqMpNhOpnoo+aMNKB46s2AdV2GvPsMdQW63YVFRLXg+Q9j2M+PqL2kbK3k2oADXB8WezHJfcdwNPUowz8lFDsalQAmU4I6T5p6YQlPxvi8C5pQaYoAjr1nuJ4K6jdTmEqsupUOm6INlwf1jypdthE2HhgIixR2xxmqHJ9uvsNYgU/Dsitx7TjyQPUifhdNjwA6jyf5CnV/u1//XYfvNIxJcIWH7pbNDxbaVkAz1LOSdw12vRd9PLY59Tf2nemkLypiU1QO2WV1olxCyfGrRrmjm3wf9pHh52N5Y+cFmccsLNc5I3kxgHb4wI7y0FWWe0sByyXJe5ywLjMZivZLI5/GfyQ+xuRl1aPfFRAQhrdSeRqgNR/QDxoSvxyHIQ+ImJqwAxnxTrPKdKDdsCPET6jqhsPfqP90/XVdeHjLKQsNuHIX1JxldaAAadvf/VX31EFqAQ4R+MkTuf5DLYMfLeLxo/PZeM/cn0XgAApqUOq+4Zw+/FLSNwIZZdZ48w+UF6h5mbYMvMe1DXfuz8Tz7xAfU8mnEw5VOPreN3+UdpVH1uiEhiw6HgwdVslVB14boQTbfgHNN+E7p/mO+UtHYKdyZPrvxGP/juINFbRGFAZgwE25N5bq7VD884oiKP7lWj7Bp1Hff9W40fVzyohO+QPkE0EF8VfJ9LKyGGfi2XV6hTz1aFhB1sp++rw39Y+NmP93u/9Hn7wB38Qx44dQ0oJ73//+81zIsLrXvc6HDt2DOeccw6e/OQn4/Of//zZYbbQDHY2pCUlATDaBCWgJwA0AmxKWvPngY4COLyKygKeUlYBNgJy2H9nTBnkjBnojA3AgQM3yIJYgZy0VEKaynNK9VeEtfvDxIwwGmT9wKwH24CSetZofALAZcBUJGSgeCI1ABPA/oWGVzi+kdsyUQU6jXAwbaBGXm5P1f7yt6xtTE47x5q7CPAQ5VV/5mgQ98e+jPWPQc+ExC6z3SocGOG4lxMJ/wSMiyKUBpaMMfDheBUYteaqGp/s8n8GOsxLj3x/MBJWJWzUSb6uZPmLAFlU9qkAHZ8myNNPQhjo6OsovQZFYVwFfBrQ479fX20HbJo2CwCRBbH1mfyaPKkNmyIG7CiHfA5j1toM+Q9AuFvygLqnzkH1d2jYwYEh76R/YNjBUI4N2i0NT/jOT+JvE/qbv/kbXH755fjVX/3V8Pm/+3f/Dm984xvxq7/6q/iDP/gDHD16FP/4H/9j3H333aehxidHsxlrQ9oZB2xR1rzISimye5to8mdb+V8ABuhYM4S+bvfMiVZZyRLysQpKM2OVwYmFHCQ8aTDEcfUvU1JxJIy6IEWPUhpARR9YqGqfiGPLqez5cG06EbMVPxthBmOgDuwMfiR/FgLFlEVcvwl+PR9GYzAG09jEq4cKswTQOGAs56FnC2nNhFT/4HugOrcDdfAO2Sr9Vs98dP/Me/Egr/IigDwwSCgbLaa88mnIfkqJ+6MSRiAgrxhK0i0ZtNT3mvSPKocU0FCNCsXOJoDnZJ7rfKN43F9S8Nz3Jf1oBU+k8+2V3zujzMVf5xvrTjgc/5rv5nMMgCpfm18fP6iD1+SsAjpd7K6+81RW6Q3KV0fvlszE39BioHokxCKvvhKn5LSdTVjIB0KPNBi3hjNKI+W/U81jA3rmM5+JZz7zmeEzIsK1116L17zmNXje854HAPjP//k/4+KLL8a73vUu/PRP//Sp8XqSNIOdDYm1OH5JeLRrrb6OwgDIyiq/RBiA7Jcj8cqsXjQ4AnKsA3IDcsxMToGcAmySug5nkUzRAC7hWvhRM9roWSCbxniw9dqScODvAJuQ1DMvE7XA4HIaPxquJwObgjkSQQQKsfRhnpe1PkBnsGWQp543dSXkzfzGDDL4/Q75MDZQGpHPzdJ8ZGJQrI+TWFJeKt5T4WrfnlFJJJMPN1siYEjASBXklVVYwnxKoEVJQxzWNgMDHg1cpCrUP727Id0nNQbTgGNT4BP1XV1elDaVZflTACh6tGY95ZPSdQ34EIC+qozguwvTTD1z5SfukwFoiYDOlDLRZK8nIgrUtAe98l/EdE0jh30OhGGRTzffKr+8hw5QFNmFyXyquTZfLWXlVdbsVK3OrlMPsG6aB4BvfvObJvjQoUM4dOjQRlnddtttuP322/G0pz3N5POkJz0JN9100wx27i20VD44BvB4jU4AciLn4wjksADisvSp5CMlLJf5cxTzBoMe4+OhgIvhoYaFIMeBIkBjF5ocuKugSXEcCv6iOHDP9GBOnTghH7DCrpM3Ow6bWWqRw3wUgnEu7qr3AwTjp75lhVbkCCxJxjJbHStKGZd5cz8aYPoJANM/tCys+8eQrOhjZRH/ArpfVl7H0cGjMgNeCsoqdXNLViihmAhS3WBQZZ/Kfe6HESptWFkNWPQzL+jWFKj1havJAIfr3ynyoC6VIA28JlitCeM8TZeZyGsSQGlgwv23862Fea3Bs5/7rNLodFkNAQ6MNmeVJocY/JR+mQYAxUcnDcCwGLEoQGcxjGbSOqjG2VqMznxVl5ofSMu8HL38AeHemvcKeshDHmLuX/va1+J1r3vdRnncfvvtAICLL77YhF988cX48pe/fEr8nQrNYGdDYmdQAJDN24LRRQSS+rIj4OM1OUAf5HRXWQnAgd3tWG0g6EFMA3SKsA4HN5YD4Yjt4k5Q9gNIrY04GIB1mjB/Cp5z9dwzIzsoGBgLP7KxYmlCrXXSh6EmQByU6ww5SVuxOUcP7tJ+LOR5KXrDYM2DiAA+dXyBemwHeBNBCMAhXb6pfFKgRwMcDXJccyjQJGylvAQ9FQ2GaVBRlUEaUI7IQMURGFW+Sb1vJ7BEWDbvqaAk85Jdu+l2hM1/JXmtZxjH/aqkDOQmqbC+tuYq4F/34ZX5RN8Jh7mzvHwZPn4Y19VHv98mnvqNtD9NXxjqtXFEjoBO1F8c0Im0OrwLMgMdPQlg4vOvDm/tyJEQhxbVMVn76jANacQCu0NczVPNAwC++tWv4vzzz5fwTbU6Jk8/ESJqwnaTZrCzIbHzJ5BBzhBKz75Gh59FS4RFaxSdTF7uQZjQ5gAyo+Z8WRAX6mpztKbHUwN4/MMJ8mDAzyg7oMVkTe041kszFWaEKQ+sXK9RlaEEpeyzo/iW+2Wq9iEtBJV6PQJfuVCYwzQ985x/VtLx0u/6zpcYZPdffv8pv6CcZZG+VEtsSJu7NB8UPeN8PLhggMNU/HXM6rMSI7Ffj5Rvk0qbcTmdcVH6YW+Ed+kYW3ZJfYPCLIJ7/au/GUwLG5pgtY1c8zMKtwDw9NI28YL6rPz2OD/1bGpioeNoJVmEp0Og4+85rfpdS6OTqtO4xF0QaFHPRhPz1SKvvNpajFik6nep+8qQKJuvnFbnoAM67K9zVug07qB8/vnnG7BzMnT06FEAWcPzwAc+UMLvuOOORtuzmzSvxtqQ9PJdvVpK/9V9cOxzBkpijhqrY2k9lTzJSprRn1Iu2pyhD3RE2MEMyNY3Zj2g09O+hJoZ/yfPUpxvJFzWGcD9AD1Z9kSYy9OY2vUgCzSrUnrldX07YOPY95DUii81SlPlK7lVcNwX5E80El7K1z8dl//kmQY5nI97lhADHyN89Ew6kayYskJLdaCBzOnjk1qaqenrlEDdhPT75HcT9b/eNxP1rU3LX8Vb7xsJvjFv8pWVgquATtCvI63rydIq4Ke1eiHQWauQUpDuXwMDnbLyKmXH5J7zPjsrmz11hiUWiYojMjUg56z47OwxuvTSS3H06FFcd911EnbixAnccMMN+L7v+76zxtes2dmQGLQAUI6Zq9Mw+VUzvZ2PtdARk0U5zFPCvBMyUE1X0YC8AuQkHa8ENDNMpp6mJ7IdAWZZtp5ZGtCikmtAxcoDH7c38BptDFenyGBOYrQ7pTwitGc7QfGd0PqhsCZCxdczWgsK63uSQ0HlmcqTVFwGCksung/mzBX0O72S62tN26T22TCQfY/cbpTP6wq1KCxIxtwHpJ8kyInv9T2VnYp1X0r1mQF6qqkkHp/DNaHp0EAr1CYQkKa0Qb7vR8+nvpuTQlcx6W8gzDZ6rxOgpfluEIdFZfS0vZovE4c/Mv3NuXc+BVoabU6Poj6gyqKBsul3QRnkbOUl5mlB4qdzYGspWp3FkD/svGdmUnvujDi0tSMHfW6lMf8WX50FLzN3jZQ3ld3dpeenmscmdM899+BLX/qS3N9222249dZbccEFF+ChD30orr76arz+9a/Hwx/+cDz84Q/H61//etzvfvfDj/3Yj50ao6dAM9jZkJZ8+jPynjtDd7SwxMvGI6fSZu+U4rvDK6w4fhfkqMGW44XLyHsgCF6zIKECeKAeS5xAdhjBqLQWBsSMNp9oFmrK0dcdcORJn8nUmLF4F2RXH1l55YDSUPbcoaHybk5PNwXXMuXkcsW7CDBC7kdq1prGtv1YgLMWJaWEcWdAWlRnSy+NQl+ckpcceSH81s0BzbEJKq/kKpkS5DT3tEBeAThWXhlEynuWZxXAiZaHUlnhplZgcbugCKsp0kIxAjoa6ap2qM8U8NOaHA9SOcx9I/Ld+D4MxH1zAlw0ZU9gM1+Vnsanq8WZAEAxUK88nTStACiSvwY86+TB8RkULyh/FwMhMdgpQGfrwBLDQCHQAfI3sCgV54M+88qrvFPygSFrcsSEpZabA3XnfADYtS0FO4B04zw2oD/8wz/EU57yFLl/xSteAQB40YtehN/4jd/Az//8z+Nb3/oWXvKSl+DOO+/E4x//eHzkIx/Beeedd4qMnjzNYGdDWo4JaWw79NQ5KD2AI8cAUDIrq7S/TXO8gwc5gIlvQI4e0AKQ02hyfBW0sAbA7qWhpkdHZdOHzp/gdhFGuCtzJDSMIFD5hoOxiqMxm+RToiYWumSfN+CFs+B9d9SxEZIZA5hG0CJoa8d3AmhIGTwwQEjqfaTs7KuXrKeE0pkYZExLoGZlEeeNnH8ukpSfjkoj96kejjiMSOykD9b+1Li5Xbk+DOgqhqnmrPxLSHbJdCoHijL4GlQburYLNTodlUg9GNaDHLRAx7dV7/thoKM3kXTfXk87InkDMWjxgj3o41G4eR6BqBXlmpbr8M5NbMxbKfg1idrvxNxHAGcdwMN9AKWvDABtkYCdNIwYtqpGZ6v8LVLdWwdo96ValIM+GegMicyxEHoDQU1LJCxPCRXufXryk58sC3QiSinhda973cYruc4k7WmfnWuuuQaPe9zjcN555+Giiy7Cc5/7XPzxH/+xibPOttTHjx/Hy172Mlx44YU499xz8ZznPAdf+9rXToqnkfe4UX9ECHerXY6pHOeQym7HC3Osw85ykY932Bmw3FnI0Q7jTj7awRz1MA5qJ2OoHY/VrsfLpHbiRQEYEBBkjj7QO/aqeNN/yQoFT5y3Bi6KFz0wNscwqDxWCoigXE0NGPKDvg4DCuDgdumU26y+KgDI7a8j5fJzNoGVuM1RFNLu9WgOC2QdgDW7Xdf3L3+k/kqYf49+R20aS19TZ64BqE702jcsZbNXUitbMKAIlfpCBfSoXZNZg1XvAQ1WzCst4E92Xh4oFoQa6CRSzuGuc6k2FX/OCMQobappt3ENoOP7mCffLxWbq789WwfNX6K2us3Ewf2Zvi5jRFDGupTcr6unBzrybqWfqOc9rY4uS+eXXF/RpqtFBjqLraUAnYUAHXssBPvoiEZnsSznXmVfnQPDspyPVdKDQqfkei7i7ojXRHRa/vY77Wmwc8MNN+ClL30pfv/3fx/XXXcddnZ28LSnPQ1/8zd/I3HW2Zb66quvxvve9z68+93vxo033oh77rkHz372s7Fcbq5oXI72rCo+ryqDoPbPbN2vjnXgs6sY5IxLBXDGoYIbDV7GpMBPvm9AzhLmCIJU4sgAt0x5FVGw9Xs0aHrB6wWzCGhNbqBNE9fhIKwF/USeEo4WZHWFDymw4YSO0VgF337jc6SFhANJST0TJ2P/R+rcMb2zdG95fuGZeLVdcVTPfcau0PPOyOZPxZG0ApqSgB4A9pcgx0Y0gKeAnuoQqnyJpoBNQtmYsMZpzjji64FsODg+SbxsYlPpPXlQo4EOa2Q6/bIBOro/KEdy7QTsQbvp2w5shMDFgRwNUqbihPVGnMbnGQIrn51/h/rXUwB0GnOVf94jpwkSEMz9g1deFR+dwfnoLGS5OanTzS3gGUBFi1OdkgfkcDZd5ThWozPSIBqdsZxHtys0nqa/fU572oz127/92+b+7W9/Oy666CLccssteOITn4h1tqW+66678La3vQ3veMc78NSnPhUA8M53vhMPechDcP311+PpT3/6RjyxNqcJR4L36teCgvh3tM7GenYNbZ5SM+wKNnJ+jbpdBszY56CZharnBkw4EtmfyvPk4iq7RALVeKrMCqhUm412gI2EggAdJfRDUOUpqr8KMlXQg7p6kMo9JZsBAxwxZQEZXLKQ5+dFyhvrkq9j4ssEdtIlFTdLbmTzFrIgpYHyvjtAdlgeCLxfj3G2nlAv1JVW/O5IfMRMeUpyUfnP5iwug313OBKZtkxyTRzPSzEjMK2TdLM7Lod3BF3SwKg0C8p3p/tfFwhooOPDayOUPlAnDxW0qLAS34PV6NtsePLPIl5TAL6C5L6uXmsY8lOb0KTrARAxZQXPozQhsEkurmZgKm8FlEgDHeWjo01XAnQcwPHbLCzKyqshkfxtlR2TD5Rwfe4Va3CWSAJ4ljSA7gsI4l5Ee1qz4+muu+4CAFxwwQUAVm9LDQC33HILtre3TZxjx47hsssukzibEAFm6bn+81ods0y9WToOa05AcuYpLowP5XSnjxuNDyrQcYNZNAs1Jque+Qr1ujco9mZ/usxmduzTRw0cCp163ZXlU/m5sDAPFpylnVeCK85HA0ianj03Ghsooen+2rowsE3ST2r96nVXoyO+JEqAU5J8dRyv1bbpIQAj/1G5Jzvrbipaizbt6cOV1gZlbxSDeLW2hzVIJszl57Ktdddt4MN66RRocul1WKgZ9bwE31pT5orvsvfNT+DdNn+0aaby8YBl3We9uAbAuglGy7gug2o+5QBZvUMy76UzDOVPaW16xAtOBOiUe1luXkxYrNVh/xwNdEYaZDuR3aDZjLUe7WnNjiYiwite8Qo84QlPwGWXXQZgvW2pb7/9dhw8eBD3v//9mzicPqLjx4/j+PHjcs9nhlRwosYmP2FN1dmzChEYbY49gTz/GidjLkBPeYLBWvw5uGwZxGoeK30KogFN103JMB+33pZVO1y2VuU7X5RGbQ4V7uq4Ctg0QMy1hdE2lUvtaNxLqwWIxgdiyiqmlzTmR6MepEu5RbnQmgaSyoMTkS5MMctaMw4a84O8sCm3eBX2zIRvNNeHdL9ilVJJW4/HoBpcKjGOCcMAec/srAwMyOdlqaXqxvPbvxDFloCYZJ8boFPi8zEUJZ0Reiav8m/Ijs6NhlTaQn9nrl0Uy6avOdChgWrTXzvgpQFFvi/reFOgoamPZtw+slqotm4mTfANcTeIwIhhw2tc1gU/kq8aQ9S328TVeRefLjZjpQVrdbKpaqtsHrhIYwXnzLt/36mCIdHqpLy78pb47OTn+rBPDXSW5W97t/CDf48nm8c+p3sN2Lnqqqvwmc98BjfeeGPz7GS2pV4V55prrsEv/uIvNuHjcqhgxPCg8i5frmzJr4CMbAKnZulmXxylEm+Er1yX2WXRKIgmheMFg7PEmRgQTX1KRIri6cHQ3CZbngE8mg8VpvPUAsGV54WK1C/gy89QjXyNyvbE+fCKK89LcfxNqY0rZhVYoCMgSVWT62kAkWIhEWSpuIAPKv0r5XdEgitKn9CAgDNyfceYm4h3jOVIChwoIMFmrXFEBjwa0AOVHx+WAPIgxpMRiGSAjp4cJyA7n5Y2Ax9JofkUvrgd8m8zCdANrX5XghW+Vt9U2KemgM5Uub3fnuCPqBfXf0M6b+Yvys59Q6IY5G6my4uADmr8PhjqVC65tJqphGy+GpDNV4tcuWFBYrKyK6/Wa0CtAeLVVnUzwdZPB6gmrG1amPMTd4VO4w7K+5nuFWasl73sZfjABz6Aj370o3jwgx8s4Xpbak16W+qjR4/ixIkTuPPOO7txIvqFX/gF3HXXXfL31a9+FQCqA6f+o9Ss0LI7HcM4gxqHY3Y0HrWjMayT8VKZssqqKjGJOHNWDVf34qwMq56e/CvCk+8nVm7oOGL+kd/UAJ2ofBNWqJl5ovNsCgBBtQfQ5h/lq+Mx4NECwTkqy6osbSpUeWhNVqgF4PZ2jsvmfShH8KT6B/cJ9iMRjaF2elZmVN3fJA2nk5Vz2pylnJdL+c25WslubJjDVJv1SLe/aGf4j+TQR/6jIftkyEZxPJtnoDPU3ySNjCpUV/HRmTAk/X4iMNK8S/ed+bq6vhp9i8n/jUFY8Of5NzyNsGMHVXw5BY6EgnaUJitmpEijY6w5HaAj8z/OXzeO6hu84ooY6CwU0NHHQDRLzHN+3p9NgxLto6MBjzZh1XSDmK+2aYHtcUuAzjYt5G+mvUN7GuwQEa666iq8973vxe/8zu/g0ksvNc/X2Zb6iiuuwIEDB0ycr3/96/jc5z43uXX1oUOH5JwQfV5Is9RX+d4YobJM5hkt1ddMNR9ZEu5AjgY14UCohFOzlDkCOVE+etDz/iQ8wEONOxpgUWCaEsGsgI4HMerXrIrSIATuvgcSonjCuyuTAYAml1cz4/XCQN2bJeUF7Aw7qj6cpwIdqVOHsP11OcJ/UibO0l+W+h3rvlX7G7n0yacRHyAFelRfZtAjwIn0tgtV+rWbGboKRRpLZ4b1gIev08B/ehVYjSN7ACXrfMrapZq3RwYty4B+VwrkNH3Z783TyVrl6cFRmH7Kp05949EkJQI9Tf/S314xwxpedR01CEk2TJKYd+aAjtPMmF8+TmQI0pfGIQY4GugUTY4Ana2xAp2tDHa2iq8Om66AGOgw8TMGOVvKx2crLcVcxSaurL0ZxGyVAU8GOCNlAHRi3B3DyTogeG2gvI9pT5uxXvrSl+Jd73oXfuu3fgvnnXeeaHCOHDmCc845BymlldtSHzlyBD/1Uz+Fn/u5n8MDHvAAXHDBBfhX/+pf4ZGPfKSsztqU8kZuOgBFfV5unb9OHjj0rLmkkVl4/dWDqQy2sGVNDZ7GV6d5pvJJbZga35SvSwKS29KfVKREAU+pGbj1gOsBCrm6GKHS+wiDfJo6oo3TZFdkJrk8k36ekHcLdmU3fkcph/GETre/qXey+QhvPOCXdk8EWZXEIEuOsxgBpOLNM0ASpjEpAaNfbhIAKuWWlVwiBFIqgo3NQzkjcb8Z8o2s1OJ0lNq+L42OGOToa/09qZm+BSoUTM2oAh19yrzko8qRBg6IVPtImAJhve/NfV8RyGn6ZScszB8uXsB3ZF5qeHHASPqP5jOp9+zJgxj/jLNJNqw1Pdlr788j5lzmRccbyreQIDska41OKtfspzOU5eUp2Q1f5cDcgKrpqpqwxE8nVV+eEXnn/KVyRGaAM2LAkhJ2xgV2xilb+Wmk2Yy1Fu1psPOWt7wFAPDkJz/ZhL/97W/HT/7kTwLAWttS/8qv/Aq2trbwIz/yI/jWt76FH/iBH8Bv/MZvYLHYXM1YfW5qWOO/AAdygAboaJ8dWU0lYECBCv2LaMC1cfVAOgkYgoFNgxwZdKDKCNI3AkKVrfcg6c1Cmzr5MtxvBJaa+ACi1QXs62LSjqg79Kp6NeX6tvJ14fAFTJs3dYeSu9w2nFYVL2M9LznXdVQgM40F8CQAQwGZrBGhCnwE6IwuDwVqGDjQkKpPUuLK5/JoTHXjPvH3QX0WCHyOO9kXGcikar5qgE7R2pilwkn/qjyTWspe6iA+Jvr7C/ix2hsHTtR358N9nVcBnUnw1OOLk9dXVj/PjrxqwDa1z8M8PGjRoGcVeRDUgCSSePq5WTjA+WgNDy8xLxtZQoMc5aezGKgBNdGBueyQzBsK5mXmxSE5jWLCYhoL8tI7tLE2Z8SA7XEovju76KA801q0p8HO1HbUTOtsS3348GG86U1vwpve9KbTwFVqPsb4LCIVtwyOfUdkB3SiwVHyVAJSaVB0HA9yeipKE8zCF3Yw44HQ52E0P75sztzzQGrg9UwwYHAD89SsObpftYTSaFBUmNSfFNAg9Ad2DVx8PQj2uAWuuwJW0tZQvFC9FqWJLiOVPJLijfsMqPoXKbgk7Bthp6QYQYEXAENCKiuraGAtTgELYxEwWujyrwf3EmHiGAbdQKruhnEHdDJerYLSAB2laQKgtK2rpXMK26cPdDxg71IEMNYAOt18SzsZwIy4WTXftrKOr2jS03m2kjQgUn2Z1POGVwFS9b0K+xoEsTOy2lUbSe2rM1hTZnRuoT4SQpNoddD67QCQ87J0PgCwxNAAnSUSdmiBcVXfOE2kFz+cSh77nfY02Nm7pL/GXo+eADp6wBwDoEN+8C05qjh+1tidjU7VIhBaEq4wV5SXDLAejASDt/ZtiQZ4zm9yhuvvXZ1DkCMVqHFEu6PLH2scAV1RXsneJ/VLCOoHey+apFTbzwsCw3cJotGuxgJgVymNABWtjtHW6Hpyvs5UioS6qSCQ+/NQthGgolVK5b5ofLTpgfNpNsUsZZOqt4B8TQn5nXBDFqFn9s4Bn8mlGlulT5KGKktazVPiND1EfZMSNfpuTH9MNl70vvl5J6zp47DhjUYI8b3HyOTaJkW8TJDHmiuTKMwc3q+RntQ7D9NxnAJ0GOQkA3Sq+UpMV6iaQT6HkGksjOpzsLSGh3dH1n/50OcEpAFLqvmy2So7OhegM2b/neU6jX46aDZjrUUz2NmUnKCounEXR+IGQEeZE6qKOZml2nbQczPNAAgwdQfKKfKaAqdd8KRnlLrOEl856bbHJtT6rQt0Iq1OMnUmCY8Z1vUsQjw5wOUAT2XM5eMBjwYNfOnBk169VdpHL9TQCgmv9aKhdDOqAAREGbRo81YBETQwysB6Esu1JZLqr8U/iAbOrgAe3UaSTxJAA/086puI+1tv1q8dkjVo8SDHH2Aq4CniVX1bIRgI+6Oqm283Xax7hxJmxoW4j4ffr243BHWc4sHzqNtct73vL6mW5TWV/LzxF3IaHcABoRTEi4COT6+Ajl5irs1XQ6J81tUwyinmIcBB1vZpLMygZ0sdCsqrsDyxRicCOSNljc6SEnZowM44r8baSzSDnU1pyi/Bh60COnpjQVnBFAysWDErdOWuO5ODLkIJ2lVJG0zQGcR1fYzWw68C6QCdKW1RDScbBy1oaPwRAsETDvxQQpmvua3g0jMALHWWwZzrPqq8EiwPnj/XLgIuNAgdMwBigcF77qTiuDxJqk8Znx4uRvouiZZHNjCEkxSqLrKSizOUeiVTX99vmzYuoEX2/+E6cpxUE8qxFQp1clopJmqO3jekgVBErv9NgR5dv+ja8OJ/HcAx+enH1OKWJl8fzN+HBh46vsOrTX4e1HB8pW1sQE4JowJudB5eMyTpuQ/JKiyl0WGgs7XEMGTAkwrg0TQiGR8vBj3sh6PBDf9q85U2eY3FsSwCObxr8vaY/XdOLLdwYrdMQ+uO96vy2Oc0g50NiTd5yzeIRy9xhIMM/uKj44AOnwpugM7oV4ZMgBwvQIKOP8FiKOB1vl1KrkyuI/OrNToe5ATApgvq0Kk7A52g/jKQU+XT+iHlgMY3SYMA3TZt1Zv3IGmKVmeAGvzL0nQASLxrMrV86bY09xo0lN+0rIKAeDXWumgVNarZIJPxCQsaBdb5HfgVOww8uK9LH0hOe6arVMKb+st7dmiVy3FoNjqfS7LqtYHmJ5pQQF2b/pdMO0xONHw5wbMuuNc8dKrAz/SKJel/Pl6vHdbDw/UmzLw8TsF1AGJYS8N78iDBnIFmtTu1fwvQKauwGOgMi+ynI0dBlLzyqVRJjuthGoDQl0f76/hwJr0fD28kuM3Lz5EKABpEo5N/d/e4iFPNY7/TDHY2JS0UEwJppQYhc0zCBNARM0eygMENnF0AhPrbzlRtuMygVVIzsWvljM3OTCtbXrUWQ2s6vAlLZNfo+O4N/ibcgRwNUvwstY6lpknSSCCvAQnaWIOlxsfGlSMaLI7L73upwinIA64NdPYKMJCJl7U6shJLa2i0dsIJEAsuUtu+4DZM+Zwh5MpT+RUgCR1XvYexdjDRtgiAgal4D+hp4Cn5OCTSanQmqANMfJleAxWm7QGYdcnFD8HTVPlAfdf8WPVTwL2TiEo1k27vCPz0AJEGMwHI0fdWA+T21PFAJ9V7ADHQYUfk8ju4fsDaGwY6Zqz21UjKmdn8jVaj48642i73bLIaecdkJAN0dm0H5ZnWohnsbEpKQHTHuTJwspYGwPpARwv5CMAEz02cThqJp6phnkUaHp2HG0DNIw90nDbH/GretYlLkwJJvm4MdJqZNz9HSwagqboZ0KEFjq4/odnfpTurL8u1Zfksh/E7TpUXX3bEuB8rmzon5AK18zIl0SKZfBjASOe1gj1qTyopuDDik8sDzQ6AuqydabCak6m6VSTZR9vRFg8MhuqyYpW5By5cjqtn8mlU2karA9tWNd9TBz7mffTStNVvfHjCCY/+NgI+PVAyBRjAYoFN3wSFqslJNi8TroGOi1dNV3BAJ2tx9HJxcU4vhS1Ha77y1JitVBwLdGx/j0xWYzFlMdAZi8/OcrfAzuygvBbNYGdD4l1ncz+OUAQq0DGCXZ+h44COWZGF7kwv1HT457Bx4kpABj8NBAzeUWkljhZyEQDTu7IygPFanlIuT9Z1XK8laEAObD6ABUqiATHaDDeQqzFVa1lMfVU6n6ZGCEjVSdq4mLCkCTsgxwO+5sDk4B0z4JEVUrwiywljPj+KGBylGqfXp1gzRSWDujorqLeTlNJuYw0PAQLgGtbWtQlWwmulVsc9Wmss920MmDqZeMH31yt7Hf6ixwWfrpcNJ+AAfR0kCHn3E57SZzRYEYCijobovkP3HVagE4AqFy9rgQrQYYfkcj+Is3rbD1ibkw9fbjcQ5FVa2b9nbJecu0bLWp1Rrr3JSsAPJaPRyeBnlw4oIGHx1PLY5zSDnU2JZ3kAzKZlBeTwrdx7Qe+FDLkjFQKgYwamAPiEWhyfj2LfCFkNDkq4EUwaLAB2AHO8GPDSra/lUf/JoY6NAKawLCZfTw9uJusRCS0V17TPKmLePNhxz/177GrZgjpFgjWVjf7Im0CLlkSS6PaYADrCF1D3BmI/mdHlA6CxEbjvowt0ODqj34DWMVOF+1w5foQPU6iL0/sOV3xTUVnRd7oWqbb1eGFF9JiPIKzhaaqgnqZHXffMZqmAjkZrE+WdXEIFegC1x9IwxseCoAJaBjpNVVLdUVkvO+8R75S8U5ZOsqZmZ1yINkcDHQE5u+ivA+TxcfbZWU0z2NmUiiYmf3i5gxBah+LoCIjE92LusedWaX8dwAEEoBl8QwHohZgmBXS0hsEMmL0+70GQju+BTqDNEZ5h8xFNSOFLBs5RfYDk8vNt0OE5wGUmMBGZ3bBZsBvty4oZsimPALO1Ko/ZenUWXP5Q798DHw+CojIZfCxRPDA5LgNttUePByph36oNlDVHJFGT7zhkGrNxNl4Dp6j4Ku9QU5BMhpGQCncxD+2D7neSrzhuD2CvCrMRXL56IrIB4FlJqowuT3owiApU4ZGmB4QWP/bue42XUDYKRF15xeehLYpmp4y7nBWDFr07sj7YEyoea28iP52IlpQP+mTipeQ7ci4W++m0QGekhOUuAp6ZVtMMdjYlvfR8LLNdAzaqNqcR0voE8AmgMwVyInU605RJQuLAjmuhmUZVZVIg6PoxYImWmmt+Fd+2XkXQ8ZEHPd+coA1qPgStZfByhMNMGxSePQnwIBU/0gZByWEVzumje8YQ1KmbnH/lQdEk6MrtRgOZMgHkTQkLygz9gLgSJr+abxor4DGmMhOt7vsTKVqivhgzYon3F8pnk6VuvOl+ar9JXZxowCJ2nAnLf5ddHtYBUQog+G+yyXad/NYoq3QR24QTGh0xYQV9pjFtdwES2TjJNrf35+Hnxk9nUf10GOiwlgaoQGcUwFOHAW/q0iBnURyRm7OvCohhZz3tlwN4zU4BO1DXlOTcrF0hwql3klPtY/cCmsHOhpREs1M+YnWukBnsAo1OFwyMKu9AAPprKYPD1b0HCMyajtIDPE1d2+KaMj3YMQLBCX/JiNq6Vu0K1bzV5oRR3QzIAQOJmoAPrPR+SQxccrvnEZsH9Uarw+VyzECgSR15Lx2SczpVJFuPFuzZ57LkG/BKDZsPYDWCyqGS/W4SC7qUHE9UgYCri0aFeXfmDKLI+ZZpQca7U7MTdGPeYODiNUAqbtReAniAIrjaODou+2xMApMNaUoj0kxApuJHWdRXZvqe5NE8DO6n+loJM/sP9eJ3nhuNYwD6wveX6uqr6t9TP0QxX8r7JHFehj4Cwh0DAVTwogFOj1irowFQdJSEJg1ueiBHa3P4eqmAz65pdmYH5bVoBjsbUgJk47a8OgUt0KGkAExqwYAKi4BOF+RMABwdtxloCbFjKdeJWoEa+faE5UudAhBHff71s0RVG0Fw9QjaIQI5nNiMuVQ22vOgR2tYGPAMsk5JwIHMvJ1g7wEP3Q4DgHEBRALZg1w/7ta9agKgE7xf0mmAurxX51cmqiap01w0oIfrP2ZmSAsM3jeqJLYHOOZw0QBwWVSfNdRDdMwH+qdVgyrICR8T0Epjx5fr0w0P6lkXeG4AdDTA0UUkF8cDmsm8e9oVdb1SpmntC/950t8mqbhA7Q8+rQLg9TnVMhQY4o0DOUy0OAqskGscf7gn/2qtTrTqyq+8GhP74QBDGo25yoMcb8KiAnzYlDabsfYWzWBnUyoamyxglBAtZAV1sv4reuWVWqbbdegF2kG0J/giYKFnwGXs6I35fhDV4MM8D8qLtDopuG/4dNfMatMOpv6V0QYE8KoufW4UANb2ZBCTivCUZqnlB22THG/hyjEm1uyUeLIMPdX0xGlG27bhe/F8UU0r7ydBNirUfaoBqeX9hwKsJ8BR65PbV0lb3lKhSG3RyHGdsQJIIagz19WE847IZPIwafiy2F1oTPasLongJO4UeSAYxul/N563bj5uUhEBHJ1H55FmOS4j4KlLDux44MLayya/RBYk+TFMj0ce6Lj9dAzI8fWk5LYbKO/KARlTpTVeOVPV6MSaHG/CIhW2HCvY2bV9dngyc6p57HOawc6GJIAlQXb/DAe8jkbH7EGjnmth3QAAD2Jgw0PAADUgBWN8T3bYisBoDCIQ1iyZ1/Ecfz0gZ5aqe8Fu4lMrNLjO2ufJaTlEU4MCfChZGaPNWcbJ1+Wtw9TuyAImFb9aI2RY1u9a8aUVICYe58H5uX17MCCblgZbH6m3BkZkZRDQF841gq9HaoQ8cQVUexkBqfshR15X/aHPPessxxetDpWDSvX3QC2/Per1rZi3th+vlU5H42bwYKQjuHzThebnCByk/rOasXueXDoFeqRcN+4Q90fdp31nc0DKOiTXRKEWr7QNmUqpxzSh/VOk9+Vh4tPQ9b46UyDHa3MAYDkOBeygLFGfd1DeSzSDnU2pCCoaYGe68jx1hLxdYu4BDGfT04bo30ZLwteKRyQn2CLBs0Zdm3I7AGZdoKPz1k0XapJM/ahtD1iQ0/CN+q4MsCAHKkSg5weNpk63AW8O2HmPhviZa2vR/nAShbwaEGr4g9WYleepsG6A4lKl07y07Fj+ewJUPTPlK5TGfjVcRyMwdf46PueJNm6NHjFVopHeV6WGVak4UdcOhfLSf3s+v166iXBAAR6J7PJNaNo6ih7l20Rw7yNRHN5N5wEQVH+dkpUa+AbhFfxQv0KFRKszwa6EpXil1Uj5BPMRVYsjQMfF6wEd7ZtTd2vOfXCpfHhm2js0g50NSa+eyh+p69ChsFemK2/WInfv8wDigXYKaHASN8h0zSWOf1NfL1gDkMNFTQIdn588syBGz3SngE6obXG8iyAtgl9OEAeBtTucXgZsz+to26Du+dMRpipPTm9mwzpvHux5RuvrroFaqbMxgbLwG2oa0u3gBKdoaKIJZ9SuimXWGBnAwxG4DuDjJPJDSjC+Fh5gNg7L3EjEiQ3iqTxJ54ZyRs7vg+Rw3ZzHpL9ORAGYiUB2N030/fTy5mAHeLzZaEoRRu4dc3x97TU0IdseHAVooqchCrXE/HmoNDU9Cbih8qv7ybqAh685z1OBFqP6nrVj8pQ2p+7WPMhmhksaZPfmcTwVjjag2UF5LZrBzqY0JqRldk5OflACLDBgUxYDmQ7QCU1FRsC2+U9qVDb5xtYZnJ0gFN49zxw3AjoREHJlpJGAlCxLDHQmQI7w7T5YBWdyszB40BoUpVnIwjyf8O151hsbAsgHcdaC4M/ZMqacoM5e1a95aXji+mmwAwdafL/g/JISpqVc73dk2hBtGPMm2EO/Az/DV4EMfLgdHN6zgEfXnxLyHkiOGQYwqsLVTycDnUarE3xPUX0nNY9TciD6RoP7VdTFY7Ur+qAwXpOnBxudcnxc/+03Zej4qo2NhnHVOMRAZ0AFQKgbCE6ljzYNpFIRv6PyYuJlGO2LqnekyeHwCm4Y7CQ5j2s5Joy7vc/ODHbWohnsbEhV2NjpVqOOZl8BBjhutVKzCguwAzOX5wFHBCrQptMkWoVoRpbsvS4rBCtjFdAhfx3tVKzxCRhmcJOSATrdlUtU0+n7XGcuXDuVo8hCAp8UJWOcAiZSVuGzcf4t9eBt8xPlg0VNndShmCwItOaK2U5AXSmlgZiqDx8maoCOa0/TTiUOa7O4Ptq81JUljsekhJh5DwqUmSTmHdRNDaHiNKBHlyN/DTyqLJaOy5ocATpiRmb/HUYLAWpw/DIP+qNo+r++7nwDK6lfrf5L0X2mN8HycV3VG8AT5anzjsYhF9/kR/WbJSD7WAXjjuZFgE45dDbxURAymfQFI+xE0Wo97cjMB+Yy+BmRMFDrl8t74xigQ3W/HaJkNDlANVsRATvLhWgbl8td0uzMtBbNYGdT0gJHzeYT/3PCvQt0yH3HvfsOyOGwSZCDGq83c+xpcroameB5l98onmMwnF0XMCLhGmiEfLeOyw3o0ZoXEdAuHOo9+UFfhROAoeyUrP2BvPanAU2s7SnF0iCYrhnEBUCU/jMsIUBTcMaiAgS/ok+DGdEA6XdVyu8Jt0l0ouvlAI9vSySYfXKaPAsgsnYcdKkxSzHQ0auvRrcM3fXBrvbSlzsh7KcojLtOeq85WbtAl78DNd6M1dPwNBOfVF9NNH4wmK4BQD43MO4Qkg+DGPnLiXlPHST7WTbnoPG3XZiKnJIZ1GhNUw2z/c3vp8PXepWV9sthTQ7zwGar5ThgLNfk8jujNGt21qIZ7GxKLFB4e35NEdjRGhy3EqsHLvTzZmD2gMMLHs1LRKu+P1/2VJkR7wh4DwBRUlobI1R4qrVwdW4EkQJDvhxVVxlgSWlyAnMW1y+beUjS6zIkrgcuqmgL2GybCHhReWt/G5CqQslX/HQ0oBkgWiIuo9EQJoefHJ7QYEa5PTRErh38u9DPBWSxMOKGKZGMAzPQCNf8btTp6g6lMGiSsrWfDlI5dT1V8Ei8sWdSWbXXoUbWfY9N/Zv+aLMI21pTAFAiWlteBt9+pMXh/tY1W3E8V598ocooQKcBTqXi0jc1LnWgq/enNTq91VWNGYsAKh/0OquyeNVVWVCLJVk/IA1yxISl/HIEII0VCI1jTcOge1doXnq+Fs1gZ0PSgo4dX/MD2IHRg4YI6GhwAMSDIlxcl3ck4MMB0odFZUU8T5TXAzlhnUze1AcxHHcJ0EKHtRHD8uEG54mZaR6QKwjywC7U7nDavOtYA2IEtAxcz1SXguv2ULPmrP2wZev3YIAys8P9reznEwJjXQ0PLJLqx2sAYxFeEak6eU2daAZKhFDDs5JKBVmgcd0EuCQBNy3QUX+8qzkCwBK03ybanGai03nWhE+ENX12zfaq2hN3756Hmr0A2EhbOaBEC2oBqy7T8F6AhF5qLnH0Dsk17qrT7Ul1pN5ZabLTMhKGchbeWKoycrgaOOqOzF6jA+OXw3F4qbnEY80OYdcclOel5+vRDHY2pY4wD2fHLKjKb6OJCfJpAIcXwEDsvzLxXVFvQHP1isCZ4SEQplEdWi2MBgNUhTjnO9o8tMZC05R5wAtZqberb9UgwKzOSiIwVbmjTRe9v+bdKJCh8/NgUQ4c1fk4fyfT9mpvHdPX1Aqppo0UL+ZEeY6nhKLpI0rgRRoYnbeRjUF/1K+giDABPBZAOSDkKiMzeVO+fmc9oFPT2e8q1SL8N9sb94N+vRatG68HdLwSY5UM1e80ADkAqgnKjw0qDwHuSb1nlXcDqsiVKzODDIqonHfFe+vkTl7KGqqjst5MUJyVFX9Tu2WbZmCgQ9VJOS87hwAeoJ5mzs+5DAY1DHIY9PCp6qzNYbMVjep+TKDZZ2dP0Qx2NiRjwoiEANAClQ5QWDlz1EBHx/fpkvvVUTrAZhLwjHUsaoS15wWd8IjXdeoLgE1OsvR6RfxeO+qZJmtx6umBKg89mPby5EF/pNoHBkLSZhHHEyEIZ20KAx1uXz37Z+Cj+g33IQYJKTeT1Rb5Psijeop5ASwYARRABGy7pODdKgq1akEZjFFWkn8BFgXVMA10oqQe9HTyTL04vtg1gBCtaKsw3zWoy14AjKaAjjUbBQiV05SgcPWeG3MYEEk5A7XxWatjitGrryaADufRac9VpivvpwPEPjVekwNAzFiTQIdS/WOn+bVtkKdIs8/OWjSDnU1JC/9gxuVn8GtrdKDy9eBIldvlKdBiTA6iTsgbTUvhuzG96bS6mOhZUM/mJHNTrhduGV34fV+6ZRtp518MRFiLFgcAjBmSsllqiZacf1BaogKSpOIUb2MalNZgzIWzJofNX+TaAYS6zDyyn6t3Q6jXcKBKwE9SYKrssOzbjlyaZgY/QUlplLQvRggSB5juaU8y12y5DBhIBg7mGsCEGh2gHr7rvysPUD0FfXQT2gjo+KI736/xd2kK7MfzfjLahMUmJeGVzUfCd5IfrSUNyzB5U8vTQNnPZ0HlkE8qp5qTrLxKKZ9sznlr8KKPhjhZucymrLFFXKqc/KtXWOmyI18dBjbjmNrVgbtB40l00iiPfU4z2NmQjGbHgQtvimk0IusAHcAOtO5ZOICqwcfP6CL+vVmrAR9KmHuw00yQOtetpouadqnlVm2JSUtmDJ7Ivw7SJCqPGPCY+LAOy6n3wfN7MdsFiOhuEQihrpAaStwxL0vng0eJPYij9oYTKP79c95O6Pg2z3XKzylwYmTAzn1GA4/etaRT/ZpNZE3rMV+szWKHVioP5T0wD9Ptb6610NNAh0kDHbXfVQVQHmwm286r+OAq9hqpF9ZkoLLvfLch0AkmWmF+ajzQQEebkJrypAwqq6vaIklraXQ+SYerMoZyAroCOtaMNUo/0iDHNGGvewSfew7npecF6CB3i0GhpTFogJ7JSu/QbX10CiBi4COgZ5fAzkxr0Qx2NiRjXugNZh60+DB1z9demDVAh9D92E+aVJkMPvQOvY1Wqse/Dvd5IwY6TXsE+bMWZLocMuGrAI/gHQUQGPA0vKtZr9Y+Vf41gipRFzlePkrEMt5oC7yvEmuVEuQwRNLllbjDsshyroOenTMNrm6BYGPgIcvQuaxUa2ZkeUL7DhncpQp6dDsKkCILALlehKAgLbAJEH8qFWbqq4UKwQCdcCWW+9ZaYA4bj2kd8OJpKk0P6EThwfNGlvrwHtBRceSd+vzl/dYOUYFNAHQSmTyhNDRSrlpaDlinZNbsyInlvq24PRhYMKtplRNz/TgY8Cxd7v7IiAjkGM0S/zqgIxtb8sd5usfrHs1mrLVoBjubkhocu2OYBy