{
 "cells": [
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    "**Brian Blaylock**  \n",
    "*August 10, 2022*\n",
    "\n",
    "# NAM Data\n",
    "\n",
    "This tutorial shows you how to download NAM data from Amazon (and other sources) with the Herbie Python package."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "🥳 Herbie loaded your custom templates.\n"
     ]
    }
   ],
   "source": [
    "from herbie.archive import Herbie\n",
    "from toolbox.cartopy_tools import common_features, pc\n",
    "from paint.standard2 import cm_tmp\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=conusnest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 00:00 UTC\u001b[92m F06\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ nomads\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ nomads\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\"2022-08-10\", model=\"nam\", fxx=6, priority=\"nomads\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2022-08-10\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 21.14 21.14 21.15 ... 47.86 47.85 47.84\n",
       "    longitude            (y, x) float64 237.3 237.3 237.3 ... 299.0 299.0 299.1\n",
       "    valid_time           datetime64[ns] 2022-08-10T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
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       "    t2m                  (y, x) float32 295.0 295.0 294.9 ... 290.4 290.4 290.4\n",
       "    gribfile_projection  object None\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:                   nam\n",
       "    product:                 conusnest.hiresf\n",
       "    description:             North America Mesoscale - CONUS\n",
       "    remote_grib:             https://nomads.ncep.noaa.gov/pub/data/nccf/com/n...\n",
       "    local_grib:              /p/cwfs/blaylock/data/nam/20220810/subset_6765c0...\n",
       "    searchString:            TMP:2 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-3c4d28ac-0999-4d25-915d-0a82a2e4ef32' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3c4d28ac-0999-4d25-915d-0a82a2e4ef32' 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-ee0c9d0c-8f35-4e5f-9a11-eba8630b90b6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ee0c9d0c-8f35-4e5f-9a11-eba8630b90b6' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-08-10</div><input id='attrs-e011c7ba-7d5a-4adf-b7e0-3f5cb298cb29' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e011c7ba-7d5a-4adf-b7e0-3f5cb298cb29' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82fd88a6-6f19-443e-a52e-5d5efdc342b8' class='xr-var-data-in' type='checkbox'><label for='data-82fd88a6-6f19-443e-a52e-5d5efdc342b8' 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;2022-08-10T00:00:00.000000000&#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'>06:00:00</div><input id='attrs-6d9c8105-0c3c-4b8d-a6d3-689813a0a0e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6d9c8105-0c3c-4b8d-a6d3-689813a0a0e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-02ce36d9-fac6-46bf-876a-ca9f8a2c2067' class='xr-var-data-in' type='checkbox'><label for='data-02ce36d9-fac6-46bf-876a-ca9f8a2c2067' 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(21600000000000, 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'>2.0</div><input id='attrs-19efb8c2-8ea9-42f6-9356-8175596fa2df' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-19efb8c2-8ea9-42f6-9356-8175596fa2df' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a7fb2ef9-51e7-46c6-bcdf-da2528e6a9a2' class='xr-var-data-in' type='checkbox'><label for='data-a7fb2ef9-51e7-46c6-bcdf-da2528e6a9a2' 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(2.)</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 21.14 21.15 ... 47.85 47.84</div><input id='attrs-48c2a6c2-2767-49df-a550-4935366ef214' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-48c2a6c2-2767-49df-a550-4935366ef214' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-def04f74-87ce-4949-9809-3837af839a39' class='xr-var-data-in' type='checkbox'><label for='data-def04f74-87ce-4949-9809-3837af839a39' 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([[21.138     , 21.14498716, 21.15196735, ..., 21.15463298,\n",
       "        21.14765546, 21.14067096],\n",
       "       [21.16287153, 21.16986157, 21.17684464, ..., 21.17951136,\n",
       "        21.17253096, 21.16554359],\n",
       "       [21.18774553, 21.19473844, 21.20172438, ..., 21.20439221,\n",
       "        21.19740893, 21.19041869],\n",
       "       ...,\n",
       "       [47.78937778, 47.79966771, 47.80994756, ..., 47.81387334,\n",
       "        47.80359733, 47.79331126],\n",
       "       [47.81391163, 47.82420486, 47.83448802, ..., 47.83841506,\n",
       "        47.82813575, 47.81784637],\n",
       "       [47.83844191, 47.84873845, 47.85902491, ..., 47.86295322,\n",
       "        47.8526706 , 47.84237791]])</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-99246055-6a14-47bb-8165-b3282acdde65' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-99246055-6a14-47bb-8165-b3282acdde65' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b89cfdb5-0457-468e-b324-0508f17d9e17' class='xr-var-data-in' type='checkbox'><label for='data-b89cfdb5-0457-468e-b324-0508f17d9e17' 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([[237.28      , 237.3066666 , 237.33333755, ..., 287.65646903,\n",
       "        287.68314163, 287.7098099 ],\n",
       "       [237.27250288, 237.29917661, 237.32585467, ..., 287.66394919,\n",
       "        287.69062891, 287.71730429],\n",
       "       [237.26500142, 237.29168227, 237.31836746, ..., 287.67143368,\n",
       "        287.69812053, 287.72480303],\n",
       "       ...,\n",
       "       [225.93454382, 225.97106897, 226.00760628, ..., 298.97842782,\n",
       "        299.01496977, 299.05149957],\n",
       "       [225.91921463, 225.95575173, 225.99230099, ..., 298.99372853,\n",
       "        299.03028244, 299.06682419],\n",
       "       [225.90387326, 225.94042231, 225.97698355, ..., 299.00904139,\n",
       "        299.04560728, 299.08216099]])</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'>2022-08-10T06:00:00</div><input id='attrs-7d1cf811-ad12-46de-8d60-9f2a861f0d6d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7d1cf811-ad12-46de-8d60-9f2a861f0d6d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-be3bf1d7-2b73-4ae4-a0b4-1e18931a1a27' class='xr-var-data-in' type='checkbox'><label for='data-be3bf1d7-2b73-4ae4-a0b4-1e18931a1a27' 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;2022-08-10T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f4dfe668-6074-4f0c-99ca-d516f00a52d2' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f4dfe668-6074-4f0c-99ca-d516f00a52d2' class='xr-section-summary' >Data variables: <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-var-name'><span>t2m</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>295.0 295.0 294.9 ... 290.4 290.4</div><input id='attrs-e1b6465d-53ca-403a-bddd-a6da922feb26' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e1b6465d-53ca-403a-bddd-a6da922feb26' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cac9ebd9-2590-40e8-8789-c22777d0b482' class='xr-var-data-in' type='checkbox'><label for='data-cac9ebd9-2590-40e8-8789-c22777d0b482' 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>167</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>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</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>21.138</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>237.28</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>6</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[294.99, 294.98, 294.93, ...,    nan,    nan,    nan],\n",
       "       [294.99, 294.98, 294.93, ...,    nan,    nan,    nan],\n",
       "       [294.76, 294.83, 294.74, ...,    nan,    nan,    nan],\n",
       "       ...,\n",
       "       [287.02, 287.02, 287.12, ..., 290.46, 290.46, 290.46],\n",
       "       [287.06, 286.97, 286.98, ..., 290.42, 290.4 , 290.4 ],\n",
       "       [286.97, 286.88, 286.95, ..., 290.4 , 290.4 , 290.4 ]],\n",
       "      dtype=float32)</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-44147ad9-e8f2-4161-9153-af05fec8605a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-44147ad9-e8f2-4161-9153-af05fec8605a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-09a9a4fd-1565-4ac7-86a9-941142e5dd37' class='xr-var-data-in' type='checkbox'><label for='data-09a9a4fd-1565-4ac7-86a9-941142e5dd37' 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>NAM 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-18943c84-fbcd-4603-a359-11baf2d52136' class='xr-section-summary-in' type='checkbox'  ><label for='section-18943c84-fbcd-4603-a359-11baf2d52136' 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>nam</dd><dt><span>product :</span></dt><dd>conusnest.hiresf</dd><dt><span>description :</span></dt><dd>North America Mesoscale - CONUS</dd><dt><span>remote_grib :</span></dt><dd>https://nomads.ncep.noaa.gov/pub/data/nccf/com/nam/prod/nam.20220810/nam.t00z.conusnest.hiresf06.tm00.grib2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/nam/20220810/subset_6765c043a097743fe613e347c1cd7f770096750d__nam.t00z.conusnest.hiresf06.tm00.grib2</dd><dt><span>searchString :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1059, x: 1799)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2022-08-10\n",
       "    step                 timedelta64[ns] 06:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 21.14 21.14 21.15 ... 47.86 47.85 47.84\n",
       "    longitude            (y, x) float64 237.3 237.3 237.3 ... 299.0 299.0 299.1\n",
       "    valid_time           datetime64[ns] 2022-08-10T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 295.0 295.0 294.9 ... 290.4 290.4 290.4\n",
       "    gribfile_projection  object None\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:                   nam\n",
       "    product:                 conusnest.hiresf\n",
       "    description:             North America Mesoscale - CONUS\n",
       "    remote_grib:             https://nomads.ncep.noaa.gov/pub/data/nccf/com/n...\n",
       "    local_grib:              /p/cwfs/blaylock/data/nam/20220810/subset_6765c0...\n",
       "    searchString:            TMP:2 m above"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m above\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '2 metre temperature')"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = common_features(\"50m\", crs=ds.herbie.crs, figsize=[8, 8]).STATES().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude, ds.latitude, ds.t2m, transform=pc, **cm_tmp(units=\"K\").cmap_kwargs\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **cm_tmp(units=\"K\").cbar_kwargs\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()}: {H.product_description} ({H.product})\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "    loc=\"left\",\n",
    ")\n",
    "ax.set_title(ds.t2m.GRIB_name, loc=\"right\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "06053033",
   "metadata": {},
   "source": [
    "## Cycle through all products:"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "00c3870b",
   "metadata": {},
   "outputs": [],
   "source": [
    "def plot_product(product):\n",
    "    H = Herbie(\"2022-08-10\", model=\"nam\", fxx=6, product=product)\n",
    "\n",
    "    ds = H.xarray(\"TMP:2 m above\")\n",
    "\n",
    "    ax = common_features(\"50m\", crs=ds.herbie.crs, figsize=[8, 8]).STATES().ax\n",
    "    p = ax.pcolormesh(\n",
    "        ds.longitude, ds.latitude, ds.t2m, transform=pc, **cm_tmp(units=\"K\").cmap_kwargs\n",
    "    )\n",
    "    plt.colorbar(\n",
    "        p, ax=ax, orientation=\"horizontal\", pad=0.05, **cm_tmp(units=\"K\").cbar_kwargs\n",
    "    )\n",
    "\n",
    "    ax.set_title(\n",
    "        f\"{ds.model.upper()}: {H.product_description} ({product})\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "        loc=\"left\",\n",
    "    )\n",
    "    ax.set_title(ds.t2m.GRIB_name, loc=\"right\")\n",
    "    return H, ds, ax"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "9b1a4525",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "dict_keys(['conusnest.hiresf', 'firewxnest.hiresf', 'alaskanest.hiresf', 'hawaiinest.hiresf', 'priconest.hiresf', 'afwaca'])"
      ]
     },
     "execution_count": 45,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.PRODUCTS.keys()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "31069a95",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=conusnest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 00:00 UTC\u001b[92m F06\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": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "H, ds, ax = plot_product(\"conusnest.hiresf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "fbc72412",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=firewxnest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 00:00 UTC\u001b[92m F06\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": {
      "image/png": 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HUdk0J4KINvDfI/oA9sZt/LEcY/0g4mLOHs9XO/d6GDE7WdvuootWEUSVeU7C/i69D5Fw3YdoQf5vEbFGHUfEc/3zQRBQ0Qa11GH8nX4EUYUnskbNxOfkKWWXIAzD/4KoItSn4vao6o/r/DzXA0RWqr+NSB58JR5jqyUR7yKSO0OIhOifD4Lgf4qPpTKBQ/H1pKpsWfBDiBSKQUQscK4xqfBVVX8VwPcFzcLPPxxvQxiGr4Rh+OUwqooyjagihA8X6vcD+OUwDL8avygf5zvDMPw3YRieVs9sVgu5zbbdRrPqxyFEK6mTiAjZvxdRMesPx23L0mUDSluI25P7ZF+dxD5EK79OIdfYg4h67g8D+DdhGM4BeBF6hRsN70dk2vr/hmG4EYbhbyIyoToRP5cfQbM+quv58nMPITKl/1W5L97/ZwA8hWhl30UXLSEIgp2IBVUYhmcth14Ko7J/9xBZXA4D+EQY1b59HpHWdzx2feUpdUjIU8rOdU2uEn3e18OO/60wDD8XRhWy/jcA3xQEwWG0UBIxDMPPhmH4Rvz7dUSL8ZZ5tmP8ShiGb4aRi/E7PcakwstGHobhF4IgmAfwPUEQ/D6iFccfB6JADQD/H0STUzlu8xWPZsfEcZd9xhKDuGx3oem33IVmncnV+P9PxBrz60EQ/FsAH0W0wtDa28V+09/Lyj7Zl0QdUXmpBPFHB0RmEhtuIn/lEhvyjv2HALwVhuFX4t//GhFp+V8Lw9A19jEA18LYJhLDqTkHQfB+RCu+72Vavev50rkjiIjV/2moVFaJV6d/D8C3h6xCTxdd5EHsC/tXiITETzgOn2N/rwJAvAjl2waQLnWYdIWozJ4NplJ2tK0HHt9djvN9ryczvjAMV4IguIVobkhKIrJje5EuLZkadxAE70P0/T6GiAO6iMgF1A7k/XONSUUe5+i/RKRp/hCA59nN+wUAZwGcCMNwF6LKJz5E3bOIVi8Eb6LtMAwX4/N5keHH0TShkInXl0/wTaWtudj0dx5AbxAEJwx9SbyDyLbOcRSRSdtV0uy/ISrNdshxnC9S1xWbSyZgHvsPAzgWm7evI1oQDSNalQKR6aTMjud1QGcBHBRBZPz5ZhAEwROIgnz+bBiGL9J2j+dL5tznAXw61Eu6fSeiyjV/NAzDN2zj6KILE+L3+ZcQBaE967GA9AUvdTgU/9sdRkGDgHnuMpWyozZ2hWFoMjXKNvOe74Pkm49NuHsRxbBQScQh9m8gDMM/bxnfv0E0PxwOw3A3Iv+prSSjbX7S+vAZk4q8gvPbEZkXfpVtH0TkvF0JguBhRHU2ffDvAPxoEATvCYKgjKjOZx78SwB/IwiCPXG//zMi/xrCMJxCFLH6v8Uh5Y8A+AFEZblMbf3f4rHsAfA3WFt3EUWmfiKISoZ9CyI/g2lV8l8ATAbN0l97EZlgfiN0RCCHYfjfEGnE/z4IgieDIOgNgmAwCIIfDwyFj+NjSohWqjuCIOCFl/89gMeCIHg2PuZnALyumZqCIPgmREL1vWiWhnsM0ctL5tqvAPhoEKXnHEAUuUr4EqLFwU/EY/qeuC0VQRA8Ft+rnwzD8D8phxifbxBVV/mvAL4YhmGmqHoQBN+GSFt+NuxWGOmiPfwCoqjvPxpbrzqC0F3qcA7AviAIdlva8CnxxzEHYJyiSVs43wcfjWNICoh8nb8Xx2y0UhJxEMCtMAzXgiB4LyIfKGEeUfAULxP4FQAfDKKqR7sB/C+OsbZepjHMF1H2WUTlkops2wcRaZwriITVJxAVLKb9tqjan0ZUGisTVYvIyfymZSxFRCkYdxC9EH9V7D+IaGJeQRQN9ufYvg8AWBHH/9W4nTsAfllc414A/wHRiuYdAD/ouE/fjMi5vRhf2y8B2GO4nz8mthUQpcJciPu7jKiQ9kOGvj4e3zf+j0effXv8fFbj/sYN7XwSwHPK9vciWpXuBVBC5Oe4g0ir/ytIR9U+hejlXUFkUvlNAH/T0N8vIx01uMKft+35IhLkYXx/+PkPxfv/ByKTOd/323ne9e6/7j9EprwQkbuAv0t/ynD8jyI99x0HEIpjrgL4Q/HfJUSL6ovxe/4WgL/Ijv0XiNw3S2hG1f6aaG83IuF+FVEcwKsA/oRhfPvYvPQHrvNbuJ5fQTOqdgVRGcGj7NhJAL+FSOjdRFRW8RvYuT8r2v5eRPPfMiIh9/NIR81+Im5rCcD7423/JP59AdFiW0bVyvnWOCbbv251lC42DUEQ/B6AT4Zh+MsPeixddNHF5iKICFiuhmH4Nx70WDYbXa7aLjqGIAi+NQiCA7Gp9kcAnEak9XfRRRddfN3g65Z5oosHgklEvusBRPmi3xtGfpQuuuiii68bdE21XXTRRRdddJEDXVNtF1100UUXXeSA01T7nd/5neHCwtdZ7vjGjej/HTszu8KeHgSNRv4277WR3qWMw4awJ7veqdcbuNdooNRrWQvxMebs09iOBtG2Nl4Ntvsu26Bj+XbtfFvf62LdWEQDQaOR6xyOlbur6CsVsGPHDhSRHUtmfHQf6zW9wd5C82/tecnzewvpv+Pz6J023cNUe8qzCzbWk3YA/R5o16sh1afyPvIxrqMH6xut1ZBYj+9Dkd9Dx7EAsB6Pqbhjp9e5xZ3pKZTfB9t9sr1H6hhz3gc5rjztmM5tZzx5+rS9S7b7Vpp6B5joHBPqK6+88koYhk9p+5x3aGFhAS+//HLHBrMlMPNPov+HhjvX5lKbi4scY1kvZxnzrl65iUKhF/sru1GsKsRAcnztXLvrWkXbfLzTKCV/j2NNH6sCakMez9tO9tH4hoaxXh7ENEoYVwrj8LHI8Wj32HQe4a3LM9i5vIHjjx1R++MoVpeTcYbzZtKsYORIci0Z5DxfXlPm3vPnGve3Xh5EceZS6l6a4HXNHv0RqK+puXzf1tSNmeTvif3uynj8eA6fcwFgouL/LdE9st1HDfwe8P5s90aOSzuWrp1f60RlGONY8xpj3mdjAh+r6T1yjef49/5F7PiNzsmqIFMQrIlucFA7aFdYdhCrqzUM7envbKMdur5idTmZEOVHsV4e9BKeUqAVZy5F/1vOoYl+am4BiCcDoPkBtjqJAdGEISemK3cWULoT4MCdKrCrJ3VdNG7qa9LAehiMHEkJwnD+ciT8lhaywpN+WwQnh7yHtnsvFyr02zSB54bh3eLviuxHTtJa/1NzC5jYP2YUhhrk8ReXrmX226C9Cya0+q65oN2jTgk1mxCdqAx3pB/XPWzlvm0muoKzA6CJLlndtwKmJbmgaUVraxsolwuZ7QkMGlurY7BCTPKaVsi3ZbRJRROhbRlByccc/70+djR1iOmDpP4msZwSJtpHKj9sbYX8zKnTqN5dw8z0DTz26P5MW1Ebkfa7Xh5EUREemvaYCE/tmpEVtlp7fO0s72Fy/wGEb7/SPIbuadzPNEqYuhHRCWvChGv20rKQGTvB8K7xxQ393ZagRqRduYSgFJp0HmAXoNqCwnQv2hECsu3xykDcR3o