{
 "cells": [
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "1391bb7f",
   "metadata": {},
   "source": [
    "# RTMA and URMA Data\n",
    "\n",
    "This tutorial shows you how to download the Real-Time Mesoscale Analysis (RTMA) and Un-Restricted Mesoscale Analysis (URMA) products with the Herbie Python package.\n",
    "\n",
    "- For RTMA, use `model='rtma'`\n",
    "- For RTMA Alaska, use `model='rtma_ak'`\n",
    "- For URMA, use `model='urma'`\n",
    "- For URMA Alaska, use `model='urma_ak'`\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "482aa0c5",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "from toolbox import EasyMap, pc\n",
    "from paint.standard2 import cm_tmp, cm_pcp, cm_wind\n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "import cartopy.crs as ccrs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "5983b6ad",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rtma ┊ \u001b[3mproduct=anl\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-01 06:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-01 06:00\",\n",
    "    model=\"rtma\",\n",
    "    product=\"anl\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "d5ebfae2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'anl': 'Analysis',\n",
       " 'err': 'Analysis Forecast Error',\n",
       " 'ges': 'Forecasts',\n",
       " 'pcp': 'Precipitation Field'}"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show available products\n",
    "H.PRODUCTS"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "4816bb0b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "{'aws': 'https://noaa-rtma-pds.s3.amazonaws.com/rtma2p5.20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp',\n",
       " 'nomads': 'https://nomads.ncep.noaa.gov/pub/data/nccf/com/rtma/prod/rtma2p5.20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp'}"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.SOURCES"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "be7c738d",
   "metadata": {},
   "source": [
    "Since there is no index file, we need to download the full file before we can look at the contents with wgrib2.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "db5b44c0",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp')"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.download()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "f567ef05",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>grib_message</th>\n",
       "      <th>start_byte</th>\n",
       "      <th>end_byte</th>\n",
       "      <th>range</th>\n",
       "      <th>reference_time</th>\n",
       "      <th>valid_time</th>\n",
       "      <th>variable</th>\n",
       "      <th>level</th>\n",
       "      <th>forecast_time</th>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>surface</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>PRES</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:PRES:surface:anl</td>\n",
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       "      <th>2</th>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>TMP</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:TMP:2 m above ground:anl</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>DPT</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:DPT:2 m above ground:anl</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
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       "      <td>UGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:UGRD:10 m above ground:anl</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VGRD:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>SPFH</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:SPFH:2 m above ground:anl</td>\n",
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       "      <td>8</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>WDIR</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WDIR:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
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       "      <td>9</td>\n",
       "      <td>51026656</td>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>WIND</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WIND:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
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       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>GUST</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:GUST:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>11</td>\n",
       "      <td>62261928</td>\n",
       "      <td>68815805</td>\n",
       "      <td>62261928-68815805</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VIS</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VIS:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>12</td>\n",
       "      <td>68815805</td>\n",
       "      <td>77242165</td>\n",
       "      <td>68815805-77242165</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>CEIL</td>\n",
       "      <td>cloud ceiling</td>\n",
       "      <td>anl</td>\n",
       "      <td>:CEIL:cloud ceiling:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>13</td>\n",
       "      <td>77242165</td>\n",
       "      <td></td>\n",
       "      <td>77242165-</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>TCDC</td>\n",
       "      <td>entire atmosphere (considered as a single layer)</td>\n",
       "      <td>anl</td>\n",
       "      <td>:TCDC:entire atmosphere (considered as a singl...</td>\n",
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      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range      reference_time   \n",
       "0              1           0   7490118          0-7490118 2023-01-01 06:00:00  \\\n",
       "1              2     7490118  14980236   7490118-14980236 2023-01-01 06:00:00   \n",
       "2              3    14980236  21065993  14980236-21065993 2023-01-01 06:00:00   \n",
       "3              4    21065993  27151750  21065993-27151750 2023-01-01 06:00:00   \n",
       "4              5    27151750  32769386  27151750-32769386 2023-01-01 06:00:00   \n",
       "5              6    32769386  38387022  32769386-38387022 2023-01-01 06:00:00   \n",
       "6              7    38387022  45409020  38387022-45409020 2023-01-01 06:00:00   \n",
       "7              8    45409020  51026656  45409020-51026656 2023-01-01 06:00:00   \n",
       "8              9    51026656  56644292  51026656-56644292 2023-01-01 06:00:00   \n",
       "9             10    56644292  62261928  56644292-62261928 2023-01-01 06:00:00   \n",
       "10            11    62261928  68815805  62261928-68815805 2023-01-01 06:00:00   \n",
       "11            12    68815805  77242165  68815805-77242165 2023-01-01 06:00:00   \n",
       "12            13    77242165                    77242165- 2023-01-01 06:00:00   \n",
       "\n",
       "            valid_time variable   \n",
       "0  2023-01-01 06:00:00      HGT  \\\n",
       "1  2023-01-01 06:00:00     PRES   \n",
       "2  2023-01-01 06:00:00      TMP   \n",
       "3  2023-01-01 06:00:00      DPT   \n",
       "4  2023-01-01 06:00:00     UGRD   \n",
       "5  2023-01-01 06:00:00     VGRD   \n",
       "6  2023-01-01 06:00:00     SPFH   \n",
       "7  2023-01-01 06:00:00     WDIR   \n",
       "8  2023-01-01 06:00:00     WIND   \n",
       "9  2023-01-01 06:00:00     GUST   \n",
       "10 2023-01-01 06:00:00      VIS   \n",
       "11 2023-01-01 06:00:00     CEIL   \n",
       "12 2023-01-01 06:00:00     TCDC   \n",
       "\n",
       "                                               level forecast_time   \n",
       "0                                            surface           anl  \\\n",
       "1                                            surface           anl   \n",
       "2                                   2 m above ground           anl   \n",
       "3                                   2 m above ground           anl   \n",
       "4                                  10 m above ground           anl   \n",
       "5                                  10 m above ground           anl   \n",
       "6                                   2 m above ground           anl   \n",
       "7                                  10 m above ground           anl   \n",
       "8                                  10 m above ground           anl   \n",
       "9                                  10 m above ground           anl   \n",
       "10                                           surface           anl   \n",
       "11                                     cloud ceiling           anl   \n",
       "12  entire atmosphere (considered as a single layer)           anl   \n",
       "\n",
       "                                          search_this  \n",
       "0                                    :HGT:surface:anl  \n",
       "1                                   :PRES:surface:anl  \n",
       "2                           :TMP:2 m above ground:anl  \n",
       "3                           :DPT:2 m above ground:anl  \n",
       "4                         :UGRD:10 m above ground:anl  \n",
       "5                         :VGRD:10 m above ground:anl  \n",
       "6                          :SPFH:2 m above ground:anl  \n",
       "7                         :WDIR:10 m above ground:anl  \n",
       "8                         :WIND:10 m above ground:anl  \n",
       "9                         :GUST:10 m above ground:anl  \n",
       "10                                   :VIS:surface:anl  \n",
       "11                            :CEIL:cloud ceiling:anl  \n",
       "12  :TCDC:entire atmosphere (considered as a singl...  "
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "d39d9366",
   "metadata": {},
   "outputs": [