5RuPoVQR2YbDzYON0kGhYGOQ7sTM5mAVe/DqO+HhHgCZ5nQU2BNsmWY9qVBWsBPGYXZSV4UsmnDvZOwkKFiUbGgh4tyaTMVEDOWMxZSqCaw05HTlDbTvuC8R5OkbaQkIFR0gKH6w/I3j8SzCu2nDA0wMY7P3N+Q30tk9oljue6gNnPR9cFMOasvnQLuqACL5anpK7t8y6o3iRsze+w6a8RGD0ZWgWCfFwPdDQoCfoDoPhWTZl0ZwKqc/NQE1iApT4yrdEJQFgTP6iSbDEQaEp6vjpam1NPSCe1P06TBEvld1MdlSvwka5WgM5YQA2bUTmeAJ3dWnqO0wB2dg2ZnT2awc6GxICAhWr7ZcbXPQDUxGVBgjUGWjcbIz+IwA5kJqkuj1de6V16lZDulW/AzRqCwgseAQ4aCFRdcQYQg18u3D/5XF8nVMAj/GjgUyLV+kV1qUBGtDoGkOYOIM+HVIEG2edGADKYFKlvhYxsFshBqs8kIqRlUb/r1TT6PXNagsyaReABVuh4QMPpS3wBQW4/IO4nPp4hBaSM347FeYa84KVINUItENR1N0BHQKIFnoienQSZ96pYbQDPijyE1gA0U0DHm7Et0InL6fHSYDQeUxTQ8byLv47+07shJ5XjGljAvFoGPAqtr7OfjgY82hTVi6/L8iCnghq0QEdpdLKGZ3X9Zto9msHOpkRWEE0NkiFY6QAgMwD7+FNAJxrwfBz9zAnFNAKD0uh4x+TMpxc2jpUVoCysJ9AAl2gWzudlmfgTZSitdYBDHfDxIMREVnE1/0tiDJP/pcJjQRdylIikzRoew4uqkglm4UA5z6Tie14G8E6wMGCkqTvXkdkaJLjmyTszq03iROvD+wMZzVYFxBIvBXUq5XEby6/q67of276ZG6L+d21APm4JKxsLTgKdk6UAd22cnvmMZG0EdFblpagHmpo4fiLkxoSmHM9XBHR03twXE6kzBMnkJeaqhAawWICjAYbvJJ06qkEgJbXcfK20Nb02WQmIJaXRGS1/3P9oTNbOfKZpNmOtRTPY2ZQ0IIGbCakZa3fWCTTgIAI6XfPV1GyPv0k9mwviarOZF166bAE5a4KbGDTEzy2gQdg22hwlz3rlFefiVHx8xGSV2vhNngE1ZjZVn1RMVNn8R0or5XjsOT4nNMjAgAyqWWiejSmMC2RTmZ3w1n5AGcwSAxfmKbXjW3WoVnn5jQe5jm7WmhwPmkV5Dz0h3yMFeKbjqHIotd+Of8cnO65HQGAibBPtTpc2lZc9wMSAY930FLxLGU9aoCP5qziNJokHNw5KFX32NgWMNCm1L5YFBp16semKAc868rwHdGp45aPVDiUB1qpqZ57GnrDYNI/9TTPY2ZAmBW5wPwkGog/Ch+lrB14aFTI/Y6EzMVOUIwiWqOarJQvUKm03rc/azyhw2PXaFA73ghawH+cU6EFLxuygInnzipxsrnhIBdwkomLNTECJl8BL5Ysv0JjiPZlKpuzLkjUvSUAOa1os01w+lGCvzFNKeXk5B7E5jTUwBdyIBkjzxEClyCfWBHH2ycWNDkVlcKlNZMRtTcgqfb0j9ioSgKQz0s+TagNuDwt0RKsDFU/lv7Ew0uBmCtREIMjnw2ysC2ZWxJvS6pyUgsHXVYGlxiSmwzyoMiCIv02STQTrrskuPwUyjG8M6jCRBjLx86aUqfmQ210t6rPo8FDS8RTYEkdkgt1LhwfeMffzpB3kZ9ozNIOdDSnayXZlmqjTGwEdxPMCWV1HAxsBYjKY4k20AwxuRnXIZBHiXkOxkv8e71Fap6Wp2iUNfizoIZ0Xg5wOb3LrQE9IEUgCsrZkVO3gyktUdusZy07AxdRGozJj6cG99z44cAE5D0qSaSynTi7P/a9se59Q+44Gu0Bd2cXvO9l8G7MT9xvtzJxqOhHorm8IWCMbl7MUk5WTQcYUrISdmLl6baWFsAE7HaDThHXyPVnqARvfbq5ID6zXBUDaTDtpjgryDWnquc5Xa3OSe48G0Ng43rSZjE+PXUlVHYlz/XgvGzYZAagOyYLKyWl7AILS+GjQE1SRyjdHLiwCOflZB+iU8CQmLOyegzIVlHWqeexzmsHOpkR1oE4qTGid/q0FhhojQtOXyjOcUZXnWksQ8qHLLH46rM1pgM44wYvn1TCyAtz4uMsW6OhyxUzEgCXSOPmVWaI3QU0TURAsJiPhJ4hU2q8Mp9JmAlZGZl7ll4AUOOkQb0DIYKTHa6r7AYnWjeoeKImyD8+Iunkh8yrnkLFw4P47BH2FHU9L1fWMW4MwLW+15kfhnwq8VL9runUQZhtoIozBDFb31bXy3YA8uDNhnfiTYWsCnU15PC3UAzqs5eGOrgBMM6Bx51E89fbFKZmaYxcMsEgMUIi/QJkfyRJ2VN6aVxKN1VyXwGSltTmaD6/RARWQY7Y9WNm6p4dmn521aAY7m5Ie8KcGY/QHnAbo0MSA7QAMqXDzXP1GQId/BcgozQ4DHeN02gMvvXpLvcjeuzStf4sDOrzBIEHMQ1qb40FOq9nJo55M6li4R8KIR0i3KWHSbWAkO5CWVAEEUJ0xeRAca/nGXOYle+J/qhBe8aQmWbRAXf03ktmLh/etYV4HEMai4uFjLVTDgJd5y0CtTFrZ7Kb5remEQ3JtyP2uRNBt7qtm270TLs/9XNs/K8V3BIrR6kRxJ7KPiotMVAbwwIVh/fwngU7QRo1GaCK/rqnpZMkBHWFIAx1flv/oEowmpyYoP0qbUvesqc94BaPeMNBOcPjU8wp6OG1DhKpN4vfa0eaw5kby0n2saJ4aE/OunXp+GpDV7LMzk6cQ5DRCrLls43ugE4AcQAEZDvODYwBy9HdtNghU2pxBA53RA47Vg/ZGGhwPcFSaCOjkgUIBENUe6zgW86orvQZKOwmbtO4jH8ayuzFgQQ1QNGBUeShtS7y3DmVJxCu2LNixbYKE4sNSUYFZfq+mvpQor5jT/UQATZL82Blag1ZtbmCeaSCMi5pOwIfqP9r3xvR5xT9riLSzc+L0q4Qy6vNGgKqHGoBOgQnbr/RHEvXVab5qpmhBjCumC3g2lHPrAJ2Nnut8o/ZdhzYBVaq/TL730jZEAMahLAWtoML7xWiwk+MkAUw0VsCT+2kxe5VBpLcvD6CBFndCfm55kHAxqXEl4YBOquBndJOdmfYEzWDnJCgEPIWC/easoGOhMAUoJoCOnp1NgRwugwd7DXQM8FEHWzIvWrMQa3ZsYARwADXTEV4cUHHPPNDSvwZPRsJLCe2qYYgBmFlKH5iq9YwwUQY/1cSXwQ6DBhryLDI7BKdyTk2q9QHWEBpl9Dd9piY2u1qzQB1dvCHlnZU5WPmBNf2MrNnLABe9X47nWwsdpYWSPXQ8EF+Donjt+wrCg3sPcuDyCUkatOlGtr4J4fskuPAJcORZbQBhr802bNeVcVYBEslogieVF9RZWFUL3W8Ao6EZB5Cy92otigEXNgPk7UKrVkZvTimgh/nogR7WDBkzljNZQV2re9H0EKqfzggBOk3/O5M0m7HWohnsbEpTnTgpeRUMtEnd91TwIdCJHI/9vc9GA50G4EC0FF6QRuAkzNvVTZ6NNtwAGRe/ahtInmUTW0E3nQ0Bw7I9gHLhAnBGd7/GN57GUfiUc7EYFG4VwT/yAJ57QCKqZQ2w2iLwfSl8gWpSkkIrQh52tLTjYb4CDQkfk/GFaLR0TOLUnPlledI7VkLnJwCbnfSZj0WtTmg+QRCm/po4wXuZBDer0qT4+SmTAkkaHKxTlPmW9a9O3JnIrENaqxOm3zTPFeBnGugkA1Iy0IFFyQwgwL9Kg6J5LqZaM7Esf82O3PrYFs9WSmVeUsrkISE6tZwULwoQeYdkM4b2m+r00sRYvVEe+5xmsHM6SWYWTZDcRLNsACaR1+hMmqv0VNQADAVu9LUGPJ0ZSAR0VpoRIpADVKDjw/Uz3zZBuQ11Pk7WxFhQVYGOMU2tOUAIYBuRHaZ5JpVSOTm9DORjyqtNmnIg70x44UGb97bRGqYEELht8os1bVAAD+dfNTKElJICQPzuGWCVupS9eRILDA0ECKJsgv5VbJP/1Ted9pM4Op7295C62XQ1PMWdwfMf5GPuNx3U1wRJ7PZheIp40fklFx6V3eNpFfXym5ggAejwWrQo/Ar4QQSMU+0o5sw2/9qKz430YfZ565iKJG/TdoUP0pepPCYpgwLfGS7bACNyfEh7xEDHAiA049yunXo+01o0g50NacoWS3og4/gqXQQsfOQG6AzuVw8wwbfUAJ3uH1Ug5MFIxy/GmLe8+ccAOZfePeuZKUJHZPAYp/KMgAwmwjT4MABrTbBjtDmj7L9DBbDIfjyJMvhRfJsb7QydUAHODtp3WnxqMlBJASgoAIiSNReytoblQ3Fq1qu0OM801vg5T1/xti3En4f7qT4eI013b8mzpNOWgSaaFiYClNJqYNMDSwFF5iYBLQ2ii+NLnVTRBvSYgODeTXK8v89aZq5VzzaJvya4E5oAueI8zCCFJwVQJiiOqzU5nC8DC4mUIApRAcqppAdYs5PLTuGvMVlF9Y0Al+enXKditpLVWGYMXedjOE00m7HWohnsnAx1BrzQl0RdN6YrHiT9b3mmgY4cpujiyuCoVuVYUxXsxoHaT6cBDsG1DgsAjom/LsjRgwJglpTrvIS/1PKzyu+m5lUBVM1TmaNMZC1lFDghBkuUgQ2btYpmhjAYLKL9WSQfOQyTK4AMcgYAC9i9eLSJayjXQ7uMVt49oWpvFkl8aNiECf7lvjMUPqjuAq39kmwh/r5qjgQUBGMt+wDV9lSXui8zo7pOWlD0vqkVY/OUqTWM7IBUD9hM+uP0QM8KWunrNJHR2soDD5a7Gbprn4a4mVxjyQMNbmCfMx/E6VV5oiVhcIL2vaX6OUmeXA4DKQ1ifH2A6edyzbxU3gzI4eux8lxXRdZ6NePlmaKxDPannMf+phnsbErRR8jhwayoJ+CN6l8PRH7WrH4bzY7iJwQ65EEOZJ8W76cTDuDMszNRtXWbBjnyTLeB2xzQ59cIKwF3FDsV92YmGoR5nxvjP1Pj1bTMOwG85NxpdhLG/BVRqn45aql4BU3JvjdGCJSQSlreAZm1JUgJxCYrFiZm6VOqq9Z4F+dlQlqU5PKuMw8E3Y6oZqzSFrovNP4kTGU/IZ1XBEAaIcygXcA7GTBU370TNC7fHq3S4pw06e9Uf7tTZeoJybp8RcJ3XSCj4nf9o06VqJqyNK6Rd6VAIKnKCPCTdnQgh69Hu/ppynatHZFtZiluRxfFPncPFKiRslDDkgE5+doAHf0Nnak+OdNJ0Qx2ToK6g1wohNWN/+DU4KT9cgy4KRu9NSCH85OPrgiw0V2rX/kQNdBZlyJQAvSBzhQA6pir4jRlgOuM/JOHlBqgVYFOdYhWYAaA0eyYPJWfzmjTZa3OCBqGrEKXvWuSACRa5DY377C8h5QItFVsTNqZMqV8iCJS3btH8QzKgCEVf4RhCZlUZ3CDevwHFbEje/BAHIqblXf8Trj/xS1iKQDqvo8LcF/ArN6xs3/Eu4mrx6bYHnMOnHTZXqdyPfBBLU9TJq61ac34k+atgK9VflUmbW/M8oBnTGUzTUAju9rFaxix8/xITTs2fjCI21LGAOdvI/5rXqOk+df3pg0c+CIHukpY0vz1gM4IO3btlrJkNmOtRTPY2ZAaDYWnIMzMlJuH9a/OehECHTOjJPXbATpmpVXxW2l8jlh2pk59ovpL2glA0wuf2AU5Mp3VvIrjMfvfaArfg90FWWt0BLS0idpVUaLVIgt6isYmEYGWQKLirDMm0JBVM2mZwxKG3L4DVUCleSAgDQm0QFUALVDAj5Lc/uiL4pScB96803QaCWmnbKpmgBkaAV3V8W3bS7GqPSIBK343DIz0fakPLdSfBu4a6Og+zXx4XqfIA5xNxm5jP3bUA03BxGPS/+g00KSGZhWIiUBAX3kSh3nAI0yVvsz7TWnQQ+w/Vnc8NhpABSKmvn/WHLGfWg4LQI9LH1qqGRhJJKXFiQCXAkIYa5wpoKPzOeM0g521aAY7G5LesdaEewDRm115rQ6DnBLGAobUb6PuZ6EQLSdXcTiePgrCCBWPGTzg0QN9uZY4Ux+HfuaBjm+vDtCJfHL0wX/tjM0G9IBOkvJi/sOVG16rI9oVymatYcgzV9HijIZvIMfJzsvKP4Z9f6hodzAAi3LGFlAAQwKbu4zpj+WKbo/ijMxb/kg78PNiEquCqixXj9ohqXSFlxyear9lDSQD9PJLC3U9KNAzQLQ6Tf5Rn+wJZF/v6HpF3AaAUCccAQ/rxFFxT0bmTU6QfLkKeEqx66SdaF9jbue4XB7zBx4WeHBgflIdO1KZdJR+QzrzUoDRmkwyq0B4SVuTuCXnGqCoMqVkX5YGXKZPKQDFYyfvr+OBjkqb2HF5pj1DM9jZlDRYiJ5F1/678t+01+y4e0+Nfw7fO/78h9todSZopaZH+45s8swUsgbQWTMPU7yus9bocHytrTEJU1x2BJA4jyGDHwFRS8gRD2KC4xM72adH8ZFNYSOwTMBQjoNYpLKShQFqqpsVMkto34+E8R44+hR0dARoVN/m9Mb2l1x/jbSS8qcAUc8cu2qy0GhuehqXHvWAzkkhkTbPSQ3QKj6D/FayteL5FFjqPgsAXxOXSuHVQacCHkZAHI8RewmoSsrk8ithE2OmGZBUH2j8hPgjcNqZ5rnPm4M96NJjqNtHh3n2k8sm3Zmm+biItWgGOxuSmIsi6g12QZgXADIDHhALBv9Rjfbam7Z8nHU/vmxGUWCl8CYbzpEad3gFhNzbsYRNMmZ88fhCha8EOc1qsA7Q8RodfjaOHTPYinKnABKHMcDTpjbmAwx4bCOkccxACaWBx1SXco/IuzPLsvbcyHqiKu86qXfC5ZS9dLqg1QMM1Hx8GLAazBgtzgJGo4MBGBfMtCrDC9eoj3oQFF37+Mn99siZryIZOA34V9xrftahk0k/8b5OF4U+P95/p4TVeGTja20PU2dMkLAQ8PhIJXsfT4MW1i5xxKhxSKWLeFNan55Gh/3nOM5uWYaIRtApnlp+qunvDTSDnU1J7WniqTNhaMKMiQpWcFTBAPsF6wFZfXTNrILDO46ea1PK5woLcHFHCdSxI5V7Jdg5vPO1MyAJAVDnm+sBodYcoYCOhHUAzrqgZ9U4YMx2VDU3OoyBUFQ+UT70tPj0ZN7zMxa4KRWfpUUVGtp5W3LeoWzH2kI9/wp20g0oICwBGZyYe+6rAmaS9E/tf2N8cvSzAozG4pSsj6aw7ed+TwdNaDVyWRNAZw0++L0Y9xF1bfjYBDAFADRM48BACG42ATwdwCdZacCjCqgnjKv0BVB0gQ9cPo0j2Qo+FeAqbKwAyQokMT++bDWO+mcNyBFwE4RDjb+76aB8qpqZ2WdnJk9iOgKmByr3zDhlakGiNDqkQI7x09FLvx3AYT8dw8O6wmPVQOviRTwZ0MNaHlTAQ6xA7uWtgcg6S8qlbkGGkUaH81dmo40+bAGNnXQjipOMAjMaxGjeUkLdu8eCH/HhKfv2IAFphwTcUFLZL7K5LS2L/89QWjnlctLY7skj/Y/9fxCP+byPTqvJyQ7U4xaM1sZocxTIMQA+0hhtCC7Wpo5WJzRdrQF0vHan5xcTXRttgs5/HU1N1CYpvm7cT6byL+XH4CUo2+EQatq39CVop+UaX2tSQjDo24hBkkfnUxS876YOupzQjFbDI/40oDFadR3uxueTnmjOdEZoBjsbUlL+GfwhUM/HwYWZmXIBOqNW+UfLzDuDkfe/mfrAIq3IShU9ANbuRNUyG+cxmymVMYqUzCl5JCANqdlAUMgBnUmTlvf10WGrNDqbkAY6PRqAxsfFEy9BT8jaG87bOFwT0k653sp5Eu/OzKCYd0FeMviChpPlPre/nS1bdiINpAE4GsQMqWpvBttXyQH1COxkoERtf+4AkdCMtukr7NX3JLQ5k7ytoPAbC/Lw+Ron3E1oVRqVb1SXxjkX6t4DFfJ5FDMPOwIH49fkeKPjdRhs8jQvx0fqZB7OAmy9NDXaHIIyX8Ugx1zvBtFpKGzW7MzUUNCv9DyagY/W5GgHTr1yZXQzYnkWkDdZCS/BrwdCitE63lEwGKcgXDvFymBDdXbo9mvRAEcDHiSSshu/IKnjig+OEH+UoYmKAUEFF+Z+U/+gdcibqRxPCZDVXonKmT2DijuyozKys3LR/kh7oWhyfAcckbU7qb5g7gNUtDJsNmQwKkdKKA2OABsNdErfHMsKq1EBGzZ9jfre+Oq42b4CLqdl1nsyQMjTusL4JGid/EKgswGtBGBmRmSDJ61HDuQ07czff1tgza9XmYlKd7VNkudEPp5PwbY23iqQa8BxF8hULY8fl3ddszNqc8NJ0uyzM5MnDyQaxz1HjflqqMJjJdDxAEeXzR9WU2Dn2vGkAQ/XSzJsZm2KtBpYeCE7KI5QgwELPAY3WVtBJWijASESlsYBGS3QWWWG6tEASStLxaM4bJqaYlsBrIQKiAXwSH51l2aSDW4o74hMyA6QiTJ4CWfmVLWMY13ZNTKfbNdPXluTHPYfFR0AAB1gSURBVOgp/j7eP8drcpyWZ3LFVa5K4RMrJC2Hq18vfH0clX9IK5yR1+mHHiCsolXa055P37r8bEwacEa86YmUDpvIiwEI+fh6nIjSwsXT9Q4qH2mKVpIfI6dAVGMLhOuvPL6s0Oagxt21TQVnWotmsLMpcedeOaOqf9r/QfvqSJyORqeZIaiPbxM1KWsDhO1g1ma1OSvyG9TAT1nrkK+LMC/OzAQAZaM70U4kyiuFlmok2gjwtBqhmEmyK6/07yqzE5MCPFK2PIumhCxQ7TMPliLwUzU9GZSZoyzYz2ZK0HsiNfMW0JBKnhbotKus1gA6zgkZum8nhAKrMSd5ljW4aRJjdT9ZUyBG31OTbgNQs7Kc00xrmaA3jbwh+PO+O17rEiWP8oyLaTU/PaC5lvIo+lR9XwxAnhljGRCtADrev3JXaDZjrUUz2NmQqikAMrMJHQQ1yNFgJxIevVlwZ9YQUji69MPNBIq/956w0INYEIfkwy8Zs6aHkDfSG1hgV6bEGMNHIQwkG/OF1ZM9aqj8t+dnRbMoA3S8s3CPPBAqoEbMT734xccmA6RUNxYkqrv8dUxwIuOJQOOYbUWlconLZnOXgG1VHmfFzsWs+dFV1vGKiWp0gIVSagDNqFcIRhodBdYjoGNNBoFg6YGKHuAJspsSzOv45ax8dhJ0ujVFvXjr5tHE0+BEayQaoR9nLqbUdUFIZxwSkKTzccCJb4z5NnIyrlGda4EDN0GfCN+XATUV6DQOytDxyvUuanZoHEGnWNi89HymhmS5ISKQk8zqk2hlip8Zi3YnKsMsbbQf07qkTVaNAPQzaQd+KkMuvo7qQJmeAWl/mTrIVEbMwlUq2ifl0xLXh1O1gCeMu85pvpGmR4EYEOXjG6h4IgWgTIBHytoZwmDi0ALZrMRxwe+lADG3MotI8cBApZjMBGwPNS/JsCxP16Yk4zAMyMno41ZJzxoZb2LtOB4bcOM1OhEFJqRwgiCN4sLQCiNy8aadXwPGpoScen4yGp7JPFulxUamsSh/rWXtTcBCHnpAsAck4OJ4YEHq0SrQVDqx59trmw3Pq3x0fFwPhj1A6aVXLAIoe1eh8c9pNO96v7PZjLXnaAY7m1JnhsJCQ0wBbmO1cEac3AcN+7GYD0qfe6UBj/vo+MMzIAeophIZoIKxww0ORmCmZOLU8skCMLORIbdJiTNKyfJrNDxDuRudEGdiYT0qwMMmtaKBSbypXgEdolGJzF8TIMeCiAJuFPAxWfHyc/bf4Q0AKdc3LakApdHGX9qifZmivWFAorSAGVgn+w5TAm0p7Q5UPysAKFEGOeMiVadi3W8VIBfHYw9ujDYIVoCbzqMrZx/nG9/26NIqQNAI2I5Q29i0FACUKepqCCby0+AkAnXeT3CSQjCTMzGgqAQ37bLCt8kXVZm09Wkj2XAeL8VHxwEfwDaTZ6Nrxk+aL7R1DNKF2kdVqJ9salNVo83R1+77PmM0m7HWohnsnATJzBpqbODBP3DcjO4NsPAzD/fR+JmE3Pv0IbP1uV7JY2fGXjCRATdTvhRERdNAEDCVGNgU3rKGhVT6acBT28ZWTDQivK9MmT0R6rZ6GfTUmVgFfRSDG8CEm7bQph9mKtI8icE+Wa2NgJWyU/KSgVd9B8ybbBjo61u0N1kbkyoYWziwkwAU/5sMZCrYYS3juChgZ5FAW8U0VdIykNFmK6+B9HvmhNqcng+EaqaVgRuAi4bWGbN9nA3G+Y00Mb18O4CnV966fAEVMLRAgfslmXimDGXiWWk2Ry2DuIv36tTrC9KXkgpTwCfKS1Wqp+3zGqJ2YhgNZGuUFQEdv3v9qH53S7MzboKGOzSDnZm6pISMrGZZBEt0tdpfgRw/wwid3ibMWEnnoZ+hjau1PL09gfTMeOTTtXUdI8DjQBoDH4wB6JEpFw+2CQNIfpFS1nSUFVWJeZXBly8U8CjCmgFPfqxA2lDgFKGaniSfdsCTtlFmI99eiYGKGRuSOiuLmyTV9JTqDsnjWI+AwCi8YZGAISfOQGYo5qhUQEzJjzU2A0BbGqRBNDq0SBi3UN8tg6CtAkxZa6PMqAKKvPnKaX9Mram+2lLp5vk6NGkCW5O6pgkl2CLzj2XEZ6rC1+Bvbf8g/byXb+/5VL7qGyYbXN9T+TBDbYYfR9B/hw1YSnH9Q8Cj8HAdl+xDPheuD6BS00Z2V7CAD0oxAOmBMf2cbF3CsVmdVZhG3BdWc9+raAY7J0F6ZsunQGtg0wAdPZgHIDyyA+tZhJlNlF8JD8DQlIrX12EqrDG1dQZm0mUWE5Tfxbj+JlCifBQUssaHf4FUzTvEGaMCn6geRYNR9/kphS2SbSd2gI74j7Q5opWp9zn/BF5Cr+uWCtqhYTBpaMhp0kB5BrbkaTABaZF9iooJLJ98XspizQ1rdIYkGh6ut2hmhF8I0MmApQIjNlt5UCMYVAOdwT1fA4xMmWI2It331k0SCNRJk1aUZgOeI+3ORkBH07qgaJN0GvT4yUmCfVEB0Fmp1fHAphd3RT4KLwV4eQ1QpsphDZHWDkmaqG49XoNwA3Lc+Oy1OxI+nuJ3sAlRYeKU89jfNIOdkyQRAAnVSVNrb/xgPTplgplxlGsNbnR4iW8GoVUgx82srG+H++0874IdPzKpDx0syyUDqoMsm5XGAiISC3/Uv7GYtUY7EIcfY/GhMfVmUFLyEQ0PAx6thdGkTFYG6LDTucrbCNUC6mgoDskFcMimfaKJIQw75SXxe14SiH2KhqGCHcp76dDWoLSGymylzFrss5TLSBgPcF9Mcsaa0dSod6h9dXQ8/T66Gp1AiHaF5AbARefVAzyTgtZ8J0EGmwKRNXhfKdROpT3WyS96vuqdASHQMflH5aROeIfHqG10kGAv/94ZgatEvn/psc2ylZp4Zkn4BEOhVdUf1zMFctRYvFtgh0YCnWJhdB8AO8PqKPuH3vzmN+PSSy/F4cOHccUVV+BjH/vYKedJHYHgVZvssOZ/wfc+rKQfVHzotGP7celBqvuxOUHGIE3C/FJ5DehUmAF7rg3I5J/qtTebqB16634vZUn0IplzocRfRf2J4Geth/oTTQdrTXTaonEzf4DKN8m9pOfdhR0vRoOieWNtDPvPDAnjVgkbhvy3Vf4OLPLvQv+VMreSATp+XxzDG2twVJxxkUoYxC9HaxsjPzJ5v7CDuQcVEQDvCpNNAIEWUv7POMCrdA1/LTDdmCKspNrGFxXSmZAhyV378afDd0iOvx6gMPF7YMi9k578XaVli/qU137rPEKNlOov0meivuP6mq6LpOWxd7RhyYdHZewG0Xh6/vY53Wc0O+95z3tw9dVX481vfjO+//u/H//pP/0nPPOZz8QXvvAFPPShD10/I6VJ8OYbIV4hBEzvX8cfWrkONTf6WTQYIAj3xejBUA/WGpxEz4Lnnn1fpvjq6DxRNzVkQcsDA6WEVNTVaZlk4MjaGMrnaZX6E+8ArPIXB8ctbicVB3UrgDzzSxATVG8gEr4V0CmgwteTy0kEBQYVyFF5pIGyyS6VjsPFMLvsl4NcByogRR/rwA7IYq4qjsbMkGhmUOMYk5Q3qUaAVfFFKlqtOOxMmoI+rifkU/2/REgg4wPSj9t/1DN3tBFR60D1vqtt8d9Aj7WE+PtbVf9e/FVtEeW7DggL8u2Zvbk+0TceAZ6TUi6UtjcaHd+Wmo+pNqY6lpr4Hsis4CdyK2jC3GRTl93lc6azSvcZsPPGN74RP/VTP4V//s//OQDg2muvxYc//GG85S1vwTXXXLNZZty5R75J5XyiKkzCzQL9fQe8yCDj1afBANClaJB2YCYyaYT3QXGMMbScEPCjwiUfdihUS9WrwEllsRQV7VZxpB3q7IyIkHilEwMEHiSJ6saFIy+xV8vTkxZGDHhcfQrAqgGptp9op0pNByhwm8Qhu2p0KnihhOx/MwJpLL47AYpgbYyQAjbMj9FUDXwCeUUevOJK3qF3RFZEQNM/BaCPte09COKmYedvzqs+RAse1hDCjUBd8TwknfEmwmYNINNNRzaeAfrr8rAGcFmHpgBZaM6Gbdd1hbQ2iZ2S9cT1E2vCcvn3xr4SP/lnm4CcDjgKx18O179Q91DpdwnwzGas9eg+AXZOnDiBW265Ba9+9atN+NOe9jTcdNNNG+Ulndho/SgLAN7pNiGboxyg6FIEesje+5PWNT+ABy4OhUyVrYGNB0BBXCg2ZExPqggNdJABIEiHuZm8GcxKRinvUZOXapeHJYEeaCkhg8xF9fFJZeM/szydD9TU5WgiskADELAj7TkosJNQTV8E2TVZ4iQFXvQvod17Y6iam2ZvnKHyKWHsd8OAxy0fFx+fZA/oNHnoqnf6hhY8aUV8idsB0k06n4dXKdWf1bRSddTPKyh2veyjujgALs+8YD5DNAnI9C05HoH2Q18T8JwKGR8i1V4hX1Nl6cFGhW0yMTRac7foo6vpiVwIKMhrN4jY1naqeexvuk+Anb/6q7/CcrnExRdfbMIvvvhi3H777WGa48eP4/jx43J/1113AQCW2982wkaDBS9sAAiI6JL7oK25iuoqo2i2A9n2xYIWKKE7IYSs5sClB/p8a166vMPMdkKVMiGbqvxsStd/qeLJAEMCRtJINc+SV9LmLiiguMn3rAfIAdmRWNoomWiJz7gqjcZ7fFFBFiTorK4uqQN9ql1ghICyRjPIZY4WtIhVjvsj3w/AuMN5quro972Dxo+qAb0qTbevuD4W9jdd9iraVJL2JH3nm9nYxLAu36dSxia0KWgK4pO/UN8nsOErWCdu7xWlzvPeu9uEPOhZI25vXzMPbBqgAwWASn7j8W/nyzOsNdnB9in3tx1snx5m9jDdJ8AOU/J+F8o04umaa67BL/7iLzbhn/qtXz4jvM0000wzzbT/6O6778aRI0dOe74HDx7E0aNHcePtHzot+R09ehQHDx48LXntRbpPgJ0LL7wQi8Wi0eLccccdjbaH6Rd+4Rfwile8Qu6/8Y1v4JJLLsFXvvKVM9JxTzd985vfxEMe8hB89atfxfnnn3+22VlJM79nlmZ+zzzd23ie+T2zRES4++67cezYsTOS/+HDh3HbbbfhxIkTpyW/gwcP4vDhw6clr71I9wmwc/DgQVxxxRW47rrr8MM//MMSft111+GHfuiHwjSHDh3CoUOHmvAjR47cKz40pvPPP3/m9wzSzO+ZpXsbv8C9j+eZ3zNHZ3pifPjw4X0NUE4n3SfADgC84hWvwJVXXonHPvax+N7v/V689a1vxVe+8hW8+MUvPtuszTTTTDPNNNNMZ5DuM2Dn+c9/Pv76r/8av/RLv4Svf/3ruOyyy/ChD30Il1xyydlmbaaZZppppplmOoN0nwE7APCSl7wEL3nJS04q7aFDh/Da1742NG3tRZr5PbM083tm6d7GL3Dv43nmd6b7EiW6L+wmNNNMM80000wz3WfpPnU21kwzzTTTTDPNdN+jGezMNNNMM80000z7mmawM9NMM80000wz7Wuawc5MM80000wzzbSvaQY7a9Cb3/xmXHrppTh8+DCuuOIKfOxjHzsrfFxzzTV43OMeh/POOw8XXXQRnvvc5+KP//iPTRwiwute9zocO3YM55xzDp785Cfj85//vIlz/PhxvOxlL8OFF16Ic889F895znPwta997YzznlLC1Vdfvad5/bM/+zP8+I//OB7wgAfgfve7Hx796Efjlltu2ZM87+zs4F//63+NSy+9FOeccw4e9rCH4Zd+6ZcwjvUQsLPJ7+/93u/hB3/wB3Hs2DGklPD+97/fPD9dvN1555248sorceTIERw5cgRXXnklvvGNb5xWfre3t/GqV70Kj3zkI3Huuefi2LFj+Imf+An8+Z//+Z7k19NP//RPI6WEa6+99qzxuy7P//t//2885znPwZEjR3Deeefhe77ne/CVr3zlrPE80z4hmmmS3v3ud9OBAwfo13/91+kLX/gCvfzlL6dzzz2XvvzlL+86L09/+tPp7W9/O33uc5+jW2+9lZ71rGfRQx/6ULrnnnskzhve8AY677zz6Dd/8zfps5/9LD3/+c+nBz7wgfTNb35T4rz4xS+mBz3oQXTdddfRJz/5SXrKU55Cl19+Oe3s7JwRvj/xiU/Qd37nd9KjHvUoevnLX75nef1//+//0SWXXEI/+ZM/SR//+Mfptttuo+uvv56+9KUv7Umef/mXf5ke8IAH0Ac/+EG67bbb6L/9t/9G3/Ed30HXXnvtnuD3Qx/6EL3mNa+h3/zN3yQA9L73vc88P128PeMZz6DLLruMbrrpJrrpppvosssuo2c/+9mnld9vfOMb9NSnPpXe85730B/90R/RzTffTI9//OPpiiuuMHnsFX41ve9976PLL7+cjh07Rr/yK79y1vhdh+cvfelLdMEFF9ArX/lK+uQnP0n/5//8H/rgBz9If/EXf3HWeJ5pf9AMdlbQd3/3d9OLX/xiE/aIRzyCXv3qV58ljirdcccdBIBuuOEGIiIax5GOHj1Kb3jDGyTOt7/9bTpy5Aj92q/9GhHlQfvAgQP07ne/W+L82Z/9GQ3DQL/927992nm8++676eEPfzhdd9119KQnPUnAzl7k9VWvehU94QlP6D7fazw/61nPon/2z/6ZCXve855HP/7jP77n+PWC7XTx9oUvfIEA0O///u9LnJtvvpkA0B/90R+dNn4j+sQnPkEAZOKzF/n92te+Rg960IPoc5/7HF1yySUG7JxNfns8P//5z5f+G9HZ5nmmey/NZqwJOnHiBG655RY87WlPM+FPe9rTcNNNN50lrirdddddAIALLrgAAHDbbbfh9ttvN/weOnQIT3rSk4TfW265Bdvb2ybOsWPHcNlll52ROr30pS/Fs571LDz1qU814XuR1w984AN47GMfi3/6T/8pLrroIjzmMY/Br//6r+9Znp/whCfgf/2v/4U/+ZM/AQB8+tOfxo033oh/8k/+yZ7kV9Pp4u3mm2/GkSNH8PjHP17ifM/3fA+OHDlyxr/Ru+66Cykl/J2/83f2JL/jOOLKK6/EK1/5SnzXd31X83wv8vs//+f/xN/7e38PT3/603HRRRfh8Y9/vDF17TWeZ7r30Ax2Juiv/uqvsFwum5PRL7744uYE9d0mIsIrXvEKPOEJT8Bll10GAMLTFL+33347Dh48iPvf//7dOKeL3v3ud+OTn/wkrrnmmubZXuMVAP70T/8Ub3nLW/Dwhz8cH/7wh/HiF78YP/MzP4P/8l/+y57k+VWvehVe8IIX4BGPeAQOHDiAxzzmMbj66qvxghe8YE/yq+l08Xb77bfjoosuavK/6KKLzij/3/72t/HqV78aP/ZjPyaHUu41fv/tv/232Nraws/8zM+Ez/cav3fccQfuuecevOENb8AznvEMfOQjH8EP//AP43nPex5uuOGGPcnzTPceuk8dF3GylFIy90TUhO02XXXVVfjMZz6DG2+8sXl2Mvye7jp99atfxctf/nJ85CMfmTyVdy/wyjSOIx772Mfi9a9/PQDgMY95DD7/+c/jLW95C37iJ35iz/H8nve8B+985zvxrne9C9/1Xd+FW2+9FVdffTWOHTuGF73oRXuO34hOB29R/DPJ//b2Nn70R38U4zjizW9+88r4Z4PfW265Bf/+3/97fPKTn9w437PVvuxY/0M/9EP42Z/9WQDAox/9aNx00034tV/7NTzpSU/aczzPdO+hWbMzQRdeeCEWi0UzG7jjjjuaGelu0ste9jJ84AMfwEc/+lE8+MEPlvCjR48CwCS/R48exYkTJ3DnnXd245wOuuWWW3DHHXfgiiuuwNbWFra2tnDDDTfgP/yH/4CtrS0pay/wyvTABz4Q/+Af/AMT9vf//t+XlSB7qX0B4JWvfCVe/epX40d/9EfxyEc+EldeeSV+9md/VjRpe41fTaeLt6NHj+Iv/uIvmvz/8i//8ozwv729jR/5kR/Bbbfdhuuuu060OnuN34997GO444478NCHPlS+vy9/+cv4uZ/7OXznd37nnuMXyOPt1tbWym9wL/E8072HZrAzQQcPHsQVV1yB6667zoRfd911+L7v+75d54eIcNVVV+G9730vfud3fgeXXnqpeX7ppZfi6NGjht8TJ07ghhtuEH6vuOIKHDhwwMT5+te/js997nOntU4/8AM/gM9+9rO49dZb5e+xj30sXvjCF+LWW2/Fwx72sD3DK9P3f//3N0v5/+RP/gSXXHIJgL3VvgDwt3/7txgG+wkvFguZIe81fjWdLt6+93u/F3fddRc+8YlPSJyPf/zjuOuuu047/wx0vvjFL+L666/HAx7wAPN8L/F75ZVX4jOf+Yz5/o4dO4ZXvvKV+PCHP7zn+AXyePu4xz1u8hvcazzPdC+i3fWHvvcRLz1/29veRl/4whfo6quvpnPPPZf+7//9v7vOy7/8l/+Sjhw5Qr/7u79LX//61+Xvb//2byXOG97wBjpy5Ai9973vpc9+9rP0ghe8IFzO++AHP5iuv/56+uQnP0n/6B/9ozO69JxJr8bai7x+4hOfoK2tLfo3/+bf0Be/+EX6r//1v9L97nc/euc737kneX7Ri15ED3rQg2Tp+Xvf+1668MIL6ed//uf3BL933303fepTn6JPfepTBIDe+MY30qc+9SlZvXS6eHvGM55Bj3rUo+jmm2+mm2++mR75yEee1DLjKX63t7fpOc95Dj34wQ+mW2+91Xx/x48f33P8RuRXY+02v+vw/N73vpcOHDhAb33rW+mLX/wivelNb6LFYkEf+9jHzhrPM+0PmsHOGvQf/+N/pEsuuYQOHjxI//Af/kNZ6r3bBCD8e/vb3y5xxnGk1772tXT06FE6dOgQPfGJT6TPfvazJp9vfetbdNVVV9EFF1xA55xzDj372c+mr3zlK2ecfw929iKv/+N//A+67LLL6NChQ/SIRzyC3vrWt5rne4nnb37zm/Tyl7+cHvrQh9Lhw4fpYQ97GL3mNa8xwvds8vvRj3407K8vetGLTitvf/3Xf00vfOEL6bzzzqPzzjuPXvjCF9Kdd955Wvm97bbbut/fRz/60T3Hb0QR2NlNftfl+W1vexv93b/7d+nw4cN0+eWX0/vf//6zyvNM+4MSEdGZ1R3NNNNMM80000wznT2afXZmmmmmmWaaaaZ9TTPYmWmmmWaaaaaZ9jXNYGemmWaaaaaZZtrXNIOdmWaaaaaZZpppX9MMdmaaaaaZZppppn1NM9iZaaaZZpppppn2Nc1gZ6aZZppppplm2tc0g52ZZppppplmmmlf0wx2ZppppplmmmmmfU0z2JlppplmmmmmmfY1zWBnpplm2oj+8i//EkePHsXrX/96Cfv4xz+OgwcP4iMf+chZ5GymmWaaKab5bKyZZpppY/rQhz6E5z73ubjpppvwiEc8Ao95zGPwrGc9C9dee+3ZZm2mmWaaqaEZ7Mw000wnRS996Utx/fXX43GPexw+/elP4w/+4A9w+PDhs83WTDPNNFNDM9iZaaaZToq+9a1v4bLLLsNXv/pV/OEf/iEe9ahHnW2WZppppplCmn12ZpppppOiP/3TP8Wf//mfYxxHfPnLXz7b7Mw000wzdWnW7Mw000wb04kTJ/Dd3/3dePSjH41HPOIReOMb34jPfvazuPjii882azPNNNNMDc1gZ6aZZtqYXvnKV+K///f/jk9/+tP4ju/4DjzlKU/Beeedhw9+8INnm7WZZppppoZmM9ZMM820Ef3u7/4urr32WrzjHe/A+eefj2EY8I53vAM33ngj3vKWt5xt9maaaaaZGpo1OzPNNNNMM800076mWbMz00wzzTTTTDPta5rBzkwzzTTTTDPNtK9pBjszzTTTTDPNNNO+phnszDTTTDPNNNNM+5pmsDPTTDPNNNNMM+1rmsHOTDPNNNNMM820r2kGOzPNNNNMM800076mGezMNNNMM80000z7mmawM9NMM80000wz7Wuawc5MM80000wzzbSvaQY7M80000wzzTTTvqYZ7Mw000wzzTTTTPua/j9Wg0unkOktbwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds.ws.sel(isobaricInhPa=500).plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### GFS wind direction 300 hPa"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=gfs ┊ \u001b[3mproduct=pgrb2.0p25\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jan-01 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ aws\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/html": [
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       "\n",
       ".xr-attrs dt,\n",
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       "\n",
       ".xr-attrs dt {\n",
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       "\n",
       ".xr-attrs dt:hover span {\n",
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       "\n",
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       "\n",
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       ".xr-icon-file-text2,\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 12MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB 0.0 0.25 0.5 ... 359.5 359.8\n",
       "    valid_time           datetime64[ns] 8B 2024-01-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    u                    (latitude, longitude) float32 4MB 3.755 3.755 ... 5.005\n",