/jakVwUYLTUK747X1z58JjVcubDlsi93g9GbU3dDRFZytQHz8NHG5BCif3NoSsgw0+YdhAz2evkQjaKKUApQmz/ulYfO+ZJ+aUDX81j5Ak9mWg09ueSedcn8JvTt3YGH+DoZHJL9+Ey4tW9U84+tLCcOhYWBouEngyd5BErj83QSQtONE/NzPlUcAAM+/EVFAawLEdU8T8GfLzMe2+2GbLOU+baKeujGDi0vXcGzoYEYTtQlDEqLHhg4CAF44/1Kyj7bZzu+UlkTXZFs4tKIV+iwIWoEcp6oNGxYx/Dpt32rHLB8tois488IgPPhEJzUEmw8qQRtaXq1WR7m+rpq57jsM/k2padpWlUk7ig/P5rPTMFmdT/0eLyvm0qUFFJHWgmlcU84esjh0rIKX33gHxwaHUIjnMvrQp+YWMF4ZiDTOuG9NY8y8M7NfRjj75ejv0fcnx3DhSdpiO9Dur2nxICdzmug6ITDytmMSri6Trdx/bOhgRmBqWqgJrkncdU10r7mwm6gMpzRN3/uiWUgy5u4OCE0frdYmuG2WAHmtzd8r2YPvI7qCMw8cGpcUnjakhGuLQpOEUbVaQ1/fztQ2QDfZOn2KprH4apvCTCuFOfU9zmoYaIKMtxGceDIrFJYWmqZOw5gnsaxqNy6k70+ky8kJ0RZIdLy3jtqJA/jil7+GQ5Nj6OnpSQIuOLjwlMgsvEbfD5DgZEiEp7Y9biM48SSwtNB8N9m9DE48GV1z7DMGkNyrF+fSkxNNbtpESc/QNqlzkzBBexe5CZ2fN1mdzyy8tDHQWPmELP2Yz52NgkieODCaCEiC6zfQFKZywtc0Q/ncTffId4HisqDI/SZM7B8zClSThsuFeaotx4Ihj8m2VQSHDdHpm4Cu4PSFp+DQTLBWIdqByN7V1RrKfe7QeYLJ52gUqG2aaX0jZ1tBOH85ExwTjBxRNd8X51bSH7hyTXKsrURMFqvLeM/AIN4c6sfNa7cwcti/DSkwg5EjybbQcEw4fzkSqrEmyvcBTf9m0g53KcTati/ofjgnQraP/HAEm3nWtbCjhRgXDiZLi4wU5XhiaRSArmFqSPxwsfC1HUvwNl8rkPdWE4bjWEtpoHn7kxppp4KJNKHbqbYJD8I8y9EVnCZ00J8nhWlKkGrRkjlRXd3AyPBAZrtPasUDN+3C8MHHGhJpRBkYhHlyrxVt1Pixxcd0WsDvHd2DK+dn8GQxwJBjUrO+IxQEJE8aGkZAJtpYaNoWbqpfnb977J5Gk7HZHDaOtVQASWo7dBM3RThr2rcNJqsFkBbCZMWgvsm3+eGTT3v3BdjNl3m0Ih9/ep62gKaw9EUrpl3uVjB9My6N1KSZ2kBap0+UctfHuRXQweCXTASkCbNfRojOBAmtrtVQLpsJDXwEqBOm+2PJLzS2Aw8hFQe8hG+/guDEk00BytpeHzsKjB3Nas3MLMkDYYyTiBLp6bpX0yhlUkpogm9G065gdHw/nnvlMsYfeyjRVj526mTaNIqsVULTmvn45LGZ946bulkfiQYropX5eaTRkaZIJtskmCSOfNS0INpu02CS9KBy9j0wCUWTVsm3JwFdceQv0NQMaSxnEu336eSajg0dTGmUFASkBQBp16VN3KbUJ/l3yrxsMJua4KNpthLkxq+RL3SmUVJzSH00V+mz1TB1YyYlPLVjO625toqu4CR0SGhawTQHMrvxaMlWce9eA7290aM0rcy13/L4XNAm3k6ksXQCQ8NN861IY+GpJ5lrYEn4Pqt0zeQoJ8KpuQUUy0WsrazhmVOn4z1rrS3ULPfX6C9XAqxSflF+fLyAdPnJNchFSVojXUtt26zJLwkEi+/z1NxCStjzseQlSeDIY9bU/JvtBFDJBYvJVJs8w7I50tYViav14QOTYKT7pglF6yLLATrm5GiH89gt6ArODoKH/ls1SdKm+OTeotCp1+vYsSOmQmtBCLZknjRpKx0wO/O2UqZagz+SNDyJzP1n5xflNkXD9CFH8L135V19uHunaj1G+h8JtoWQl+BVBHQeK0exuoyJykhq29TcQqK5mfI1i9XlTHAPmVMjTXYts88EH6IG/ncyjjZNeDYfqY9GLdGK2TaTPhNr+5PV+cQ07Wr3+TdeT/y4P/6BjyTbMxHIBvOnj3DtJNpZ1NwvbEvBqZnx2mkHMPuobInrKbRIPrC2Vkex2HyMmxmIk4ImJCkH1KZN+VxnfD5Fg1K6BcFkstPGlqGZm7lk1DB9KfcA82SlmeEeO/EQ3jl/rTkxkZmS30PtflHkcCzYU6xJLKeT3jEifsi8A3KhZoLhuY2TQBJBPvx6p1HK3EOJdv3pLk1Y9ktCWvM1kvb//BuvJxM15XqS6baVSFHun5Pvgi8RQsqsKaKBaft4ZTDzriYsWQDOVOJI5Jm3MLlvJzDxVHycPcJXM4266PBa0Z61hUiikfLr9RSiH3n153OPoR1sS8HZLkzsLgQbkwuA5sTuSZVmw8rddQyUIx1q04RmXs3S0wTJfZIA0sJx7GhKQPBz2oJJOAihqa3GybxlGjOQ9ifTJDB1YwbXz8/hT7/nTEJSUawud5QvWLIlyWNNOcaZ6xAEBfya6LrywJTHqx1nS03R2nJBS32SJkw5GZPwBCKhylNwNORNy2hF69SFONPuZy4lz5+OK8Zm63Njj1j7lQI88W1ygWW4Jh+B6Zsaw/uaqAwnWjKPXjYRNnSDg7YCOhQkxE1vqmnMkPieF9XVGvYObZJt3xEMlJnsbNqTcn67ME6qzPSaIXIvZ021SS4lIzKXfpiU0BTXYRIG/IMeWN2JlTtV7BrKam1GGLRmAn+3XIEiNoIOAN5m9ryBZqaIWP588vIX24SvbYw8oIsHu7Tic/Xx+5nM2D7Rtq5xTaMElCOT7frYUae2nxd8wcCv1TV2133h1+U61pTyo+Z8zt41trMZ6ApODQ7hafMRtSIIU9oqH4MHVlc3UB7zz+Hc0mCBLAUAiP2bruhKW5CO/MhT2iKHgylHM+PmmaT6d5dx68btjOBsVUjI90ydhAzUkO1AMwsCwJlKdiHjk49p68cn4tYHreQ55iGJbwWaAHKZTTV8ZjnAmbJ5P5FG+KbG0HU3A9mysAk7GfzE+80V2Wsh6rf5nu8XuoLTBB/tSYFMDXAFYpiCQnxRr99DodDhx2gi4uY8trBUJlHo8rT7kCkRRj46Pg4R5Zk63iDAeIK8FlCTjIkJZvrAJVsO0JxwibOVb6M+NO0GYB92ZRjT56/h5twSnqyU/IQv83Hy6+XctHwMZH5M2pYRz75WDkuqCoFHyJ6Rvk/O6iTHwdriAUSZaxGQgtRWXo7/zYWmLfq5+X8zIpdDiwTVBJ9PDiL3C3M2pFaibT86GAJx0NU0SimztAQXaiYTbZ5gHH5P+behCU8AmKikr81VTME0lgdNfgB0BacbLQjQXLmZbELLi0ajYa0ZZ4Sl+ojxeArQaSFy1vfaMmbfTpLKc4FJwTTCnKsJTT6uqeVo/5nKgFEbsk2CDx0fxdtvTKM6sBfl/vwBFTyKOBMZvLQAlEd0zUL4L7nwtEUf50abz6sVTZ6fxyG1zEzgkPJ8UvetBROuJIVwCcJxrBk1Z5+objrGtFCg33kCerTAJm1MXOBrMJmpAWQZvJCvdJo2pvBKZHVrYTZsCdtbcOb50DezOoimodF2C1bXNlAqmYkPOjIuQK+YwnEfqqbYoij5hGsqUaZxA5tMYym6OGUCadWP1NPTg8PHx3DhwjQeO/UQenp6svytFm3QZf7MTNTas+ogfeJ4GbGgcJgAbfzHnouwPGZfk1Dg949r6CaYNBsbuYEJnWARaoWNh/rW/pbXIRmd8uQyS9C7yFNzqG1bDqkWbNUcZxbUxgnnSDuL7S048waq+E46MqncBimQcphsObl7y7CY46zb2u3PM5Aok05STdfOBJqTkm0FHJx4MrNfY4DhJsiJyjCKfGUda5w2AcaFuZyYqL+hAwcwdWEOO09Gpmk+Wam5wDaTNbuPnHZOhWc0tKqNKs+ruLSASTkWw/ukLnxEv5rp3yYQ82iTGjStjhPMu4SxSxDKc2xacCYHVRmjXNhRlR2OJCo22RK9s5qwbfqp0xqg6d41TdEl43EZhiTPfFZ+bbwajHZtpoVDz898Sd2+GdjegvNdjupqDQP9OSi6NyPa1dGmxq8qz018bo56pq6AknbAP8bJ6jzGK1HOWzo1pWnKtaXSyLFK/tZ9lSF84dI1PHx9EU8d6Mtox50I4lHBBFuuYgR5tFQpYB1+6tQ5FuT1/RGLkO19MbHr0LP1ed80Jh85Zh+/p6uvcazhF99IFxEnkyfvU7Oa2PrOHO+Ru8phEmatMiNRm3p7WRPvg0JXcG42fE2bLZjPVldrGBneQvU3uRDRTKQKOiEgtBWsGiCD9AdNnKY8gjBlyqP2BXn4i3Mr2YAYQ/8mVI6MYGF2ETjQp+739nkbGJWMEO9jqsRYjkA1LW/UFegkx5HS3FugbswTjaz9TvI8PUyoNp+jyww7UUkXos5rti1Wl/GZ5QAfO3Uy029eSKHUyYooACJyD4PWTPC5XxzRAiFttXnQArQrOGO4/EcJLOaoFGxmMY8VvFpnUZIBrNez5cRM/boYfUzIwWiUYWRSeFLlNRkFBJnvlGT8VrVOOdF87NTJ6JlX51U2ISlEiY2FbzNByyVs0tQBJ0b349LtGr620kB5II5ILI+kC2/zZ+ViGUIkBItEUWiA9AFr2q1qohV9F177LGqPfyi+ntgEGS8wEnIHrnVKLIlyZgaiC6m1mSbcvKxC2nHyeWvt8KhU+k3jzCMMKA+TR6aaruFceQQfxTzOxUE5Ccolq0CXPL2Slcc2PjpeHsOZi8bRLATA+4+C7Mzaobx3dL6psookkdcQvn6fGNNidAXn1zO4MHAJPilwLQLWZ5GhVuJQ2k0YgkzIaUKWE8ik4TgbKLSeqncYoz1dAVOOse8Z2YXFG8u4sngHlXIZd2+v4krYwPsOD6JQ6M2mk/jAck5GEMSRxhnKPs7YZLlGzljjRM7odBdJeV5IEgZbPrALJgFp0wC5pudjRjbhXHlETfWQfQGshqgQRD5Fo02aKGcm6mQurckfulWxrQWnyXzjXLH6TGJtBtS4THXV1Rp27lQeH+9X45K1gU/2lvHzFTm/L5kxWyZLEpgZWj2Nfs/XGuCANxkC0qWv+DiApnaRpwA0nUfBGIRrszdwr97ArvExDO7tx72Ne7h44Toefs8hvREHMYeLTEM1jcp9YPfcw0qR0oL4+Tl86q2moqT687ACcM5fDbY0CtNxgK6dURsmgep7rZqGZoPkfNWEpHWfw3zrCsSTMJm3eXsus7PURgldAoQtAl86r7z7U2ATioxgTPxMr38KGH2/zisKYHWxiv57tVymVxspfbKfj8cgPL0/Gp7/KZBomSLq0iSMJHuQaRwZ0xUXGopmayJG10Lmc6UTCJ5XGit96M+/8Xr0+3g0cVUBjMasQpduLqO2VEeq/LKnyZybwmVqkyY0bQu0ZCHJtEp6PtRP4bXPAiLNJ4l6plqpmsnWoJH7BOMQZASx61wTSQVgNh/KbRKt+Nw0akAbK1WSuxsLfm6+5r52k/AhIWljQ7KZZQkmX6VGqKC1TZVd5DYbXEKc9h+3HtV5dAVnG9A4OK3wEHKJcBt9f+q3nOCqaxsot5uK4oLB7Ge6Vu7jTCqbmEyWDgHgWsC44CXkWrQK8MRzE4ON3C4nFSrzBGRX/ZVDe3FjZhGwxx95w+QvD99+JU2GIBcZil85tcCR7zNLK7E+J5cJmSF5jh3QLLhwajVdJQ94LqMUEBoLkundMVnBJpQc2lQ0LSvOnTmXcdG6zLKEaWTTTWwmYx+YSrBtdXQF57sEMjp1dXUDe3f3JfsIJg3CRn3HzzVGVGr5l8KMl8o7pGMFTZ9JWJmS2NtNGvcF79vVZ2pis2iCWo6dLwdqjycjVGayNaScZJ6r9pw3k+CD/x/DlCfZCvWcDdSWpPczpz2YBYQGV9mtTpkTNYEvx6sJQpsA1c6xMfRoFHu2dBsTdaE0Ffuk7JjwHX/hEy2d1w66gjMnfDUha7I6YM2nUzH7ZYSzX05+rlyqoXSnF2FPT6KdAvZUAp++EhOtJXIzOU4El4Q2M6+HdqflPrYCo/Zv8blqyfU+3KMmU682yfGJy1T5AQAaDWDHjh1eATq8v5TwFJCRzql9wtSaOs4RHR7E70rq2bOIWZc/0ZW6YIIPV7A0v6YWGWVdAJl+22B7R1IMOmhGVmvaZbG6HAX/CBN0KjVKRPVKjc9m2jSRo1sLciNtYtUINkxaKxeSE/vH9GM2mUx/s9AVnFsMRt/j6PuBWHDO3a5jz0BPUtvRtw1XTmW7yEzAOVJZCJr/Um5zaaNewUSCdk+uuPlklxemSYxXfNBqCtKkWCj04u7KKgBWLi6HedMH2gIrkNYEpV+t/yIAGN4tV/qQKY3DZCbtlAXiQUVxyndXCtC8bEStopVIWyAd7czHOmU43lXhpNWybg8aXcH5LsT87QaOH9ikR2fQFFOaJm03EYZ7kh/YoAk+moR9Js/c/mcP8FV3ptJG2S+p3VWEdxxrmC6VsGtPP86en8Wx8REUWvTFalrvJJAqKhDOX04WZFTGTYNtQeOCKT/RxLjjQhLV7BElaxsTVRTh/cuKIRoTD5Df/GojT5fjcl2PrKhC4zaaQT2FIsFWCcZkETLdJxts93CrC9Ou4BSwaTM+jB/yY3aaDQGnbykRTrFJ9t7yIkpH9hiPlXD6Nz2Cd6gEVyZCksx1bBvvTw1MkX1o12/xhRLy0qFlckjZ+akkcV7ayOG/KlaXE15TKaTOKMnhpgmBCwIAOHB4BMPBCt46N4udO3tRqgxjZ+8O9K7cwd3eEur3qrh3r4F3NnpRaaxiR08Plvfsxcjo3lRSPUXvEjtSZAocRHHmUiYQjbMtpd5fYa7V3ukkGIwg/dwK77CJu9X0XOX9146jZ26r3sEp9aTp0cQv7AMX+bs0s5quxbpIsZiYpXbHf5ssHdzvzo/nplWTgNOuxSoMbVG9N2Zyn5tnMdBpdAWngBZybYPJ9JILHkKUa3Y7Cz1Yq9VRUupwaj5HZ58PCm0Go7gWORnkTMLvZI6YjA6VFVikHwsAinsHsG/vAKqrNdy5U0UVZYT9gyjv3IEdO3pQ2LkDh3b0oFDYh1qtjt+9eBvFvgKmhwYSbSrP5KJFegJQhR4HN42bCOLzfBfS153HXKvl3xLyUt1JLUoNvNlEc6+2QNHSZfLAJIBa8TXmCaByjcnXB3px6Zo1PuB+oSs4DbBVCMhjYvLyt+UUIH07e7BWa6BUcB/baSSC2UWphuYk6hPRC8BbmPsEEGkVKFKIA1go0pJHCfpAFrXWtBc5Fg7bhCvHvGPfPuzZB5CNQVswlEoFDO7pR21tw/MKAMx+GcHpH8gssML5y6nUFBesJBgKNPOoSk4BeJvmqc0zFb38FD9OphPZqPUIruAf25hcxwHp65Vzhm0OMaaSsAWTJhR9BRBpgjaTNt/uSy4vx5rXnPyg0RWcDHlyuzYNHlpRqbgDa+t1YMBfcubxNdqYk1ImOUMASYD7r+2aPmTrwoWZIJMITMYna0NqwqoMA+VSxrTFGXUSGj8m0H04VbVkeZqE5TU3GnfR29uDcawlfKGSr3QcaykzrRokJJ6xiZouD5k8J18YFzR9UuOW55lMsnSuhE+AjWmRo80BLgFg0gJNplstKlb6yDXCD/rN3QI+wknTKLnQnLoxg2dOnVaFMBdmVjO2D9etSIuRpmEfyHETdvzGV73O7xS6gvNBwZXbKCqMAE1zbbGwA3fupjWLxJ/IBKSvsGw3QvN+o1VfWGZy5lpzG/eg1UAGq0AHUmw/0t/FA1sIq3fXsP/gvnj7CoCmb7PlBZ9naomEMYhoaDjL4ORYSMncwXGsGdNYJJuNCT5m21b9nXmJE/I+m83IeX3+jdfb0vicDD9kjjWYhKXGudXTVLqCk8H1Etp8aabAkRSksLTlygmNk1PyDe6uY+YPvpraLv/OQEs1eFBoIU2lE1Bp/QQ1Hj+Ow3dyc1WEaNVsL015vE16Bz/3xtewf3UE3/n4N/iZvmJKR2f0M6up2coiy6r1O3JTOSQ5OuU9Anogjg15YhL4vCA1eA7b3KHllcocTFvQkGuxqMEWUGPjqs20Y8hTtUXSthJlu9WFJce2FpytsISoZhYDMhOGlurh8BNqKBR60QiBer0BL9I9hfhdEpYTTB9x6gN2Cbyh4WxRalNyvTbGNmG6Bi2dxKSNynsinzXVBwQEyblCeK61b4XjXmjvXW2thp7eKLeXImn5REQm6FQ0LbIpQ5nFBXtGJpMtQaXhU461keOfi0urmaJM+X2kSiEcJoEptcZxRz1Vfk5ezdVEpiE1xTyaqSmNh6K6AQCVaBEhGaqI3vHY0EE18lbT9ExkCbx/aS52ReF2UjA+6CCh7Sk447y18bieoA0ae4b2oudZNSZQCj9r0LSB3QM7sbhSw37nFZiRx8Sjjr1VYZczulWDnLS1SchnYaPBpll5a44SvvdraFgVCKZroffz5swtlIeaRbF5ce5ovLpAx+yXE5J2X21GG4stuEcKDFvqRZ5gO20B5EJzUs+ON5c2Z8h1lKlHlJLUbjQsh49Alzg2dBAXl67hwyefth7HiQm0fk0+Zdc1acK5HeFH1/OghOf2FJwxNEd+J9qUTv5MVQqP0l0u7NtVwMzCKkZsZjZDaS45mfl8iConaieRUxCbJrpWOS8185+EmhOa5z6Y8lVFWz4WAL7an5pbwN3bVTx64hh6e3tVM9lkXgtrB3lr835bMtq1peAk5BeGEibNiqNVknJO4pCn5mgrQpMLSxeTj0//rkWdjKzd6mQGrWBbC04O04op7yQszSgpMDOpt8Zi0M4GygXcXcvnN5KUdXLVLIUpX0mafEKm68jkkrqI6FsQxJpf8kxlwBgRq0W05snDnUapaZZVnosXU5I8Tym15aNF8Un99sId7CztxOTBA6l945WB1D0i9qcEcToKIXWs4XlZg2qUxYSLR1aC9vkIPP4duYSkya9I+1zntqIlatVLeHsU3esTH2Ekjyhnr32iMqwunnzyNdXzJK+tmBNdua0ZUy5ptS3mjxK2tKk2DMP7MY53JbQPypddyAuKb5JPtP2lXqxUaxjUjnfApx6eyexp1Kgt2EyOXF/w0H/AbD6T90ZNlxARz4AfM5MaoJRDu5OCfv/dJSzO3cZDjzgmEY3cnQlNPjYAKOZ8XtISwdsy+faAbJpOXpjSNlxotb+8C+lWNETA/F2ZTOK+sPElA3owj01jfJCFpdsVvO3AKTjX1tbw2muvIQgClEol9Pf3o7+/HwMDA+jt3X4KKzcFmiZbzVwLdI4zFYgm6eHeKm5evQRfY5S2am7FtJmXgQVAR/yaPrCZ3321Bn4/Jmfe0g+KrydQTK0JfK/VUpJMu8+06j937TqunpvF2EQFPT09zUmM+91ijcSaV9siUu+zuFbfd8TnGJsG7rtQddH9tYNWiln7wGTdyWN+tpUZ045rl9rONp/YIm15AJMPuNb6IOCUfH19fXj88cfRaDRQrVZx9+5d3Lp1C1evXsW9e/ewY8cOlMtllMtlDAwMoFwuG6t2bDVYzRHKdrnftI+25/Kv+GqLTAAN9hcwW/AP5+dj1H7fl9WiJmhaFKa+95cHkwDuihzJeTLfsA24IlJT/SrakzTFTc0tYHHuNoZGduGRI82ahkCTnxYAPnbqpHtw8TOxmTtVQS6fG3uHNWtMq4LU12zbyj5b3icXrrbgHluAkAvt+mE5TH2bBFZeba0Vdh9rrU7PMntbEd4qY09PDwYGBjAwkA7jrtfrWFlZwerqKmZnZ7G6uoowDLFz585EM+3r60O5bKDq2CKgB5zHLGF7KWyajzE5PAfC+cvYCaAR2oL79fHY6uf5Ck9JXQY4rsUjV1WDyWTl48+S0KIxudk2E8TFETPoaMKAnsC58kjqHk6ysU4jzSxkXZyVS5mcRW1CrNfqOH3ycMqnOY1S0n5k/cgWcJbXhaUFrI8dTftw+X4FJv+9DVLL64TQyKMx8tQNHgBmIhToRBqJ6dhxxOxOlfymai2nl7bT4jBijorA3zeX8Muzz1XHU/6WJcxUU/G7JJezbVtrb28vhoaGMDQ0lNq+traGu3fvYmVlBfPz81hfXwcQabD9/f3o6+vDwMAACoUHQLhqgG/0l6ykYWpHmnRtBWpbRdgInbUac61CWxSe1K/XNXnW62xlUs1j+uPHJ1VAoBfkNqW/SPOZvHdSU2wV2nt2aO8QEPTgxbmVJO2BBN/kIJo5pXIhQGXERI7tZHXeazFTnLkUnaP5bi3PPxUUYwjIIWHaSU1MjrEdyKA5joRg3mLNyBtkZIsu5vfKF6n8TOYjzEOI0Cq4JUQT4HmE5oMWsJvmpCyVSiiVSti3b1+yrdFoYHV1FSsrK7hz5w5mZ2dRr9cRBAH6+/tRLpeT/zfVfzp7N/r/CfehXAjKmnpTlvN8JkntpffVRpOo1fNfAZZGnUEZEq2mbUi0LDw9YGtHThpek6JiWiRzrBrkE+dU2mDTCE1oJzyfTziX525h7KGRRLMEFO2yVZ+y8j6lhJlSKoyiRBNTsxKElTrWYRnQziF0Kn3MBq0/roGahKGP3zU6ZyVpx3SOLec1D1zWNN/anS5GIN/0k3YFdF6faKdxX6N7enp6kuAijnq9jmq1imq1ivn5eayuruLevXvo7e1NNFQSqJvtP82jbXH2GA224BSf9IdcQUU58iATs43F1NKOUF0vDybmy2BoGOHbr0SCyVQlpUUGIZ88vhSUVBCTwKTr8IFJaGpaqg95AAddw5kKtTWGicowGo0Gpr/6Dq7cvgPcjvZMVIbVdyZ8/VNJzU2ARdOyWpkJFC0yMx52f+T1uJ6JvAdSGJjuOQkWMkFODjaj/V0+TOqXL7a49YenqJApVhOGprYJ3ERuGws/nuDzbqjPg7R/uK0bNqHmU7vTh0bP5I7w0WglHeBWxpYIi+3t7cWuXbuwa9eu1PZarZYEJGn+U66h3m+0mttlgss0pWly1bUagh5mWhzKRvtKPIhk5KSWqMFEeN8RC4xkTDFnK41HapmaP9JoqjMcR2a8qbkFvHD+JRwbOphMFHkiPClP9c7iCh4+ejA5QzMRJ+9LLDQ7lT9rg83ioL3jPhYK13fmo4lNo5RUIHGxQrWDjHumzTY5UYLPQo6O8wlmmppb8NL88i6ieRH4TO5mTg5bH3ag4PT9L1KxJQSnCYVCAYVCweg/rVaruHnzZuI/LRaLie+0v78fpZLhgxvt17dboJllTCYojpQ/zSLfbf4ebTVeePsVTE0t4thYf3NCXFpoq8pHq3CapoaGo1Jj8c/w9U8BiDWfTRSexhU6mGmWNLE2x6FNBK0urHwsDIvzd1A5PIxyv0XjizVrXgQ9BcXcyre7YLu+vBHPPoIhZeUxUQgKtCO4fC0vXMtqxZfpY9o1RjuLEm0ueNfIzMH4IzVE3ke7zEEmocm39/zMl1puv1VsacFpguY/BZBopysrK5ibm8PGRlR6q6+vLzH5lstlI8m0z0slow5NPq5xrCWTNL3cqfQGR0CPaRtNNLM3qxgo78TgkRO5TYsPBET8TlonoQ3OW1dKhzyGCxXSMLlpMzHj5eAVdUUW8tU3gSjQtPfNh2mnXq+jtl5Dud/O4uNTQFyadtfLgyjGAlczo/IgqnHFVMs1Ow3SdMrbt4GEmIw25uO0wYd/ONMnEwhnkjqt2eCgpsC0Cz+TUJ2aW8AU0oUDOGwsXhp7ls+18qhbDin0bMdIbVKDzRcq92vm3K1qtn1XCk4TKJ+UQwtI2piuIQiA2d1zKPYVUOgroFTWxen9CEJoBatr97Bvt18qSqtoxdep8vJyH+bo+7PCMwd8THvJ5N6CQNYmnFQ4v6WEEkenTOKa4F5aWMbuvXqEJYdJ00wE6okn0wJT5I/KRWFEWt4UrHnG7ZNSpAXKkdCYQntkCbZIXc0PCkiifHPfpnGpjFPI5hM3K7WY3T8uP7qNOSmPFszT8mzffp60Pd9jHhSZQSv4uhKcGrSApPBKAY1GA1P7d2N9rYa7d6pYvHEbuFVFEPSg1FdAsVxEX38RtXJUxgtoRg0CaRMTYDfDdiLKNCOQ9h1EuLtZDaOV6E4f+JAjqNGAzIRUjLWfZCI3mUc3oU6nkd1G5GVqwSKAH0kGwTZBuUg1XOBa5xvn3sGBoyN4vxbNrFABAmkhyv25qULecT6n73JMEpRLTd0VKONFTelBgJ4S+qQts31Q/jb259g3Cd2HKJ+95pf0mQdsAYXN3Nxmf3LhY7tGKtfGTd6ufO5ORd+3inZSVjYTX/eCU8XsXfQAKD1ZQmmghN1oTmaNRgP7q3dwd2UN1VsruHCthnr9Horrq+jbuItbByro2bcXe1BHodCrm7rkC6yt0MUkbky+ZxMcD7Dp2fMMGo2GMTHfBC35Pi8/ZW4MDaep6QhcK7RoMT4BJZLlh6J4uZkyRcK+tIAiIoEpk9xbjTZOLaJi89204VgjzzHTRmTfUwBq6zUAQKFYsLLeAEgCnzQk7y03yxqKEKTpJIHxsaNNQcJcF3LxdqYyAFM5M1vqhXy20yjho4PLWFf6oLaSMVsWXfy7NEW4a0E9Pv5XlZ2KEbBrQjPJmxW1aomMgoPT4fESh5R+xN8d09h4RDF/Rpycg/fHU/A6BaumahGKnSKG7xS2p+AUwUH85TjWUwMGShgYiF4seukajQaqM7NY6Qlw99w5LPT2o16/hyAI0Ne3EzuH96Gvr4A9tUWg0Nv8iEXKg0QwcsR+jNxOEZK1IO9V3xdYJ5jYz5nyubWQZ2gLKJH3UaZibHok79ICiksLmIwXNMkE3GKQBE/BAIDbC8vYPZzPl00LLknqDkC9H3KSl5MnFwqtQtOaJOjZaj5nyRntY8b18aVKtqAMk1KO/kx9Zq5XCE8p3HzaN2mgcgy2e6BZVO6XxplHGG6FtJXtKThbQEQ5WMTA0G6guJG86BGHbw23GgEWb61gYXEpJVDLG3dRXq2hXOpFobezOahhiERzylPT70GYXuhDzlMlxegDYybdds3gfJLy9V+OYy0lCCclQ4+nFSBvBGaj0cDdxbvY955DAJpaKLDC/GQMPA3Fdd/Z5G2aXF2TaF6CAskgZHuWrvupuVEkZB6nLTczT7qZD++x0TdvWcjx90MKCSOphGdxb7lAcPkzH5S5tlV6wM3G9hScMXPQxHdmXwYtci0BNwfFE03PnVsYADAwNAzsKgMHoq/33rmXUF2po9o/isXeYcwsb6DeN9gUqH0F7Ni7F/0DJQzWV5umTMXvp/mmBi69g5VqDfv2lIGlhVSEo+9quNP+UBNMWqFRiHK/G4TAJKq3pYVMLUxC7fEPRefNXDIKDJ6rmfCPapF+8aQhTXeTWE6KQ1Ody2DkCNbHjuLFuRVMiIUMmdoo4ISblseZaU4z356pRP+//PoFDO4dwInR/amxJ+eVSwk/bkazj+9RcOJJYGkhY+rT4Ho/pDDQIl6133zcBC0oSTsOMBN4TCEyPfJxae1qmqzsj679XHnEa4HTakR7xgcaf9/FarOg+vNvvB5xu7LoXU045jEvS42feJaBJntQHguJqbqKjJDNa2p1ESd8x1/4BPAb3+/dXqewPQWnB0xCKHkZ5QpSRJH29PRg8MgJDApBSBrqYljA3TurmLu+BCzfwUbfAHbhHnbcq2FPzwbKfQWUSjsBZBltAGD3YAmzN/wp6VTk0FI3A65SV0Xh/wznLyOItblivN3ahpJuQiATKPcX8YkDQDJZuUDPh4Tm1I2ZZJLTfFUfHQxTiwcSxIDuw6O/B+714Pip8VR7uRc/S2mhc/I6E/qOADNJOcnHC3QgCC4e27RY1PC/TWNr+v9Oey8c6Z3wMb12YpHpExGu5dbaNKu85ljui7WNJe83wMdqE4ytmldbqcyymegKznZhoHGzEYQP9Cxjp5hwVkv9aNy6hVv3enHn1jKuz93BxkYdwd3bKBV6Iy21UUJ/uYhSaSd6e3tw714DjUajYzSEpkAh14eTx+cjkXDumhL05T4yTQPN3FDRVjLJMa7UVjSC1EfOtM5EGBvKjklGIKDJdTyONYSvfTYa74knrfl23Hx85+Yy9u/pd3I4r5cHUYjb10DvJj3TWuVDxmuhvnkOI/8/j4AicHOqnOyL8f8+7bYykfqy7yRj9RTaHKZ7Y/pGfBcbtm/Q55psFgY6n7/vxNhDi0BCq0GDLoHpo4lKYf4gWNAIXcFpgMmU5LNqtAlNbdt6eRA9APpqy+gHgCNNYdxoFLFa2o3q9etYvNeLuekFbGzUEb5zDsvVGm4e2IWRvf2J3yY1Zo1wgZk3J+MIPl74OK8vI09unZEbFtl0iXD+sjkHUTFD8nue+aAURhdp7uMfrWmVTUE6icks7o9MtYX5y/goLQReezmd9oH43Zm5hBBNDU/6Vs9ovkoAt28u49FjWRaVzHsat28CjSkx07F3xJXnCMgI2yYdXGoMBrMrb4tHnGqQAsgltMgEngg4Xi6OrjH2ifPId1PKi4sEwzUebw3VEHFfXFrAeJzSFfmv11IaMpFM8PxNqf1rZlyTGZ1XLvGhudOQ5H9qhbI3KaDnQdDtAV3BqUL6CvKApzz4rm55/pkk3O4B0A+g/9gR7CoPAkciM1ahdAOzC1WsrKxjZG+WQpCbM40QZuT7HQQQCgHITdIBFF8oS2nRhCrdb/Ivkm+IeGIBez6l9lGnBJNiqnSC3f8iXQMbuww0kqDJaHTXQIrQnfZp0al5ArBcMBYhVt4VLTXLBtMkrpmp1TEo/q9ocbOSjC0Vk2CBTVPsJJwLb1OsA/zzUH0YhCRsGp+pVrGrvKKrv1QfSt9bIXrWhK7gFHCFyCegl1t8kD6TVoZ2TERjyhW7iRVm/54GvnbhRnIcRydIF/JCM0elxh4LcykwMxD3NMXHSZOCJdWHxvDMqdOZgAU+2U9W53GuPJJabbcLPp6Mds24Y2lizEY1ZoVyo9FAEPQk2ihpvhGTj66hyjEFI0ea/S4tJH7Ek2JxYoo41YgwTFqMDVyDNAUTmXzDKfJwpZqHNN+m3kWR7kFwjd2XScenDdVcyy1BHgLeBz4LlxfnVvBRw25fbdMnH1yiU35Kuqfh6/d/ngO6ghNAdvXsZBBh/swMxAdqCqM3fUC2vuWH19vbg3DxOhqN/W7SBUPprpSJt01t05bUTn2RNknQGG5ojDULgTVp1KSZhvOXm8FENJ5yZOaaqJxOPmq+MEo0VOVjzpgyh4ab/jmDbzOhEhx9v+q/tAZj0KSjlJqqVWtYrN5NtvNJKpUCUm6yNAHNe0mmb4qoPTf2SHJOcOJJAOnnxM3H7QgM7f2n+2rzO5vIKHyS56XwNAYvsYIIPFdWpvVoXMPGMcSLtJaEQ06h2eS3HTEu9m0LhInKMNbZ93om/k54+0B0P300Pp9yZaki2m34KHl0etdU+wAh0w2MYC/2OrGnOBhvbEIzebEVTVMis1qNhcTw0WO4NreMw3ubKQqpdqRvcyhbs5HTidG4qU8bbPcsbwBJK1gvC95U8SwoiGgSywCbYJJzadEgSasrw8hofjwoqUNjJwGlTbZTcwvJJL5WXUepXEwm9zOV5gQ/nafTFrUZ2wRnYuDhkH5KTi6QN2iL3ytezJj+BpCY59XcVgd831ujad1TaFpzV7WKNWx8ZCHx6UvOKzzNhbdJKVmdNE13ysQqTbZbIbq2KzjzwIN1RvsgtAAHU36ZZqalNvj5JORG9w/gjbNzGFnbQECaoyYkDWPVPty80YetgptsNZOrHJsU6HRfjW0wzWsSOigVZL08mPgauU/UdJ4N3AzNFzz8npIvjq+egfSEPI0SGo1GFFF7ZIQx5aQ1N7qOPJiceSv6g73TctK0kdfzNB4TfKnq+HOdrM6rwTpy0pSTJ5kXaTtRybWzcJOBZJ2EGtBj2d/qtZi+IY487bo0apsmaavFqVVEeeH8S0klIXUscws4ebjmNe5Ooys44R8MpAoaIUxpIuBJ1toEY5pQNNOSbfLp6enBgacex7mZRTy8d69zApUfota2bMMU2Si1DVP0IRccvG2nn1NEJsv2ecK4TZtKReIKXlAAKW5QWSIqZfa0BCYByBTEJu1ATjTRBNIUmvz9m0odA3z+i29i175BlMpF1WwqzY9awXBupl0fOxoJJ+W95QLLVVuSj8WWZqG9M9rxUU5tc0GUEeKGSM2MQGW+YlMOduq9ATHznAdgjmpuN4+Q3y/Xt699w2SapXFy8Ehl0/ka5PfLnwF/z144/1J6LPG90IRkyu8pNMU/9+v/AgDwX7/vB/GL8XdBbWt+1SQdRvDU+pqPNxPbWnCafHLaiye1wsRMKyZ32qeFguc1g/iuDiuFBhZrVSzeWsGBEtLMOo48QRuDS56VqM+18baNEbUdAPntpKAL5y+n/KsyQCeVWkHnsvGm+hDk8QQKZDIJTRf4hPXll8+i2F/A0P7dANL+pqagGGmOHbHPV5Rt0wg02q1EY6olCiC1cOSQ3wEnRJ+olJJgLZ/3zuVz1AhAXCQBkebfmobq8tn5FAeQ4K4eKTBTGhr57ysDXkLTFMAXaelpWMkMfMqHsfOfODAKoL1IZfk9hVcK6W/6PmFbC04NUui5Qsetvoqc0ASZ3KYmMi8t4NhQgK9cXsDuxx9C39rdRDCZtFYTxZuNgq3VBUBueEzmXFuWaRiS3YnoDGVu6HkWJEOVKlxsRkk/7NkXPM4BOJFAhIn9Y8b8UgDYWyghGCmzc5sreB4MA0ST/ngZKLz9SrYiSgvCkY9LRrRqxxEy30M57c+k99n2DsncVhuNm2k8Xiw91H6ceyjHldGmDFpnKtrXESAkv2eX0MxjJp6GztfrzJVlObW+fk4fDdyX0MAHW8m/CXQFZwam3DK5TQbWmM7RgiekcG4pmVqYJguFXhwc7MG1KzdxfKTUtgbnm4uXB/y+aVqQrS+byc+Us8oT4SeBVG4oICpfWMgZMhAk7pOMvIFTmn3s1MnUaTwIi3huwSYsIG2q/cKlOeyp9uLRiUOYBjBRia5Zi36k9m3kB+vlQbw4txIVo1b2ayXCaCwmZKJ6xXtD1/WZ5QAT5eYz4xM0CVXT89cmS5keYxo7h+mdlqlAGilG0i9bqGhjkqlPUvBpPmmNuEAKTekDlAunPAIls0irDCeECjTGZMG0fwzPnX0Zr16fBRBpjWRWdfUtTbU//oGPpPqlgC5qW5pruWl2q6ErOLcYuECwClTF7HawfA+vfe1tVO/tQ7lUaK+EFjNDy2AcF6uKDalIWCE0VZMpkIkCbBmiLigx/hA0xidTsBbQnAAmOakBK6ScycE11VoVSJL3SwWsrzWDH5L7wia5KbbPp6apT96nL/IU5+YlwAg2k6wtkESDdYHLfNnSlcI1atu77COY+D1w3Q+XSygP8mph8t3h2zSQiZUEnIQzYIgEqHiWMhpaa9e07UFrnl3BKeAbvWbyn/BtpmAaaQ6V5hHbB6yZxnhKxvHxfTg3dROPPPkwSsj/IcooXJ4QL8dFIewctrEXZy51tB5mRtsxjEEGQdFxGd8I0ySbPK3pwCReODhhqKnOZzVUi3/ZhjMxvRoAvFroxfpaLRNYwtM4vAQhIzxQiye3CF/hJs29ErZ31OU75P49F/K6U1qZnPPkvPqmfbXSNoctutnUponRStMKfWB7jlyL9cWD1kK3teDUBF+egBibScg2GZgCJ7QJ3/RRmXyr/eUCThzZi7deOYvJb5zEDkNV+Dw5WyY2mU5ATh6UCmLqryN+VqHxniuPpEx9MiWEtuWduGih0BS6SPXLwYULXeP+UhmDYyPYNTTQvC/xIkAGMQHMDC2ian1hC3DLC5/UlvsKw0JBKxun0TMC5sk/zztpW5i3QwjQTu6qDdFzi1JCjg3NZMyvJgFGZlaXYPUVmCZKwOABpaMEYWjzigBPPfVU+PLLL9+n4dwfhL8cRV0GP/BTqe3tTBTcf2JjDALy1c0D7AKE980n0bvVGs7P1zH++AmUywXn+KU5lo9LyykzjUVLILcFQGhj0CYsbbLhmqF2jMm/zE13AGK/30DqPFOVGB7kkmkXafOvzC9Non0N108gooPpN6/goUcOpupvUp+Z6F8lQCmVfiOYo2ixkPfdMy0gTMJABtu40lxs8I1a1d49+S6T+d81Jp8Fk89i28dETSXpNHABxN9VKo1nG5M2x9i+YdMxWrCUDVJ4alVWNGYhn3YB4COf+fsAgODPvGI7vGUEQfBKGIZPafu2tca5WTAJTRclnQlO7VDxbfWXCzg5Apz/4suYnNiHHcfsqfy2j19qZBo4+4hpfAnbUgztg35QpYLSQnulOR7mUyFtT80nVZAhqTfQHmqordewY+cO9PT0qNVeeNATkA18yvQh6QgtE2XeRHtT0BtBjl+LXM2jkZomYxtsC1RTapap/XZIFWxCE2gKBZnfaIvodd1Dm9Bs51p8am/KtBnb8/Ixvz5o3yahM4Uc320Y7Y/+dRC2qMBOwOpLHBpWJ+Ly3VmcPBr5PO/dvNnMP43hInvgfs1U/qoYF09t4eckx3fAn6b1Lcdh22Y718Vowutrcm10am6h+RwobzYH+DXx8Z2pDOAbdgb4juMjqg+T2I28FhktjIsjCSRhkzP1LRdK8p3h51M9Uu08n/55G4A+ybradVl3fDTgdgSNrV9+bRxa8IwWb3A/QGNMnuUD8DNulSjbba1xyjDwTlLNaVqiaaXnG5Akz8kEG3Gi6JhMvR+IhOcfnMPkxD6UD0RCQAqSVrUNozmnMpzmvi1n6whqKTkmNpLxim42pnPAzJca+USSWM/LfLHUERqzhBQYfDuf6FSCBMlBbCAd4Pyh1MfVCwv4vicjTdUaADRzKaPZpsglLHVh6Z7Y3lM+JrpmTv0H2JmDtH75+27TQLQobiBde5MCqWyCRGPLsvISe8BXyPJ3zCfFq7kwiDRNEpymGrH8HDm+vCZkbfzymLwWIRkFm3HDKFR7HJyPeCthWwvOrxcYSRhiQdpfLiSa5+OF3gwnpmuxINNDXJD+RpkMz8fcLtoKOhGpI3l8bza6OYnk+TChTYJSCgdKESj2F1C9u6b6p1PPglJs2PXQdu0cTkIg+9auO28CPoELqzMVgITTOIsa1sAXJLbFnNzWjiaYV3uzRQnL7Rpbkcxf1WDi5AU6p/W6TKdN68qK8RjvvtqkLNxq2J6Cc/au+5g2kedjtPlYfKAFB8nf5buzqPRUcfmrt3D0dE9KE9HGyj9uOo6PVzsWgDppJKtuR/BOp8xPWg4ocX2e4X5WVh6uqBzPYc1ZXFpQiebVSdFhtj5TGcCLcyvYPTyImZlb2LtvAD09kUelWR0l3a5c1KR8qga+31YsDKZJlgti27vEBbQ0AeeB75htbgUbLy6Bj63J+mR+R/nxm2HS1UrP8f5MlgMteK/dWAIZ1ONVesySg8nP18zTGi9xeCVaVHYp9+4XFP+mi22EjpEfoytajcMVeWgKKDIJ1WSbyYfFJulgaBhjJ4DXv/xV3K3W0I+mtpU31cTEDiNzUeWY5b003Q8t+s6UA+ubJmIrFC2ZgEzRg/KDp/Gvjx1F4bXPZtokJPeFUfzZtDya1MvFHZi6MId3dg8m45jYP5ZEARsXTMoY5Lg1SwOffOkeUIUKLQhFq5Riuy75fhhrODIGnon9Yxnie96PzWJiC1Si6im+733e9BrbQjh5b5TobO6ykGPmvzWLh8/i03SMaXvGRWERmKbAJgmTkPUlQ6C/H1QqCrBdBWcMn1W3KSWj02PQsBmr1mOH9uDSlUU8Nlmxjscm9Pg2n/uRuofMPKodw+GzKt6s/EBql2ofciSMQYNxKtfSQpbqLtZife7P1NxCMpFz8910pYLZOzO4vXAHu4d35b8IpnEmUZuxUKY+ZCpOMqZ4ckqiOtvQDKUw9o2svLh0DReXrqkTcN58xaYf2d/s6Ptu2QQb9Q3Y87fbsTjJ9gg+iwIf1iQNncrPJJiEJpUVS3JV2fsRXimg52e+lKufTmFbC853C6wRtRqYeU5+tAOHDqLv5grmFlZQGW5OPpqmICvA2OBjoks4ZRUQyYLW1v1Onif2nmT1b0gDWMdaRHJgQbHarPfJr4sEmWsi31sZwtWzl7F7uBkg4pxgledl4nQ1Bcf45tQRuADgvzXYCNwJNu2DI0NraACZ4CkX91wbboFWyDB8YRJ8sr88jEkcpmcinxddo28FFPm+mIJ6aCHkCvoxMRT5moU3G9tacOZZ4WlmFVObNsGWN+TdlKisBuwoE6acUNbLgzhycA/eODeHfUPlll6AvFq3KkA9NXhTEA4XtPRbg7YgyATrLC2guLQQ5UTye1guGaMZ+XiMFVVYFC0XoEBzwiNNg65Hvmd3sIbXkZ44m9pjFBVblP0R2LXItBEOjbBDVvzg2+QxdB0cqbQdQ3UTvv25sxHJCvGiAhE36hMHRpN9OAs8+zDlozfzOPl7oMHHfOlznAZXNRTAXanFllML6AtHq+vB0q6pHW2xakrPIqTM6exZktAji4EE38b/lsXITWbirSA8t7XgzAvfABZXkIQvbKtDnyhX00q8t7cHh0Z34ersbYwP71fOzA/b5KNN2rbJJDneoV3lifS1TiIexbCd/RPNHZX0GhpOWIRSwQvieXDu2GJ1OaoiUmn6vFfQwOF9Q2pwUkumPRYIBZjLyPHn6at5+EILBOECU+LZh5/KTMC+94AvQohlx0WEoI6ZLR5s2qZpMcGFO9/uw950P6D5tzXkEVgmEneNLJ4WRD6Rt7RQCV9vv5Rjq9iegrONqNrN8DveT9Bkv2dXH2arO5LteYODTPl5GjStWSPDN6UY2KpIZPa1Q2AuqrWMYy0VwZh59qwUWXD6BzJtyGLXvD4qp8qj486VR4DlBS9foBXsHiQUgI9/KLqusaNN87Ilx1Mij7/P99iLS9dSk6hWhePV67N49fos0zT9oKVA2aKCfaCZS6UgyVMxBjDfe5sQ72QEOrXH/ydy983Q6l69PosLU9dwfKJpijUtmh4Ui5gPtqfg3OJwaW2tmGglent7EN5ZBJZKSWQtR9KHQwiZcv98Jw2fCcB7RZ5TYySuWk5AALgnJn7/ZVFrAIlgkibccP5yJnQ+xScrMDW3gEpf9GDk/UwtKsR1h/OXU+XT5DWOs+uWbZpcAxxNU3E68pOTjQNZ7cQkKKVQ1Go/Aro2whddtKDjCztpCUkWbeVs+T5X2oa2oDHWohQasTSHywAzU+CQdq2tpBLJa5DX0QpsfnB5XzTLAv/73Zbj2RWcOWCLfJM5iabJVyMwp+1kEnPlywEAlhZSEz/BZALV0jmKxd4oNWUof8mldmHTWGW+n6bhGsdrSPy39dtJU1mRMflkzLdQ+GsZSMPl78KlGzexfGsFhyeyq3LfZybJ5TXi81bugWuB5AoAIQH53NmX8ezDTyWT57PQzXapIBRFAEg3gHZNL86t4KODdqGj+RdbCQjilhU+llSZuDaJG1q1gLmuhQf5+JQSc/kdZRuyeLX0X251QdoVnJ7Is9qT0WmE1ErVEmghV7YZUwrQkjlSErUP9hexfHcdnWXtjeCzAMgTRCUnIHWB0MFan04o5AIZMIGpCUrZFgUQRfSCkRB99eYl9PQE+TUFoYUmlIMMxZlLyeKLoL3X8t5zn6ePOU0K0GNDB/Hc2ZeNdRj5pGn6Znz61YTnmcoAoGjagNlk6xtZCpg1JzmWVqNiOw1Tfjhdx8Wla5jYP5bk87ZivrUJQflu2NrfSsJ0WwpOYpzYTJg0S9/jObSVpUlz4qTh0hSaaBjx78GVNczN38UBgxBIpaP4CIoYpmvV6NS0655CM99wGiVn1GTm+rj5UvgtObjglcEbNsGe4t5lGMdawhGcgTTnOrTFC/VefOVrF9C/ATz62DFcuX0n2Tc1t4Dnb8zgmVOnI61GCMkMZy1FDCuQvmZtItWetylgSIuuJPz93/qP+Ovf9T0AgJ/64HdbyfWpDxOm4uvnY+cgywrnin1xbiVVWUZt12OhKwka+P/8mPHKQEr7JRMxv0dnKieNYzFdG5DPTJs+v5n+ZGuDc+ZO3ZjBsaGDZq5chQhBIyzg+PDJpxOiBDrHdKyG7/gLn/A6brOwLQVnJ9Cuc15qlXkjF101LuX+qbmFJNCFJpVSoRdrc1eAo/uS42QkYBKBeT+1OQXa/TZFhJqQxxzdbkqRCyYz4trKGhbnb2C9WsOuvQM48fhR9Pb2ArejY+h9oVzTYnU5bf5lEcKc6N2VEgGY/eh5zLikQXBf5rMPP4Xnzr6cCgixQWMIIqIGWX7LBPkdRP+7ydlcwrwT4GPvRIrbZkKWBUvt44sJh6DUwKNuH3R6SV5sS8HZClUTN+e0kwDdiQ/TJ+lbC7xpBiREv2fnVzA8ZKIk6Bx4sIhmolY1F4XOzYZW/ZSbkQqQ8WOyRYc0e5KW12g00LO4hps3FzG0fzeu9y9hEav47299DUC6ugSn2+OFs1sCMxP7gL//2rOjCFgt5UBCVlsh6EExK2pQEm/HhUjwLqS+QROxgKZtmoKeJGSOJXcvjGMtoRDcbJgo9PLCdE4qZSlHoJDNKkHaqsv0HZx+sCk821JwEkyrPRnoI+Fjdm0l9833HJ9JzvrRVOfRaDRwa2kVjz+SNuKpK1+R4mEycZr69V1NqtXglVWuzWydh+0oD6kFYDcv070N336lGRQkClhrS5RxrOFCvRef/8JXcfqRcXzw4UMAgP65ssXv3QwQI2R8qEpUbQbiGMC9kBjHGsYrA5iOf0tqQgry+an93506T/7WtEoNkbBcSW0jDcxU5s1E9lCsLuNMZRAvKsIxiSNIiCnSSJlwLdruGUP1l4yPU3wT3Nepmcx9YyroWBuDkySLt2m0nEUrk+vpm6JkYYdyRU2bBOiDzOEEtqngtPk485hEbCvdVjVKV0CND+OOFpyUEjhLC7gxv4zhveWo8oZLyOQw07rMSm3nKDIY74FlvPwcH0aZlMCJfWM86k9ykoZAEhSUqotpweL8HbznxGHsqwwl2zKBYcnE2pxAbRG6Cb2hVsh6E8zuz5w6bX3n2059SEWcp4VIasEVWyhsvlqfBeq4Iix4H6n+tUUNzD7jiYq7CLTsu1Wfpg+pAcGnzJg8XqIdVh/TeVspKIiwLQWnhI8/i39IfLtNEHSacYWDr2B9tSYuBObmV/DoySbRu7UtJTBoM9NXTMVtTR+Q9fpZkJC8Rq0NDXRe8qxzfMgp4WnQhG/dWMLEow8l18DfM5XgATD6Nfn1ePmAW+AhjiZYc3UToL00Dg4ioH9xLn1ttsoq3Lxv+ibkmEz5qzYSAtpv+87pWcpFnlx4TbM2NWFtEsKuxZ9PNLavP9/GXkVmdB9aPNrXTnHqpXNVAMA+x3Gbha7g9EQeTdQn1YTDNbmYTJMaO4rWbiI044n15mIVA/0F9Pb2uC8GUINLeHUNQP8o6Vo57ZbJBJs6T0mc51U6sj6ilVQunyz0vBmgCb0oUny49pfKs7WYj0dRw/HeOoB6kpKSAROKNk2TY708GEXcyn4NEccmDcs3KMREhs+hkQxI14juZshO4BnWHkHAYNI+fYJttEUyvx65oE59Z9SPIRpc8tv6uIqmka+Cik9UPx1D7zKZ4CVrEEUvUwUfOjcdf5AN2jKVHeNttspQNDRZxo7f+Gru8zqFruDc4pC5l75J6yahCQCzN5ZxnCJph8zcnXLC50FJzeoe6f74b16ayhQ958rxOjZ0MJXj1Y7ZxpeQQvrI5OTAIQO1EvMo0oFAnQzB8jH/JlAq5djqdPqAT/ym5yHfB6mZAGlhSPBdoHoVTm5T27WB3yuTT7UTMN2PVhfyvhG6E/vHWPFuvc1xrGU0TTpXbtPG4gv53W+FCNyu4MwJvurzeQmMuU8e0bWuD1JqnJqmMF4ZSOVirqyso3fPXpT2H1D7JEGd9BdPsi7TrMs0145ZhsMmPF0rcpf5jYOu91x5xGCOb5pSubbWCorrq9i5chsbA7ubG00aqiWgh9f/tPn4ijOXnJo4fy8p345qIwJuczVfgGgaW6sw5nxatN12KOp8IBextv4oQpiPLy/ud2qKiawh0rSbfn8gq2Wa6qlq0ATuVvRvAl3BaYRmz+fRaNIXZTNZcuRJR5lGKWOGpf5seXmZYAUi/J6/jCuXb2P/t30H1i1J4ICZqq5YXU59/Da0EyigmnctbaVozDxW/SZTFr+/NiSTo2KOS0y0MWetJCiQQqtnaAi3e/qwx2ZiJoFpMfnaCB6S4DIieI/HdG7skeQYqY3Q/U4JTA9yC2rL1K6EbUHD20lpq+zdck2uNlOoDSkBaLhuyY/L2zZZhfi7llcI+vo0z7Cydck1xBjHGn7xjfMAgJ+cGAUYj3HazE3jpYU5Msck1yTSSIC00LQ9o60qHG3YloIzbyizJuSIBeRdg6UFrB8+jXsbNzAwkI26I7gCStbLg9bADP6/hlaIoX3QriZj0g5kygPhjEgfoP+9WI7i0l40qRYKvVhfq2F9b87Aq5ivWJscNQKM8cpAhgVKQytBUFqaEMDvYXZh2SnauU5wm7pSOPhxEhqpPN8HpC0B5BPV0la0fuQindCK5jmNEiar8wk/cGK9YEUOCBr1p61P8lt+8vO/DSC94JJt+kIujraCmRbYpoLz6xn8xZT+zUuLG9h7tGk20T4CW9SszdfXCmSRaB70kUdo+sL20cvr5SZaF+QEk/Ilcm1TMbMCQKm0E2vrG8lv9Rnw81hwj0w9MFkkztxHTlRTOpR5m58J1Yer1mbRseU7SviadV0kJO2CR9pq+3yEpzyXtMtnTp02ksy73n2ZAsQji3lMgitNSWvPhc2YG/KiKzhzgEftRUTczY8xsfV3ME9RIo+PRq5o6wNDqF2ZxdhoOSG5Hi9vnr8kybvrYLV2n7Z8/Fmq5shqVJLQlPma/Lz0fcuxkGAmVwoYKpZ2YvFWug2j0FTw/BuvJ4sQfv15U4cyPvL4XnNOWA6XBmRj5skLLcrVRAZv69/Wfp7jTJol4J9jLbXIzfgWtfaff+N1PPvwU5iszqfK6fm0AfjPbb5WgK2iRebBthacthwn08o1MR1UTqciRz92KiJrHq8MJP4DU9t5oE1OPgI05c8CcO3cNCr7dXOMqo2IsmXcNK1qiQY2HVswx0RlOBU1PMW4RDNUXEwQ820aXPeHwuozBAc0DmGqTMyQlutJPv7KcMTxSwE4Gsm80AZXltewc2dvyqznwy2LpQWMlwczmjuQ1T75GIqwT+7UlhbwZROWctFoosbLvDOWVAko/dp8jhp8I1PzBI9JeD0v0Ycm1PIGMPmMWaaQfOzUSUyjpGqb2jdL5l2A+fQrw8mCLdOGhd+Ww0dgyva3ij90WwrOB81zuNmYqAxH+YWxdlNdq2GpUcSpkSZnJtCMipO5iDKdgp8jP2wX76Ytp1VG8E5NpRccWlvah9hKkEUisEVO47nyCKamIvo420eaCS4yHGtiKqIJqHp3DYuLi3j0sUPA2t1c10Bj5jRv2gQs8wJdaUyA32JP3nMuaGXOH6CkIrWpjZqukej/TP1sNlqtbzpZnc9FasKR9p0C3NqkCUL+P4cpaE5bGEgB6RusBbw7tUyObSk4W4VWLofs7b/4RrTtJydGO7oqMq2K+cepTTjJiz40jAtfvYpDjx7DxkD2Q8l8mIpZ0DdakIPnkaZ5OFm/SpBKJ027cqzJvWOaOIGO0SZdfo/kJEzHa1of9c/bl5iauoGJif3o6enJHGPUYgwsTkQibkqWr9frmO4tZbQ316KDX5fPZAvoHLOyrTwanmaqNVlfOv0OcbgEma/ANAn9ZnR+e2ZbzZVgW0D4LFqM77BHMNlmsqg9CHQFZwxfBzaFWGfMhvHfn1kGPjoY4jPLTbOjj6/FhxrLlNfJzWjF6jJQnU+E0rWZRZQrw6lIWuvHaYm2NJk2aQzyGvjxtlQJAvnSUuY8NgGSEDaF2APpCYMEZEFUEAmV8U+PPZLxyfJqLsXqcqZmJ6CYc2H3d3HBNnftJsI9e1Du1zUA1yQt+6HfFBnN/VdXpmZx984qSv1F1MYrKBR6kz5S/RiYfuQ9J6GVh7Agcmfk8+mlvktlbNq4gKw2JBP21b7gCmKKYHqnWw0Gous4Vx7BhEdUtsYsxP+2WQJa0b61+0zgfnCTu4b6Tm23WXNE4FGec+8XuoLTA3lXr59ZDvDRwTAVmbmZLCYmVFdrWLi5gpNPH2qrHSk0aBsATFSak7N6faIyyOTSpcz+hFWn3PSlIG5X862ZJnP+N69TidkvJ8TrrSBd0zHuJ74f0lSdTKpjR42RyTQRLS/dxUMnxgDUM8fl9XXJfEKOer2O6soqvvOJMXzlZg2rb14AHj2eCE8+NtN4Tb45CW2i5EFWJmGpUlHmMP0RbP5Pn/zj+6kV2e6l7X5rCxYtjzQPfPh2beCWF4527ienT6Qxtttmp9AVnO8imF7glKbDTK0Xpm5g4uhIVAElDxRzbdGwf1yW9ALTfhROVBt4oNDkzFvpnXG0a9JvTsHChWdw4kkA6VqW2oSbaJGx9m5LZufg9Rc55Jjv1eux8KrbJzzP+2cyoc9ensfQcMRK9A37CljaMYJr5y/i5GMPqeNzTb60XzPHasF0F5eu6SWjLIFWLv+yKViJtrlST/Kw0/D+eK5uHj+k61g5vqZmvJIQrsjj80KzCsn9gFj0WBb83AJnatPUn0v4uZ7J0rnqAyN4B7ap4CQCBN8HyZNv6SV54fxLKQ5WwsWla3j1+iymHn4KHzs1mEzGJqe7fLGm5hZya6fJB1cuYTIWVlP3duFWZRi/MzeLibAv9dFkTLsc3O9oE3xExcfp20i7lILXkU7h3I+sEDKF9SfXE7cZjBwBYkGZCbx4/EORZvr2Kyi89llMxhywk3Q9JLxZigpg9xWZWGSkT2utWsPOnTsz4+eQ15K3XFqtVsc7569hYHcZ7zvYn7Q3NDSI5dtVXLk8j3tHDls1GtOE7WSwiQUTTayuhH/T+XwCTcYS3/80723ad2oSLJmJXbEmmcrGpcaAfMLLtuAFmoQq8hoJpneJkKr1aZk/fGlCTQFFUsAfGzqYkCnYCjiYTOB5Fk9bQdMkbEvBKZH3gZCwJCHJcWzoIF69PouLS9cwjchn1wyQWctQ8yVpFh4vtMu/NI41YGgYd6vruHVtGZVTJ/HGm9H4eNBLx03GWqkrwE9T8hCaMtGfwxTwk5hpkRWYBNIeiieeTGmfLsj3RbIIcbO2lr4xNbeAer2Oxuo61qo1lMoFVVD5ELObsHKniqtT1zF2ZD927W1G3RIOHxnB1968gvqtFWBvdhowCQUZKUtwpR5p76vJFDuxfyxZmFLbUd9ZtMsaREFdfOz0fctKK61AS3vSrAI+/lEfQb3ZwkVz20hoi/RWc3rvt3vLF13BifYivp44MKpuTwKIRFL6/XgRpi7O4/ijR3HDYaJNaTSM1YbnGybHMoIAEwMOmUAJrsnAKzGfmUhNvh0gLShbQTBypNmGWABoNINcUzlTiXJ48wT39Pb2YnRyDO9cmMHg7n5UDu9DT09Py/l83Ew+P3sLi/N3cOyRQyiUCs2Jm1kTplFC74mjuPLWOzgYDmLfPl2jb8UkCDSF4cWlaxltM2VlMQi9D598OuE+lbyrLmjamRT4JmtTngLTrntDi6TxykDuwKFW7ruPD1eDyRrG95soFYFoDpTmeJs/0jXfmrT9rYSu4PQANzsBSLTMJw6MZjRO+ZvnN5kYWNQ+lQ/cNJlx3+CVa7ewe3cfyv3RR3tx6Zq7QgFpM2xS5RjHWsKJSpMwkSO4QJMHIfMBmmpFMshVrsmnC6S1XWkuVc3i0VmYGHukaaIVGnRh/jI+SkI0ue7mJMH9UVEOrV4xhe4FN5WXT49j7tpNvP3GNA4ePYDHdjUXOzZtU6ainCuPoNFo4PLZGczeWcbI4X0olApJvxoHcaHQizOP7sdnz93C4FoPKgezXiPNuqEG8ghyAwJ9D1pOp4nMgo555tTp1P1TJ2GFXJy3OzkYOoWWnKAvLl3Dc2dfxhNLoxmtl8bjIzQBnerQZnZ9cW5FFVKuFLCMNq+86zZotU05+D2id47ms+ffSPdr8qXmVU5slrh9b1zM1Van0RWcMUwvF3+BNJ8maZxSYPJzUyksOV8iq9ARuFtdx+JiFacfO4RzYvV5celaQrrsu5qlvnkKSCeQLABiYWjVPG2E5ExoSm2XBxL5mhXpHAp4KkLXZG0re5MPLEmTUIJaKgf3Yc++QVw6dxUPHR3Crl3RjdHyOLUUiGq1hmvTc1hevIuRsb1o7HE/q6T/3l4cf/QhXJmaxbWLczh4rGK43ghWJhhDJG1eyHvU7H8l03arJahM3+JEZRhTNw52pAxeHq0xWRxW0uXY8rRh1eLEtbr8ixwXl65ham4s0ZzpnaSx2fJmXVpjnnFtJWxLwdkqc5Dm03QdD0RCtd0P0cds8dZMFROPHk1KhlEdxU6Da3KmRG4T+EdBxAhcGCTRu0KTpBU3NztyoXaelceS/RD4PWz1A+UTnI6sT5PDGB1ZAsYf2Y+zb13FsYkDqbxbAtdiG40GFuaXMT9/G0EQoP9ABaMPRRHU1mhDnv6D5r0/PDGKc6+5V/F57htNppwT1SRQNZ+YDKzjhCOuZHvCuqKxEquRyUTZiTzBqbkFTN6bT9KSNE5YU142Bz1vH22zHSYmm/CL5q+ZxCVhApG6y7GY/J3OyFoR8NXJxXu72JaCk5BJmnY8zA+ffBrHhmbw3NmXAehaJvd5UsQZ4YXzL2Hqhl6fzhhYoUTXaavQqZs17NnTjxv9Q6n2jg0dTAIgtAT9BJaUC0o74CH5fDyZsXgGVKh+p1joT/JxxWPj404CkYSmaTIFajD5uRKmo6FhBHFf4fxlBCNHVOpBuYgwEWdzk7rG+lMo9OLk5BjOvTWDEycPJMQIEtVqDRfensGeoX5MHD+AUqmQeg6TkkIRMFZX4Wbwc2pvEfIKSxJwzz78VHJ+auEiNEYTv6kkwshwGBsYmwj8vtD3LdNopNZD7476fjisPpJg4cW5FZypmNOS5Ltja9sU2eqDjI9e8eumngHb9sTSaNK/Nr5IS59R+5moDBvTXORxEvI6t5Lw3NaCk8AFqI/j+omlrG+TJggt4vbC1DVcjP2hWo26vGOU28hEe+r0Q3hRTDR8AqCPmj5k77qPAtJPZ0tq75iDn6dk8FQT1lfyN2f+EcLTxa4SIT05UOBQOH850tYE5V0rMPmsrpd2oThZwtvnLuLE5FiiHdKxK3equD01g0cPD6C/XAQa60B1Xa904xOxHKPRaCAIzMFkPqlb0q0BAM+dfRkfO/WDOFPWo2IzbVgmV6ev3tCe7zvo/Pa9BHTWhC+1W63+qM0s24qwGMcapuAOdnKBzyM0Pi31Ka8lwGchtlWEpIacmfHbDxP7x5J/9BJ9+OTTiaDUwD/uC1PpgCIZyOALomnjfxery9i5chtTF+cxMbE/M+6kLt7cAp5/4/XcfXeS71Pr+/k3Xs9ww2Zy8CiKlwXukPZHGvJ6eTBp31bL05VETn0n1WBahCughUDCUwrQUrmAnSfH8blzC5irRRy2a2s1XLo4h5npG+h79Dh6h9PWAd/xJuZt4TeuVmso9RVS47flQ0r4vis8mMd2TmqSjZ/pr3/xZePxrnZs16K9h7bx5OmXLD2d+pZ8n0fe99dkqrXVvqQFgcvvLY/p6IL6AaGrcTKQ9sRXnvxlkpF2HNwky7XR4xMH8cSB0SSwyGdlBtgCJNK4cm0Re/aUsSfYAKobACvNxcfPg4NsHxU33Wnm5Cn2NxCtnjMh/8zXoUGahrTIYTLZppLESdM88WTEBbwMTMRJ4xpJBYdMibCaxpimFs5fRnDiSQRDwwjffiUSPK9/CsHpH0i0wUyQ09JCEqE7OYiIO5jBVDGFo9xfwrc9uh8X3p7FO5fnsWNHDzZGD+CZYwVMoxfT8aebUBgOZU2I3AfMtXM+Dur/Tr2OoCdIxmSaoF2aAvfrP/vwU3j24aesmkMmh1Mx61Gb3/ctT3n5RzmyZtFsgJGtVN14nHvtaw7m562PHW2enzL9Zu+tJEMgf77sw1cLWy8POqsNEWylwSinNuJtjvhotUhhGX2s+aWBp5Njkv3M32lKg+FoNT2q0+gKzk3Esw8/lTLdkr/RBs2nycFzyO5W13H79iom3/sI1umA5ebEwNFkb0EykZ8rjzT9nhaznrYSbU4E7hdZBuVk2m9zBWqKctUI2DWYFhIkNAE0hensl83nc22Y38+c5AWEmcIAyo+eSH6TNpxKQLe0zXNTU9HByjm7hgYwe/kG6vU6envT0wI3xxuT24XGcmHqGp75vj+b7DfBhyGGL4QyaRIG36jpffKqAVlpMnhFAUp6BLUWbfzRe/EiqWpPg7EJQB8XgO2bST2vHIFOtmMvLl3DJz9/DT/+gY9A++Y5axD5Nem94FprJ77/3u/9KeA3Pup9/GagKzg9QA+eB/74pqWQpkn/+/oACNpkQFGVF6Zu4MTxdPqAMSyc9ZsqRxa3OalMpnnNS50II5eTcip4gvk36cOU5NImDUaDlzlLsiJ98C/k8h3yNkxCjk90PlHKKf8oHwtPX8k7RgB79w/h5txtNZ+TYPNBEn79iy/j+MTB5FpcNVttgVx53sE8LFymah6Z/g3HWDU/kQ89deN86voiDTb9vFut4Wkam2Z6bjVFSLPg0ALO9WxlG0b/+LvMfNsVnA7wF41rj4DOGiR9n/z8Y0MHzTRjykpe7icUq8u4fOUmhvcNoNxXwDrMH7LG9ck/LO/ACRkFqZlX2co8E0WZaH1rmTQDTSPlH9gZlraSmEfj4IekP5HPR5MEj4bk9yBpzyI8uXkzZeqMBbik6ZPHuCZCF/+oMQp6acFoIUiidSUxhIHViQvtW/UaXvqDN7H/1kjG1K65MSTIXfF93/KUNQguT4FwAn1zchK3ESlIjGMtEZjPv/F66p2md4X7Jn0nczJfRmknjzCh5Z+6ppXds1U70cY3NbfgrVHT8bb9BG6aLWaKbevaOIfZdeIfgU+YRgnHvY7cXHQF57sQZKI9/dghACLk3iLgyMRiXGkLsgE5eXKTHH20tg9bwh7J6kbCLdtC4I4crxYhmGrXoB3SZDYJZKj5Un8vLSSUha3mvCbQhKQk4lf2m/h3NYE+NbeAqXn3pDuuLHyAZs4wkX1H95rgnlx98Or12RRrF9BcjErBZ0OeKFsXmn2uGdOQbDD5k9vVPm1+y3YsQ6bFpppyorAR5bEImdBqHn4nsS0FZ3C4ZtzHV9YaeEi8/Ftu4+BaENDaC0Mf2KXpBUwciz5SjUeV98fP45ohjSPJ+WMTcPJhlO2Te2bF20L9xFZRrC6D1wLlHylPR+Hj4ePVtL1EW1P6k6QP6+VBFAUN3zRK2XJoFiRkDtAnSpm3ygU0CcUgQwXYPM8WEKT6fEMgCLKbAb/glCcOjCb3mmuy7bwX9B5T8QQuMDlaNUO6NDQtOE/mHwPN6ia+bDy8fbmwapcnmKMTTDymxSZfRAFKbqaFVMHHH72VsS0FpwsyNzFtvmFmIcWMywOAbByaLmYbacIgATd/8TL6SmX0l4vJ6o8LEOnb4JGwtPIns5IvHjQFVkLxRUExsZAfLw9afSwJ1SGbuDXTEJ8YcvmahtL5seS3kmPXqkmkFixDw3q/wr8avv6pqKYoD1AaOZIITSd1IaJFAeV8Np/rCqZuzKDRCHFtZR7LSzUAuqmW4Mp3fHFuQb0fNtiqpUzdmEmi07Vj+Lh8rR3Ju6B8l9oCS/ZDx3FmJA45J5BWzgP1TIuYvEJTui7kODmpgy9zj4TGW8z7UF1MCqmCaYw+YxrHWlIW8kGiKzhj+E6Y/MXjL9ELceS3Ke+JUjTaEUKNRgNXZ+/g1Pva59HMgAJvmLlWS8kBstoz306QK0pTuHnqfMfKUxbH9vWxtAJTigFHMlkuU4h+en+qVinM1Wikidz3XQxO/0CTlAFIETMYhWhMuTdebnIQT81FxQAOlfbj4GAFI0P7cvuegCi/WfoIAX9Ns90AoeY3qQseTcvJq6XK+8Lp8MjHqPlj+TVE+7PpWlKr5bmnXMu1PROfotz8/07BtOhP3XPPsbnQNdV2kQvvvDmF0f0D6F1ZSjgwW/GFGCdVwYhjygNLmUVFQAVtk8jnLxLnsILSeWBjmelECoztQ0+icIFmeTamQQaOaylWl9MpJLNfBkbfH6WYiD5SfSEKDDLWRl1aUN+ZY0MH0Wg0cK9WN46JFoo2c+Rmmt1c2ibg7zv20bps5kSZd8ndGpw1CUinpcn+NbSaQ8shBZktGDEPOP2mPN/1ux3kJbzfbHQFpwcyDDOVAUwj/ZHySZqCaqSZRIsUdX3o1Hd1tYY7d9cx+r5vTHI2SbPgpsCPnUrXhuTRg/QxceLrVJ1N2hYLVq0CBV9N20oPyetuhXlF+1DOxWTuk9X5yNxZMQdkuCpnmCJ3TdqmPRAqX55oJiIXTYEXZo6OtEsAwNAwavGiKYEIEOL+UClUOeevFKA9PT04PLwfY3vTLFQSPgKnEwJUvne8OlEeU61Ggs6jyrVr0YRmuu10dDaNV7M4PXf2ZaNvFuBUmOolZcahIYrL0N9PSVjw4txKy0LNFA2rBQVJ07A8Li/oOZ60xKjcL3QFJwPX4FyMPQTtReD5a3mDFmRwUjH2hb35xgUcO7Qnc7yc/KQfysTVuhnwDW93wTRGfq2pXFRDfynB2YEPlyAn1QxFIJqCKpy/nPrbBG2fFtzjA+t5PAgMSGlKE/vHML9xE6vLa/iGh8dTp8kVfx6NRTPj+YAH2lFELUXt+vQlQeOXROydALFXyYAYU6Agwfd+aAs313dl+9Ztz09q47kXvcr1Peg4iU6jKzhjmPxCppfPFn3bXOGao3N9GHcIN2+tYGdvDwYGik2GoE6BpzWI3MMJNqnK6hQ2JqQkEMHl0zBUxiAS7EQzYlGrHJ30cboWSFokpXour+6ytJBi79EgNUPfsXIrQ6YUG7MepIJkLSks9AzKg31YWbrrHfWYSTloI1oyz+KmFY1W+y61XMhW2+UVhCRS7DktRP+aqhCdqQyw4DS9bxkVq5pZlQh0G/Les3aCkiTCKwUYgr/vG7an4BztVzfn9ReaVoF5wspNEXUkNBq3buCdt+Zw/Fvfi3OFgYxvRY451R57uRPyARh8nBpzkCU4iJcqy0TZsWhiG2dthmotyT09HZlh4wl+mmo5cnMQAIoG1dqS25L7Ypgw8yDjP8rcZ2TqhZog00wAxS8pIFMYkndAS2mJx5ICE6Dj5UGATWZfuPoGlq/exhOlx9R7StyrLsgAEVdKimbm59oa1zQ1f6O+qNLJ3Xl0qGzLZbql/3mFE/luaW1wRrFjQ2lLiK8gkRogRS/T39p1AtlyduNYS8YvU4ZcFIiuRZTpm9bcVdr5BNu8