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       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 294.6 294.7 294.6 ... 264.0 264.0 264.0\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 anl\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/subset_c8efb...\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-7a1f267a-4184-4615-99ed-8b84d196968e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7a1f267a-4184-4615-99ed-8b84d196968e' 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>: 1597</li><li><span>x</span>: 2345</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-8108359a-60a9-429f-9eea-715c4aefaf38' class='xr-section-summary-in' type='checkbox'  checked><label for='section-8108359a-60a9-429f-9eea-715c4aefaf38' 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'>2023-01-01T06:00:00</div><input id='attrs-ea0bfdef-2325-4f79-9e2a-f2c1730587fd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ea0bfdef-2325-4f79-9e2a-f2c1730587fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1ea861e7-016e-436b-8f14-4e734dcac39e' class='xr-var-data-in' type='checkbox'><label for='data-1ea861e7-016e-436b-8f14-4e734dcac39e' 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;2023-01-01T06:00:00.000000000&#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-3a183dcb-1161-4a6b-afe9-45a18c4f785d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3a183dcb-1161-4a6b-afe9-45a18c4f785d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cb770e87-b127-42a9-9b61-ed08efe1ed0b' class='xr-var-data-in' type='checkbox'><label for='data-cb770e87-b127-42a9-9b61-ed08efe1ed0b' 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-3930b933-87e2-498b-b18d-c0f45e0a3aa4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3930b933-87e2-498b-b18d-c0f45e0a3aa4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-93240c10-c0cf-40f3-8e9d-8ca1aed719fa' class='xr-var-data-in' type='checkbox'><label for='data-93240c10-c0cf-40f3-8e9d-8ca1aed719fa' 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'>19.23 19.23 19.24 ... 54.38 54.37</div><input id='attrs-c4cca58a-011a-4b72-977e-4d55b81fa2e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c4cca58a-011a-4b72-977e-4d55b81fa2e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ad004d32-a49e-466b-9a25-781a8d2eca1d' class='xr-var-data-in' type='checkbox'><label for='data-ad004d32-a49e-466b-9a25-781a8d2eca1d' 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([[19.228976  , 19.23417044, 19.2393611 , ..., 20.34030755,\n",
       "        20.3360087 , 20.33170595],\n",
       "       [19.25109963, 19.25629516, 19.26148692, ..., 20.36266345,\n",
       "        20.35836371, 20.35406006],\n",
       "       [19.27322389, 19.27842051, 19.28361336, ..., 20.38501989,\n",
       "        20.38071926, 20.37641473],\n",
       "       ...,\n",
       "       [53.01275891, 53.01901422, 53.02526472, ..., 54.34517615,\n",
       "        54.34004498, 54.33490898],\n",
       "       [53.03165449, 53.03790996, 53.04416063, ..., 54.36410101,\n",
       "        54.35896975, 54.35383364],\n",
       "       [53.0505457 , 53.05680133, 53.06305215, ..., 54.38302135,\n",
       "        54.37788999, 54.37275379]])</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'>233.7 233.7 233.8 ... 300.9 301.0</div><input id='attrs-d35095cf-07fc-4288-a18d-6ebd119e43f1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d35095cf-07fc-4288-a18d-6ebd119e43f1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da5a84d2-481a-4477-a419-ceb6c5a93365' class='xr-var-data-in' type='checkbox'><label for='data-da5a84d2-481a-4477-a419-ceb6c5a93365' 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([[233.723448  , 233.74687945, 233.77031281, ..., 290.74412399,\n",
       "        290.7679655 , 290.7918054 ],\n",
       "       [233.71794369, 233.74137897, 233.76481615, ..., 290.74870745,\n",
       "        290.772553  , 290.79639693],\n",
       "       [233.71243748, 233.73587658, 233.75931759, ..., 290.75329252,\n",
       "        290.7771421 , 290.80099008],\n",
       "       ...,\n",
       "       [221.64761265, 221.67902564, 221.71044345, ..., 300.87528478,\n",
       "        300.90775324, 300.94021748],\n",
       "       [221.63720909, 221.66862857, 221.70005287, ..., 300.88408555,\n",
       "        300.91656122, 300.94903266],\n",
       "       [221.62680072, 221.65822668, 221.68965747, ..., 300.89289054,\n",
       "        300.92537341, 300.95785206]])</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'>2023-01-01T06:00:00</div><input id='attrs-c5f0c9a3-e27f-4e9c-9b8a-ba13edeb997e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c5f0c9a3-e27f-4e9c-9b8a-ba13edeb997e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b109c05-3c36-42b2-b084-8bb950321140' class='xr-var-data-in' type='checkbox'><label for='data-9b109c05-3c36-42b2-b084-8bb950321140' 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;2023-01-01T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ae2ec2ca-22cd-4a29-8e74-0f24fe0db9f9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-ae2ec2ca-22cd-4a29-8e74-0f24fe0db9f9' 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'>294.6 294.7 294.6 ... 264.0 264.0</div><input id='attrs-05322708-f810-4f63-81fd-713d6a0f132d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-05322708-f810-4f63-81fd-713d6a0f132d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9343300f-b679-44e7-9f2a-097a812fcf5f' class='xr-var-data-in' type='checkbox'><label for='data-9343300f-b679-44e7-9f2a-097a812fcf5f' 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>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>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([[294.6 , 294.67, 294.6 , ..., 298.96, 298.96, 298.96],\n",
       "       [294.6 , 294.6 , 294.6 , ..., 298.96, 298.96, 298.96],\n",
       "       [294.6 , 294.6 , 294.6 , ..., 298.96, 298.96, 298.96],\n",
       "       ...,\n",
       "       [280.43, 280.43, 280.25, ..., 264.22, 264.47, 264.47],\n",
       "       [280.43, 280.25, 280.25, ..., 264.22, 264.22, 264.22],\n",
       "       [280.25, 280.25, 280.25, ..., 263.97, 263.97, 263.97]],\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-4204bb91-23d9-49cb-ab4c-71bbf2961ab3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4204bb91-23d9-49cb-ab4c-71bbf2961ab3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e1461867-96ac-443a-adfd-6ba9d83e8c4e' class='xr-var-data-in' type='checkbox'><label for='data-e1461867-96ac-443a-adfd-6ba9d83e8c4e' 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;,6371200,0,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;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,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>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</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>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</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>RTMA 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-08621d2d-9646-4af9-a320-1a26a3ceedd0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-08621d2d-9646-4af9-a320-1a26a3ceedd0' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-daa8854f-5e7d-48f0-a16b-c84e5701415c' class='xr-section-summary-in' type='checkbox'  ><label for='section-daa8854f-5e7d-48f0-a16b-c84e5701415c' 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>4</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>rtma</dd><dt><span>product :</span></dt><dd>anl</dd><dt><span>description :</span></dt><dd>CONUS Real-Time Mesoscale Analysis (RTMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/subset_c8efba75__rtma2p5.t06z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>searchString :</span></dt><dd>TMP:2 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 294.6 294.7 294.6 ... 264.0 264.0 264.0\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 anl\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.t06z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/subset_c8efb...\n",
       "    searchString:            TMP:2 m"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"TMP:2 m\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "ca6cfe3a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '2 metre temperature')"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8]).STATES().ax\n",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m,\n",
    "    transform=pc,\n",
    "    **cm_tmp(units=\"K\").cmap_kwargs,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    **cm_tmp(units=\"K\").cbar_kwargs,\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()}: {H.product_description}\\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\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "b95102a4",
   "metadata": {},
   "source": [
    "## RTMA Precipitation\n",
    "\n",
    "The precipitation data is found in a different file, but Herbie will locate it when you `produce='pcp'`.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9822b094",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rtma ┊ \u001b[3mproduct=pcp\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-01 06:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-01 06:00\",\n",
    "    model=\"rtma\",\n",
    "    product=\"pcp\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "06640f3d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023010106.pcp.184.grb2')"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.download()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "6a74c88d",
   "metadata": {
    "notebookRunGroups": {
     "groupValue": ""
    }
   },
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/p/home/blaylock/BB_python/Herbie/herbie/core.py:1048: UserWarning: Will not remove GRIB file because it previously existed.\n",
      "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
     ]
    },
    {
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       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1377, x: 2145)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T05:00:00\n",
       "    step                 timedelta64[ns] 01:00:00\n",
       "    heightAboveSea       float64 0.0\n",
       "    latitude             (y, x) float64 ...\n",
       "    longitude            (y, x) float64 ...\n",