       "    v                    (latitude, longitude) float32 4MB -0.1128 ... 6.267\n",
       "    wdir                 (latitude, longitude) float32 4MB 271.7 271.9 ... 218.6\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gfs\n",
       "    product:                 pgrb2.0p25\n",
       "    description:             Global Forecast System\n",
       "    remote_grib:             https://noaa-gfs-bdp-pds.s3.amazonaws.com/gfs.20...\n",
       "    local_grib:              /home/blaylock/data/gfs/20240101/subset_6bef0f2c...\n",
       "    search:                  GRD:500 mb</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.Dataset</div></div><ul class='xr-sections'><li class='xr-section-item'><input id='section-fb179f30-cc85-4bc3-8285-c61267739d53' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fb179f30-cc85-4bc3-8285-c61267739d53' 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'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1c3d3273-1897-4251-a00a-8ec31bf38be2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1c3d3273-1897-4251-a00a-8ec31bf38be2' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-01-01</div><input id='attrs-86d1aeae-5996-4b88-9387-c9d971069c77' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-86d1aeae-5996-4b88-9387-c9d971069c77' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e0cbd86b-8df9-4aa9-80ee-390d31d60bc7' class='xr-var-data-in' type='checkbox'><label for='data-e0cbd86b-8df9-4aa9-80ee-390d31d60bc7' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-6505515d-c1a9-405a-887c-809ff64a3ecd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6505515d-c1a9-405a-887c-809ff64a3ecd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cabe8439-3764-43a8-89a3-3c18736fff6d' class='xr-var-data-in' type='checkbox'><label for='data-cabe8439-3764-43a8-89a3-3c18736fff6d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>isobaricInhPa</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>500.0</div><input id='attrs-b15067e5-ef11-4b84-a6bf-1026f4b61923' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b15067e5-ef11-4b84-a6bf-1026f4b61923' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2462936d-fa00-48d2-af16-19a21b3e377a' class='xr-var-data-in' type='checkbox'><label for='data-2462936d-fa00-48d2-af16-19a21b3e377a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array(500.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-4b9206e1-d772-475d-bcb7-27dd8551f452' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4b9206e1-d772-475d-bcb7-27dd8551f452' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f4c0a646-2392-4e34-a33a-b2d74764680b' class='xr-var-data-in' type='checkbox'><label for='data-f4c0a646-2392-4e34-a33a-b2d74764680b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0 0.25 0.5 ... 359.2 359.5 359.8</div><input id='attrs-f7c5eb50-6288-498b-a217-04c6cacafb2b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7c5eb50-6288-498b-a217-04c6cacafb2b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2a997105-0d07-4b5f-a79d-d2c86cca84f9' class='xr-var-data-in' type='checkbox'><label for='data-2a997105-0d07-4b5f-a79d-d2c86cca84f9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_east</dd><dt><span>standard_name :</span></dt><dd>longitude</dd><dt><span>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.0000e+00, 2.5000e-01, 5.0000e-01, ..., 3.5925e+02, 3.5950e+02,\n",
       "       3.5975e+02])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-01-01</div><input id='attrs-37321665-90b2-4aa7-abe0-22f5d19bffa3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37321665-90b2-4aa7-abe0-22f5d19bffa3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2fc5cb0-5ece-4999-9574-fd6fe08ea9b3' class='xr-var-data-in' type='checkbox'><label for='data-e2fc5cb0-5ece-4999-9574-fd6fe08ea9b3' 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></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-01-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-7fd68486-6957-48bb-a986-bcc39c919098' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7fd68486-6957-48bb-a986-bcc39c919098' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cdad2cf5-dc90-4e1c-bdbf-e2c87b5979ae' class='xr-var-data-in' type='checkbox'><label for='data-cdad2cf5-dc90-4e1c-bdbf-e2c87b5979ae' 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>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>GFS model grid projection</dd></dl></div><div class='xr-var-data'><pre>array(None, dtype=object)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-74338e41-5e92-422b-933d-deda1d4245f5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-74338e41-5e92-422b-933d-deda1d4245f5' class='xr-section-summary' >Data variables: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>3.755 3.755 3.755 ... 5.035 5.005</div><input id='attrs-845eae2d-bcb9-46de-92b7-0f62c3e7b672' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-845eae2d-bcb9-46de-92b7-0f62c3e7b672' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ad0f048d-f0b3-4e91-81fc-088036dffbd9' class='xr-var-data-in' type='checkbox'><label for='data-ad0f048d-f0b3-4e91-81fc-088036dffbd9' 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>GRIB_paramId :</span></dt><dd>131</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>eastward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>u</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>U component of wind</dd><dt><span>GRIB_parameterName :</span></dt><dd>u-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>u</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>U component of wind</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[3.7553053, 3.7553053, 3.7553053, ..., 3.7553053, 3.7553053,\n",
       "        3.7553053],\n",
       "       [3.2553053, 3.2553053, 3.2553053, ..., 3.2553053, 3.2553053,\n",
       "        3.2553053],\n",
       "       [4.4053054, 4.415305 , 4.455305 , ..., 4.4053054, 4.4053054,\n",
       "        4.4053054],\n",
       "       ...,\n",
       "       [3.6453052, 3.5453053, 3.5453053, ..., 3.695305 , 3.6453052,\n",
       "        3.6453052],\n",
       "       [4.3853054, 4.325305 , 4.315305 , ..., 4.4453053, 4.395305 ,\n",
       "        4.3853054],\n",
       "       [4.9853053, 4.955305 , 4.9253054, ..., 5.065305 , 5.035305 ,\n",