sRWwPQVnByE/mow/1CCsbEKaR49evLcLex7bixkhNF1tZMbH27aAC+NOVkehsdg0u1QOrKIVaT5LPplqUbq0bRolTFbnm5qaEHbtljCSNTAzwTkSQvtTNVMHVR/gHzTBTcYa6F4dHz6M67cKmXqUPn21UlqKT7baYkaNUO2AD9XEAc3HqJkZNR+nqR0T5H1qdbFdrC5jPCkRGL1/nNWnKeTt84QrtchGCeltrrfkdNr2bVV0BacBXMC0IqD4tkwagifWanUs3r6L04+PQ/tQO5ko7Qu56ucfTyoiVph8JpSFxfNCC/nwyacxdWPGuPj42KmTRm1HC0CYqAxn+u0UJ6hpMjFqd0i7AzjZAm03Crac740JmeLfSwtJcNk0Skazq8x5PVOx+wk1GjyToDNNmnQ+rzrEt2f6tLxnfOwEKeDaWThp7UxUhlPXZStD6GpTgu79R9lr7FNxh++j+8PzP03UhaZcZFUzN+VqKpSYz5w6bSznRmZo7Vq6eZzvEmQmuw4SMttw8Z1FjH/DYy2fn1fbBNIfoGr+tKz0TcTSCYQ5SVt5T1SGk9WzJiyof9lXHr+RNhH4BoNppr0iMyvLUl7yPaHcT87CkoeMQov6tVH6jZcj4RxA8aPGuaQySOjayrx3UJvLRA4gZaqVEed0vExDsqa8SD9cZTgTUerSjvMISr4g431qC7yUGdhgtkxtE+35vIdEugDYF/jNxW1zfAR+f7R32nTv0uNKL560RZAXAQJ/pvExWumyrYSu4DSAC0kfcGGqnqMkucu++LF3VtbQEwAjvfcARVDLydKXus3nOggTllQPgm2CA8yBPwBUIvBxrCVCyLQ4yZhkxQTV/OjSlHbr5cGElIA/Lz7Zcd8qgFRuK9eyxisDzWN5MA7zT6bJsHUk6UAmxG1zZhqTz8kqDIaGdY1WLE4uLl3D4aEK6ht1Nd1IBpjw50zMOPQbQKZ6jY0YQwse+akPfndqDNx/3hyPbh41Cc+8pl5N856aW8hYTLgw1Zh8SLBwek4ijfC1GsljJdfyennQyGSUV6um9kwcvKZ7yN8b+hapJimBFlByIdVcROnPdPjUj2EJgLl+z/1BV3A6YNIIbIIqBZpYPU1txeoyMDSM+cvncGBkUG1fYxjZykh/YPpYaULgeaW2aEEtR4wgA2dSiwzG2CMLUUs/pROc+UeBFombpBlpApP5PbWgIYmW/Xzcdxq/n5ROcXHpGmbXb+LW3AoePnQ0c6pNU8mLVLDXXJONi9K4gOyiiGs1ciGmQZt8XePWfOXW45mgIDYmeY/4IqNV2AKAeJAYBQDl1aoTnyhbcNLvXG2xZ8S/Yb4AcZFpcLSaFrOZ6ApOD0jhxYWpU5vzEJiaEL6DPkw8dMiZfvKghKbrY9ICH+S94hpt6mMdGo5Wucv2j8qkOSRBHckWc5pAq5hGCeNjR40ao2lBlTwvJQ2IJtxinMbSCb+mLLINiBJjQ8PJcROVEUzdOIhz1UvYuz6QaEa+EY6SYo7nNaqR2ZZnIokE2qWrTMbV5iRs01Y5EYaNkEAWhtBgMtn6mqB954XknasuY5JeWV+lQEGymFX8pb7WET63yMXVVhGdXcHZIrx8U5agDq2cFU3CK70D6L9XTZWm4uC+lFZKbJlgS23hZkrpf1CjXflKm5/DtLNJKCZxRx1LjdbLNQly4X2uPBKlYKB5v4syepXzyLIxpq+7eW+477D2+IcAiFJvKc1YTGhMaNrAn4XUakzk6/K+yJqcJkyOHcWNi/P4wKHTKJWLGWFjIvuW0LRGY7pHTNfXFDhPp9rg/fM2bAT7GnKZaA0pGvQsJfvX1NxCktqjBbbYuJ01aJG/LksXHeNyc0S++WVMYhnnyiOYhB71b3vGMuWIwAO0fGMGeFvTrH0ybZtyxh8UuoKzDWhRkgBU052XzzSeuBcu38S+PUoYG4NpRemT9mIzP8tx6gEH6b479kLHCw1pwmlX05AmvWRVzquKEMG9Bb6R1jYTbTKRlLPRjdMoRX5WEYmbOg96bqKpPyfYooHavLh0DbVSDb/1pc9j1+HdxqLU41hLl5VymCI7yWW7GWY7+Z6ZSAtcPkk++ZvyRbX+fMHfPW0csnQc/3tyMCJ0PCfOkX5M+V7aYLoO+o41YgttGxVKMPU3dWMG77OO5P6hKzg9YDN/qBOoxcQmA1I4zpVHMI41zNdu4qGJQ0BPT+Z8Xhk+lfzO9mvH247ZDKQE342ZiNQAirBWuHLpHILGmevinuXgwp5PBEmCOJYzWqYPyB8dsPFzoW8KkGqOKf0stCLdeYJeJOj9oHusLd5kSTLycxbKBeyp9mNPKUvzyMeQ1//lG5gjo2zpegA4mXIkfCOmNdgKBcj2p5S+XpxbwZlKa75WrQ+aIwhau/y5mN6TSZb3qZpGcy5MXKX7WsVW0jI5uoLTA3n9iNoEJTU4LTJuHGuYnV3Evp0N9BiEpjYmLhxdmq0PAQIfF/0+kyRRp++FLc0AQGLSKspoVSBlyl4vDzaDdbCm+rRa+YhkuS+eikKTBWfeSeXcxv8XFYFa5GZ4D1+kT55hovmy9miC4xqBTdvk7beyQIryDyMy9d2VXVieuwM81OzDNhnK1AO+4Hnm1OnE1ynfGQpMIhMngQRkdjIX22GfpI0ajLgeWyBP+rmlhWNTqywxJp8SO0+3EPjkW/Lf8psHgKnlpgtFmtI14WlbuMt7YNo24bAyaOZ1bp1IpfWkjlvL9P3C+ZdSi5erVyONuRtVu0VhW621E8lqM/dVqzXcfmcWpx496DSZ8nHkzQVsZax8W8Z8ex9XhamVrYPGSwZrAFC1Xo7UvYy1UCMLkEhbaSWYIvPsLDR7BN88Ytm216KpXEq0ztJgCbfnbqO2XkOhWMgcb/sOpJWAqvS4zLlapKVt4m4HNn+r9KvxADdKTeJ+Va51Skht7oxC12ezapkWLOfKI5iael39/nifmpvCJyKZ9w/oAtEXms/fB5rG//iiI4XrPqArOA2wCcZWhKZLEDYaDVz56hSOT+zHxsBuaxt8HD5CvBXCBpt5d7NSYDS6MA7VTxRPciY/HJ8o5PnOa2B0eL6QuY0cpqhCScZgS38CzP7VVgSKbJfSQaiEV624jtfefBtPf+Oj6vntMO5IAgOTltNKQJh33xZwH+eZSlSur6n5R5qe6x3iZtDmmLPuAh8k30VlGJNYTiwzn/z8b8dHpL8Bfo94EJV27ZnrMGjfCWkJBWopbhRb262YrDXaxQeNbS048370Mq1Ci4zl22nFr5XDkrjyzk3s29uP/nIxCQfnx5uEH40pr4k2c7wwm0qYTDx8RW6iYZtGKWGwMfGvFqvLKXOkTDY35XLy/7UKDy5yceo7gZLjSMg8b4dPVF6D6Toy0ZO88omnJUGu4scrA2nNmUOJ9k6006UFnBk7ionKaUzNRaQG63PraDR094ELtjSSVgNmfIWmibjAB7z2J9B8DkRP6Nv3FJpmW/7daGOzCeHUsxVBPz/+gY8AMJNNvDi3YhVsLpYifu6r12ejWrwGN8pERdJc2hcWpsUwkE3Xubh0DT946EHXRYmwrQXnVsGdO1WsrKzi5LFsIAYX0tycI4W3rynSCIefTiNdSEdVrqVC8JOJIxYWmgCQpkTjxNGGdiEFpsbpmQrKYSbXouH45BwhOKP9K22ZrvNq8lKjzggGpVycbQGjobSrhDcvXER5qGz3cRoEVCr5XRAYAEiVxtLazKtxmo73SrY3UMatl5upJ7Qg08bAmXJMoPfEBlPQFbkftMWtKQr45z73aTxxYDSxynDN19aXrX3TfWrHGsDHYMtx3QroCk4P+KZ+aHCZSOv1Oi5N3cDkI2NAo0l3YKLYyztGAB0jCdf68o3u7BS0yTkx6zl8MHmSwgFkgog0EMOPryl8s1hQsknm+e45URECzQCqKUS0iG9dnsbtuWWUh9I2Zdu1dOr6OkF6YGzbooWRj1PmavL9U3NjxqpIQFPokzBp1axtEvo8ZQRAonlyS4sUdqmYAEdaDV/sEF69Pptqk8ynPpYd7oLpZHrOg0BXcEJ/YEZ/FFvtZcx1bOIBsqZabuakYy6dn8XBQwdQKhWwjkJqH++bRxzaAj5UrlqLSdFkbpYwJcGbwO9fQtpuyW+19T8Jg5k61nC1D9wWxeqzCLH5oLSIVRI26UAMfSy0zSZcfBZl8r3MnM/ud8aVYDLtswXWRGUYz7/xOq6uz6Nc60Wj0bCaP20aJ4eMwJbaGeeibcXMysF9pSYBxH1oTUajaIxFA+8rVfIx5XRG1pes8LRdhzXYyvCu8HP4cyAtUwNfMEwhnZcqg3hM4331+myqfe3bg6FdE2hcz519OTP2reTfBLqCMwPt4zKmDkg4/HeynS/fLeB2eR8+NLKrvUH7QhmfL0WXK7BGmmhtaRfaeUDat+fLjJRJwu/gqlUmcPNFT/j2KwDSgUM+rC7UrubbalUjkYsxI2LLgzFYjC9sxP7SYAmrt9eAA81tKRNsDtOpDa6o27w5oKZx+PDGjmNNFZqkuflSEdrMxLb7p5lQaRsncm8ek6aWpOLZXAhxkvlUu54Rtk8cGE3alWw+rjnC9h7QPhob9cHLsV1cuoarV8MHnooCdAXnA0N1tYa5q8s4fuohAPXUvo6XLPMw0yYBPPHk65OOw0Pzpc+mFfMsp3Kbmouo+j6a81ZkgmQsQkkbI91720e+Xh5EMRaYkoy93Wdnuu++6SeAQiDPCw0IgnsfHBs6iHq5jvlLC6gdqaFQSqem0D035fdpk6uXv1FLFWnB1E2Lq1YXVbZ8Yt/IdmpHjts3OMhnccXboqoyP/e5TwOIniHVNjVpij44NnQw0TYlvWYnXTImbXmroCs4Yba3c7MkoJMWGE1eMUjT5KvHo0uzOHf+Or79RAX9tUWs9zZNuZPV+VQgEP9omyHlghydT5Qmij3G0GOahEl4+oCOlYEOzXp6J1P9AyIoxRMygMik2Sb9Z0zKjmsQUckyFUYz2fP3gMjYbdyeWjAGB10fmaS9K++INpJzOYE8B/9Npdti5iCId4RyOoFmQM++h/Zi5sJ1HDo5lnwfJgFmm5B9g3R82vARoPSceY5lSpgLAcDP4zmM2nHa8+YRuIRxSwCU1pZLiJK2+cnP/3Yq6EfeWxKgVPLNVyCZCkwDkRZoumca+HXx+0jXSFG/mibMNdDnPvG7QDeqduvC5U+QE6jNRCZXig81qviv76zjwCOTuDo0kDqGwNltUh+76SXlmoQnn2o70BhXkkjD+KPQTEx5EUXjzqfac5m8XPCNIKT+TePWSBFM18z9pTZtslhdbkloEozvoYVOMGW2FZaJcazhY6dOpq6ruryKmanreOiRQ7nGRv5S+vt+B4LwBZ4Uyq0GMpneJdMi6kwFgGDQsY/X/Fs7f2puIRGQMq/5wyefxrGhJrEDEPmaNU2W2iUNlcDNprYxm0gc8pRVk2bmraaBdgVnTmhpGa5Jjlbv41jD2bMzGBkdwa4hP59CO8hMwjkia22CTtLYuQJdUm05OGH5Kl9qg5sBOSFxTcakGQJAaGlHnqfdS1/twjZmHq2pWQoSc6xv6okS6CYxu7qIgXIRy4srKd+yK01lam4hk1/YCfimP0jN0Vd487HLQCOToJAap+9CzRQ3wMffTN2JFgG+QTOSsMAGTcCR0JTlAqdhNlc3v2U9j5T7ZulapNZJAnSroSs4PZDxcTCfjmsC5IFBn3v7Foq796Aysts4WZ4rj2CyOt8k3a6MGD/wXBOuSOg3fczyA/CJQB0nQSr8NfLcjClRgE+CPF/NNAajmdAQ8SnD903Xl2jQoj2eIxuMHEmVE5Pjt8F0PTLC2Ke0E5DN61U1T56f6kOqwEra0TOmcdTWa7h+aR54OH2KZuKmiFLa5iWsDJy3Jsj2jcFBBv5Z0zXk2ecD+Rxt74r2zLVyfheXrjmpDKmfM4J6j3+j8tqeO/tySsM0mWa1b0ob/zOnTlvdUPwZcwHaFZzvIshJv9U8NZr8xrGGL19ZRtAT4H0H+yFz7FwTo5cpKY82waBNNL7BDi7QfbT6iNk4JDibUBJybziHT8o2H6XpupIJIE4jMO3nkFR8rZr8NPOsT41OmykZQPLMw/nLCOJybcnxtIhaWmhqphbmKI5CsYCenh6sVWsolQu5zd9q0I+DLDwPbMLTVUBb698muLm25cr/NQl4n1zKdHsrybgic2rTPEsCxzenmWvi/FplAFG7ebnklyUN1AUSnlvNREvIz6H19YDZu9E/A3wmWO03CQnuqypWl/HK3Bqqy2v4wESaGYiOp+Ahl7Dix2T8qx71JDcbnRC2NKGQCZz7YCiNwxbMpQULtaopTFSiyi6ptBjLfZ6aW8iVfkNYLw8mgpK/O61Aqy0anHgyq72yyi7Uf54x9+/uw/Jt9wRoCt4yHh9P0hOVYS8eVFPb9NxlDiUQvad8kcX/uXCmMpDR/AD74pe3TT5IF+g9Mi3aZdpJK5qZ9j2ZGIFM57u2f3QwxEcH044N2z3YqmXEJLoapwGulyLlX7IECSzeWkFh7gbGHzsOoJbaTyWj+PESZN7g8MlvzLTnqU2YFgZ5/TQmEzaZEqW5RprkeN1RF/jK3WQO42PwCcCRE1YqMhhI+Q1JwE8OhliHDlc6DO3nY9JcBKZ2ScsxmcIp4GwaJbdPnrEIrZcH1Xewb7APK7erGBnd27wWhynWRkIgfYh8O5Uia2dS5dreNABgRR2zJji4X3RaaZunUHGhytslYaHxvGoWmdQ2RqJA18DHqpEFaFqiaa6S4+EBRKZj+DjkmFPHxxkA0tfp8zxJ66RFwdWr4ZaojAJsc8HJJ/k85iZ6mQn00cgXaWVlDb9/5Q4mHj2WIsj2icJNwOtB8jQDW8qBYDDiIIHkw17SKZNtXsiAK5PpVcuBk5OhxmICIDFRyqAaWzRjK0E8zbE3tTOb6YzDJGRM76pG2E8wCUu1lqs4h59LYyqVi7h46Qoae0peUaJ5oFoUPLROV45oquZnZTiundmMtDW2m5OHVZpUgWwQj2/+pg0T+8fwxNJoivaO96O+O4q2LK+d2uAav1bpxzRufp9kWouLg7ZV8/z9xrYWnBy+QpMgHev8RVovD2JtrYYvnFvAsUcOobc3fZttJbtov5WZSP5tOo5PnmxbsbpsDTrqBLQ8WKCpZY9jLVW1Ib1CXktN6Cb/JQcX8s2AJZ1smxfNbjn9Q2GH4n9rjDOA2w+qacwtPaelhWaOZgvQApXonU+e65tXcrdruxaTdYNrWO1onTKflto0Hu/ZF18g8fzXdJ/N/vL4C23zUtTO00m7nDrQdK+4Jkt/P3PqdErAkcapf5t2yLmQj8lEQu+Drebr7ArOFiA1MflS1et1nD83g4dOPJSwrJgibgGk2FzkBM4jN511IU0BQlJDHTJrbdLvSvBdbfN2tSR1WhQkwpuZbriZS5ppNW1CaqKayctkxjVVkdFMugCyCxV2Dzn5QEJmQGZ4QVYhA8NM0My03ETvU8PTFTkt01hMiwj+m9/HQ/t2p03hLQp5muRtub9T4lgJkyVCG4+X+d9zYqfUEHrfKSr+XHnEHN0rx6S4E2yR3zb3Cfk7nzgwmgiqbFWULEz+ZE3btqVXaYtl0mBT2rDpOYoIYTrn1euz+BtbhPwA6ArOtpCKpIsntUajgTcu3sbhw8O4PVBO9hHU3C9LRKyW9pCBK6JWEZrNFIMspuYWkvSDdky1tg/VZi5uBam2DKknsn+NLF9Gtprqbspgm802adMzkWgnkEiDpnlr5vt6vY6zjebYIsG24hRaeZBZoG5C4IgplcNknkz2e15bZgGkXIOMl/BBYu0SY3/24aeM5lCfxe/E/rGWS3o9/8brGf5eTsRAft5Xr886yRS2Oral4AyvRFpgXvMsgUe0ypX/+QtzqIxWsGfvAG6jKVBpQuLCVismrWmdRk1TBPxYJ1Ga/Em7jYWoVnmEcigB3V/TSXglZJt8VjxXkJmVuJBJ1fuUJPLlzggeLc0m0QzFRKgJaNN7yANKSCMjTbnVcWuTNPWvaeG0T1ohZq8t4m5vmEmx0KwMqf5lsXFmcSBoQSdUDNonSMUXLl+qTzpKcix3JVSaWqfWBplVP3zy6Qypgm2sNmHNA3oygT2O1BSZkiI1Qzl+H2gBV9q4XO3y4KCthG0pONuBFiFK/9+8tYKenh7sr+xOHSv9RbKK/OQSixTjeXWAlWnH2y/HcvaSNjcRNpMbJ5FP8tES8072eAk1qEL1I0UrXx+TbCtIRQVT/+VSsuomoewScL5mQ7puo/+b4EhJsgV1qKXb2CKRzOf1eh0Xbm1g1wHz++ebq5mMy1ISLg+kSXFcKa4uhVUi9KlepUeAikZizxcPk/Gt0SqoyCAeG6S7Qvr6k76FAHJdg4n4QIPLx/ni3AomKiU8c+q0V3uvXp/1un6p+Q5NehJp3wdsa8HpYrvQMI1SJjyfTLRfmA9x7NGHQdVOpOnFyiUKmCc9w36uyVonU5azp8Hk2+Jh9s5ke+U8Wz98gpMTmq8lgJtJeW3OzCpWVATRBETqecrqIvy4OOAm4V3lhYHhtzKXZl6btsEnGLr/vESd7Z2SAWyA7guWwhFo3gMtwOg3//uXMDE6hiEWKe4rKEmQpMZmSTfR3gWpffH7x8kFmu+uOf1Ce3aqOTUeozzW1C49I37/fdh9XPmgWg4pnW9L88kIXPG+TVSGMwFGdL6EfH/OMJdP5tlY6PtM+7c6axCwzQVnKzAJwul3buKJ0b2oFOoZv6emJViFkJJOkIIITPGGo12ZVtOK0KTzNHSCc9aUmpKYzbUABrHwIHO4KV2HIEuGmeBKgyBI86w2gfNromLJyeRSyRYGzmjUwkKR189I139u7JFkm+zz9MhBPHzqmHfbNHnbKm4AzUlU09KkdUETnrTdpam2Ep1rS83wOp+NK0+KkU+7nYJWMUYDjZ/73G3jl8LYdMxWFpQSXcEpkCfhnybfu9V1VKs1nHjPEIAssYGESZg60a6JlZ2vCbHkg4jvwWamq/j6dmxI5WjGVhz+AWfur1xwyJxXodFTyTCTJcCc2+ZXgHvKsj/RnBzlm3Lxz8Yw5bZyTZZ/B9y3OjW3gGuLt/GwMibX+8LTHrhw1MyjmhWC+1inUUq0L7kISbXD2qXjJyqnUxaDzQAFTE1UmotPVStn2rEP6D6YhLDJh2wao4T2vpH5WRIv8NKBQPPbM41NI1ag7T5Cc+lcdUsUsQa6gjMFGSWrvcwyqGS9PIi3Lixi4pHx5vFxHhcJUDlJJ9sIjFOUkAReW4SlKx801b4SWWuKCG3mIa6o+23wmQC4n9cVuKBBHifNljLoJ3OfiBnHdG9Z0FXynMeOWidoCe3ZJNpc2S+H1pQk79JO1seOMnam6Bk2TXxrKZ/wi3MrRgo5bubkObVXzs8kPLVyvK7r4rUY+SQrzzW9C9yc3KxP27wXz7/xetY8ScIk9ntLU2Ie4elKhQGQIjPnQlMKlMSnyqw6vgKU2njh/EtGTS7PtWXvlT2VRksfksdJ0+9zZ1/OjJULTY0BqdUI381GV3C2idnZReza1Ydyf2sRuu3AWRGDYMjhJPDI2TOVgYQ2jufXtRJM4xOE4lv5Ig/kvVAXCBazdUYbH3Ks7pUoUDrW5JPKAy0VxeXjJOEshYYUwC6tl8AT+/eN7sHvv3oOB4+PZo5N5e8q2gsnIchrnpR5pwTpPzRpWS6ttBPap+md1wSRdn9c90Rr3+SXNF2PSsogg4sM2rHLMkBj1N4rniojBegTB0YTAUrHbVWhCXQFZwZ5Vva1Wh03rt/GqccfsmsA5cEo/cOj3mHGPOjydyJHmShRWizzEbI0FDXIxgOt+mp8YFoFk2CnVT4nClD9qg7qQpMmzqM1ubnPBdNYtAlLy/ml9CDTAka2y++/yTxG8BHs3PUwNbeA8mAfbs4u4q3paTwyPm48ryVfYk7Ni8AnZFufXMADaUo4n6han+uhRcuZChJSCB4nYFusaGlCEqRp/9znPp0SOKYx+lgCpm7MqL5l2meCy0pEZAwEehe5UKRgId9I462AbSk4g8M1635J38ZfYL76P3e9ioeODCc8tPKFT7HJyAnaVcmk0ykjTBi7KmGQD4VH4mnJ9wTus9XyE21MI3lg8hXxCEpgBagMp4JmZP/JGJl/kMybpvEWZy5hXESY0gTF/XaSQcXGFCSLAhNMLgITMoFnZSR0hnIy4u3wv+W7K32fQFoLqRwZxr23r+Ptmavo6W1G10o/mIliLkphaC5E+G+usWdIBzyij7nA5r4+HmhF20lYkDbVLlcqLzJtZtNZSY7n1+cyffL86hfOv5QRmkaTrbSUWEgZtAWFBqsptzIc+XZvzGQKYLsgF3pEoOBbVeZ+YXuWFbNAe3kpKIH7KW4tRmXJ9uwdSI6hQAorNjmH0gmDqZZPVvKDn7oxk7oumZ/oU1tTQ14/ny3AIq9Jl655Gs1qIdbyWjHHr09upom16MW5lUigGXx5vulQBLlQ4cdw/xLQvEfyPvGAGx/QeAvFAvYd3IuTxX145tTpVNToRCUqCWZK2dBMfjY6N9tYtChaE5VbWzy3Oc/3jbQmyMA8+tuUMteqdiZjCjILEwu090nC51nYQNf14ZNPZ6PKtxC2pcbZCSzdrmL/WKXzDT9gwUq5YnyCplV5oo0IflMueHhAyoMA195MJkzT5Kzt1/zHSZ1QU1RpzvQdbtXw8W/RPZfXx4nlaZKj//MWI9aEsjx/cM8Arr8zj4VXz+O9T5zMHMvN/dJM2aoQk+9npyK/pabMy4n5jMnlJzUdI6N7tTxxPj4NJgJ0LcJWI5rQxiqZjgC7sPaJjpcL36gIdzT+d5OZFtjmglNjuHGx1kxW54GlBSyjgH2lnam2nLmZDqg5gx4+ThNMSf0+FUF8IoxlGzIPtBMwJboDad9bMy1jPvktn4l8PlzQ8fbkNSVRugYyfldaRCLQlt1Roz4wPTdubuW1DG2VJWiiBpDQL06jpKam0PEclYdG8M7Za1i5U8XcatXaT4Tsoip13zzuSx4zv9SotDSNVGCToAB0CUSb/1DTrH2CXsYrWSIS8mtSSTRqS/NxmuDj+7WlqABZf6eJUAFAwiQkF23UBplxSYBqpAv8731vXDSO/35jWwvOvKAAlCKAy/PLKJV2qZNKJuKRCU3fpPrkPCX3UjOTdprsWwN9JJNxRXdtAu+k0MwDvhiQ/s526PU0IgVbge2812/ypbcD1/VqvngOmVvoClY5cHQEv/fSWRw4VkGpXMzsNwkW3i4JoLzkAFJTtEGbvG3js4GnkgBpzT7Vp0iN8UFCbqFonvI+SKGZR3PbLBOo5opI4hOUPqXGyTXjrWimBbqCMzcox3EUN63ajAneQrPT8CxsDDRz+0wfu+lczcxrgslXCejpCzxQibZ1ctFAiyIOkxWhWF1OBR+Z/IybDWmy5YIuWu2PATDn+WkCKbqX9vJNWl7igWMVFKv3UL9zB1dv3k6O7dnRg+GDe1Ee7IuOZZNinnvEUxxcVg1J+M/HnfxtiJ714aql/S+cfynxw8l7bCNY8K0OwrV+HwHkGq9pPBL1eh2Ls0voLfSit9CLncWd6C3syNQV5m3rKUd+Jlzt/dyqApPQFZw5QBP0xJ1ZnN0wC0pbHUciOVAFqCRitxRLtm3Lq5lyOjMeIHSmEglRGSz0IhNw3LxJJkupoWi+Q1N0rAn8+IwGVM4KuJQGwwJPpG8saVcJkpAcpwRTSTJJ3i8XAnzy41qdj1lc+jeB9MTKjwGiiZv7OVNCRAnESbQcLONMZQAvOia8icpw0kdq4usBJh49nJxbvbuGl7/yNgYbPRg/mZ4gTZosF8xTcwtNv6hy/xLBorEPOXx6RvOryU+pTOaSgICOoeonACNlUNqVNTM5+PORY3/m1Gl88vPRuRemruH7vuWp1Di4OdinDibH2so6pmZn0TdYRL12D/dqdRwY3IvGvQZeufIWenYEeK33LZy9fRPo7cHjh0ZxePcwHnmoWbsTyAp7Gje946a8aDl+0qp/8pR12PcVXcEZw6QxaoJmba2OYrE3E0CROdbDrwkgLSAfcHCQnCzPGGp2tgpXyL02Bi5MeEi+DbwtPkFrGkgr5mXtuXOSABu0/qTwpPHy37I/n74I2oSpLWw4Q5Dmd0yZVz20l3J/CQePj2LHygZefv0C9lSGMv37RGduNZjyRk1lyXiUs091EJsFy2q6Zmk4thSOqRszeO7sy6rmW6/VUeov4MaO20AfcGz0IDYAADuwZ+ceNOoN3KvVgWoPUG9g/fY6bly+iZkLcwCAnp4A4weGce3uHBZXltFb6MWb1fVEa50CUjmuGriPfiuiKzgd0KIqG40QYZg+zqZlEqzaJp33oNNVDNA+Vs28SdCOBfz8SZpwG8danEu65i04Wp18M4w5DNy/aZvcKDCEa3ouAgf5twuk7fNoWg5OWWaLqjVFA+e9fyaeUwBYK+/A8pUVXF9dSkgTEvO7QQtyJu2nLAUrGb8YceOaaPLy+jYpupzMsCayBenvtNHiEcjsy6+LE3lMVJrPeDr+/9jQQatgSdpTNHEZoMSF/IXZayj2F3Fslz7mnt4evLZwE0+faM5j60MhgB0AgI1GA6MP7UetVsP1uytYq65jZfEuLl2fxdjuiG32zfl+zBf6US4WsLPYi5nlZRzeNYzLSzeSvPitjG0tOFsNGtm1qw/T79zEIorY04J/zRgg5AgEageyHc2My00qNgYlmbCvQZ5jS/62TWDS1KruBzKmVm3St23n45HpKPwakqAj1idPz3FeC+waNfUjx2GiV0xSY5BerFBEo8y9k/1r45WLHtO4XYKVFjt031YHG1h8ZxEgwSkiW7kfux0avESAthH0w3/zMcp+ZEUXTeOUnKtPHBi1VgzhhAkmikGJX//iy/i+b8neLykkJS+sNo6Dg/uwtGPVyTpFEds8Gnbqxgym78zi2vIhAMBLS+ebx9dn8cTODXz45NMo7hvC3StzWFq9i/rtOqZmrqG+0cDY4B5cuRlprrdXl7BxZxWPHaigZ+cO3LlzB4VCAaXS5scPuLCtBacPTIJr9OEjuPrOPMoPH/QWbsHIEV1oKgWmWxWYnSjdBWQ1H5N5SGOf2WzQNWq5lBqaZt78H5zms/SF1IBsWp/p/rreA76f0mZMGqhEKtUnZvixUb5JXzAANRjM9B70FnoxcfAQlhdXMLhnIKOh+mqBrWiLpnaAbCCPtqCTgUYStCgzpZpI4Unaaq4gH0P/xycOJm1KcN+qNN1KoUfYWN9A755eHOvL+kx9TKcmYUvCmrTrays3ox0BsNhfxbGhg3ho/xg2bkQa58pCDTsay+gp7MD/8osvYv49fxnr6+uo1+sIY5Pfzp07USwWUSqVUCgUUCwW74tw7QpOC0yT1np5ELsAXL1yExs35lEcEA9JM7fGwjERmpZyVa2iVaFpy7FrB9oErAkOl+ZpIxag35TnBjSFgG0cvO1O+tOkNpeXr1XTMoF8zzZJY6gMY+pGNGGbzIU0mR4bOmhMQ+Hcqi6zMyHtv1xJ7kNtvYbrF29gcE+TwlFNX2ix7iVH3pJaBDLvms7nwohrZbY2ueB54sCo17X5LkRtebocken2JVX48fvdaITo6dmhnAu8ev3TyTbuHzXdL1PAkvY+8mC2Y0MHcXz4MHp6e3Bs6CD6L/0W9k1MZNpfW1tDrVbD6uoq1tbWcOfOHayvr2NjI/LKBkGA3t5elEqlRKhyQdsqtrXgtBEB2Fb6tO9kpQ9nz89hrLIL+3asobD/gLkzhUw8A4eP0xqI5GrPg2DeBpdmScQQGBrO3E9TAr1mAnZpEr4aLheIpkAKW1/aOTYBLwNdNC0z8lml/ZKmqFgfkgranwpOYuePl8HSUtLj5wITaEbe0n5O/q49F9tiJrUfaQH2yENjuDmziJWluxgY6lePAdwmWh/quLyC1ySsTTmapsWIVg5LbiOty2YW5tq/ybryxFJTaNIzNL2nlDYjfd+yb96e9ONywgVu5jVFxMp7IPdrpmIaH43VhlKphFKphF27dqn7G40GarWal3CVmqsN21pwtov+chGn3jOGmzdXcPbiAnbcbGD/yCD27e03O7hJ0zTUyLTBdzJN9eWxjaejZLY5kLD3GOqNmsgCZKh9Xq2PB1AAugYk2/Ux70m2HJMAlSkledGOWdurCPrSAoqAd+Qtn6Cia0oLUONkbPBBczOoNIHuqQzh5sytlODUBIhW6ko+Z+IyNbHT2ISnJixSCx4Dgw03eZr8gCZtirRDEjamPmxIpY/FFoUPn3w6tUAjUgkg+8xozJqAq9fq6N3Zi3sIVXOyKyDJB9T3/Sgb1tPT4xSuQFNzXV9fT4SrDV3BCTNZtg3nyiOYrM6jUOjF6OgQRkeHUF2tYX5hGZferuHgob042G9IJG/TTNuS/9O7JmcWMtcwhQ6Zm9sRnuq+FnxHJATVCdpzfDyPT5tQfd4z2/vI8y15m3nfCW31T+A+x2nDPsLzb7yeCpBxLQim5hZwbeUmdqzV9f2ez82XWcZEcuDbBmmzPmZ3jV4P0H1+/L7zhYVpcWcKHtPG40t9mVosxe3U1jews9iLt5amU5rkc2df9jIJS3Mr36ZplT5jA4ChSSVKqoMg4eqLruCMkXfi4TypQCxIMY8jh/fhcKOB8xeu42KhF8fG/QI1ZIBQK5Ohl0bq0Gy1iU/jLLX5f23apuqjNLCOcPAJhVhkeHQv93ECaaozH75RU3+qCZBPpoaket6Xdk9NJmdpdqVnSdc3USkZTbqpZxKbzHlkK79eOcnTRMaDYM5UBoyl4uT1moQPr/FI2uczp07jC196E2srayjF8QHS1GeLNuV/c05ZlxCVE7VLCNK9oL9tWpKW4uHSRKm9xGxa+Yga2W0CkZRQkXJAf2+1aGATNtY38OVrX0N5uJwcO3VjRhWaMppWXp92XDLO+HiNS1l7p4LTnQl67BS6grNDmKzOJ36ryeo8Hj45iivXbuGrX7uGk8crKBS2yK02aJymD9WYGiE1zZxabJ5jgM7kZMrtXOhxkyI3xU1UPpI53mbyleYxTtjgk6PZyoLJtFDiQlVaDLgWYFv5EzuRxrhE4DmIGhLTIZs45zeWUbizMxGcErYqI7J/2/HJebF/L495UKaW8POltvbC+ZeshPqadqeRKLgWWRo4E4+mFWtBXibUa3X07Gy6mciPm/feadD8oBoBA/e/5408vl/YIrP51xdoIjt8ECj3reDidCRIE3gUs+44aTvXaFskWtBI643HCHQ6VUUyGtkCdzTqr1TwSpzvSFrqC83Us7bSHjShrbEDSe1TE562hYNWZkwGCtmsEDSpJ9GhyUQ1BiLK18ahBgApGpM28Qc7AjTuNZrtMi1D8/9JSKo9Lf9SO1+jx8sDqVG1E/krFxuunOXUcTFsBeYJtGBzlWObujGDm7M3sWNnT+qdkIssH55dIBtpa6IB9Gln8dfnsO9nvE/ZdGxvwankT9rg0gak+RYA9u0dwLWZJdRq9abWuQnsQKboygSGPjuV95lARNZyjlXZX6tBNXReOvCEcjXN91Y1yQoTk4k/U0ss92W70XhoW8l/5YJfexe5Rqvx6Y6XI5NvSqMWZjFpcjSRCfBIVgpQ4e1IEy1vb2puAWiEeOfWPO4Ua6l+XIKoGSlNv5umXi2wx5dIgfumCaa8SO1cHjDjIg7g15G0IXySMp1HLvia5OpNNiOZGkOuDL440wIB+bMdHdyHbxx/BL3xXKVp6ryOpul6tefJKfRs90db3LzPePSDwfYWnDkEJtC6Flip7MLs3G0cObyvpfO3JDzunRSancBmVB1JTTg3ZqxmR0IqGtIzclcjF8ijiZO52KZluNqdiCMxbXDV8JR+OF+ti0yax4YOIgyBqytzGMJur3MBPd+T/jaVolKDnzw0U9s5vA8uDEgT8zEv8mvhNTalKbpTZA8ETePki4vp+SuJ0ORwLQRa1SZdoPt+9WqIrTR7bm/B6Yl2J/6RfQN47Y2rmyo4jWOUWnWOKFj+kaUma5PQjNvWikh3XLPtIFr50GlC86YNhNtPq5lUJS8vj3RNCmzTb5sQjtNTxsvp3FJf7mDteF/ijISOLj73ubMv4zv2Pwz02MuX5YFJ+PHITtNzthEd+MDXdJm0K+5lFPi1Ynw/8vj3nzv7Mp7FU96aO7cGcNgEP8/ltEVny/bymme3MrqC8z6gp6cHPZ6TRG6SgzbgS1jOA1wAmIXvUJpwYBol1XzdKbTzcU1UhjMmxNT/igaQOp6bKj01gqm5ZomsM5Xof3mPkuehCEXbs9KiX4nn1PYe8esiExxgruDRKZal3kIvRnv3Oo+TGhef8Lk5OI9mxrVMLU/RpF0C9hQT7XitLdM7ZePFNY2fcP76Zbx68QrQAO4uVtEYbljTtTjoHtTrdfTs6MmMW96fi0vXMly3tjF2OsVoK6ArOAFvVp1WIh6BiL0iCPwEZyvt07gy41MEXDh/GcGJJ5PfbQftsPQZCe5v0yZ9k+lNQpqVaMJsZxLP8JAqSfSyj9xMNJZAJTBByF0B48p2CVkGjPu2pW85aYe1dSauMgMAP/35/5ExNQLpVIkknUCYaH3N5twvR7Rvv3X1q/jm4BAajQZOHDjkbENL/7EGginpNpowkIIwxaDkYfI1CRjjdfDj5xa8zjexMAHAf37pFSxevYU9vQNRbczRA6hV1/HyK2/ivU9nC1hyoS37f/vaVSwvL2PjRtDyotSlVfosOLa6tgl0BWcET