       "    valid_time           datetime64[ns] ...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    tp                   (y, x) float32 nan 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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 pcp\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    searchString:            None</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-c9b9d962-e914-43c6-8e06-1c0756309394' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c9b9d962-e914-43c6-8e06-1c0756309394' 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>: 1377</li><li><span>x</span>: 2145</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-f869cf7d-c44a-498b-bbd6-e735ddcdb146' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f869cf7d-c44a-498b-bbd6-e735ddcdb146' 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'>2023-01-01T05:00:00</div><input id='attrs-f9109737-cf9a-4af1-a424-afcd9f1f8661' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f9109737-cf9a-4af1-a424-afcd9f1f8661' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-796e3c93-d518-4aee-86f4-dce40467daf1' class='xr-var-data-in' type='checkbox'><label for='data-796e3c93-d518-4aee-86f4-dce40467daf1' 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;2023-01-01T05:00:00.000000000&#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'>01:00:00</div><input id='attrs-7de67cec-d00e-4bf6-b58f-163a707c8ada' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7de67cec-d00e-4bf6-b58f-163a707c8ada' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5fe560c7-c825-4c7c-a965-b7fc1fd60b77' class='xr-var-data-in' type='checkbox'><label for='data-5fe560c7-c825-4c7c-a965-b7fc1fd60b77' 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(3600000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveSea</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>0.0</div><input id='attrs-1d0697e8-d588-4f3d-a19a-e97181160a76' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d0697e8-d588-4f3d-a19a-e97181160a76' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e1bc7a0d-8d2f-4239-b9fb-9c62f67c4cd3' class='xr-var-data-in' type='checkbox'><label for='data-e1bc7a0d-8d2f-4239-b9fb-9c62f67c4cd3' 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>original GRIB coordinate for key: level(heightAboveSea)</dd><dt><span>units :</span></dt><dd>1</dd></dl></div><div class='xr-var-data'><pre>array(0.)</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'>...</div><input id='attrs-cdb653a0-1d73-4762-a8ac-d3da19a92d5a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cdb653a0-1d73-4762-a8ac-d3da19a92d5a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08ade33e-581f-47a4-a53a-59e78e55f8a3' class='xr-var-data-in' type='checkbox'><label for='data-08ade33e-581f-47a4-a53a-59e78e55f8a3' 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>[2953665 values with dtype=float64]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>longitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-4bbea237-d8f6-40ca-8212-6ba44b651e67' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4bbea237-d8f6-40ca-8212-6ba44b651e67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-512bb5da-3252-4bf3-a825-5780668f53eb' class='xr-var-data-in' type='checkbox'><label for='data-512bb5da-3252-4bf3-a825-5780668f53eb' 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>[2953665 values with dtype=float64]</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'>...</div><input id='attrs-196f72f3-5730-45bd-87d5-8ce50d65b9ec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-196f72f3-5730-45bd-87d5-8ce50d65b9ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8453d2d7-2226-44ab-9cbf-9c4612a64a3d' class='xr-var-data-in' type='checkbox'><label for='data-8453d2d7-2226-44ab-9cbf-9c4612a64a3d' 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>[1 values with dtype=datetime64[ns]]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6abba411-26a2-4355-a829-43d003a8e69a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6abba411-26a2-4355-a829-43d003a8e69a' 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>tp</span></div><div class='xr-var-dims'>(y, x)</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-0b3be3ee-8c82-4740-8f38-d28844212b54' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0b3be3ee-8c82-4740-8f38-d28844212b54' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc204135-5ad5-4579-9c77-8c9d515bcf6e' class='xr-var-data-in' type='checkbox'><label for='data-dc204135-5ad5-4579-9c77-8c9d515bcf6e' 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>228228</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>2953665</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>heightAboveSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>accum</dd><dt><span>GRIB_gridType :</span></dt><dd>lambert</dd><dt><span>GRIB_DxInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2145</dd><dt><span>GRIB_Ny :</span></dt><dd>1377</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>unknown</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>20.191999</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>238.445999</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Total Precipitation</dd><dt><span>GRIB_parameterName :</span></dt><dd>Total precipitation</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>kg m-2</dd><dt><span>GRIB_shortName :</span></dt><dd>tp</dd><dt><span>GRIB_stepRange :</span></dt><dd>0-1</dd><dt><span>GRIB_units :</span></dt><dd>kg m**-2</dd><dt><span>long_name :</span></dt><dd>Total Precipitation</dd><dt><span>units :</span></dt><dd>kg m**-2</dd><dt><span>standard_name :</span></dt><dd>unknown</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],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       ...,\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [nan, nan, nan, ..., nan, nan, nan],\n",
       "       [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-b214ef9b-1e84-4143-b2f9-5847a6f6d5f4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b214ef9b-1e84-4143-b2f9-5847a6f6d5f4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5b1a5ff7-4d9d-4dc7-9178-962c439459d0' class='xr-var-data-in' type='checkbox'><label for='data-5b1a5ff7-4d9d-4dc7-9178-962c439459d0' 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;,6371200,0,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;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,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>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</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>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</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>RTMA 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-fbee222f-b8c3-436d-bb0f-0e3837a094b0' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-fbee222f-b8c3-436d-bb0f-0e3837a094b0' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-cd4bc424-fded-47fe-b89a-d65fb11d654d' class='xr-section-summary-in' type='checkbox'  ><label for='section-cd4bc424-fded-47fe-b89a-d65fb11d654d' 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>4</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>rtma</dd><dt><span>product :</span></dt><dd>pcp</dd><dt><span>description :</span></dt><dd>CONUS Real-Time Mesoscale Analysis (RTMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023010106.pcp.184.grb2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023010106.pcp.184.grb2</dd><dt><span>searchString :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1377, x: 2145)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T05:00:00\n",
       "    step                 timedelta64[ns] 01:00:00\n",
       "    heightAboveSea       float64 0.0\n",
       "    latitude             (y, x) float64 ...\n",
       "    longitude            (y, x) float64 ...\n",
       "    valid_time           datetime64[ns] ...\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    tp                   (y, x) float32 nan 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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 pcp\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230101/rtma2p5.2023...\n",
       "    searchString:            None"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray()\n",
    "ds[\"tp\"] = ds.tp.where(ds.tp > 0)\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "b53e35b2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, 'Total Precipitation')"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8], dark=True).STATES().OCEAN().ax\n",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.tp,\n",
    "    transform=pc,\n",
    "    **cm_pcp(units=\"mm\").cmap_kwargs,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    **cm_pcp().cbar_kwargs,\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()}: {H.product_description}\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "    loc=\"left\",\n",
    ")\n",
    "ax.set_title(ds.tp.GRIB_name, loc=\"right\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "24099457",
   "metadata": {},
   "source": [
    "## RTMA Alaska\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "1cb73ea6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rtma_ak ┊ \u001b[3mproduct=anl\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jan-01 06:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\n",
    "    \"2023-01-01 06:00\",\n",
    "    model=\"rtma_ak\",\n",
    "    product=\"anl\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "3d352536",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "PosixPath('/p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t06z.2dvaranl_ndfd_3p0.grb2')"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.download()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "63fa6604",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>grib_message</th>\n",
       "      <th>start_byte</th>\n",
       "      <th>end_byte</th>\n",
       "      <th>range</th>\n",
       "      <th>reference_time</th>\n",
       "      <th>valid_time</th>\n",
       "      <th>variable</th>\n",
       "      <th>level</th>\n",
       "      <th>forecast_time</th>\n",
       "      <th>search_this</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>1</td>\n",
       "      <td>0</td>\n",
       "      <td>3644462</td>\n",
       "      <td>0-3644462</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>HGT</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:HGT:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>3644462</td>\n",