       "        5.0053053]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-0.1128 -0.1228 ... 6.247 6.267</div><input id='attrs-0d984c7b-f123-49e0-9e06-a6eb6c5c17a1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0d984c7b-f123-49e0-9e06-a6eb6c5c17a1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-46d16851-f126-4c3e-ba4e-a1a49a63c5b9' class='xr-var-data-in' type='checkbox'><label for='data-46d16851-f126-4c3e-ba4e-a1a49a63c5b9' 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>GRIB_paramId :</span></dt><dd>132</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>northward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>v</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude. Also called equidistant cylindrical, or Plate Carree</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>359.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>V component of wind</dd><dt><span>GRIB_parameterName :</span></dt><dd>v-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>v</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>V component of wind</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[-0.11277344, -0.12277344, -0.14277343, ..., -0.06277344,\n",
       "        -0.07277343, -0.09277344],\n",
       "       [-0.06277344, -0.08277344, -0.09277344, ..., -0.02277344,\n",
       "        -0.03277344, -0.05277344],\n",
       "       [ 0.58722657,  0.5672266 ,  0.54722655, ...,  0.6472266 ,\n",
       "         0.6272266 ,  0.60722655],\n",
       "       ...,\n",
       "       [ 6.3072267 ,  6.3172264 ,  6.3372264 , ...,  6.2672267 ,\n",
       "         6.2772264 ,  6.2872267 ],\n",
       "       [ 6.1972265 ,  6.2072268 ,  6.2272267 , ...,  6.1572266 ,\n",
       "         6.167227  ,  6.187227  ],\n",
       "       [ 6.2872267 ,  6.3172264 ,  6.3372264 , ...,  6.2272267 ,\n",
       "         6.2472267 ,  6.2672267 ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wdir</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>271.7 271.9 272.2 ... 218.9 218.6</div><input id='attrs-0b816998-1290-45e8-9c66-53b2b5886a0e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0b816998-1290-45e8-9c66-53b2b5886a0e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b3b1f129-b4d9-4c30-8393-a26acf85a061' class='xr-var-data-in' type='checkbox'><label for='data-b3b1f129-b4d9-4c30-8393-a26acf85a061' 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>GRIB_paramId :</span></dt><dd>3031</dd><dt><span>long_name :</span></dt><dd>wind direction</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>standard_name :</span></dt><dd>wind_from_direction</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[271.7201 , 271.87253, 272.17728, ..., 270.95767, 271.1102 ,\n",
       "        271.4152 ],\n",
       "       [271.10474, 271.45657, 271.63245, ..., 270.40082, 270.5768 ,\n",
       "        270.92877],\n",
       "       [262.40723, 262.6794 , 262.99768, ..., 261.6419 , 261.8967 ,\n",
       "        262.15182],\n",
       "       ...,\n",
       "       [210.02606, 209.30168, 209.22446, ..., 210.52461, 210.14456,\n",
       "        210.10497],\n",
       "       [215.28413, 214.86948, 214.72095, ..., 215.82799, 215.47699,\n",
       "        215.32777],\n",
       "       [218.4118 , 218.11105, 217.85443, ..., 219.12534, 218.86903,\n",
       "        218.61253]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-22ecd746-b09f-4b3d-a340-3d78a7fc8d86' class='xr-section-summary-in' type='checkbox'  ><label for='section-22ecd746-b09f-4b3d-a340-3d78a7fc8d86' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-cc06810a-e840-4ca8-9e89-97f46a7ba902' class='xr-index-data-in' type='checkbox'/><label for='index-cc06810a-e840-4ca8-9e89-97f46a7ba902' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
       "        87.75,\n",
       "       ...\n",
       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
       "        -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-41258656-dfa2-455b-bef9-e089861c567e' class='xr-index-data-in' type='checkbox'/><label for='index-41258656-dfa2-455b-bef9-e089861c567e' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([   0.0,   0.25,    0.5,   0.75,    1.0,   1.25,    1.5,   1.75,    2.0,\n",
       "         2.25,\n",
       "       ...\n",
       "        357.5, 357.75,  358.0, 358.25,  358.5, 358.75,  359.0, 359.25,  359.5,\n",
       "       359.75],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c75f65a0-527f-443c-8b93-ea10ca208c4a' class='xr-section-summary-in' type='checkbox'  ><label for='section-c75f65a0-527f-443c-8b93-ea10ca208c4a' class='xr-section-summary' >Attributes: <span>(12)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>GRIB_edition :</span></dt><dd>2</dd><dt><span>GRIB_centre :</span></dt><dd>kwbc</dd><dt><span>GRIB_centreDescription :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>US National Weather Service - NCEP</dd><dt><span>model :</span></dt><dd>gfs</dd><dt><span>product :</span></dt><dd>pgrb2.0p25</dd><dt><span>description :</span></dt><dd>Global Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-gfs-bdp-pds.s3.amazonaws.com/gfs.20240101/00/atmos/gfs.t00z.pgrb2.0p25.f000</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/gfs/20240101/subset_6bef0f2c__gfs.t00z.pgrb2.0p25.f000</dd><dt><span>search :</span></dt><dd>GRD:500 mb</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 12MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-01-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB 0.0 0.25 0.5 ... 359.5 359.8\n",
       "    valid_time           datetime64[ns] 8B 2024-01-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    u                    (latitude, longitude) float32 4MB 3.755 3.755 ... 5.005\n",
       "    v                    (latitude, longitude) float32 4MB -0.1128 ... 6.267\n",
       "    wdir                 (latitude, longitude) float32 4MB 271.7 271.9 ... 218.6\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             kwbc\n",
       "    GRIB_centreDescription:  US National Weather Service - NCEP\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   gfs\n",
       "    product:                 pgrb2.0p25\n",
       "    description:             Global Forecast System\n",
       "    remote_grib:             https://noaa-gfs-bdp-pds.s3.amazonaws.com/gfs.20...\n",
       "    local_grib:              /home/blaylock/data/gfs/20240101/subset_6bef0f2c...\n",
       "    search:                  GRD:500 mb"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = Herbie(\"2024-01-01\", model=\"GFS\").xarray(\"GRD:500 mb\")\n",
    "ds = ds.herbie.with_wind(\"direction\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f73f31717c0>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds.wdir.plot(cmap=\"twilight_shifted\", vmax=360, vmin=0)"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "herbie-dev",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}