0ICZ/1NAxaXqujr29my4H3QMAWcaMjjg8z7ofDcuk5oPpK1xZVDasv3TLVr0UQ5VR2hFQIODtNzcVkTplFKBFke+DxjbVFEkzX1OT93G7tu7wIsTJUatDxUrnGahKd830zakq2OpZaTaBwnW5CZYNJ+5f3T3qXq8ipuvXMLew/tQaFcQO9aAW/evYU3cQvfNjiB+Ws3k/NTbEPxAkTen/p6HTtaTJvTBGJevmFapHWCp3iz0RWcEpSq0aHamEtLVVy9tohHJkcRug9vGb4TL9c2tbxCE2FBMrlbIpFNE6qpwPNmfxwyd9FlyjPmCHoK6XaEuS1ClpAhe6hkeWI1IczbykvbyDU1WrBoASwElcZO3HcSTKWhEqpLd51j0CJQ5X6eYyu5a21jI/jmKGqTe17TopWpSAksMr23i3NL2Ht4Dwp9EVk5WQwuLl3DnqE9WL25itq+KGpZK7Qg+7m3cQ+9xTS5O43JNO5WA4E4E5FMh3o3oCs4CVIQGIQmn3hcGtidO6u4fOVmJDSH9myqtpkx0crxM4GnmfMIsqCyTGlIyqIZCN0l6B61ahKWJlW+XZvE88CYk+hpQtaQMkV79Av4mWR9INtJTbhkZmXMZcTaJKNsNXJvIJo4NbIDYnKSx9oCdi4uXUNvsReN5Qbq9Tp6e7NTEc/P1HhdXc+Gp2NQe3IcdL3adgmNTs4GnuJj6seXzYqeJdVZbTQa2Fiv4498y1OZY6jNtfIadq7Uvb+Req2Ovl19Rj+/Bo331nZvOGcv56y1nXPw4b9uHfeDQFdw5oDmT7IJz+l3bmLyxAEUCr1Yd7TnhEUDzrTh0JTbNQ2mxhS3YzPfufpymUB9cjNN5ltTaTOfQJLMxOtgDPIRcPw4mdNJC5VJLBvJ8SU0zZTeh4nKSDJuTkhv8jMTeE6izMNrB/y+06Q5u3oTb89cwyMPZQu7u9I65DuSlANjPtVIwJYy19IKIw0XELZ7YQogogWHzRQsxwk0I1+5b/8P3ryI/l191nZKAyXsbNSwKCvRKM/84tI1PNJ/CPsP7Uv68IFGlMBhWjTI802YujGDraiHdgVnDkgBZRN61dUaduzoQam003isen6b5b9ahTThSW0TSwsI5y97t5cx8Srw9Rn6IK9m6HO8K2fS1Y6JpYhMrL5BNpJkP0n6Z/7S8bKZ0o8H1pDwBGKScC06+Kx1OCz5vhlFPVEpeZvCgeZEGjZC9OywB84Z00VMPulYYPKoW982+dh+/AMfScbNiTJ8hKev2ZFHCXPN2uQfn7oxg/pGHcVF4NDDZlcHtVsdWMO9KwtowLy4pOoq77x1FYWiuUal5ovlNJV5TK0+AnMrY3sKzm88AyA/sUEeDfHmrRUMD9sn3VR7Bt9hMkZ+DAc7Xm3P0C+HMwcUaJpoc6AV03TeFA9+rJwUuMAx1TMEskTzMldRsq1kglC4ALMILtI0pm4cxMdOncwcJ1NISBhyYUvHZa6facfUhmY25pOnqWA1mdGisepk8FFbOglE0qfBXMuDc9576BGsZ91qmWNT25S+Pvn5307+JvPfC+eRKrflC41FShuHzcTLK8VkF0ZPJ/eVtEnVt8mEE2dG2rVexGPfcBhD+/QyWdKiMj0zj4d2H8SJ0f2Z74pfQ6PhH4XBx2Qz7Uto5tl3UxoKYXsKzj94Mfr/8Q95Hd6KWfNiaS+KpQIqqLXVZh7hY6Xac0UN0362mOAaZl6huZmQIfU2SOFp0u7SGl1+4e0cM9NYIk0om5dJ1GiZ4taCMaidcXFtUdKxkSYLPJ05nsYu2/KhsrOlXHz58tfw5L7HckVSyhxODkmc7iM0aTJv1BvYs1rGkV3Rff7iF17F4eH96N/Vh77BPpT6i6k6u3zil++M7V1zBlNZBEitWkOxXkwJzQxNpPg9uKcfy7dWgNH9xm/m7etXMX97Afdu7GgpaM+UxqOhE4TxDxrbU3DG8BVKWiSiS/s8XgqxtrYC9Oumj7x+ybbrXnba7Mvak8wntvSVTFV7tp3D9IGTuSpZ0XsKT953Xto+1/EuAc79ehP7x4xjkLmXPtVUbOPk7602WUsztJpakyNPUUsTMbWXjGHfKM5euYiHDx+znsfRqDfwqec/h4O79qFYKqDQV0Cj3kBPb4+TLlAbx8T+Mawtr+HNC29j7Pg+TD5+DFNzCzjQU8HqRh1Ly7cwsj6IG+/U0LOjB7sGS3js+GGUB0ro6emJn2fzHgBNLl0tApjDtACQCwk67ubcEi4xs7sPe9VCYwW3Lixi97C5kPOF+Suort5FBRUn+QKQzmH1DZay4d2kbQLbVXCO9ruPUSAjTI1YWkBhoII7d1YBmH0GudACZZ4KFtAD6GkQQBR96Ttyk8nSJDR9UiJ4pGZKeHSIucbUZ+p3TBSgCfXMOT6+zhszWRYmAUo1ORMLtfSihJlexUTzc5/7NJ59+Ck8c+p06hlqApo0pGnYNSPtPPr/hfMvifqUT+NMZcAd0CMEwmJ/FbtvltFoNNTrSiXoz1zFUNiHnYsN7Cz2Ys/Ibpy7+g42btQxeLeIsBHizxz9ZvQP9aM82OelbU7sH0NtvYb+1V488Q2Poqe3JxXBmow73lav1VFdXsXrZy9juNSHMGzgxZu3AQA9O3qwo7cHPTt6cPTAMHp39uI//cHnURgo4Pjw4ZTvUlLe+WrHF2fncfzgfuwZ2Z1qxyQ0p27MoLfQi4O796Feq2Py8IHUsSTwDpSGsLL7Lr751CPWMnJaJDqPspbPT2qWJGR98mHp3A8aj3hw2J6Cc7MxNIza2bexZ0cA4Giy2SYopDCRgTnrY0czhYqNsAnXoeF0X4Zo3WmUkPXC2ZH58NvMhSXhIU2aMtpV7dsATUi4NLu8TDmElDbAJhTZTvr3irMvrtnx8P68oEUM+USfZ5VRZMqJnKDJ3NaKpkF+MdIOB0cGsDAdJetzUyjHnZvL2HmrgZ37ezH+2EPJ9j/+rd8cjf2N19FoNFAqlnB74Q5uXJ7Hjtvr2L1nAIN7+nH55pLabqPRwPWLN3BgfD9KA6VUCozp+nftG8SufU0tvpeEar2Oxr0GGhsNDO7qx9T1eTQ27uH2O7cxv1zC3cUqHjtxDD09TeFMJuLzc5cxPj2Kb3vsMZT7zc/+8L4h1RdpoiakaOPBvQNYXlwBDrNzmLDuu34djYGdWEeao5qsO74pLb7Ryj7vDt//+OIlZ5v3E13BCbQ2wTvOWWwUcfJYJbXNFmFq9XkyYZfqP96nHZ8ZnxKtW5y5lGFN4tGw9Hl2yr9JE7WWoA80BY2pgoiNti9dYszvWdpqYvqChK70F0bjEJoqM9PmSXPppK+VkAQUsbzOif1jieDkxYRpHHw8/Ng84ALp1euzePX6LJ59+CDCeyFuvrOIkfF9mUn17p0qlm7cxkPvOYQTo/ub4xfo6enBjY07QD+A/l58dXEWwyuDePsL7wAI8PDRIxjY049CqWlLmbs8j1MPH8HwgT3Ne+NDnWfwU3It9Ym9A3jiPUcxNbeA2loNt+fv4N71FVy9fScRfotXFtHTAwQ7erB3Vz/+4PUprFfXcf3uIp55+gks1NZQKBUSzfT83GWcKo7jEOqpsZDbItFgxTcwuGcAuFU1CsCL6zvQP9iHXeLe8m/K9z3kwlPLlX23+zeBruCM0IpWZCIYAFCvN9BohM36mwxSAJoiXFuh9kt8ilxIatVRZFFrIAkEKsanOaNo4/OKACaRHt+58kiqT8mjS/8nxyEtNOl4yXbDJ3nCBJssZMK5yfwlae9kmL4tgIigPadUBK9oh3yyWj1ODVrqABfSEuQ/1aJmbX2kTcwrXjUoOXVeOifRz9xIePbhp5qlxkYO4uBQEZeuzKDR30j1OX/lJg6dGE0JzQy7k8HkN3VjBpXjFdQ3IgLzG+/cRH2jjr6BUlRIO0BKaEqzOmdrkqk7VBjalvbC28SRsehd3dfUqr//0WcyZlsM9OIbdz2CIAgwf/UmNtY2MF+9jb7BItZurWJ28BbWb4RWMyd/B+m4ufV19N1cToQ5x471GnYPCwIN9j3ZoptbXdhxU/+7iTUI6ArOTcHNpSr27DE74n2Qh6TA6zjNfMu2kZDMk6vZKrTxEvF4SyksglmGJnPtY1cnXYWlRSN9T2mlQojbhLsJPnmPkj6OxkCT9fNv2NvNI8i0nM5U0WvWVlPANDUKlwDJ9KeQKzw5dhz/7bWXUBuvoVAqoF6LBF5voTcTTa1dm0kz6t3Zi6H9uzG0fzcajQbeujQNAHj02DHVj0dVTCiASlpCyOfsitQm8OdmigrWth0M7gEAVi9PY31lHb3lnXj6Gx8FYI9q1twY9XodV8/O4O09/RmT+KWZeWwM7kTPykrzPA+uXWrfxS7E0Y2q7SKCEEo3l1ZxZCy/z0nCK72EBftkfKBSWCoBRlQtJZUv6gOlrfWxo4aDOwN5P5LSW5UR9fipGzMpP6nPyth2TF7aQDmp5vGR+kbqyhV7XtOuTQBFsBf15pGVpra0drml4MMnm3mNi1jFxZ4VvPTymyj2F3D51iwmDhzGBquK4xq7HB9fBE3NLaCnpwelwSYNHxcM9Mxomw/toU+AFT9GXoePD/3q+jywEyjtZgJRq+YjeIU5ent7sXtkF+av3ETlSMwqFd/36zfnsbHQk2mHjuHtJscoC6mkbxa1LLVJyeDEx/FuQVdweiCP2bS6VkOjvAv9ZT8RlJd0OwPFjxnOX4aVi4UJvYw5lvHPFl77LIC0jzPFVSv7N4CbaaVpE8jeA5nGot0bMluulwejepaVkUxR3otL1/DTn2+ywMh0GRMBPP+IU9uR1eCorXPlkYyGEZ0breDzJuFzthpNw6K/XzjfvFYauywcbYIWIant48fIc7gvVPpBbdfG8cL5l5JAoWNDB/Hk+GHs3zWCtZV1nBw8ilPHJ4xj9wlaMQkTeX+B5jtB22wpU67UKh+/eSZnV7RBmu5E5SPqeyvPp0h0ozYO4NqFWbx29jwG9jbTka6tzKO61PSb2kgNNCHK+8wEKhm4hjmpgwkXl67hBw91ruB5p7A9Befo+wG4mYO0Cdt6ztAwrl6Yw6GxQb/jtxB8x5cStCIIyWSulGk8pnsifaAaKF1jopIlC3DBNzo2D4+pSaPkEYm8fxKoLkGqCW+bMOKrek7fRrD5eicqwzhTGWhWXTEgY9LO1Ks8ndlv843R/5/8fNZs19PTg7LgYpXajul+cKEqBazrHLntxbiNyeq8WuHH14rAA8JMQXAEvuAii4nve67dl+Ta4+cxeqyCy1++jqvVeRQG4hxYA+2hSeDR31o/6r30YBXSsFV9n9tTcG4S1tY2sLa2gaGhHI4uA/II3OJMM1Q70Qg1U20OLREwaJoe55o4eF2mXEr6n6zOe40PSNPUueosaiXTTJUzXIn/6TzL/Bplqi+L5ufyMfGJRTN7SV5Z1zh8NE8f5Dnvxz/wkdTkDkRlp4AozcaUGtLOPXdhHGvOhYTtXCC7kBqvDCRaYTYwKy142nUZmAKo6H3ad2QfZr62gNrdGgqDBfQU0ryH/L3ShKerb+v+d5lZVkNXcCJfWSdbWsiVqTmsHz+B9XL2troEYV6TLQXxGI0YWjSt3Kf8Ngm34MST6YhcapuZdq1C3iJw6XxufuVIC6fmZMajY2VStykfUZ5HkEwyfLKgnEOqd8jHlGkTbGKXZN0GAWli7PFKi1COS/x5Hudzc5lPEr4WrUn3mifzA4rfy9B2igUnPjfFiWvQcIzXZNEqtVQL7frk+OU+Ap8jpIlWvhPTlrGZxq/NQS6/q9NUfmMGvTt78cTjj+L23B2cnbqI8r4+NXWEm1RN958TvGcWOTmYp7RzDj7813EVwD6vM+8ftrXgNL2ANl9GBrFAWFvbwOrqBp4urWIdrZfskr49k1BKClK3ScSeC4rwswl6vs/XrKrT4kVCivv9ZNQrDzbR8hEnKh9x9k3n8v+BdJkt7eOX5isji4uHidYXrlQALoTkcZI2TZsUfcdqy+fUfKI24Zk8Uxf7kNIukBV0mk84bwqFlt4zWZ1XffWt0Dn6jiVvnrHNrM6xu7ILx2sPYXbjpvE5moQfpRKZjvFd6JgChLZqSTFgmwtOgs+k7jrm2swSDo4NeRV2Jmwpv6eJSMECyafquvaMqbScNWdFK3NZRisb0GECJ5vm4CkAvv5FPjFQ2yRESfvUTFimyTmP0NTMrdSHFAi2qhp8LNpxeQm9U4vNWLMx+aHaXSRopPKAotVUmmXTUse3sVDhUdjjWMO58ojRhZCO2F7J3aevMO/kwgtoapZDQRk7S/lFgekdbRU2bXWrYVsKTk0r8wknN6FWq2Pl7hrqj70H+8Rq1AYXUbyLD1fCV9vMVD3xNbeK/on8gJtaAf1eSXIADTJf0RbMwyP7KBGdwIWdZqr1BYXSHxs6iOfOvoxf/+LLOD6RFRIZgaTkX9J2IH2dJl+aj6mW7o8WRWvLk+Mr/FSUZMKlaxZ6cnGDSpr+z5QW4xPMQ8eQ6c/k23RBE0R8ITaONYxXBpruEcUMSpHaEbILQxt/sXadPtvkAokfo71PHPLbykRhW9I+Lt+cweDBdN65KZqWb3fV4Mws+LawIMyLbSk4CXkSxTlxNpAWMFdnFjE2OoSRHEEthJajbvOWC1Mgg30kw0+nYRKogJlDFhCpGcrHR0ToBG5a/XBMuPvC+ZcwdeNghrg77wr+wlQskJi/0zbBmyY+1zW1A01oqvyrwq8rx2uC7b7Z/JKbGcyTMtUbhL98/1TrjxI5q51LmKzOpxiwOFRBaNHybYslGYnrOz4gvWiR+ZUXl66hcS9ET2+aEMH2btI1eBfr/joSmIRtLTjbAQmYWq2Omxs9ODbsp2Vq+YlOQaXwzNqw6b5Oxzh8/ZmSHcnH12MyPZJApImbTKkvnH8pt9ZpC2jQNE4+NlPag5YawZPy8/revPxchhQATYDmNdtSVOg41jIsRs+dfRk/9cHvzhyvaaGp9uJtlJuaF52coE3CUFpVTNYll7XAtbDQhK4vvL4j4YbwOb7V8Xw9ois428B6eRDXr0xj48ABABvJdheZu0++YgKbRmnY5xKacr+JeMAHLrO0L7G9q7amKekaINaaZjTmq9dnEwEaEYl/OklrSK3cleARGUTDtTcuNC8uXVMFcmQ2hqodTLO+qB9OTp+kKhgmXe6zVM3XyfVEHLK0aJB+UGMeXk4/FReeHM8+/FQyKRMrEPf/8sWFph1yJiETTGQB0td5RtQc5dDedReRAYcPgYaEDD5Lj2+N1Ug1CyctUGgapRQBSFKvFpwiMD3OY0MH0Wg0sIhFY182mHI6O51ustUqowBdwZnAx0QFZFect+o78FRxFZt2K/MS0FvI511oxUTLz5labppLZZHkzUYiJPaP4Yklne5Q+lBNx5hSW/JC5njSxMaDlCRrzUSlZIzc7VhErgfNmUsDza2hsnzSPOQP7YI/g7xVb1xQ8zVNplbDYuXFuRVVuEu/Pe9P/k1ohTC9vl7H28u38F7sUffb8pu139sF21JwJsExB3RzTB7U6/esVVBM7EP3LaJWI0Lg+xARKFD+ZqfHpgVU2KjDiMHGZ+ImkHCjbSZhpy2OfBdMEiniAUUgm3Iz+T6ucUm6QH58XkzdmEko7LSx+GhErYBrIHR/UnmxDr9pZlsLUb82SBdCJyLcuX/dtODJO0ZbX5rFgTMNuSDHWN+4h0cPVDLH8e/HJwDI5rf9esS2FJydwDRKeKhRxfWglEvY5CE62FLpKhaQP2giRZjkTu+RaEY+micB6fvJ0r4hVWGeBwq1CjL/+oL8r83JJzLpqmYt5u9sRdPS/KPaosHHrCbTV1oBtc05bH0EYLv9JuTsFj9qJ8EjoU3PjReAbgck7Kccx3HXgVycJpHe4tnfW6+jZ2dPW5aV3D7YDi+IHgS6gjNGKx/Y2moNhdJO6zHtCD+rQM5hgjVqncQzGxfK5r5OwEydJzlqOVm7T2oKrfy5mYrOTSXCKz5P7YPjAlMGupjMtibwoCOet0naW+pYQWfHhRifhHwEFr8WmgBdKSF0DNeaP/n531bHKCfFTFUVpg1rEcAauQD5E8ksz82LP/e59EIj6i97XZr1QT5D7T7YCAHypG0QTMFAHC4haFv8cFMxF7rRWJv3gKdX5eGn5RgX7REyzE77xzC3No8Thw/jd6+/6dVXnsWdKaea1+EktJM29iCw7QVnOyvSc9UAx/vcx2lwVf8w7cuUDgP8hCgXnjkZgDLtsPbWx452VDM2+cC0nEjtI9aYTHhuoQ1yYuRC03dFro1LI0aQuZRyrHw8PgI0D3i+ZV6kcgXj/30med/+zlQG8NOf/x8A7p+ZrxW2Hw7pMzYFssl8Xduzk0FKUYWUYec7Qcdbx8vew3qtjp3C1WSiz/MVmrZF49cDTy3QFZwtY2puASfXVtE3EL2k7fgGfYUo328sWmaqwWk4RuOm3cw8Ts4KFFU4ifcJXnw+QfBISZNplq9iI4HnDrVP5VJ6CCA5odjO+fDJpxMhLvvQNGmTeZXG6TM+yeLDzctE4gAgxbnrk18I+KW/yMhOPgbT4kWzTJj8x7Z+xx1FpbXjef+ue+yb4mHidbWd39Q0EUd6mzlxZXu2RVXqt+Z/rQzj3twKgkJvovG9cP6l3Asr2bZWeECDxo37bkFXcLaIicow3v7aFXxzpSnCOhFYY0vfANJEDC33ZYnU1do0XtfQcFSZJW7PVDfTBlu9Q0Cf0GhikgEM9FuaVZOk/LmswNPMp7wdrQgv58sF0oWJeW6cZL+xTZ55fUwywIju40QlnVNJgktSBSbtGPyu0vw8Lfo9UxlIjuHPMIkYZr5O30k4SStRxsIFnWbelcLT9V7xY0zPpRX/pI+W3IyizbJG2UhCACQpVFq+MI/O5VHttm8wDBs4Obo/aUd7VhprkLo4sFiAeNtSsEoT97vB/9kVnG1gY2MDpVKh4+3yACIZTKRFBSaiu4WcT41U3hrAxHyb9LeNikxbGXOtM29NTaAZxMIT5b3MqPzjVFbqpjZ4UV8bLZpv/yZfmMlEJvuw+f8kQwxgD5CSlTBMfSbHJP2tNfczwSafdx4yg+Q9UHzGmWNagAwakj7ATsJGMZjy51a48PcvGcbjAFznE8WgrUyaTXBpvkqTcLNpq9q+d6vpdtsLzrzpCHy1O4rapo0LMBeAzgUu6AQkcbWXBsvbEgWsARgpy2zg2gJd5/OWIAsN8oP01d64EJKmI9ICX70+6601SfOoDyl9O2YxHzxxYDQ1Li3V4H5R43HISV7S3rU6Dpe26UI7wjTDDqWkPnUKee+PzA2trdWwc6c9uBHwC9zRXCgafN73d0PU7bYXnBq0l15+5Purd1Arpl+6zU4fMWmCKc3TlrPpCCJaLw+mTK8AK5Jt8pUyM22xupwI4iRFJdZGpsGib+M+eHUUXsC6OHMJPzkxqkY6ci1EE5bEOkNCz9ffwgN2JJ/nq9dn8dzZl5MIXY2AXEIzvdIEJBmJqE9pAtb60LRC0p6AtAYTTZSnY9/nDJ47+7IxupZH85oYfTjIR81/8+Off+P1xKeaukYuPKQJVvi55fXxhRXgz3Psi04KTNmmDHozaZYmC4zkbZ7YP5YuxG7x0aajeJngrNVRjC1mz5w6nWKxkjAt2LRFGP/m8vov6Zulb+QfnunPdf79wrYUnBolnZqAbXkZV1fX0dfXeTNt2+ACjgSliKY1aa5S8EshqoG3pdUolL+lGZqT5ieC29AG4M5l48hr+pQCS/LeEmSuIu+P/KvPnX3ZmsLighwz+a+kQCCKP3ldKT9uPGnza3RNaKn7I0ycUmDlqUPpk6+ZYsiJr6/1Wq46NstE2y7k4sAE7ncm8NQggsyL5vdnfbWG3mJTBMgqO5rmR4sh7d3WwIPkJN6NQUGEbSk4O4Hqyhr6ysbY1k2F6cPK5F86tMzMZCR8lvzqTLmdro+cV1xJjovzRjPHzrg5KSMBEo27SS6eZd2x0Y9pwUZANmSea428PaL34+ZPKVw1mNJOknFZtNgmdVzaL9duKgUPGjIJtbSwzELTkujZSK3TBi3CllsktHxhOt5LWG5SNRobeFS4jfLRtTCQ/l9TXzIil/iPNWzUNnCiDOyL7x//jmQgkBRynJnKBVP0rKuNY0MHsXSuin1evdxfdAWnAp+AhNXVGvaN7E5+32+WH6/oV4N/UxV2TMAmbSjnp4KHlFQWbXw+Y0pB852y/iW4iVUSmgN6fl2KZMFCqv7c2ZczJAivXp/Fr3/xF1Kk71JAaCkf2pjkNk78YDtGg4yGHa8MZAqCT92YSY2Vrima1JoculJ42oK4JuMatNKMOrF/DD+1X6+SIrlj+Tj5cyeLhO8CQVLR8Umfm9jvVxSnK81FixYGst8oXzhJky8ncTcRz6fbidqavXYDN0d2o1QPAKxkSu5pRAU2yEAzSm0BzOZbLjw1ATs0qdjvtwC6gtMB02Sxtr6BcjltqqVgG21y31TBGgu9jum/ClGCafymCdWohQqhyX2oNkGsaSNJYFMl6wv1BfdtaqDyWD/3uU8nQUK2VbJWr1MtIZWzmgSfgGzUfUn7QvtIJtiYBH+zcuh8zIytEDe4NDJpopZE/cD90TRtwUB5r5vfy04GbCUWlYHdGD9yAL29vUbTdd40KZ+IWs7IBTSFpxSyW9mU2xWcOWETgONY8yondt/Aza4+JAseAUS8DWk+423zlS8JOLVfLRBJbF8vD7aVhiDBg3B8J9NnH34q0dRkeodJkPLJwtUP97Pa/JCZoKLKsLdWQ6XUJiofUc3bsl1ATP5xX9KPprFbrZcHM21QTqfrXphK7yX9LC2giOY7GGEl6Svp19OffL+iOF1UgzxHmwfL+cL0HvD78Myp05ioREW/7927h97eSARwFwhpt/xZ8dxmH95m8mtyjdImCPOYfrcCtr3gdCWAE/gHvLa2gf57NZXf9b5CCjml4HXGTAqhmfJzLJR8HBTtSpOora5hymQryBLk2Gwap20cQLOupazOwaNFOfG4Bs1818xHjM7VzJy8fiRNKvw48oty8BB/jbKNInp9IZmWgGYgVSoxnvmHyRxnbTc2dXLmn2nRFi2gpMAjM6v0sVGlFB4pC6TZozILvqUFFD3fTxO/sS23sl2YgrJMMBU54OALAx8f6DgTftx8q+GZU6dx7rWLqbmOR2aTJSaJrt5vL3xteldNwtAmJLlGuuM3vmo87kFiWwvOPDlx/EOurtbQu3dP8tsVHMPP7yhsXLWek0ynIYVoKlLWpgGL+0PBCtzvQmhOUukIU67RaJOkFKZ5nj+lpZAplvs3gWYwDKf9y7OCzpCoM6Jz2zjtJAURpmGIcq4MY+pGdsJL+UVjZpcXzr/UslbW1ADTPLybmS+q+ocNQnOztE0ZjewLbskxuX5ckL5tOZ56vY4dO3akfM229B5+P8l/71v/s53KK1sV21pwtoL18iAWb9bQ19e8dS7h6P3i28ykOcyobYMJXc0Ml3xoHsWqi9Vl7zQY2v+Lb0R0M1Jo2iZbouBzTYI2phzbRJBEiYrt8timJpnVbk0TjGtStQlPG6WdRonHMY41PHPqtDViVvYFPJ20S4tGjeZOPutxrOFjp04mz9ZVnzMD8f6TNmYThg8qkb7VRYFGIci3256jbbsUoABQW6+jUNxpPNekOfN3USNGsC3y3m3mWBu6grMFrK7WsHdvP9bLJaPf0hhVCkNqh2+FE36sT3UUQxSrStcnqPQ4pHBz+WvzFAk2CVSagHgkpknDonJaiZbGziFwISOjLblA5QKYm+CeOXU6ZfazJYxTu9rfErzcE/dvSvIGaWr2pTCbQtpcq5EImP7WqNpk9CfQ5E7WnqXLzEgmXmdgkViAyVxcwLzIkEJ0MwSqb2CQr2CdRinFxOVrtpXQ0ntqazXsLOzMbNfAI7xdKT30Tmrv+xMHRjNuE453k2DtCs4WsLa2gVIb5AfqBGHSKDVTax7zq+HYVMoJhxCa8rii4kf1SjFRIO8Bfbyk3UX+r/kkapYLUvqtwcRJK82zx4YOJowpfF9es1JqwnSYf7V0COpPlkKT2rGcjFotDWa676YJWfqN6fhJ+AW7tZJrygNlgPTiKw+/Mb/PLg00j4Zqo9bzIXlQ+zdpzxnTe/N+mtJZJOQz2KjVUSjtND6bVn3BppQf17vKixH45EQ/aHQFpwPaCxmGDfT09ABoPVqWC88MYUEn/ZKxoFsfO5oSerkI4nPApjG8OLfSNB+yQBA5cWsLC5O/E4BK+G4LiwfyCx1N69XGw3NKbdUiNG1UK8/ky2VLGikvH0Y5lBTQ08nIZA33M0COGHFMObsa2tEyjS4CT5Os6ThX+S9XaTleDN6GzBy2uozlvfmpBVz3UGr1JlcC1zxJQ+Xvuk/k7oPEthacTu5SJam4VqvjRm9ZXaVzlhwV3MS6tJAExKTOaUVoajR72n6LJpnp15fzVuGrJdBEmkS/LkfnZTk2s4nvqST4OJleQpqPAF1bHI/LN3HzEC81Rm2T9glEeZtAMxCC05HZJksuWLXSWrw+pRyr3MaP5dqQTSDz85vX+3SKz1YGnGimV76oe+bUaXzy89dSJmwZRctRrC6n3qtJsHxEdg1q5DXzm5rGxCnhfOEjNE3HuAhR2iGSt5Fv0H7uftDGQ6QGU8hSIpoWS+trzcpO6jEyWE3RojXXCXebELQcZM2ky//e6ibbbS04W8FadQ19fZ2hGqBo07xpGFZY/J7eQp3+N0XrGvqQQtM0obRKE2fLPdTST4D4Q68MRyH2Nw6mPmLbZEoC00Yy4AtO7s65bGVfhF//4ss4PnEwieC9KOqCmq5BJpabcK48klq82IJ6NKJ9jrxaJhcUPrVljeTvLQhNk3nV9lw1lh4JuV3zvWrIcw0pH65j8carDZnwTr0XJ3OWRHTdp09+/rczZeQkmQFf2GmF1Tl+9Lt/A1j8B7nGeL/QFZyeoJdmV6MHxbL5hctMACafID9n5lJkSu0kQQLviyWMW4Wn1Do14dnh9BZJvZZBrJlzM6lazd5FMGDxH6VW0fvHOhY6zwtdJ3lx8Thfvf7p5Dg+gZgEn/R/+oAfJ4WFq7gzvSOTWMa58kimT6ef0eD/Npnb24XJNG6qWwq0thDKa+7OYx5OVagxCNWMKTdn9C499zBsWKuw+MCU7iXpJz988mnvUmPvlrSVruD0AH9Bzl2exZ6R3bg9d6+ZxC0rfLi0OgUqwXknhBQJPyY8veHr91Sqr/CJlaIytRQETdtJVVARXZ2pDGCikjWbcm1URv41GXOG8cnPZwNxZOStluOpVQvx9XtJDYQmB1NOqNxnq+spAzC4gCOBrY3JJ9KVHysFkzzfSAYS5/GSf32SpTiZJmlqixO8p7HiVXIt2W6JdrUdS+AapSmQKvWbabJaAQGTkOdEGT41K03jtY0TABqNBoKgJ3OMi+dWGwMvA6Yhoqm0B929en32XRVRC3QFZ25srG2gUC6olQ40k9KWgIWo3XRMZhsvUWY6Nt5HrDGSDo3MTFwT07QcQjsaOJEg8BzDaZTSKR4GAddu/l9eTcZESXZ84mDKZGwjJtf28YWFLbm9FUjWH8CSz3w/c5AFfBY32vOyUeLxv1uN7jWhlaA1wC5A5Rhra3XsLPRaj/H9BnzGq2mUWz34x4Wu4MyJRiNMImo3HZ2OsIUSsSqFo09/mvlZ/s2gBhbkFEy+5O6aKZDO5YTumtB84fxLePX6rDGxu1O5f3Ky4ZMI1zRJoJLQ1IIsCHkS/jX/plzsyIk0itwcy9T/1ODLptXOQtM35cN3EaMJnjz1PR80TH5PNYezVkOB5XCqbSn1aU2Igsd+25i7ySGLXWv1PVtNs7qf6ApOA7SXsF6v48j+vblWd1sJPNFcRQeFtEbyPoUAQPNDTAgERIpKKioTzZQZaQr0vdf0XKJJPzsJPv/G6ykSa5WzlvF2SkzNLaTaNh1H0Ybk86HJ4te/GE0exycO4q9/1/ck/ZnI6Llmakplkb7bJokBRV8K02M5zS+rga6RrtdGipHRPhX/fqshdqnIZQsphgZNwJiEJv/fJUC1cmZ54bswa7WuKH0vc2srGOkLsc72yQLpgJ5frI33+Tdez0TE8rxMAo8ad2mcF5eu4YM+F/WA0BWcOVBb3cAQIz6QZhJ6MTtWCeU+88xawc1tHoxFWmUHl3lMqwPqey8/dupk/Fc+DYHGwSvVy8hcFyiPjtJeCPy9+P+3d+5Rdl31ff9uzePOjGaksfW4etkaa2zJPCyjWHYghEdQ7GK3NXENrNVQShdduCQpZTXJIulK2sJKmwUkhJWQtQCnpWEF0lDXpEALWMbFQEyBCD8kG8nCY48tS6ORhDTyjGbuvTOa3T/O2ef+zj77de7cx7me32ctLd05Z599fvfcc/bv7N/+Pe49cjxZO504cyp1Phc+E60el6oUiVrXNfaZ06GEKsGklml5byrMJEOzS91p6Fl49Mw86ndVv43rnjDNynSs6f0c69lF5dlqDwaHSxh1tFH3qA1T2JXpZYHOJKnXt289s+izzlWpOOXZ56MPW/LVcazOVzG4uR5s7BqAkrfwDq3t6NDZWsNK3eR1C5jT9RnMvqbE07bzJNePJIgPxZRIwRZGMFYexoHy7nh/Vpn5ynVNYsDpMBKixN/x+ro7vj6z1N34dUVJ39zf/4bbk8FMP28j3pemeMUHj387M6iZ1jZLQOKUlvo9cz4P+gzRlH/VNuO0bQ/9XRpVgq2cbernaeS4arWG9RvDnQTpeULuI73WpuLu6/cnCTq6zRlIZ1UqzkapVRYxMNSqd2hCkWaaIejrnFR5Ih2nSmeiynQbhOYVbDMT0sHbtc6m4jtbjZqF6tVOQgbXW3ffnCRiAKKBR721m0xdK5ntqLyoeqUMU//jm7c5Yz+d2JJ1aPVXTeQOBSlvNK7H6krTWA0k8Fr6Mv8Y5VrhWrluxjfhyia0VFtCf8k+9Kv19EaybOkObko50oxWLoo+01Sw4gxAvWXJs5cw4IjhNOWQNA0U8uzzEJt22k/YoZJgLvLMVKvbrkmF15iyCZXmZ5M1s9SAqJv44mugAvGpOZz27Rq8TZlUDmr5bOm61K27bw56s05nP9oY10Ckg3Al1T/NUDQxfS5xZKKOFTS8ZnzzttR6kRqU7r5+Pz72f74CoD5bpTJTU6Up6N9UdYPeuy7nHjqw6W2UmXq8vDFaMyX7aC3WBEfxgTzmdtOaZaNexF5nI49izJjOA5xsQtPxpY6hiTkMa+HGsSjeTgtY286l7jnl1e0Kf9GrpwDZNHs2hWpCtf3VHTlerNvM6lScUz+I/t9izlhhQ7/hGo2RA9BRF/1GMClNqkwz1VAcgyL9nFGalpcFNbirfLe6Am2E1Np0/Lmeii+7dqajV2BRMiZhLUnL7Lon4M6/S1HKU5m37j92KIn9NL2hm+Q2hU9RmUOg33WSHK8zMX2uXnKuAy+BpiovnfaMtcUNU/TfwhUPnGzLaRYeQwVPB7RT95zu9ToxXTfZ6s52NvN4yEwT6J7ZJrBaFSeAb+z717naq6BhE67BtWmOQivEW7IJWNEg5/yOJkcRsvZVr7ZRh84oV6Ic6SwztcZqyX2bSdfnwTUw2wYSivJIpLlwKcoTkSpPAKlQlVD5QpSI7QVJ75N6nerKc7y8EaVTR9OdeEKdQn7jEK/1Tnu1m8q8uX4j+pv4lLvJuU53HjPNDOkzVKstoafXPuyr4/W1SX3/xJlT1pe+1DPkSIwApE253cTqVJxTl4B99t0mJViZr3hLiVGTnS2oXyF/+uPks9Ns20TUA9QsZR7chyNhQgkkns+QhF498FEVCABKGWnmVeq8oK79vUeOJ0kWgPSgSpXaWHm4nhJPT8FnSWStHIsUKnG6nnRgghynZD1QHo7kJ4NqIhsdHLVB1+bab8KUWi8o602Mr7ZmQwqKvCzZTOyhTk15Z5K+mXVoppxQVhKnbPqdmjVjrtWWMNZ/ObNd/253X78f9x87ZEzOEarkVJ9K8eqhKPu0HMzdxOpUnA5sD+r8XBWDwzk88WgOVs0kKzbtrHv2ou7l204FamSF5uNqnF4tz4w1RInX1w7Ta4YU5Q07Xr49FRKi1gppdZBQ86S6F0KD7ZNSV0Qhp/rT1p/uuWF3YnqeNJzbN1DvGt2e21uWnt/kfbwSkrXi6XMp60FCgANQXmzJ6hXNUjihSpO+wOn1Y0MJUaK2pCImOem1fvCFC9g6MowthvPef+xQJuG6yXs7NFRLl8dUT9b0gtEN+WpZcQZSna9h5Mq11v3OuERD3GNKSYZUImkXAV6PLpNu4hhkivuEOVjeBHUSoTlvlfNNIwqDos8GaZ+6Scy03SSv6lPNSGmtRGscoAO93Jl6+3/s9FQyuBw8goyZV49xpN8lBXm5cynP0PRyqfOdysbxrhTX+VdiorV5xrriE/Nk1mn05YZWOHGZqfN4am9bvw69vT0AzEtMdJZp+jtvCIlNmeeJky4iq1Zx2tYebOuVCwtVbBqyF37VY53GUMnGIhaAYPOqTZF7+q4OjWTiOL8+KzJJIgAkeW0pGcU6VF/7OVDOOqUo5aceUJoFSL3R6r8nnZECdEZb71spOpsXqs3USM9FQwLo4EzjPw+UgYcM95w+mN9zw27ceyT6TN/+TetMNqc11zo84L43bIN22jmEDO76yyJJaOHrJ/TceWQz4TPJ+2plGveR+zyyODRubtXX52190GTryTZyT9FjapULWLtpfbLMQcctqhTVPaZSQFKzqu9FIPPiqV