       "      <td>7288924</td>\n",
       "      <td>3644462-7288924</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>PRES</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:PRES:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>7288924</td>\n",
       "      <td>10250082</td>\n",
       "      <td>7288924-10250082</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>TMP</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:TMP:2 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>10250082</td>\n",
       "      <td>13211240</td>\n",
       "      <td>10250082-13211240</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>DPT</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:DPT:2 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>13211240</td>\n",
       "      <td>16172398</td>\n",
       "      <td>13211240-16172398</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>UGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:UGRD:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5</th>\n",
       "      <td>6</td>\n",
       "      <td>16172398</td>\n",
       "      <td>18905788</td>\n",
       "      <td>16172398-18905788</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VGRD</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VGRD:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6</th>\n",
       "      <td>7</td>\n",
       "      <td>18905788</td>\n",
       "      <td>21866946</td>\n",
       "      <td>18905788-21866946</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>SPFH</td>\n",
       "      <td>2 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:SPFH:2 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7</th>\n",
       "      <td>8</td>\n",
       "      <td>21866946</td>\n",
       "      <td>24600336</td>\n",
       "      <td>21866946-24600336</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>WDIR</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WDIR:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8</th>\n",
       "      <td>9</td>\n",
       "      <td>24600336</td>\n",
       "      <td>27333726</td>\n",
       "      <td>24600336-27333726</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>WIND</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:WIND:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9</th>\n",
       "      <td>10</td>\n",
       "      <td>27333726</td>\n",
       "      <td>30067116</td>\n",
       "      <td>27333726-30067116</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>GUST</td>\n",
       "      <td>10 m above ground</td>\n",
       "      <td>anl</td>\n",
       "      <td>:GUST:10 m above ground:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10</th>\n",
       "      <td>11</td>\n",
       "      <td>30067116</td>\n",
       "      <td>33256042</td>\n",
       "      <td>30067116-33256042</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>VIS</td>\n",
       "      <td>surface</td>\n",
       "      <td>anl</td>\n",
       "      <td>:VIS:surface:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>11</th>\n",
       "      <td>12</td>\n",
       "      <td>33256042</td>\n",
       "      <td>37356041</td>\n",
       "      <td>33256042-37356041</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>CEIL</td>\n",
       "      <td>cloud ceiling</td>\n",
       "      <td>anl</td>\n",
       "      <td>:CEIL:cloud ceiling:anl</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>12</th>\n",
       "      <td>13</td>\n",
       "      <td>37356041</td>\n",
       "      <td></td>\n",
       "      <td>37356041-</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>2023-01-01 06:00:00</td>\n",
       "      <td>TCDC</td>\n",
       "      <td>entire atmosphere (considered as a single layer)</td>\n",
       "      <td>anl</td>\n",
       "      <td>:TCDC:entire atmosphere (considered as a singl...</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range      reference_time   \n",
       "0              1           0   3644462          0-3644462 2023-01-01 06:00:00  \\\n",
       "1              2     3644462   7288924    3644462-7288924 2023-01-01 06:00:00   \n",
       "2              3     7288924  10250082   7288924-10250082 2023-01-01 06:00:00   \n",
       "3              4    10250082  13211240  10250082-13211240 2023-01-01 06:00:00   \n",
       "4              5    13211240  16172398  13211240-16172398 2023-01-01 06:00:00   \n",
       "5              6    16172398  18905788  16172398-18905788 2023-01-01 06:00:00   \n",
       "6              7    18905788  21866946  18905788-21866946 2023-01-01 06:00:00   \n",
       "7              8    21866946  24600336  21866946-24600336 2023-01-01 06:00:00   \n",
       "8              9    24600336  27333726  24600336-27333726 2023-01-01 06:00:00   \n",
       "9             10    27333726  30067116  27333726-30067116 2023-01-01 06:00:00   \n",
       "10            11    30067116  33256042  30067116-33256042 2023-01-01 06:00:00   \n",
       "11            12    33256042  37356041  33256042-37356041 2023-01-01 06:00:00   \n",
       "12            13    37356041                    37356041- 2023-01-01 06:00:00   \n",
       "\n",
       "            valid_time variable   \n",
       "0  2023-01-01 06:00:00      HGT  \\\n",
       "1  2023-01-01 06:00:00     PRES   \n",
       "2  2023-01-01 06:00:00      TMP   \n",
       "3  2023-01-01 06:00:00      DPT   \n",
       "4  2023-01-01 06:00:00     UGRD   \n",
       "5  2023-01-01 06:00:00     VGRD   \n",
       "6  2023-01-01 06:00:00     SPFH   \n",
       "7  2023-01-01 06:00:00     WDIR   \n",
       "8  2023-01-01 06:00:00     WIND   \n",
       "9  2023-01-01 06:00:00     GUST   \n",
       "10 2023-01-01 06:00:00      VIS   \n",
       "11 2023-01-01 06:00:00     CEIL   \n",
       "12 2023-01-01 06:00:00     TCDC   \n",
       "\n",
       "                                               level forecast_time   \n",
       "0                                            surface           anl  \\\n",
       "1                                            surface           anl   \n",
       "2                                   2 m above ground           anl   \n",
       "3                                   2 m above ground           anl   \n",
       "4                                  10 m above ground           anl   \n",
       "5                                  10 m above ground           anl   \n",
       "6                                   2 m above ground           anl   \n",
       "7                                  10 m above ground           anl   \n",
       "8                                  10 m above ground           anl   \n",
       "9                                  10 m above ground           anl   \n",
       "10                                           surface           anl   \n",
       "11                                     cloud ceiling           anl   \n",
       "12  entire atmosphere (considered as a single layer)           anl   \n",
       "\n",
       "                                          search_this  \n",
       "0                                    :HGT:surface:anl  \n",
       "1                                   :PRES:surface:anl  \n",
       "2                           :TMP:2 m above ground:anl  \n",
       "3                           :DPT:2 m above ground:anl  \n",
       "4                         :UGRD:10 m above ground:anl  \n",
       "5                         :VGRD:10 m above ground:anl  \n",
       "6                          :SPFH:2 m above ground:anl  \n",
       "7                         :WDIR:10 m above ground:anl  \n",
       "8                         :WIND:10 m above ground:anl  \n",
       "9                         :GUST:10 m above ground:anl  \n",
       "10                                   :VIS:surface:anl  \n",
       "11                            :CEIL:cloud ceiling:anl  \n",
       "12  :TCDC:entire atmosphere (considered as a singl...  "
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "88b933a8",
   "metadata": {},
   "outputs": [
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       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1105, x: 1649)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 10.0\n",
       "    latitude             (y, x) float64 40.53 40.54 40.55 ... 64.02 64.0 63.98\n",
       "    longitude            (y, x) float64 181.4 181.5 181.5 ... 266.2 266.3 266.3\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    si10                 (y, x) float32 14.57 14.62 14.68 ... 1.67 1.67 1.68\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma_ak\n",
       "    product:                 anl\n",
       "    description:             Alaska Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t0...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma_ak/20230101/subset_c8...\n",