0v2/WjMdS//+v3O8/RaVat4gTyKc/LS0voJ4mRbTX36EAL+BWVPPs84ApPaYNXYsYjVqcNs15XHUh97ZhWz0iHf0RQU48ePG+L2QudFeiDtF7Jg2KaZepmWfUd9IHxQHkY9x6pFzccKw/XB7gZv0OFzdOX7jMSaOXIlV7SozRdtMrZx5Uc3TRLylONBQh3xrKhJ9CnXuih/Zm+42J1CSdmZtBf6nfOqBvFZK0JtbR003rnqlacLuhgSj1qbQrThMtUa6RDISohsZB5+6LZYjA753SWomXI6ExTcceIBObPJsqUtje779drGuZRijp6GTRT0L8ttMPk5GIbQEzrdPqsWMdXiNuE6Trov72qCxvq5UplNuJRwq54w1binTXps6QGUuvl+Q76i0gjz6RKFekqibe0uIj+0mB9n6PMGZCNE47u1SymF0TT37QCUbKP5INWvPiiBADYbXydZdUqzpBBRw26lYUa+gey1QRcD5cx6F9tsK11ahl3UrRpvTNx1qFyBBaztjn6RNfFHHeZcdiJFWbqQSRVUHQvUdNbvW1NMmlvMBtPGr6PSlSQmINzzEptqQVNM4bUjJAoWGqGjeSbi/ur57x1hTvQ7Ei+FwDT/er7jorQ9WpfPyHbW4HPZKu3aQTf7NP08uR6Vkx9qao5unNNSiH97CLGtqxL7dOPeez0VMZJyFRL1wZ9/uhyB3Vq6nZWreLMw8KcPxSlaXQwKYItXCXJdNRAHJ4+k2yWNyXtH3CvO9J2qq2+zSSzetBTVgaHiU9HOQgpqJnWZXIzZfvJtCGDoZ7I3DfIm5RkI8qN9lGEWGWKS0Hp+1dikUj68LyIhzpYKVyhQPRv6uCm1jltJs/l5WWsWROWjYeGjtDkB7qnuILes+reNq3zvlxgxelA3QyVhSpG1q1NbQM6UAmhDbPOvKEJK1WEepaXkDg+vZ3+hm6bPdH1UXoc7asR0y519lH9mQZIV7B7yDn1N3kXpu/hG7RdsZWdTiyQl0bkDc5P61ii8b1YhVxLW7iQfs+MoZI6jy2MQ8lbqyxiXV9/Ih+Ng1ZxwaZyYDoh66wh19/llfzMTCTnjd5eOsPqVJxb7WElJqrzNWzackVqW+hD1uwZVltDVGJzbZ74Uqq8aH1HfU1Qf7DyKEw9wYTtGutKU0cpij2YTdZP1YAyVh7OJCUYQwV7RqK1l6pjPU6ZSOnAZlL2poGQbqvPJLPQ6/NQMlgP4OCRw9FnMhjpin0PzHUzfTN1F6ZZZ9Pv/RzkfQHMkwChkfCTkBhT+mJFiyF4ixXo57eUopubuYSF2YWMnKEFB+iSi81qM17eSO5HPZlIuq0r3eSTAO6WIckBO8PqVJw5WVxcRP+A31RrC3zvNtSgk1nrdKCvNyqF6TOH2tq00lHEVYAZyHq+UkyDmD7LaNT0Z1r7DCHP+Ux1UkNkCcGVEajIuBLiU2eWlVY10fG9PPqgXuXOWXAs+1JtCb39vZl9dKZKY4UVj52ewq7RqH/X2JYJ5yFWD73wQLevdbLibIC2m2g7REp5BmBK7wY0VwmaZmoZz1DLoK0rSLqma5ORrtfkxXWcbfZJ762QIsyUkPtSvzbqmvhql3YbeRS3bRBPDfymJAiWjFLqb1dpr2ajlLor685idRGDI4OpbSHH7duyFc/OnMy8OIQk9bC9lHQ7rDgN0AepMl9DfymfYxCdcbWENsR2NiOvbWimF5unqR78bTo21BHIhmuGZDq/qf0dxHxL16NC4vho3/qgEqLATHGaQDrZN3V2Ssy1nplnnnjBlyt0HLBVNzGtJeu/hc9sbFq+CLFs2GRNbSdyLy1exq071mNo7QAmaX+kjV4NRc+JnH7BS4dMqXuOmmCTGbtn7bfbFCorTg8LlxYwMOguXu1a+2ipY0W7Q1QC0AO3MwzVHWjoMabPITQrzyrFJYPJcYauGWb2nTqKPZaaoqGZbfI4DrlMdlQZttKUmldJFA2ac9d07Wlgf6jJUXdYoy9gIev1OsH3EBmbFquLGBjsdx6jm2ofOz2FD73xzky70MQGvuvXrbDi9FCZr2Fw2Kw4XYNU6s1MOYjEs9AS0BW1OEMeZDUAJN/No2BNJtF2z2xCvpNvva5ZMpv6cQ3GNmWqlCLNW9uJdaQir202YvJW11GfZdoG/fR1z84gldOcoplhPD4nn+VliTVrsqURbcepdHsT12dnkiYylX5gv+amykbdBCtOA3RwqixUccWm9an9od5oNtObbYbSEG0KUcmcU28T/2+dnZKanM2ckeRZlwtRgGOo5xhW3yXU4UUPGxhDJZVByTWg2BRio2/lNOhcyQYgs4RgW9vMY+5uhHaGuOhmf+W1StM62ggxi1qzial2Q8RL1vG8+vL4Jo5A9GXccg1N6fR2bFiPh6bnMHEmSuWol/m6+/r9eOz0VKIw9b4y5yhvTLy4qVJ9KHXP2jNg2WriAkDRVemqVZwhbzsT0+cweeosrrl+h3G/K9ejacDrdpNtCLaUelSxNptGvBHzKmbT92rErKz6bMYaoi/EpTQ/iz2or1WbKPIMsVmYrnWI0rShz+ap2bFZs6d0ysXsWqIrKYYpFGWptoS+vj48Y8gsZOPa8XRSd5rQg37ne27YbfVCD6WZ+XLbwapVnHlu8NAE2UneR8csoWUZVlroMBRUCsyjvOlAZXP6oU4sLjJp+hogJEyGEqJg1GyTDqzNyqqjeyWGePv6sjmtJkLvFdPMP3TWn1Kg2jhB027q94TpHtE9cm25i9PfyT67q1UX8bO5OWCwnkxdV6DKMchGKvwllRbS7uCWbPeUZus2Vq3iDKFWraG3L+wSqXRXedJwtYQWzj6TQtWucwPWWpwKmzk2b9hKnjYTmvnI9QJkC0y37W901pZyiioPpzxeaUIG2nYC7jCHPC8TrgxH3eDE0wiulzPXurAr9SI9jjoW0d8pOd9Q+v+J6XMYH4q88F0+BcosOr55W0Pjyo7161AtDeBSfz3lHs0UpNi3ZWum5qb1esVj3QSAiTPHnaZXE7Z92/Z+2npMUWDF6aA6X8Puq7dgPqCtLT+kXmZsJUhX+TFKE2efmfW90EovAdjiJUMCw33VGGzt8h6fB322CZhn6XSAtA2W1rUrkr3Fhm2g06+v7pnpym7T7QpUX781vaSFOGUpdFOt75xqjdNkIk7WLIfSZfPos2eyeuVxAKtWapiancO6DSOpupc6ahy77Ya9+Mz3vuHtV70o6MXU86LXEy06rDgdbFm7FqWBfswvLzrbhZocVmqyE5t2RvU7gVxp8NoOVaoz51ACUpmETIqRetjq+03px8ZMb/MG6CBDZwC+sl26fKb1RPV7qsFQH8hUPK9NedLPVHnmDUkw9WNSdHvmzyYDsin3aTu9m5utiF2ztUxWq8AZtSk21uQ5qvptBGMFn/ie0cOXGrVgjZc34sTEFPpLfalxypWPFoiU6D037Ha2aSQ0x3aubmJ1Ks6pSxh/q/9Hnjx+EuuuHMH42vVGMw3F5ihEPeCa6U0bPPtsEpmZp5oxuUy3ilh5YuYc9tA6nTHKNGkbxIz1OunxmE1M1Lai0uPljSjFCrg6NIIDsWk09A05Y/KNZwipbTDH1/nWiG0ym5SBKRmD6sOWFUi/tlS5mrxnfaZq1cakgDqZck9/kaH4lKfNy5liU1z0WKpI6MuazxmJmn4nMYA9M88B2jEHysN4aLpe2xY2szJ5kU9mgqfOYuvYZmA+m9QAqMdv3n/sUPx5b+z0k7ZSJM8BeYlwPUNUFv36dev6JrBaFWcgtcpi+8qJBZJLWTbRZJuEZpx6DtVt1zjbGmfFK1x7VQ8uHZBTgzZRTjTkwjcT0NcQ9WP07XStK48jE4D07FP7bfTQkZCk641kp6JmQH0wb8Q7OdW3eoly/M7tMPm6kgOEJg7wBei7lg9cifaDGU0v8aj8yZFzjt2Mb5P58uLlTJ5aoK4wb90dFX/fNRopRD18R32m6P4cpvR6rcjxWwRYcTqQcjkJGA4xQ2Rmm2fSN2Ez6xa2e8YJxEpLG8yVkgQaNx/ruWJd0OunQi0UJtOoUi4PTc9hj6aH9Nmbq9yYjTFUUm/+k5b+FfqMncpOsZlT86ArXps5uBVrm6VTz6ViWFuN7Tz0t7Q5BuW5xr5xQB8DfNfRNtsdK494Z9BOOWNldfDI4VSMpZoBZsuH1dc9dU9Zek6auID2mUqIH+qFzF61Lz9qtSX09JovjysA2hwjtS05LsmwE+hcQxWTa59TaTXB09a2hmQ6L12LVXKKTTtTSRBMhIZ82DDNSkOPDXHQUWuEUIOEo3yU7uDhOj+dJasBsRElbiN00HadIzgdnLrPyP0Wcg2aDV0zB7Kl1dQ2G9TManL6CvUA95qB4z4PEK9qVZprvLwpStk4cw5f76l7WZtMw+pcevWS8fJe/HTqDNb0RBMApaj2bdmaKlL92Okp3H39/tR3ot9RKUzqxKOU8wFVrFqbaSbHGky11EHJtL5Z5JJiACtOK5W5CgbXenLUGt6s9PWDZ2dOJn+Pl29vrpB5aFWcp8PLVinMjHK1yOKbja9k0A3xRvVBldkEzDF/rnVMX7+UkOTzQHhMZjPWHvVZeUZhGO6tlsUtO84T+h31jEJqG5CuK0nDl0Jn4GoWNmnaZ3jhCl1SoFBrh+vl6KnKIvoMZtq7r9+fjE13X78/UWzJCyKys8xdo9utOblTnr+bt2W8d+m4SGNJu82jFmDFaWVhoepN7l5EvCbcJsd50sBuqjz1WWczaDShezu9RSkuz1kbY6gYTfpUUa3k++gKNI/SXSl5frvQmaHpHHmuTyuSQSgTpM2sq2fgcTKaTnwxceYUbrthb1ACDMVSbQm9pd6UbLfuvjk1K1R9AkAVYfeYkn0S9XVddY5o383O0BcdpVjfOFoLPqZTsOK0UJ2vYmTrqLONrcYcfXsKTW/VDJSi8oastCBJQnVoJNj8nJJDESiPrwg13adotUNKI+uzPiWilGerlP4kBlIzixBMjlnNptF+fTmLXf3S2ZLKjGMiz31Ew1Z0E7EL3YqhvteB2JR/oLwbJW1GaJKNnm+xuoi+OJGLMreaZn+mY03fK7PGqS9dnTmV+HcoBa2Pg6a/u2nWyYrTQmWhhoGhfA+xyYRBb7Ro0T9eg7ApCovy8c3gmj27M0HX7YwDrma2bcgD2NSfRRafnHrbVqyvKRNwK0ySTrNoTOhgbgoBAuz5c03hKwrbbDD0+pp+D/28jShQV3iJqe/QMJRkDY/IT2Wns0GbB6n+O9VjitMhMtA8Y02/B40bBujMr/5d6AxwXa0fQ+uHkiovE9Pb8PHvfhX7tmzFrbtvziRpMTkAAfXxjTobHTxyONVWhbOoLGoq05EerudS3M/M9OPGzNmLxapUnPKEP8SEetSGEFpfLnkQAstwtYwGZ51KXtPglzLbqnOshBXMjF1JB0xKVd/uo9X1BGm4SLtMzSHnadSE6sO0bpvHjBriBZzXm9ZUHizvcoErYxFQT8RxoBz9rdbPXaj7Tle+Cr1iyXcfOYL12hqnUm7jBkc3mj7P5NjjS3Zw3yOH8I7XI5WCVB0fEppyLZtqu5NabQk9PT2dOTnN8wr7rI1ub3i22aK8tskanfZdioLtZSXvzDQ43VnOgVatc7aavOfwKc3Q6xdS3q2d6GXBbNmBdOoyz3nNl3alnc1g5buvXLmKVT5bKo+K4cykDYxjL01LTqFhIroi3DcTeene98ghXDue9tR9OcGK00BlvoLBHGZamuBZh+ZxpNCZZ2YgtyicvEo0KD2ffp4mKdKmKU/XsS1KZt+IZ2yeNj5aqURsyRX02VAjpuFmKntbXKtpvylYv1Hqji2AyQvbmoTdU56QmlP1xAbRdi3pv2ZWpt9rD8mABdStExPT54zmVFXAmr4UqIQHtG6rS1mqdvRcQFbB7hrdjvseOYTzz8/jGZzE/fH2u/HyUqCrUnGKqyJTgM3kUF2ooTTUnIxBDedvbGIy9VbiMl1ZEz4067s14FwU1F/OvlTiBV8bE+3IpEPRfxOVji9EjnbLSvEp5UZl89XNXcn6uKtv01quz6yr0AsEfH1WALPZc5lmmDaHRv1vtQa5a3Q7brthb+JIps6tHH5oEWzKlTujB+KZiZN4x+vdStOVlq+orErFCZhvarVt+sRZjFw5jIvTlwE0p3JGJ2lGdh+dpswuAmajTc2Q1OaXkJA1ukbCIVqpwDppMqXkmT3aMgK5sJkl6cDdaPiTi0YzMqXyIRtMtbpjknLwWaot4cLcBYzhqlR73xo9nZEC0fNeL4xgMC+Tc6sC2CrJAl3zDIGdg7oIehNVF2rYMNiX2ddMBUqThTuTv9PZT8DA71MyQaEqpnNrhISBqG16jGcKw/fT12xNyjOzLWS2GDrTbeLab96YwlD06+/KSqTvN6Xb82W/aTeu2ZdJ1rxKM1WoWnl/xttKpBqPCT3Pr0kJuf7Ws//omEy2prSOY0Mqf3K9L/UdDh45jGdnTqI2X0O5f5TEU9YVou4tTJUfdTx6aHoOE5bvST1o1Sz1mYmTyT5a29MWcqJnGeI4zi5l+fIyeg3p9lZaOseGr3pGM2l3flvjdyKKKeXhGv8v4Hd4Cq5LalKADZqK89bODKWRWV7oTMjXTg/NaEaKv1ah5NNnl6GzTV8VG7XdGXKFdG5lJRP1hM1jdgy9d9T6IpCtdgOkX+rVWuezMyexXFvGyaVzePX261LtqSetS4Z7jxzP+GjQLEIqJtRVooym91NtlcLtVlhxaiwtLSV5HU2YCsquBBrb6Uq9BiD37HPF5Fzzs4V2eGed0Io7A0CIY1MzZoUtcjCiNKqMTMc1Y/ZXRKVIcSVmX+ls04Su4Ewve6Z4z2YVP1eE/rapeHBtu56pZ3nxMt7yyv04s/iSs8+kFJpS+uUok9A9N+xOUg+qOFAgyjW7a3S7UWEqUy3NhaujjutW5cmKM0bdOLWFRZRIKTFTJYBmnQ/ImnQaXQNplNyet2pd0qNw9HRzybEh7Xzy+JSdks/XLqfS9FUU0dFnJXkwmutykGd9zpV1ptV0SonXU94NGIuPK9R1zGRZ0o5R634hytQ2Q7b9ZjREqTQ/iztGJL4ey3/HSH0WOl7eiAePpxXWLdtegd07NmPk0nAin2nMoXlvgbRyHi9vjMJcyLG7Rrfj/mOH8MzEydSaJt0HRGEpCmXCpc5C1AkpacdrnN1HbaGG/oE+f8MmYUs+ridKAAyzzybMOlVGoiAFCtTPaVoLbWYieb2PPH3nOL8tGUKzCVUQzXphCqkiA2TXQFuV4CAPeRMVmNBn6y5HGJ+pV1/TtIW/qPy0an3QlI/WJYetmLspO9N4HC5XJfs+871vZI59bmoKr92/B+PDQ9bz6wkQTMpVN9eOb96WxGyaoDNNpTAVUYzn9ky7boIVp0a1UsPw6FoA7a9QnnuAaKLyLDxtMKm6WIl3ZTPiC5uBkmGP5vxiSozeydCTZhCiMPW2SXstBR1g/g11pZndbk5uMKn16QpN0ZeGXFVQlCesqq25a3Q7dq4bTvw1bNfCNkt23bMTZ04ls0S9PJluflVKUleguuOQkrnoJcUAVpwpxssbIc/N4/JAOobTZE4A8t+INlY0qLYzO4/NqaZFJcusa75NOJ/NA7iZ5PldW62oSvOzGe9tWyWRdinNdr5M6OEatjJhY+VhTCJrHqU8ND2HA+W0/K6izLb1UNqP75ofKA9Ha42a3CkZYu/aA+VfSrY//cSzAOoFrU2ymMYx2ximJ3s5eCTarpSncgDSlfhjp6cSBQqkPW8V3bTeyYpT4/LSEnr709HstMamLearo7QqWUKoYmr3bLDJCpPS7jXmZp6rETNrp71oTTO5ZsmkZ7exFaJuJMlBZpZq+EzPTUkrH//vpGappsotru+xtFRPHRqNX3tTMlI5XDNzm+Kn3rvKcxawm1+VsqQKlNLOSlIrhRUnYXl5GUKEJ3bPi80jN5PhQ3dWiB8Ob9hKs2eftpldB3PQWrMRGdr56LT5tF3K2aUYOnUNdC/ZkHR/IZgGeTUbnJg+Z8zzmvdeUfGPzbh2D03PJQqRvkToytiW+9aVDP+bjz6OvVdE+Wh3jW5PvGaNVZwszoo2VJzorbtvTmaKaoKxa3R7yrtX97xVCpSabrttrZMVJ6EyX8HAYD8W47+p+cUXuKtwJU5OHet5w0v6y+vy3u5UfS2cbZq8DCcxgIlZ5VEoASDluGEj7zpjIzPP0Aw2zYj7dPWh9tHrV0Sl6dvWCOMGJxeqLHy/qynxwtNDm7Bn/qy1Wk1IpRxbEnhlgp1Itg9k2lD0+4u+gFBHwonpc9ixbiPue+IRrC0P4/1vuD1RdoDdWhbqyASQ7ELUBE4KZdevi7mY9TMTJ4NS8hURVpyEhUs1lIZKWIRMtunldXyohzRPySlX7TugsXCGttBiE60t2YCv7JIJp6PDCmLyfB6grXAMsoWP2CqW5FWanTBXU1qVaEThU5r6+RutVmNa1lGet+o8KG9MKcs8310lRbDJtlRbwjWbtuPG3bvN8nl8NExK1Lf2qZvHqRORQs1AbSbbboAVJ6GyUMXIurWYW8w+WHkVaDNwmWyt5sp2JUYwzWzbvNbpKvScJxxB7VdvyPp1Xykrief00ah8nVrbbNa6ZahyUeEh9TyrdpnUfUTvg7wvERnHG0MceMh38HnQJs4/lhAWAKhVF9HbZx7i9TSD6b6z56GosJekxqbFNK5/pl64FFeihKIipJTOBvv375eHDh1ytuk25H+7Cd+443cApH/0Z39yAjt2lXHioj3LRh7FqW4a+r+pH9N2202p0B+WjCJtl6NQCxWnKxgciNKBAdkYM4qt/BGQfRnyOXvZTGdKLtu+VmEb1PU1zUbWOJspe6iyNC1x2JxSTPtcMk9iIHUcNWcrE2we71L6u9uWVsZQSe7RVJ+WNUb1/VXfpjhQVW9TrdXaXsYmMYBnf3ICv7BrPR65WEvWHOk6JJWFrv1G664bE/np8+WyoNCXTxMq2xCAJEGCzp/e8whuvPCccV+7EUL8WEpptCPzjJOwuLiI/oF+4GL+Y/WHYeLMqRV54LpMvnqSaOOAUdAi0qEEF5MOXFP29ZH627LOYxp4FbpzS6eUJhCW8L2TXrSAX5k2koGnkVhUeq3ooK8rgEZm6JMYSO4tqjRsL8e2mp0qlITKOQlVAaWu2PRsU7NLC+jv34Dx8jqMl29P+rLJqo6n9/f45m0pB6RG7hv1feshKgCOpdvQDETdACvOmFCPWtusMfMwEBOFzZPNdmzhCKk4UmBsLzAhg7NrlumileuEvjVNha5A1czKJ1MrwmNc58o7GNNC03kUWuIsZElyQPtOLBWaybZRfDGKvrVNqsTVrJPKeqA8nEmmcEr2YmSNuVBsI2ON6l/NSClUIdPn7bYb9hpfamnChG6EFWdMpYFUe6kFf8+NGKIcQ2eopofMGKrS7qTwbUAfaPVA9jFiwtLb6P1AG3Rda5F5ZpFUxlaYcG3H2xxFdK/jdptnbaEmtt/Sh805yneMWr9U0Hy1eddO6T2jO6vRvvSZq6m0lq6kFUoZmjyF6d+RPOkKKlcPLGNWLAGoKzV1br3Wpvoe+ufoO84Zr68uq23Zw3Yt6DXQkyN0A6w4Y6rzVQyQ5O6h5HUWCmmf920wyHEoT5hKF8wigeht1uVA0UxsM6NGTXj02GZhCt0JpRVK03dtTMrVJXNeham/7DRsanSsfSrl4mpLCZ15mmZ1PmhIijh/HsPLFeyZP4sJLVyEvmz6vM1dqJkvxZZBSTcRq+NU8gSgu2afrDhjKvM1DA6X/A01XErOZtbtKF2+9qkTWtDZR95BudMZd2w0Kk8r12VXGpLjezlq5m9gW+NcSV/W/YY0gLYsRPqs00elsoj+/t5U+wPl4eh5ITGpNqKZ7kBSFcXE/ccO4bM3vDcjayJ/wJh36+6bkyLY3eRZ6/WqFUJ8E0B3TEEYhmEYpjmck1K+1bTDqzgZhmEYhqnTusSsDMMwDPMyhBUnwzAMw+SAFSfDMAzD5IAVJ8MwDMPkgBUnwzAMw+SAFSfDMAzD5IAVJ8MwDMPkgBUnwzAMw+SAFSfDMAzD5IAVJ8MwDMPkgBUnwzAMw+SAFSfDMAzD5IAVJ8MwDMPkgBUnwzAMw+SAFSfDMAzD5IAVJ8MwDMPkgBUnwzAMw+SAFSfDMAzD5IAVJ8MwDMPkoHclBwshel+NDYvVNUvOdv09/d6+1vSVvG3kgLuf3pDzlDxfeSjgXWKox7l7aVl6u1hcvOxts7S07N4f0Eet5m6zWPX3sTi/6G2z4OmnJrxdAIN9zt3L/e79ANA7MODc31fy3yN9/ibo99wmvtsMAHp63ffJ+eqCt4+FStXbZrlSce5fs+A/z3JPzbm/13dBAJQ8136oz//79vf425Q8/ZR6/T9OCe5nTyy79wMALrvHRQDAkvu6YvGSvw/fOFALGNMW3H0sVfzfd9E/TKB62T0Q+O9moAb3+FuD+xzLkChhCGfl2ZBRyYiQ0j/I2/hlcbUsoQe/NfIaZ7sd66/y9jWy5Vpvm9qrtjv3b1h/jbeP4Z2b3A1ucQ+8AIAbR527z1U9DwOAqdOz3jZnz7ofmjOnXvL2cfKFGef+F4+f9/Zx+rEpb5snJi+6z9PnvtkBQL6q7Ny/cPUObx9X7t7j3L/juqu9fWzx3664asS9/zrPbQYAV1zhVmhffPaIt48jTz/rbfPSU8ed+4ef9J9nYfR55/4rdw55+7h23P387tuy1dvHrlF3HwAwvnmbe395o7ePMbh/m9K8//nFzDlvE3nWfV0x9QP/eabc44Q84X8TlIfd32fm6XlvHy++6Nclz8y4ZZnw9gC8gPXO/c/DfQ4JiYfxBK7AFTghTzSkPBs21b5PvFpO4RJuhX8gYhiGYZgiICCwFVtxFmchhBhrpI+GTLVCiPHtGMZvYC/WeKbFDMMwDFMketGLLdiCMzjznBBiQEoZYiUmx+dECDG4EyPPvB3XYS386w0MwzAMUzQGMYh1WIcSShUg3wwwt6n2tdgyfwu24Gp4FnkYhmEYpsCMYhTLWMY2sS2Xs08uxfmr4nq5hGW8Hv5FfIZhGIYpMgICW7AFF3ABQohXhx4XrDg/JPbLR3AK78RuCF7XZBiGYV4GrMEabMVWlFA6IoRYF3JM0BqnEGJ0B4bxz/EKlDwxNAzDMAzTTZRQwgZswCxmLwoh1khPnKZXcQohxA3YcOEmlFGGP1aLYRiGYbqNdViHecxjMzYvw+Ms5DXV3oldy1diAPsQENHNMAzDMF3KZmzGLGaxU+x0zjidilMIseX7mMKd2NVc6RiGYRimYKj1zmlMe9q5md6BYRyGP3UUwzAMw3Q753Eeoxh1tnGucUoppRBi/TksXNyGtdiCtc2Uj2EYhmEKw0VcxDKWMY1p56TSu8YppXzpXdiDL+AYqvBX0mAYhmGYbqOKKi7gAl7CSyM+r9qgOM6PykPiTdiBv8HTkGi8mgrDMAzDFI3LuIxTOIUKKq+UUs752gcnQPgreVQMoBffw6mVScgwDMMwBUFC4jROYwM2QEp5NOSYXCn3vo+pwUdxBpPw14FkGIZhmKJzARfQgx6clCeDU+LlUpxSyspzeOma/4HjmENAuW+GYRiGKSjzmMcsZjGDmVKe43JXR5FSTv5DXIMv4CiWeb2TYRiG6UKWsIRpTGMBCzullLU8x+ZWnADwWXlEXIURPIDnGzmcYRiGYTqGhMQpnMJmbIaU8oW8xzekOAHgIF7ofQ4v4SjON9oFwzAMw7SdcziHIQzhBflCQ6W+hCdcxX2wEJu3Ye30vr6NznZr+4e9ffUN+qu5LF/hTsBQ6vcX1+4bGXA32BRQMGZDv3N35bI/3nV+3r9GXKksOfcvzPutC5fm3G0uXax6+5g/N+9tc37Wc541/vtTXjno3H95rT8BR2l01Ll/7Tr/vTjkb4K1fe796z23GQCUSu775Kez/pfS8zN+R73FCxed+/vO+8+zVHJ76JeG/c/N+nXu32/DkL+IxLp+f5uRQfd51g36f5wRuJ+9nqUAH49axdtELngiH+bP+M/jG0suBVS0+pm7IHtrrQAACdJJREFUj+pF9/UAgEuX/LrkpZpblhC30zm4x985z3xwGcu4gHlcwqUeKeVywCkzrEhxAoAQogzgAwD+dkUdtY+7wLK2gm6RtVvkBFjWVsGytoZukvV1Uso/b/TgFStOABBCHJJS7l9xR22AZW0N3SJrt8gJsKytgmVtDatJ1obXOBmGYRhmNcKKk2EYhmFy0CzFeW+T+mkHLGtr6BZZu0VOgGVtFSxra1g1sjZljZNhGIZhVgtsqmUYhmGYHLDiZBiGYZgceBWnEOIqIcS3hRBHhRBPCSE+GG//IyHEMSHEYSHE3wohRuPttwghHo//PSGEuKvF3yFE1j+I5XxcCHFQCLGtqLKS/b8thJBCiI1FlVUI8WEhxEki1x1FlTXe9wEhxNPx9o8XVVYhxJeITJNCiMc7KatDztcIIX4Qy3NICHFLJ+X0yHqjEOL/CSGOCCG+JoRYVwBZB4QQP4rP+5QQ4iPx9iuFEA8KIX4a/39FgWV9R/z3shBiP2lfRFmbp7OklM5/ALYC+Ln48wiA4wBeCeA2AL3x9o8B+Fj8eYhs3wrgjPq71f8csq4jbf4NgM8UVdb476sAPADgeQAbiyorgA8D+G1D+yLK+ksAvgWgFO/bXFRZtTafAPAfOimr45oeBHB7vP0OAA8X9ZoC+HsAb4q3vxfAHxRAVgFgOP7cB+CHAF4L4OMAfjfe/rsoxthqk/UVAPYAeBjAftK+iLI2TWd5Z5xSyikp5aPx51kARwFsl1IelFKqPEw/ALAjbjNPtg8A7Suh4pCVZnJaq2Qqoqzx7k8C+BCVp8CymtoXUdZfA/BRKWU13nemwLICAIQQAsA7Afz3TsrqkFMCULky1wNRlfuCXtM9AL4bN3sQwN0FkFVKKVXOvb74nwTwNgCfj7d/HsCvFFVWKeVRKeXThvZFlLV5OiunJh8D8ALIDC7e/jUA/4z8/fMAngIwB+Cudrxl+GQF8J8BnADwJIBNRZUVwJ0A/jTePol4xllQWT8cy3gYwOcAXFFgWR8H8BFEb5/fAXBzUWUl294I4JDWrqOyatf0FfHnEwBOAthZFDkNsn4fwNvi7b8JYLYIsgLoie/NOdRnQDNamwtFlZXsexhkxllkWeP9K9JZeQQZBvBjAP9E2/57iPITCsMxrwDwIwADbb5oRlnjff8OwEeKKCsik8EPAayP902CKM4iyRr/XY5v0DWIXkw+V2BZnwTwZ4jMOLcAeE6/Z4siK9n+aQC/ZTmm7bIarumfAbg7/vxOAN8qgpwWWa9HZFr+MYD/COBnRZE1PvcogG8DeDUcirNospJtD0NTnAWWdcU6K8irVgjRB+B+AF+UUn6ZbH8PgH8E4F0yPitFSnkUwKX4ZmgLNlkJf43YTEMpiKzjAK4B8IQQYhKRKeFRIcSWAsoKKeW0lPKyjCoM/AUihZSiKLICeBHAl2XEjwAsA0iV9SmQrBBC9CJ6mfqS6bh2y2qR8z0A1Of7UODfX0p5TEp5m5TyJkSm74kiyErOPYNI+bwVwLQQYisAxP9nSqQUSNaQ9oWRtVk6K8SrVgD4rwCOSin/hGx/K4DfAXCnlHKebL8mfughhNiJaG1h0neeZuCQ9TrS7E4Ax4ooq5TyiJRys5RyTEo5hmiw/zkp5emiyRpv30qa3YVoVle46xrzvwC8JW6zG0A/gHMFlRUAfhnAMSnli6R9R2R1yHkKwJviz28B8NNOyumSVQixOf5/DYDfB/CZAsi6iXh2DiL+zQF8FdFLCeL/v1JgWW3tCydrU3VWwFT3FxEtlh5GZDN+HJEH3TOI1jbUNuWp+m5EtuLHATwK4FfaOC23yXo/okH9MCLb9vaiyqq1mUTdq7ZwsgL4KwBH4u1fBbC1wLL2A/hCfB88CuAtRZU13veXAN6vte+IrI5r+ouITJ9PIFpiuKmo1xTABxF52B4H8FHUs6Z1Uta9AB6LZX0Sde/pDQAeQvQi8hCAKwss612IXvCrAKYBPFBgWZumszjlHsMwDMPkgDMHMQzDMEwOWHEyDMMwTA5YcTIMwzBMDlhxMgzDMEwOWHEyDMMwTA5YcTKrFiHEBlIV4bRIV3rp77R8FCHEm4UQv9DC/geFEN8RQvQIIcaEEE+Sfe8TQjwqhLhCCPHHQoi3tEoOhukGejstAMN0CinlzwC8BohKpAGYk1L+cafkEUL0ynqyaZ03I8qj+f0c/fVIKS8HNn8vosxKl6McAkkf7wbwAURxrxeEEJ9ClCXq/4bKwTAvN3jGyTAEIcRN8czrx0KIB0jqs4eFEJ8UQnxXRLUebxZCfFlENRP/U9xmTET1/j4vopp//1MIMRTQ7x8KIb4D4INCiH8shPihEOIxIcS3hBBlIcQYgPcD+LfxbPgNQoi/FEK8ncg9F///ZhHVo/xrAEfiGeQfCSH+PpbpX1m++rsQZ6ghfb4TUVmr26SU5wBASvk8gA1CSwPJMKsJVpwMU0cA+BSAt8sop+nnECWvV9SklG9ElK7tKwB+A1FOy38hhNgQt9kD4F4p5V4ALwH4dRHlTnX1OyqlfJOU8hMA/g7Aa6WU+wD8DYAPSSkn43N+Ukr5Ginl9zzf4xYAvyelfCWAfwngopTyZgA3A3ifEOKa1JeOzNK74vModgL4c0RK87TW/6MAXu+RgWFetrCplmHqlBApwgdjc2UPgCmy/6vx/0cAPCWlnAIAIcSziIqPzwA4IaV8JG73BUSF07/p6Zcmct8B4EvxjLQfURWXvPxISqmOuw3AXjI7XQ/gOq3fjbHslLMAziOqevJJbd8ZANsakIthXhaw4mSYOgKRQnydZX81/n+ZfFZ/q2dJz2EpA/q9RD5/CsCfSCm/KoR4M6KapyaWEFuM4sTm1JmJ9icAfEBK+YClHwBYQFTAlzIP4HYAfyeEOCOl/CLZNxAfwzCrEjbVMkydKoBNQojXAVF5KiHEq3L2cbU6HsA/RWR6fTpHv+sRFYUG6hUyAGAWwAj5exLATfHntyGqcm/iAQC/FpuLIYTYLYRYSxtIKS8A6BFCDGjbzyIqx/SHQoh/QHbtRlwJh2FWI6w4GabOMoC3A/iYEOIJRNUS8oaAHAXwHiHEYQBXAvi0lLKWo98PA7hPCPE9AOfI9q8BuEs5ByHybH2TEOJHiKrXX8r0FPFfAPwEUV3XJwF8FmZL00FElUVSxCbfOwF8Tgjx87ECvhbAIcv5GOZlD1dHYZgmEXu//m8pZdsL9q4UIcQ+AL8ppXy3p91diGrE/vv2SMYwxYNnnAzDQEr5GIBvCyF6PE17AXyiDSIxTGHhGSfDMAzD5IBnnAzDMAyTA1acDMMwDJMDVpwMwzAMkwNWnAzDMAyTA1acDMMwDJOD/w+OIFxefD6NvwAAAABJRU5ErkJggg==",
      "text/plain": [
       "<Figure size 576x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "H, ds, ax = plot_product(\"firewxnest.hiresf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "3e00951c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=alaskanest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 00:00 UTC\u001b[92m F06\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": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "H, ds, ax = plot_product(\"alaskanest.hiresf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 27,
   "id": "4af82857",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=hawaiinest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 00:00 UTC\u001b[92m F06\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"
     ]
    },
    {
     "ename": "ValueError",
     "evalue": "not enough values to unpack (expected 2, got 1)",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[1;32m/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb Cell 13\u001b[0m in \u001b[0;36m<cell line: 1>\u001b[0;34m()\u001b[0m\n\u001b[0;32m----> <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=0'>1</a>\u001b[0m H, ds, ax \u001b[39m=\u001b[39m plot_product(\u001b[39m'\u001b[39;49m\u001b[39mhawaiinest.hiresf\u001b[39;49m\u001b[39m'\u001b[39;49m)\n",
      "\u001b[1;32m/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb Cell 13\u001b[0m in \u001b[0;36mplot_product\u001b[0;34m(product)\u001b[0m\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=3'>4</a>\u001b[0m ds \u001b[39m=\u001b[39m H\u001b[39m.\u001b[39mxarray(\u001b[39m\"\u001b[39m\u001b[39mTMP:2 m\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=5'>6</a>\u001b[0m ax \u001b[39m=\u001b[39m common_features(\u001b[39m\"\u001b[39m\u001b[39m50m\u001b[39m\u001b[39m\"\u001b[39m, crs\u001b[39m=\u001b[39mds\u001b[39m.\u001b[39mherbie\u001b[39m.\u001b[39mcrs, figsize\u001b[39m=\u001b[39m[\u001b[39m8\u001b[39m, \u001b[39m8\u001b[39m])\u001b[39m.\u001b[39mSTATES()\u001b[39m.\u001b[39max\n\u001b[0;32m----> <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=6'>7</a>\u001b[0m p \u001b[39m=\u001b[39m ax\u001b[39m.\u001b[39;49mpcolormesh(\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=7'>8</a>\u001b[0m     ds\u001b[39m.\u001b[39;49mlongitude, ds\u001b[39m.\u001b[39;49mlatitude, ds\u001b[39m.\u001b[39;49mt2m, transform\u001b[39m=\u001b[39;49mpc, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mcm_tmp(units\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39mK\u001b[39;49m\u001b[39m\"\u001b[39;49m)\u001b[39m.\u001b[39;49mcmap_kwargs\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=8'>9</a>\u001b[0m )\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=9'>10</a>\u001b[0m plt\u001b[39m.\u001b[39mcolorbar(\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=10'>11</a>\u001b[0m     p, ax\u001b[39m=\u001b[39max, orientation\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mhorizontal\u001b[39m\u001b[39m\"\u001b[39m, pad\u001b[39m=\u001b[39m\u001b[39m0.05\u001b[39m, 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href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=15'>16</a>\u001b[0m     loc\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mleft\u001b[39m\u001b[39m\"\u001b[39m,\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X30sdnNjb2RlLXJlbW90ZQ%3D%3D?line=16'>17</a>\u001b[0m )\n",
      "File \u001b[0;32m~/anaconda3/envs/herbie/lib/python3.10/site-packages/cartopy/mpl/geoaxes.py:318\u001b[0m, in \u001b[0;36m_add_transform.<locals>.wrapper\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m    313\u001b[0m     \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\u001b[39mf\u001b[39m\u001b[39m'\u001b[39m\u001b[39mInvalid transform: Spherical \u001b[39m\u001b[39m{\u001b[39;00mfunc\u001b[39m.\u001b[39m\u001b[39m__name__\u001b[39m\u001b[39m}\u001b[39;00m\u001b[39m \u001b[39m\u001b[39m'\u001b[39m\n\u001b[1;32m    314\u001b[0m                      \u001b[39m'\u001b[39m\u001b[39mis not supported - consider using \u001b[39m\u001b[39m'\u001b[39m\n\u001b[1;32m    315\u001b[0m                      \u001b[39m'\u001b[39m\u001b[39mPlateCarree/RotatedPole.\u001b[39m\u001b[39m'\u001b[39m)\n\u001b[1;32m    317\u001b[0m kwargs[\u001b[39m'\u001b[39m\u001b[39mtransform\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m transform\n\u001b[0;32m--> 318\u001b[0m \u001b[39mreturn\u001b[39;00m func(\u001b[39mself\u001b[39;49m, \u001b[39m*\u001b[39;49margs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\n",
      "File \u001b[0;32m~/anaconda3/envs/herbie/lib/python3.10/site-packages/cartopy/mpl/geoaxes.py:1796\u001b[0m, in \u001b[0;36mGeoAxes.pcolormesh\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1785\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m   1786\u001b[0m \u001b[39mAdd the \"transform\" keyword to :func:`~matplotlib.pyplot.pcolormesh`.\u001b[39;00m\n\u001b[1;32m   1787\u001b[0m \n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m   1792\u001b[0m \n\u001b[1;32m   1793\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m   1794\u001b[0m \u001b[39m# Add in an argument checker to handle Matplotlib's potential\u001b[39;00m\n\u001b[1;32m   1795\u001b[0m \u001b[39m# interpolation when coordinate wraps are involved\u001b[39;00m\n\u001b[0;32m-> 1796\u001b[0m args, kwargs \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_wrap_args(\u001b[39m*\u001b[39;49margs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\n\u001b[1;32m   1797\u001b[0m result \u001b[39m=\u001b[39m matplotlib\u001b[39m.\u001b[39maxes\u001b[39m.\u001b[39mAxes\u001b[39m.\u001b[39mpcolormesh(\u001b[39mself\u001b[39m, \u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[1;32m   1798\u001b[0m \u001b[39m# Wrap the quadrilaterals if necessary\u001b[39;00m\n",
      "File \u001b[0;32m~/anaconda3/envs/herbie/lib/python3.10/site-packages/cartopy/mpl/geoaxes.py:1825\u001b[0m, in \u001b[0;36mGeoAxes._wrap_args\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1823\u001b[0m X \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39masanyarray(args[\u001b[39m0\u001b[39m])\n\u001b[1;32m   1824\u001b[0m Y \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39masanyarray(args[\u001b[39m1\u001b[39m])\n\u001b[0;32m-> 1825\u001b[0m nrows, ncols \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39masanyarray(args[\u001b[39m2\u001b[39m])\u001b[39m.\u001b[39mshape\n\u001b[1;32m   1826\u001b[0m Nx \u001b[39m=\u001b[39m X\u001b[39m.\u001b[39mshape[\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m]\n\u001b[1;32m   1827\u001b[0m Ny \u001b[39m=\u001b[39m Y\u001b[39m.\u001b[39mshape[\u001b[39m0\u001b[39m]\n",
      "\u001b[0;31mValueError\u001b[0m: not enough values to unpack (expected 2, got 1)"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# NOTE: Weirdness with Hawaii not returning as a grid, but as a line\n",
    "# NOTE: NEEDS TO BE RESHAPED\n",
    "\n",
    "H, ds, ax = plot_product(\"hawaiinest.hiresf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "fff24291",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=hawaiinest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 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;\n",
       "Dimensions:              (values: 72225)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2022-08-10\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (values) float64 18.07 18.07 18.07 ... 23.09 23.09\n",
       "    longitude            (values) float64 198.5 198.5 198.5 ... 206.1 206.1\n",
       "    valid_time           datetime64[ns] 2022-08-10\n",
       "Dimensions without coordinates: values\n",
       "Data variables:\n",
       "    t2m                  (values) float32 299.8 299.8 299.8 ... 299.0 299.0\n",
       "    gribfile_projection  object None\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:                   nam\n",
       "    product:                 hawaiinest.hiresf\n",
       "    description:             North America Mesoscale - CONUS\n",
       "    remote_grib:             https://noaa-nam-pds.s3.amazonaws.com/nam.202208...\n",
       "    local_grib:              /p/cwfs/blaylock/data/nam/20220810/subset_93f271...\n",
       "    searchString:            TMP:2 m</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-6abce3b9-3c95-423b-a07b-2b4452535cf3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-6abce3b9-3c95-423b-a07b-2b4452535cf3' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>values</span>: 72225</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-3d1964f1-8f73-4e3f-aaca-1afce572570e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3d1964f1-8f73-4e3f-aaca-1afce572570e' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-08-10</div><input id='attrs-69331c5a-985f-4d38-b438-b359a79ccfca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-69331c5a-985f-4d38-b438-b359a79ccfca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3b1c5a17-b639-437b-a2d9-7bc5bd81ce45' class='xr-var-data-in' type='checkbox'><label for='data-3b1c5a17-b639-437b-a2d9-7bc5bd81ce45' 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;2022-08-10T00:00:00.000000000&#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-7485304b-79c8-4a91-b294-e01622ffb6f3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7485304b-79c8-4a91-b294-e01622ffb6f3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-84d0cc54-da59-4bae-8f65-0ebd0bb0d6b9' class='xr-var-data-in' type='checkbox'><label for='data-84d0cc54-da59-4bae-8f65-0ebd0bb0d6b9' 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'>2.0</div><input id='attrs-c59b3081-5aaa-4930-9f0d-2110f77dc39f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c59b3081-5aaa-4930-9f0d-2110f77dc39f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6c1d9be8-786d-4b2c-9956-6e705b1b2745' class='xr-var-data-in' type='checkbox'><label for='data-6c1d9be8-786d-4b2c-9956-6e705b1b2745' 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(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(values)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>18.07 18.07 18.07 ... 23.09 23.09</div><input id='attrs-cc35d435-1a5c-4049-9897-a0ac1be78726' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc35d435-1a5c-4049-9897-a0ac1be78726' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-59052606-af51-413e-a3e1-a5f4008fe16e' class='xr-var-data-in' type='checkbox'><label for='data-59052606-af51-413e-a3e1-a5f4008fe16e' 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([18.073     , 18.073     , 18.073     , ..., 23.08813481,\n",
       "       23.08813481, 23.08813481])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(values)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>198.5 198.5 198.5 ... 206.1 206.1</div><input id='attrs-35d4ad7e-d329-4575-aecd-5127aa51cd29' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-35d4ad7e-d329-4575-aecd-5127aa51cd29' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3f1544ef-479d-40f9-b547-1174b2bb8308' class='xr-var-data-in' type='checkbox'><label for='data-3f1544ef-479d-40f9-b547-1174b2bb8308' 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([198.475     , 198.49892509, 198.52285018, ..., 206.08317913,\n",
       "       206.10710423, 206.13102932])</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'>2022-08-10</div><input id='attrs-c2ab49dd-0fb6-4dbd-8aa6-f5b26cae37fa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2ab49dd-0fb6-4dbd-8aa6-f5b26cae37fa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b486e5a-13be-427f-9088-7ece66f4e086' class='xr-var-data-in' type='checkbox'><label for='data-5b486e5a-13be-427f-9088-7ece66f4e086' 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;2022-08-10T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f2aedace-e6db-47b2-96d1-23bc8a504e5d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f2aedace-e6db-47b2-96d1-23bc8a504e5d' class='xr-section-summary' >Data variables: <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-var-name'><span>t2m</span></div><div class='xr-var-dims'>(values)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>299.8 299.8 299.8 ... 299.0 299.0</div><input id='attrs-8f98c50e-f97e-4307-8b94-6deb37d81c82' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8f98c50e-f97e-4307-8b94-6deb37d81c82' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-73416105-60da-4328-b644-40800669dbce' class='xr-var-data-in' type='checkbox'><label for='data-73416105-60da-4328-b644-40800669dbce' 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>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>72225</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>mercator</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Mercator</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([299.78, 299.78, 299.8 , ..., 299.  , 298.99, 298.99], dtype=float32)</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-8605219e-1122-484b-b121-fce667ffd299' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8605219e-1122-484b-b121-fce667ffd299' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1454163d-f780-4e2b-9b5c-be10355222a0' class='xr-var-data-in' type='checkbox'><label for='data-1454163d-f780-4e2b-9b5c-be10355222a0' 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;Mercator (variant B)&quot;,ID[&quot;EPSG&quot;,9805]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,20,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Longitude of natural origin&quot;,202.303,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;False easting&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],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>mercator</dd><dt><span>standard_parallel :</span></dt><dd>20.0</dd><dt><span>longitude_of_projection_origin :</span></dt><dd>202.303</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>NAM 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-1b08483e-110d-4a14-b67b-66434f7c83b4' class='xr-section-summary-in' type='checkbox'  ><label for='section-1b08483e-110d-4a14-b67b-66434f7c83b4' 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>nam</dd><dt><span>product :</span></dt><dd>hawaiinest.hiresf</dd><dt><span>description :</span></dt><dd>North America Mesoscale - CONUS</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-nam-pds.s3.amazonaws.com/nam.20220810/nam.t00z.hawaiinest.hiresf00.tm00.grib2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/nam/20220810/subset_93f271ad5efd7ea64a800c9acfe0b34fc19f58e3__nam.t00z.hawaiinest.hiresf00.tm00.grib2</dd><dt><span>searchString :</span></dt><dd>TMP:2 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (values: 72225)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2022-08-10\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (values) float64 18.07 18.07 18.07 ... 23.09 23.09\n",
       "    longitude            (values) float64 198.5 198.5 198.5 ... 206.1 206.1\n",
       "    valid_time           datetime64[ns] 2022-08-10\n",
       "Dimensions without coordinates: values\n",
       "Data variables:\n",
       "    t2m                  (values) float32 299.8 299.8 299.8 ... 299.0 299.0\n",
       "    gribfile_projection  object None\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:                   nam\n",
       "    product:                 hawaiinest.hiresf\n",
       "    description:             North America Mesoscale - CONUS\n",
       "    remote_grib:             https://noaa-nam-pds.s3.amazonaws.com/nam.202208...\n",
       "    local_grib:              /p/cwfs/blaylock/data/nam/20220810/subset_93f271...\n",
       "    searchString:            TMP:2 m"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = Herbie(\"2022-08-10\", model=\"nam\", product=\"hawaiinest.hiresf\").xarray(\"TMP:2 m\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "a493f6a8",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.PathCollection at 0x2b9d74366350>"
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.scatter(ds.longitude, ds.latitude, ds.t2m, c=ds.t2m, marker=\".\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "568601ed",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=priconest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 00:00 UTC\u001b[92m F06\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"
     ]
    },
    {
     "ename": "ValueError",
     "evalue": "not enough values to unpack (expected 2, got 1)",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mValueError\u001b[0m                                Traceback (most recent call last)",
      "\u001b[1;32m/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb Cell 16\u001b[0m in \u001b[0;36m<cell line: 3>\u001b[0;34m()\u001b[0m\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=0'>1</a>\u001b[0m \u001b[39m# NOTE: Weirdness with Puerto Rico not returning as a grid, but as a line\u001b[39;00m\n\u001b[0;32m----> <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=2'>3</a>\u001b[0m H, ds, ax \u001b[39m=\u001b[39m plot_product(\u001b[39m'\u001b[39;49m\u001b[39mpriconest.hiresf\u001b[39;49m\u001b[39m'\u001b[39;49m)\n",