       "    searchString:            WIND:10 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-b9448804-ccdf-410e-8a58-fee602dcb3bc' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-b9448804-ccdf-410e-8a58-fee602dcb3bc' 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>: 1105</li><li><span>x</span>: 1649</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-5e0bfa78-1eae-4547-a7b7-c683e3ecb232' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5e0bfa78-1eae-4547-a7b7-c683e3ecb232' 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'>2023-01-01T06:00:00</div><input id='attrs-65c77b81-95a9-431f-8e01-89cb850af3cb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-65c77b81-95a9-431f-8e01-89cb850af3cb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-905da38f-3049-47e5-a166-a58d338b3688' class='xr-var-data-in' type='checkbox'><label for='data-905da38f-3049-47e5-a166-a58d338b3688' 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;2023-01-01T06:00:00.000000000&#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-536717cd-7cb3-4a7e-af5d-d4a193ae0e5e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-536717cd-7cb3-4a7e-af5d-d4a193ae0e5e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-23790282-c576-4b1d-b516-5201423e3e43' class='xr-var-data-in' type='checkbox'><label for='data-23790282-c576-4b1d-b516-5201423e3e43' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>heightAboveGround</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>10.0</div><input id='attrs-7886fc0b-c1c6-4ff0-a064-b33fd6e3856b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7886fc0b-c1c6-4ff0-a064-b33fd6e3856b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2e81b145-595d-45e3-a535-877849f163de' class='xr-var-data-in' type='checkbox'><label for='data-2e81b145-595d-45e3-a535-877849f163de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>height above the surface</dd><dt><span>units :</span></dt><dd>m</dd><dt><span>positive :</span></dt><dd>up</dd><dt><span>standard_name :</span></dt><dd>height</dd></dl></div><div class='xr-var-data'><pre>array(10.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>latitude</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>40.53 40.54 40.55 ... 64.0 63.98</div><input id='attrs-c3ce012c-156b-41d3-a8d9-4b294d712383' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c3ce012c-156b-41d3-a8d9-4b294d712383' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-82308012-5520-4c0b-af37-08cf72c03026' class='xr-var-data-in' type='checkbox'><label for='data-82308012-5520-4c0b-af37-08cf72c03026' 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([[40.530101  , 40.54141522, 40.55272054, ..., 41.76007355,\n",
       "        41.7498319 , 41.73958016],\n",
       "       [40.5508862 , 40.56220771, 40.57352033, ..., 41.78166969,\n",
       "        41.77142113, 41.76116249],\n",
       "       [40.57167192, 40.58300073, 40.59432065, ..., 41.80326702,\n",
       "        41.79301155, 41.78274599],\n",
       "       ...,\n",
       "       [61.37273633, 61.39599373, 61.41924678, ..., 63.99077476,\n",
       "        63.96815387, 63.9455259 ],\n",
       "       [61.38631207, 61.40958239, 61.43284838, ..., 64.00594116,\n",
       "        63.98330523, 63.96066225],\n",
       "       [61.39986889, 61.42315212, 61.44643105, ..., 64.02108808,\n",
       "        63.99843712, 63.97577913]])</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'>181.4 181.5 181.5 ... 266.3 266.3</div><input id='attrs-685eff05-a37b-4e17-bc04-bfd2a670dcc5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-685eff05-a37b-4e17-bc04-bfd2a670dcc5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b1bda09f-9aae-4a4c-bb63-a71ea8138b31' class='xr-var-data-in' type='checkbox'><label for='data-b1bda09f-9aae-4a4c-bb63-a71ea8138b31' 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([[181.429     , 181.45635337, 181.48372096, ..., 235.36164674,\n",
       "        235.39059058, 235.41952054],\n",
       "       [181.41410117, 181.44146374, 181.46884053, ..., 235.37537677,\n",
       "        235.40433194, 235.43327322],\n",
       "       [181.39918811, 181.42655987, 181.45394588, ..., 235.38912069,\n",
       "        235.4180872 , 235.44703979],\n",
       "       ...,\n",
       "       [150.28788118, 150.3162603 , 150.34468757, ..., 266.13860077,\n",
       "        266.17317755, 266.20769217],\n",
       "       [150.2393097 , 150.26766166, 150.29606178, ..., 266.19020896,\n",
       "        266.22476013, 266.2592491 ],\n",
       "       [150.19069016, 150.21901486, 150.24738771, ..., 266.24187948,\n",
       "        266.2764049 , 266.31086809]])</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'>2023-01-01T06:00:00</div><input id='attrs-3effa1a4-4fe0-429c-810d-42d75cd9dded' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3effa1a4-4fe0-429c-810d-42d75cd9dded' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4745c89d-ce3b-4d07-8489-37d3ddbc45a0' class='xr-var-data-in' type='checkbox'><label for='data-4745c89d-ce3b-4d07-8489-37d3ddbc45a0' 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;2023-01-01T06:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-aa948dd3-91fe-4247-96fe-ed43bf761320' class='xr-section-summary-in' type='checkbox'  checked><label for='section-aa948dd3-91fe-4247-96fe-ed43bf761320' 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>si10</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>14.57 14.62 14.68 ... 1.67 1.68</div><input id='attrs-453b6bcc-f3a8-48b7-93dd-49949a8a6a8b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-453b6bcc-f3a8-48b7-93dd-49949a8a6a8b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d61a896-388d-4b1c-8aa5-f756a74da218' class='xr-var-data-in' type='checkbox'><label for='data-1d61a896-388d-4b1c-8aa5-f756a74da218' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>207</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1822145</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>polar_stereographic</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>si10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Polar stereographic can be south or north</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre wind speed</dd><dt><span>GRIB_parameterName :</span></dt><dd>Wind speed</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m s-1</dd><dt><span>GRIB_shortName :</span></dt><dd>10si</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>long_name :</span></dt><dd>10 metre wind speed</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[14.57, 14.62, 14.68, ..., 10.88, 11.08, 10.87],\n",
       "       [14.27, 14.48, 14.54, ..., 10.74, 10.88, 10.88],\n",
       "       [14.19, 14.19, 14.26, ..., 10.74, 10.53, 10.67],\n",
       "       ...,\n",
       "       [ 3.03,  2.48,  1.53, ...,  1.67,  1.67,  1.67],\n",
       "       [ 4.19,  3.57,  1.73, ...,  1.67,  1.67,  1.67],\n",
       "       [ 3.16,  3.4 ,  3.09, ...,  1.67,  1.67,  1.68]], 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-c7763aed-94fb-4470-a32d-a19d52714c69' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c7763aed-94fb-4470-a32d-a19d52714c69' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d08ad299-c580-430f-9d97-044f884c7b78' class='xr-var-data-in' type='checkbox'><label for='data-d08ad299-c580-430f-9d97-044f884c7b78' 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;,6371200,0,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;Polar Stereographic (variant B)&quot;,ID[&quot;EPSG&quot;,9829]],PARAMETER[&quot;Latitude of standard parallel&quot;,60,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8832]],PARAMETER[&quot;Longitude of origin&quot;,210,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8833]],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;,south,MERIDIAN[90,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[1],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]],AXIS[&quot;(N)&quot;,south,MERIDIAN[180,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],ORDER[2],LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</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>polar_stereographic</dd><dt><span>standard_parallel :</span></dt><dd>60.0</dd><dt><span>straight_vertical_longitude_from_pole :</span></dt><dd>210.0</dd><dt><span>false_easting :</span></dt><dd>0.0</dd><dt><span>false_northing :</span></dt><dd>0.0</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>90</dd><dt><span>long_name :</span></dt><dd>RTMA_AK 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-c34f436d-c9fa-40cc-a636-3b5660414938' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-c34f436d-c9fa-40cc-a636-3b5660414938' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-f762e965-0b63-4127-b21d-2c9f81516dd2' class='xr-section-summary-in' type='checkbox'  ><label for='section-f762e965-0b63-4127-b21d-2c9f81516dd2' 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>4</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>rtma_ak</dd><dt><span>product :</span></dt><dd>anl</dd><dt><span>description :</span></dt><dd>Alaska Real-Time Mesoscale Analysis (RTMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t06z.2dvaranl_ndfd_3p0.grb2</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma_ak/20230101/subset_c8ef56df__akrtma.t06z.2dvaranl_ndfd_3p0.grb2</dd><dt><span>searchString :</span></dt><dd>WIND:10 m</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1105, x: 1649)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-01-01T06:00:00\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 10.0\n",
       "    latitude             (y, x) float64 40.53 40.54 40.55 ... 64.02 64.0 63.98\n",
       "    longitude            (y, x) float64 181.4 181.5 181.5 ... 266.2 266.3 266.3\n",
       "    valid_time           datetime64[ns] 2023-01-01T06:00:00\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    si10                 (y, x) float32 14.57 14.62 14.68 ... 1.67 1.67 1.68\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma_ak\n",
       "    product:                 anl\n",
       "    description:             Alaska Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma_ak/20230101/akrtma.t0...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma_ak/20230101/subset_c8...\n",
       "    searchString:            WIND:10 m"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\"WIND:10 m\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "905ee965",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '10 metre wind speed')"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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      "text/plain": [
       "<Figure size 1000x800 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 8]).STATES().BORDERS().ax\n",
    "\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.si10,\n",
    "    transform=pc,\n",
    "    **cm_wind().cmap_kwargs,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    **cm_wind().cbar_kwargs,\n",
    ")\n",
    "\n",
    "ax.set_title(\n",
    "    f\"{ds.model.upper()}: {H.product_description}\\nValid: {ds.valid_time.dt.strftime('%H:%M UTC %d %b %Y').item()}\",\n",
    "    loc=\"left\",\n",
    ")\n",
    "ax.set_title(ds.si10.GRIB_name, loc=\"right\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "ca746cc2",
   "metadata": {},
   "source": [
    "## RTMA vs URMA\n",
    "\n",