      "\u001b[1;32m/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb Cell 16\u001b[0m in \u001b[0;36mplot_product\u001b[0;34m(product)\u001b[0m\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=3'>4</a>\u001b[0m ds \u001b[39m=\u001b[39m H\u001b[39m.\u001b[39mxarray(\u001b[39m\"\u001b[39m\u001b[39mTMP:2 m above\u001b[39m\u001b[39m\"\u001b[39m)\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=5'>6</a>\u001b[0m ax \u001b[39m=\u001b[39m common_features(\u001b[39m\"\u001b[39m\u001b[39m50m\u001b[39m\u001b[39m\"\u001b[39m, crs\u001b[39m=\u001b[39mds\u001b[39m.\u001b[39mherbie\u001b[39m.\u001b[39mcrs, figsize\u001b[39m=\u001b[39m[\u001b[39m8\u001b[39m, \u001b[39m8\u001b[39m])\u001b[39m.\u001b[39mSTATES()\u001b[39m.\u001b[39max\n\u001b[0;32m----> <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=6'>7</a>\u001b[0m p \u001b[39m=\u001b[39m ax\u001b[39m.\u001b[39;49mpcolormesh(\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=7'>8</a>\u001b[0m     ds\u001b[39m.\u001b[39;49mlongitude, ds\u001b[39m.\u001b[39;49mlatitude, ds\u001b[39m.\u001b[39;49mt2m, transform\u001b[39m=\u001b[39;49mpc, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mcm_tmp(units\u001b[39m=\u001b[39;49m\u001b[39m\"\u001b[39;49m\u001b[39mK\u001b[39;49m\u001b[39m\"\u001b[39;49m)\u001b[39m.\u001b[39;49mcmap_kwargs\n\u001b[1;32m      <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=8'>9</a>\u001b[0m )\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=9'>10</a>\u001b[0m plt\u001b[39m.\u001b[39mcolorbar(\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=10'>11</a>\u001b[0m     p, ax\u001b[39m=\u001b[39max, orientation\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mhorizontal\u001b[39m\u001b[39m\"\u001b[39m, pad\u001b[39m=\u001b[39m\u001b[39m0.05\u001b[39m, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mcm_tmp(units\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mK\u001b[39m\u001b[39m\"\u001b[39m)\u001b[39m.\u001b[39mcbar_kwargs\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=11'>12</a>\u001b[0m )\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=13'>14</a>\u001b[0m ax\u001b[39m.\u001b[39mset_title(\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=14'>15</a>\u001b[0m     \u001b[39mf\u001b[39m\u001b[39m\"\u001b[39m\u001b[39m{\u001b[39;00mds\u001b[39m.\u001b[39mmodel\u001b[39m.\u001b[39mupper()\u001b[39m}\u001b[39;00m\u001b[39m: \u001b[39m\u001b[39m{\u001b[39;00mH\u001b[39m.\u001b[39mproduct_description\u001b[39m}\u001b[39;00m\u001b[39m (\u001b[39m\u001b[39m{\u001b[39;00mproduct\u001b[39m}\u001b[39;00m\u001b[39m)\u001b[39m\u001b[39m\\n\u001b[39;00m\u001b[39mValid: \u001b[39m\u001b[39m{\u001b[39;00mds\u001b[39m.\u001b[39mvalid_time\u001b[39m.\u001b[39mdt\u001b[39m.\u001b[39mstrftime(\u001b[39m'\u001b[39m\u001b[39m%\u001b[39m\u001b[39mH:\u001b[39m\u001b[39m%\u001b[39m\u001b[39mM UTC \u001b[39m\u001b[39m%d\u001b[39;00m\u001b[39m \u001b[39m\u001b[39m%\u001b[39m\u001b[39mb \u001b[39m\u001b[39m%\u001b[39m\u001b[39mY\u001b[39m\u001b[39m'\u001b[39m)\u001b[39m.\u001b[39mitem()\u001b[39m}\u001b[39;00m\u001b[39m\"\u001b[39m,\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=15'>16</a>\u001b[0m     loc\u001b[39m=\u001b[39m\u001b[39m\"\u001b[39m\u001b[39mleft\u001b[39m\u001b[39m\"\u001b[39m,\n\u001b[1;32m     <a href='vscode-notebook-cell://ssh-remote%2Bkoehr03.navydsrc.hpc.mil/p/home/blaylock/BB_python/Herbie/docs/user_guide/notebooks/data_nam.ipynb#X33sdnNjb2RlLXJlbW90ZQ%3D%3D?line=16'>17</a>\u001b[0m )\n",
      "File \u001b[0;32m~/anaconda3/envs/herbie/lib/python3.10/site-packages/cartopy/mpl/geoaxes.py:318\u001b[0m, in \u001b[0;36m_add_transform.<locals>.wrapper\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m    313\u001b[0m     \u001b[39mraise\u001b[39;00m \u001b[39mValueError\u001b[39;00m(\u001b[39mf\u001b[39m\u001b[39m'\u001b[39m\u001b[39mInvalid transform: Spherical \u001b[39m\u001b[39m{\u001b[39;00mfunc\u001b[39m.\u001b[39m\u001b[39m__name__\u001b[39m\u001b[39m}\u001b[39;00m\u001b[39m \u001b[39m\u001b[39m'\u001b[39m\n\u001b[1;32m    314\u001b[0m                      \u001b[39m'\u001b[39m\u001b[39mis not supported - consider using \u001b[39m\u001b[39m'\u001b[39m\n\u001b[1;32m    315\u001b[0m                      \u001b[39m'\u001b[39m\u001b[39mPlateCarree/RotatedPole.\u001b[39m\u001b[39m'\u001b[39m)\n\u001b[1;32m    317\u001b[0m kwargs[\u001b[39m'\u001b[39m\u001b[39mtransform\u001b[39m\u001b[39m'\u001b[39m] \u001b[39m=\u001b[39m transform\n\u001b[0;32m--> 318\u001b[0m \u001b[39mreturn\u001b[39;00m func(\u001b[39mself\u001b[39;49m, \u001b[39m*\u001b[39;49margs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\n",
      "File \u001b[0;32m~/anaconda3/envs/herbie/lib/python3.10/site-packages/cartopy/mpl/geoaxes.py:1796\u001b[0m, in \u001b[0;36mGeoAxes.pcolormesh\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1785\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m   1786\u001b[0m \u001b[39mAdd the \"transform\" keyword to :func:`~matplotlib.pyplot.pcolormesh`.\u001b[39;00m\n\u001b[1;32m   1787\u001b[0m \n\u001b[0;32m   (...)\u001b[0m\n\u001b[1;32m   1792\u001b[0m \n\u001b[1;32m   1793\u001b[0m \u001b[39m\"\"\"\u001b[39;00m\n\u001b[1;32m   1794\u001b[0m \u001b[39m# Add in an argument checker to handle Matplotlib's potential\u001b[39;00m\n\u001b[1;32m   1795\u001b[0m \u001b[39m# interpolation when coordinate wraps are involved\u001b[39;00m\n\u001b[0;32m-> 1796\u001b[0m args, kwargs \u001b[39m=\u001b[39m \u001b[39mself\u001b[39;49m\u001b[39m.\u001b[39;49m_wrap_args(\u001b[39m*\u001b[39;49margs, \u001b[39m*\u001b[39;49m\u001b[39m*\u001b[39;49mkwargs)\n\u001b[1;32m   1797\u001b[0m result \u001b[39m=\u001b[39m matplotlib\u001b[39m.\u001b[39maxes\u001b[39m.\u001b[39mAxes\u001b[39m.\u001b[39mpcolormesh(\u001b[39mself\u001b[39m, \u001b[39m*\u001b[39margs, \u001b[39m*\u001b[39m\u001b[39m*\u001b[39mkwargs)\n\u001b[1;32m   1798\u001b[0m \u001b[39m# Wrap the quadrilaterals if necessary\u001b[39;00m\n",
      "File \u001b[0;32m~/anaconda3/envs/herbie/lib/python3.10/site-packages/cartopy/mpl/geoaxes.py:1825\u001b[0m, in \u001b[0;36mGeoAxes._wrap_args\u001b[0;34m(self, *args, **kwargs)\u001b[0m\n\u001b[1;32m   1823\u001b[0m X \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39masanyarray(args[\u001b[39m0\u001b[39m])\n\u001b[1;32m   1824\u001b[0m Y \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39masanyarray(args[\u001b[39m1\u001b[39m])\n\u001b[0;32m-> 1825\u001b[0m nrows, ncols \u001b[39m=\u001b[39m np\u001b[39m.\u001b[39masanyarray(args[\u001b[39m2\u001b[39m])\u001b[39m.\u001b[39mshape\n\u001b[1;32m   1826\u001b[0m Nx \u001b[39m=\u001b[39m X\u001b[39m.\u001b[39mshape[\u001b[39m-\u001b[39m\u001b[39m1\u001b[39m]\n\u001b[1;32m   1827\u001b[0m Ny \u001b[39m=\u001b[39m Y\u001b[39m.\u001b[39mshape[\u001b[39m0\u001b[39m]\n",
      "\u001b[0;31mValueError\u001b[0m: not enough values to unpack (expected 2, got 1)"
     ]
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "# NOTE: Weirdness with Puerto Rico not returning as a grid, but as a line\n",
    "\n",
    "H, ds, ax = plot_product(\"priconest.hiresf\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "0f674dff",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=priconest.hiresf\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 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": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
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       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
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       "  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",
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       "\n",
       ".xr-attrs dd {\n",
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       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2 {\n",
       "  display: inline-block;\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (values: 168640)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2022-08-10\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (values) float64 15.0 15.0 15.0 ... 22.01 22.01 22.01\n",
       "    longitude            (values) float64 284.5 284.5 284.5 ... 297.5 297.5\n",
       "    valid_time           datetime64[ns] 2022-08-10\n",
       "Dimensions without coordinates: values\n",
       "Data variables:\n",
       "    t2m                  (values) float32 nan nan nan nan ... nan nan nan nan\n",
       "    gribfile_projection  object None\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:                   nam\n",
       "    product:                 priconest.hiresf\n",
       "    description:             North America Mesoscale - CONUS\n",
       "    remote_grib:             https://noaa-nam-pds.s3.amazonaws.com/nam.202208...\n",
       "    local_grib:              /p/cwfs/blaylock/data/nam/20220810/subset_93f271...\n",
       "    searchString:            TMP:2 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-12c1a0ed-a65b-40cf-b150-5b6f98aac915' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-12c1a0ed-a65b-40cf-b150-5b6f98aac915' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span>values</span>: 168640</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-4aca6f1c-86b0-4dd3-a81a-d55ee73036b0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-4aca6f1c-86b0-4dd3-a81a-d55ee73036b0' class='xr-section-summary' >Coordinates: <span>(6)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-08-10</div><input id='attrs-004c8783-de7d-48c9-8acf-ff066cafd487' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-004c8783-de7d-48c9-8acf-ff066cafd487' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4d482fe5-45d4-49e3-af0f-ab1bf2753696' class='xr-var-data-in' type='checkbox'><label for='data-4d482fe5-45d4-49e3-af0f-ab1bf2753696' 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;2022-08-10T00:00:00.000000000&#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-598d1f04-c0c1-4fd7-897b-1d6a644778b0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-598d1f04-c0c1-4fd7-897b-1d6a644778b0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-53d5cd37-1f3e-454e-a0cc-45c46d671812' class='xr-var-data-in' type='checkbox'><label for='data-53d5cd37-1f3e-454e-a0cc-45c46d671812' 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'>2.0</div><input id='attrs-4e0137f0-6940-4d79-aace-19b5746d570a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4e0137f0-6940-4d79-aace-19b5746d570a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0dfeaec7-6742-41fe-a652-ddad20e347f8' class='xr-var-data-in' type='checkbox'><label for='data-0dfeaec7-6742-41fe-a652-ddad20e347f8' 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(2.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(values)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>15.0 15.0 15.0 ... 22.01 22.01</div><input id='attrs-b8f01c07-7663-4e3a-bea8-14ebe7bee916' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8f01c07-7663-4e3a-bea8-14ebe7bee916' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-70066ee2-200c-4151-aff7-74665d6b18a6' class='xr-var-data-in' type='checkbox'><label for='data-70066ee2-200c-4151-aff7-74665d6b18a6' 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([15.        , 15.        , 15.        , ..., 22.00536022,\n",
       "       22.00536022, 22.00536022])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(values)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>284.5 284.5 284.5 ... 297.5 297.5</div><input id='attrs-6caccb69-b2d6-42d9-9eb6-ac6dbae64e12' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6caccb69-b2d6-42d9-9eb6-ac6dbae64e12' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4044f8a7-8a06-4d37-ae93-57395274574e' class='xr-var-data-in' type='checkbox'><label for='data-4044f8a7-8a06-4d37-ae93-57395274574e' 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([284.5       , 284.52392509, 284.54785018, ..., 297.44347456,\n",
       "       297.46739966, 297.49132475])</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'>2022-08-10</div><input id='attrs-62d615b3-e42d-4563-a18b-11e69298a221' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-62d615b3-e42d-4563-a18b-11e69298a221' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0037e95e-ba3e-4ebe-a2b0-0245874c03dd' class='xr-var-data-in' type='checkbox'><label for='data-0037e95e-ba3e-4ebe-a2b0-0245874c03dd' 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;2022-08-10T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c2fe67fa-8572-4f49-b26c-f1c2b23b0936' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c2fe67fa-8572-4f49-b26c-f1c2b23b0936' class='xr-section-summary' >Data variables: <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-var-name'><span>t2m</span></div><div class='xr-var-dims'>(values)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>nan nan nan nan ... nan nan nan nan</div><input id='attrs-f7d7ee5e-ca6d-4a58-89a7-6bff667a2964' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f7d7ee5e-ca6d-4a58-89a7-6bff667a2964' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5470b160-d98d-44e4-a15b-76781e16382c' class='xr-var-data-in' type='checkbox'><label for='data-5470b160-d98d-44e4-a15b-76781e16382c' 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>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>168640</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>mercator</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Mercator</dd><dt><span>GRIB_missingValue :</span></dt><dd>9999</dd><dt><span>GRIB_name :</span></dt><dd>2 metre temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2t</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>air_temperature</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([nan, nan, nan, ..., nan, nan, nan], dtype=float32)</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-00042e55-6d43-4df6-a3f9-a34f53285141' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-00042e55-6d43-4df6-a3f9-a34f53285141' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1d67433-deb5-4fa5-9f6a-5f67cfca8047' class='xr-var-data-in' type='checkbox'><label for='data-b1d67433-deb5-4fa5-9f6a-5f67cfca8047' 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;Mercator (variant B)&quot;,ID[&quot;EPSG&quot;,9805]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,20,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Longitude of natural origin&quot;,290.9955,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8802]],PARAMETER[&quot;False easting&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8806]],PARAMETER[&quot;False northing&quot;,0,LENGTHUNIT[&quot;metre&quot;,1],ID[&quot;EPSG&quot;,8807]]],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>mercator</dd><dt><span>standard_parallel :</span></dt><dd>20.0</dd><dt><span>longitude_of_projection_origin :</span></dt><dd>290.9955</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>NAM 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-a9de02ed-4e46-4986-b990-231f6e440338' class='xr-section-summary-in' type='checkbox'  ><label for='section-a9de02ed-4e46-4986-b990-231f6e440338' 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>nam</dd><dt><span>product :</span></dt><dd>priconest.hiresf</dd><dt><span>description :</span></dt><dd>North America Mesoscale - CONUS</dd><dt><span>remote_grib :</span></dt><dd>https://noaa-nam-pds.s3.amazonaws.com/nam.20220810/nam.t00z.priconest.hiresf00.tm00.grib2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/nam/20220810/subset_93f271ad5efd7ea64a800c9acfe0b34fc19f58e3__nam.t00z.priconest.hiresf00.tm00.grib2</dd><dt><span>searchString :</span></dt><dd>TMP:2 m above</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (values: 168640)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2022-08-10\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (values) float64 15.0 15.0 15.0 ... 22.01 22.01 22.01\n",
       "    longitude            (values) float64 284.5 284.5 284.5 ... 297.5 297.5\n",
       "    valid_time           datetime64[ns] 2022-08-10\n",
       "Dimensions without coordinates: values\n",
       "Data variables:\n",
       "    t2m                  (values) float32 nan nan nan nan ... nan nan nan nan\n",
       "    gribfile_projection  object None\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:                   nam\n",
       "    product:                 priconest.hiresf\n",
       "    description:             North America Mesoscale - CONUS\n",
       "    remote_grib:             https://noaa-nam-pds.s3.amazonaws.com/nam.202208...\n",
       "    local_grib:              /p/cwfs/blaylock/data/nam/20220810/subset_93f271...\n",
       "    searchString:            TMP:2 m above"
      ]
     },
     "execution_count": 43,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = Herbie(\"2022-08-10\", model=\"nam\", product=\"priconest.hiresf\").xarray(\n",
    "    \"TMP:2 m above\"\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "02bbb78a",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=nam ┊ \u001b[3mproduct=afwaca\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Aug-10 00:00 UTC\u001b[92m F06\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": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 576x576 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "H, ds, ax = plot_product(\"afwaca\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "07922a8c",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3.9.7 ('herbie')",
   "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": "3.10.5"
  },
  "vscode": {
   "interpreter": {
    "hash": "be373bfa07014b934957e8e33960394fc213c6f297c90cf5ee7744b821edab0d"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