    "For fun, let's compare the differences between the RTMA and the URMA analyses and see where the differences are for a particular time."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "19f370d0",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "import matplotlib.pyplot as plt\n",
    "from toolbox import EasyMap, pc"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "0fb5fdc3",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=rtma ┊ \u001b[3mproduct=anl\u001b[0m ┊ \u001b[38;2;41;130;13m2023-May-22 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ aws\u001b[0m\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/p/home/blaylock/BB_python/Herbie/herbie/core.py:1048: UserWarning: Will not remove GRIB file because it previously existed.\n",
      "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Note: Returning a list of [5] xarray.Datasets because cfgrib opened with multiple hypercubes.\n",
      "✅ Found ┊ model=urma ┊ \u001b[3mproduct=anl\u001b[0m ┊ \u001b[38;2;41;130;13m2023-May-22 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ local\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ None\u001b[0m\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/p/home/blaylock/BB_python/Herbie/herbie/core.py:1048: UserWarning: Will not remove GRIB file because it previously existed.\n",
      "  warnings.warn(\"Will not remove GRIB file because it previously existed.\")\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Note: Returning a list of [6] xarray.Datasets because cfgrib opened with multiple hypercubes.\n"
     ]
    }
   ],
   "source": [
    "# Just open the entire GRIB2 files (opened in multiple DataSets)\n",
    "rtma = Herbie(\"2023-05-22 00:00\", model=\"rtma\").xarray()\n",
    "urma = Herbie(\"2023-05-22 00:00\", model=\"urma\").xarray()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "b60336c0",
   "metadata": {},
   "outputs": [
    {
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       "  --xr-font-color0: var(--jp-content-font-color0, rgba(0, 0, 0, 1));\n",
       "  --xr-font-color2: var(--jp-content-font-color2, rgba(0, 0, 0, 0.54));\n",
       "  --xr-font-color3: var(--jp-content-font-color3, rgba(0, 0, 0, 0.38));\n",
       "  --xr-border-color: var(--jp-border-color2, #e0e0e0);\n",
       "  --xr-disabled-color: var(--jp-layout-color3, #bdbdbd);\n",
       "  --xr-background-color: var(--jp-layout-color0, white);\n",
       "  --xr-background-color-row-even: var(--jp-layout-color1, white);\n",
       "  --xr-background-color-row-odd: var(--jp-layout-color2, #eeeeee);\n",
       "}\n",
       "\n",
       "html[theme=dark],\n",
       "body[data-theme=dark],\n",
       "body.vscode-dark {\n",
       "  --xr-font-color0: rgba(255, 255, 255, 1);\n",
       "  --xr-font-color2: rgba(255, 255, 255, 0.54);\n",
       "  --xr-font-color3: rgba(255, 255, 255, 0.38);\n",
       "  --xr-border-color: #1F1F1F;\n",
       "  --xr-disabled-color: #515151;\n",
       "  --xr-background-color: #111111;\n",
       "  --xr-background-color-row-even: #111111;\n",
       "  --xr-background-color-row-odd: #313131;\n",
       "}\n",
       "\n",
       ".xr-wrap {\n",
       "  display: block !important;\n",
       "  min-width: 300px;\n",
       "  max-width: 700px;\n",
       "}\n",
       "\n",
       ".xr-text-repr-fallback {\n",
       "  /* fallback to plain text repr when CSS is not injected (untrusted notebook) */\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-header {\n",
       "  padding-top: 6px;\n",
       "  padding-bottom: 6px;\n",
       "  margin-bottom: 4px;\n",
       "  border-bottom: solid 1px var(--xr-border-color);\n",
       "}\n",
       "\n",
       ".xr-header > div,\n",
       ".xr-header > ul {\n",
       "  display: inline;\n",
       "  margin-top: 0;\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-obj-type,\n",
       ".xr-array-name {\n",
       "  margin-left: 2px;\n",
       "  margin-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-obj-type {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-sections {\n",
       "  padding-left: 0 !important;\n",
       "  display: grid;\n",
       "  grid-template-columns: 150px auto auto 1fr 20px 20px;\n",
       "}\n",
       "\n",
       ".xr-section-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-05-22\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-05-22\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 ...\n",
       "    d2m                  (y, x) float32 ...\n",
       "    sh2                  (y, x) float32 ...\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 anl\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230522/rtma2p5.t00z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230522/rtma2p5.t00z...\n",
       "    searchString:            None</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-23fb2530-ca8c-4597-b5ce-a31d0d6e0b16' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-23fb2530-ca8c-4597-b5ce-a31d0d6e0b16' 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>: 1597</li><li><span>x</span>: 2345</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9026eebb-64e6-4125-8b9e-799334802e84' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9026eebb-64e6-4125-8b9e-799334802e84' 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'>2023-05-22</div><input id='attrs-305bb419-d53e-4ece-8ffd-9816025d07b2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-305bb419-d53e-4ece-8ffd-9816025d07b2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-206abed0-5340-4938-a488-a11468f83f37' class='xr-var-data-in' type='checkbox'><label for='data-206abed0-5340-4938-a488-a11468f83f37' 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;2023-05-22T00:00:00.000000000&#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-1138e128-3090-4e86-a3bd-7058c067563e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1138e128-3090-4e86-a3bd-7058c067563e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-24dba9d8-9241-4403-8a8d-743d1725d22e' class='xr-var-data-in' type='checkbox'><label for='data-24dba9d8-9241-4403-8a8d-743d1725d22e' 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-112d3ac4-8cbb-48fa-a4f8-23c034781f62' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-112d3ac4-8cbb-48fa-a4f8-23c034781f62' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b74fb17-7561-42af-b90c-bbeff8197207' class='xr-var-data-in' type='checkbox'><label for='data-0b74fb17-7561-42af-b90c-bbeff8197207' 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'>19.23 19.23 19.24 ... 54.38 54.37</div><input id='attrs-7eb59dcb-9887-4416-8275-99994e953d3e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7eb59dcb-9887-4416-8275-99994e953d3e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-1d9a2fc5-4e7e-456d-bf61-47ed58334cd3' class='xr-var-data-in' type='checkbox'><label for='data-1d9a2fc5-4e7e-456d-bf61-47ed58334cd3' 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([[19.228976  , 19.23417044, 19.2393611 , ..., 20.34030755,\n",
       "        20.3360087 , 20.33170595],\n",
       "       [19.25109963, 19.25629516, 19.26148692, ..., 20.36266345,\n",
       "        20.35836371, 20.35406006],\n",
       "       [19.27322389, 19.27842051, 19.28361336, ..., 20.38501989,\n",
       "        20.38071926, 20.37641473],\n",
       "       ...,\n",
       "       [53.01275891, 53.01901422, 53.02526472, ..., 54.34517615,\n",
       "        54.34004498, 54.33490898],\n",
       "       [53.03165449, 53.03790996, 53.04416063, ..., 54.36410101,\n",
       "        54.35896975, 54.35383364],\n",
       "       [53.0505457 , 53.05680133, 53.06305215, ..., 54.38302135,\n",
       "        54.37788999, 54.37275379]])</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'>233.7 233.7 233.8 ... 300.9 301.0</div><input id='attrs-12ec9f46-98be-435a-b2d0-efee7e45ac6d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-12ec9f46-98be-435a-b2d0-efee7e45ac6d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-14f054d8-e059-4fd1-b6de-f802d4916479' class='xr-var-data-in' type='checkbox'><label for='data-14f054d8-e059-4fd1-b6de-f802d4916479' 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([[233.723448  , 233.74687945, 233.77031281, ..., 290.74412399,\n",
       "        290.7679655 , 290.7918054 ],\n",
       "       [233.71794369, 233.74137897, 233.76481615, ..., 290.74870745,\n",
       "        290.772553  , 290.79639693],\n",
       "       [233.71243748, 233.73587658, 233.75931759, ..., 290.75329252,\n",
       "        290.7771421 , 290.80099008],\n",
       "       ...,\n",
       "       [221.64761265, 221.67902564, 221.71044345, ..., 300.87528478,\n",
       "        300.90775324, 300.94021748],\n",
       "       [221.63720909, 221.66862857, 221.70005287, ..., 300.88408555,\n",
       "        300.91656122, 300.94903266],\n",
       "       [221.62680072, 221.65822668, 221.68965747, ..., 300.89289054,\n",
       "        300.92537341, 300.95785206]])</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'>2023-05-22</div><input id='attrs-3bee16c0-6225-42c8-a143-72baa0504151' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3bee16c0-6225-42c8-a143-72baa0504151' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-751ff5db-182d-405f-b7ac-2e3c955b99ba' class='xr-var-data-in' type='checkbox'><label for='data-751ff5db-182d-405f-b7ac-2e3c955b99ba' 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;2023-05-22T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c7e68125-48d7-4288-ae66-ba4b98966579' class='xr-section-summary-in' type='checkbox'  checked><label for='section-c7e68125-48d7-4288-ae66-ba4b98966579' class='xr-section-summary' >Data variables: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>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'>...</div><input id='attrs-f89ca397-53cc-461e-b8b3-ed963597d2a2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f89ca397-53cc-461e-b8b3-ed963597d2a2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-fac84b3f-d251-4b03-9fe4-75054c038c6c' class='xr-var-data-in' type='checkbox'><label for='data-fac84b3f-d251-4b03-9fe4-75054c038c6c' 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>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>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>[3744965 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d2m</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-cc3c0f8d-4031-4dd8-82a8-83c9288f906c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cc3c0f8d-4031-4dd8-82a8-83c9288f906c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a2796b86-4b53-4175-af9e-6282595fd331' class='xr-var-data-in' type='checkbox'><label for='data-a2796b86-4b53-4175-af9e-6282595fd331' 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>168</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>d2m</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Dew point temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2d</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 dewpoint temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[3744965 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sh2</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8cfb5569-bfce-4f8c-a67c-98d20e25eeba' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8cfb5569-bfce-4f8c-a67c-98d20e25eeba' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-50cffd7e-d805-4b7a-9151-b1aacf462c78' class='xr-var-data-in' type='checkbox'><label for='data-50cffd7e-d805-4b7a-9151-b1aacf462c78' 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>174096</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</dd><dt><span>GRIB_cfName :</span></dt><dd>specific_humidity</dd><dt><span>GRIB_cfVarName :</span></dt><dd>sh2</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre specific humidity</dd><dt><span>GRIB_parameterName :</span></dt><dd>Specific humidity</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>kg kg-1</dd><dt><span>GRIB_shortName :</span></dt><dd>2sh</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>2 metre specific humidity</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>standard_name :</span></dt><dd>specific_humidity</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[3744965 values with 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-2bbade3f-794e-4191-af49-85e9e3481c5b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2bbade3f-794e-4191-af49-85e9e3481c5b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a6236186-2365-4059-8844-dc84ba9d878f' class='xr-var-data-in' type='checkbox'><label for='data-a6236186-2365-4059-8844-dc84ba9d878f' 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;,6371200,0,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;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,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>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</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>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</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>RTMA 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-8e7dd6d2-c383-453a-86d6-9539d87b56c9' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8e7dd6d2-c383-453a-86d6-9539d87b56c9' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-674b3284-215d-4404-a55f-932d5a0c1eae' class='xr-section-summary-in' type='checkbox'  ><label for='section-674b3284-215d-4404-a55f-932d5a0c1eae' 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>4</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>rtma</dd><dt><span>product :</span></dt><dd>anl</dd><dt><span>description :</span></dt><dd>CONUS Real-Time Mesoscale Analysis (RTMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230522/rtma2p5.t00z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/rtma/20230522/rtma2p5.t00z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>searchString :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-05-22\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-05-22\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 ...\n",
       "    d2m                  (y, x) float32 ...\n",
       "    sh2                  (y, x) float32 ...\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   rtma\n",
       "    product:                 anl\n",
       "    description:             CONUS Real-Time Mesoscale Analysis (RTMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/rtma/20230522/rtma2p5.t00z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/rtma/20230522/rtma2p5.t00z...\n",
       "    searchString:            None"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "rtma[3]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "79914912",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
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       "\n",
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-05-22\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-05-22\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 ...\n",
       "    d2m                  (y, x) float32 ...\n",
       "    sh2                  (y, x) float32 ...\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   urma\n",
       "    product:                 anl\n",
       "    description:             CONUS Un-Restricted Mesoscale Analysis (URMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/urma/20230522/urma2p5.t00z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/urma/20230522/urma2p5.t00z...\n",
       "    searchString:            None</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-4084c400-a009-48ca-8424-27c587040f7e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-4084c400-a009-48ca-8424-27c587040f7e' 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>: 1597</li><li><span>x</span>: 2345</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-bb3a4e7b-516b-4b14-a87f-b4c19cafaae9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-bb3a4e7b-516b-4b14-a87f-b4c19cafaae9' 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'>2023-05-22</div><input id='attrs-57cb18fc-c6b3-49fe-bf5a-928be70dbe13' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-57cb18fc-c6b3-49fe-bf5a-928be70dbe13' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-74c48f14-444e-4d2d-b2d3-46682e0ffb23' class='xr-var-data-in' type='checkbox'><label for='data-74c48f14-444e-4d2d-b2d3-46682e0ffb23' 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;2023-05-22T00:00:00.000000000&#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-af1e3683-17dc-4ba2-8d62-d3c464322b7c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-af1e3683-17dc-4ba2-8d62-d3c464322b7c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f0d7e574-b0b1-4f5a-aaa7-55c9bae61c5f' class='xr-var-data-in' type='checkbox'><label for='data-f0d7e574-b0b1-4f5a-aaa7-55c9bae61c5f' 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-5a3d72cc-db21-45a1-8f7c-9874dc80490b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5a3d72cc-db21-45a1-8f7c-9874dc80490b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ca8dd223-f610-47b3-a27f-94078c2be1ce' class='xr-var-data-in' type='checkbox'><label for='data-ca8dd223-f610-47b3-a27f-94078c2be1ce' 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'>19.23 19.23 19.24 ... 54.38 54.37</div><input id='attrs-c2ff00ad-d503-40b7-9a00-77a7f4165994' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c2ff00ad-d503-40b7-9a00-77a7f4165994' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c678f857-a610-4e5a-aace-46225c722833' class='xr-var-data-in' type='checkbox'><label for='data-c678f857-a610-4e5a-aace-46225c722833' 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([[19.228976  , 19.23417044, 19.2393611 , ..., 20.34030755,\n",
       "        20.3360087 , 20.33170595],\n",
       "       [19.25109963, 19.25629516, 19.26148692, ..., 20.36266345,\n",
       "        20.35836371, 20.35406006],\n",
       "       [19.27322389, 19.27842051, 19.28361336, ..., 20.38501989,\n",
       "        20.38071926, 20.37641473],\n",
       "       ...,\n",
       "       [53.01275891, 53.01901422, 53.02526472, ..., 54.34517615,\n",
       "        54.34004498, 54.33490898],\n",
       "       [53.03165449, 53.03790996, 53.04416063, ..., 54.36410101,\n",
       "        54.35896975, 54.35383364],\n",
       "       [53.0505457 , 53.05680133, 53.06305215, ..., 54.38302135,\n",
       "        54.37788999, 54.37275379]])</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'>233.7 233.7 233.8 ... 300.9 301.0</div><input id='attrs-d0c17321-aa02-4bc2-9900-1c8e63fb3dcf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d0c17321-aa02-4bc2-9900-1c8e63fb3dcf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-78dadc81-a98a-44cc-8027-8811e810a3ea' class='xr-var-data-in' type='checkbox'><label for='data-78dadc81-a98a-44cc-8027-8811e810a3ea' 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([[233.723448  , 233.74687945, 233.77031281, ..., 290.74412399,\n",
       "        290.7679655 , 290.7918054 ],\n",
       "       [233.71794369, 233.74137897, 233.76481615, ..., 290.74870745,\n",
       "        290.772553  , 290.79639693],\n",
       "       [233.71243748, 233.73587658, 233.75931759, ..., 290.75329252,\n",
       "        290.7771421 , 290.80099008],\n",
       "       ...,\n",
       "       [221.64761265, 221.67902564, 221.71044345, ..., 300.87528478,\n",
       "        300.90775324, 300.94021748],\n",
       "       [221.63720909, 221.66862857, 221.70005287, ..., 300.88408555,\n",
       "        300.91656122, 300.94903266],\n",
       "       [221.62680072, 221.65822668, 221.68965747, ..., 300.89289054,\n",
       "        300.92537341, 300.95785206]])</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'>2023-05-22</div><input id='attrs-189f2e99-e53f-4011-91af-8fca1c5c061f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-189f2e99-e53f-4011-91af-8fca1c5c061f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e2499a39-59b6-4d0c-ae8f-de84ebfad7ba' class='xr-var-data-in' type='checkbox'><label for='data-e2499a39-59b6-4d0c-ae8f-de84ebfad7ba' 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;2023-05-22T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-769724a0-2264-4e4d-8afe-60e3655fba52' class='xr-section-summary-in' type='checkbox'  checked><label for='section-769724a0-2264-4e4d-8afe-60e3655fba52' class='xr-section-summary' >Data variables: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>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'>...</div><input id='attrs-eb182f8b-42f4-4a5d-b1d2-a24350803175' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-eb182f8b-42f4-4a5d-b1d2-a24350803175' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbc467ce-0d9c-4566-b000-97f6bd848758' class='xr-var-data-in' type='checkbox'><label for='data-dbc467ce-0d9c-4566-b000-97f6bd848758' 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>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>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>[3744965 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>d2m</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-83531ffe-d89e-4797-9f96-768b37c1f499' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83531ffe-d89e-4797-9f96-768b37c1f499' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6258022f-d44c-4eaa-a88a-8ccf90b8f5dc' class='xr-var-data-in' type='checkbox'><label for='data-6258022f-d44c-4eaa-a88a-8ccf90b8f5dc' 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>168</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>d2m</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre dewpoint temperature</dd><dt><span>GRIB_parameterName :</span></dt><dd>Dew point temperature</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>K</dd><dt><span>GRIB_shortName :</span></dt><dd>2d</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 dewpoint temperature</dd><dt><span>units :</span></dt><dd>K</dd><dt><span>standard_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[3744965 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>sh2</span></div><div class='xr-var-dims'>(y, x)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-a085b6d9-6a9e-410d-b947-2b3bc35c8abb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a085b6d9-6a9e-410d-b947-2b3bc35c8abb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dc8c4b49-ded4-414f-a3bd-6cbe70be150f' class='xr-var-data-in' type='checkbox'><label for='data-dc8c4b49-ded4-414f-a3bd-6cbe70be150f' 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>174096</dd><dt><span>GRIB_dataType :</span></dt><dd>an</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>3744965</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>2539.703</dd><dt><span>GRIB_DyInMetres :</span></dt><dd>2539.703</dd><dt><span>GRIB_LaDInDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin1InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_Latin2InDegrees :</span></dt><dd>25.0</dd><dt><span>GRIB_LoVInDegrees :</span></dt><dd>265.0</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>2345</dd><dt><span>GRIB_Ny :</span></dt><dd>1597</dd><dt><span>GRIB_cfName :</span></dt><dd>specific_humidity</dd><dt><span>GRIB_cfVarName :</span></dt><dd>sh2</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>19.228976</dd><dt><span>GRIB_latitudeOfSouthernPoleInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>233.723448</dd><dt><span>GRIB_longitudeOfSouthernPoleInDegrees :</span></dt><dd>0.0</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>2 metre specific humidity</dd><dt><span>GRIB_parameterName :</span></dt><dd>Specific humidity</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>kg kg-1</dd><dt><span>GRIB_shortName :</span></dt><dd>2sh</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>kg kg**-1</dd><dt><span>long_name :</span></dt><dd>2 metre specific humidity</dd><dt><span>units :</span></dt><dd>kg kg**-1</dd><dt><span>standard_name :</span></dt><dd>specific_humidity</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>[3744965 values with 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-7fbefbd1-8035-4dd2-ac53-664735ef48b4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7fbefbd1-8035-4dd2-ac53-664735ef48b4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-4c688b4a-8c38-4da9-8c7b-d8ea51edb64c' class='xr-var-data-in' type='checkbox'><label for='data-4c688b4a-8c38-4da9-8c7b-d8ea51edb64c' 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;,6371200,0,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;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8821]],PARAMETER[&quot;Longitude of false origin&quot;,265,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8822]],PARAMETER[&quot;Latitude of 1st standard parallel&quot;,25,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8823]],PARAMETER[&quot;Latitude of 2nd standard parallel&quot;,25,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>6371200.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371200.0</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>(25.0, 25.0)</dd><dt><span>latitude_of_projection_origin :</span></dt><dd>25.0</dd><dt><span>longitude_of_central_meridian :</span></dt><dd>265.0</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>URMA 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-3e67df1a-f8f6-46ce-96a4-c500f2b5fb2b' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-3e67df1a-f8f6-46ce-96a4-c500f2b5fb2b' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-9c7ef972-da49-4194-ba16-2a6672e8f71c' class='xr-section-summary-in' type='checkbox'  ><label for='section-9c7ef972-da49-4194-ba16-2a6672e8f71c' 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>4</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>urma</dd><dt><span>product :</span></dt><dd>anl</dd><dt><span>description :</span></dt><dd>CONUS Un-Restricted Mesoscale Analysis (URMA)</dd><dt><span>remote_grib :</span></dt><dd>/p/cwfs/blaylock/data/urma/20230522/urma2p5.t00z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>local_grib :</span></dt><dd>/p/cwfs/blaylock/data/urma/20230522/urma2p5.t00z.2dvaranl_ndfd.grb2_wexp</dd><dt><span>searchString :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:              (y: 1597, x: 2345)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 2023-05-22\n",
       "    step                 timedelta64[ns] 00:00:00\n",
       "    heightAboveGround    float64 2.0\n",
       "    latitude             (y, x) float64 19.23 19.23 19.24 ... 54.38 54.38 54.37\n",
       "    longitude            (y, x) float64 233.7 233.7 233.8 ... 300.9 300.9 301.0\n",
       "    valid_time           datetime64[ns] 2023-05-22\n",
       "Dimensions without coordinates: y, x\n",
       "Data variables:\n",
       "    t2m                  (y, x) float32 ...\n",
       "    d2m                  (y, x) float32 ...\n",
       "    sh2                  (y, x) float32 ...\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:          4\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             US National Weather Service - NCEP\n",
       "    model:                   urma\n",
       "    product:                 anl\n",
       "    description:             CONUS Un-Restricted Mesoscale Analysis (URMA)\n",
       "    remote_grib:             /p/cwfs/blaylock/data/urma/20230522/urma2p5.t00z...\n",
       "    local_grib:              /p/cwfs/blaylock/data/urma/20230522/urma2p5.t00z...\n",
       "    searchString:            None"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "urma[3]"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "dec888e5",
   "metadata": {},
   "source": [
    "Just to confirm, both the RTMA and URMA have the same grid size and map projection."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "8e07dc99",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "RTMA: +proj=lcc +ellps=sphere +a=6371200.0 +b=6371200.0 +lon_0=265.0 +lat_0=25.0 +x_0=0.0 +y_0=0.0 +lat_1=25.0 +lat_2=25.0 +no_defs +type=crs\n",
      "URMA: +proj=lcc +ellps=sphere +a=6371200.0 +b=6371200.0 +lon_0=265.0 +lat_0=25.0 +x_0=0.0 +y_0=0.0 +lat_1=25.0 +lat_2=25.0 +no_defs +type=crs\n"
     ]
    }
   ],
   "source": [
    "print(\"RTMA:\", rtma[3].herbie.crs)\n",
    "print(\"URMA:\", urma[3].herbie.crs)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "6005eb9e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "crs = rtma[3].herbie.crs\n",
    "\n",
    "ax = EasyMap(\"50m\", crs=crs).STATES().ax\n",
    "\n",
    "art = ax.pcolormesh(\n",
    "    rtma[3].longitude,\n",
    "    rtma[3].latitude,\n",
    "    (rtma[3].t2m - urma[3].t2m),\n",
    "    transform=pc,\n",
    "    cmap=\"PRGn\",\n",
    "    vmax=3,\n",
    "    vmin=-3,\n",
    ")\n",
    "\n",
    "ax.set_title(\"RTMA minus URMA\")\n",
    "\n",
    "art = plt.colorbar(\n",
    "    art,\n",
    "    ax=ax,\n",
    "    label=\"2 m Temperature Difference (Celsius)\",\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    extend=\"both\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "b39d0389",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "crs = rtma[3].herbie.crs\n",
    "\n",
    "ax = EasyMap(\"50m\", crs=crs).STATES().ax\n",
    "\n",
    "art = ax.pcolormesh(\n",
    "    rtma[3].longitude,\n",
    "    rtma[3].latitude,\n",
    "    (rtma[3].d2m - urma[3].d2m),\n",
    "    transform=pc,\n",
    "    cmap=\"PRGn\",\n",
    "    vmax=3,\n",
    "    vmin=-3,\n",
    ")\n",
    "\n",
    "ax.set_title(\"RTMA minus URMA\")\n",
    "\n",
    "art = plt.colorbar(\n",
    "    art,\n",
    "    ax=ax,\n",
    "    label=\"2 m Dew Point Temperature Difference (Celsius)\",\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    extend=\"both\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 25,
   "id": "b00a2c58",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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Hx1IYKYNVnSvpN7iFVGMCgSApU6REGuEYOEWd+lCaEpEQ2MrCUpb+TQmlFM1mM46ySakkEhFaaIX7t/fvTS3eC2eVLFpbW2lubo7f1LgKLk56q2y9+3vXjxpfUWUL4OothBDYyq54j6qNYXDDuSnEUbY7Byx/wyqFxHA3a1IYFW256tdX+f+eNm1ar+/d3NzMFltswRcO/AKzZ89GKcWPLvgRpWKJ0755WtXn+FlLtcXfmyP33HMPP7vsZ6HvTjjuRO578D4WLlyIEMKfC91trlauXMku03fZZGvwhpSoYoXwGqiEoqmlibHjxlLMF1m9ZjWO4zBhwgSkrL4WRtda72/LssikMwwcOLDm+ZtS/jdaERGFQinH/9lm2ja8+867rFu3jq9//Wvsuseu/O3uvzFyxEh+85vfkElnOPvMs11l4/jWxn3338cXD/4iRx19FKPGjGLF8hW8/NLLvPnmmzz77LOV9xWq5iKshEJKgZEyULaqaqFWXDOwKEctoeixACLd84VFCIEQAiMhEQas61hLOpPEUqWQMpVSoGyFYznYJQdloxdS9PkCiRQGACVVwqiyyELPlUA91mc94o1ToVggmUj6n8U9Oz32Kvb89WpDDMQZq2ghpCgc28E0wnvc4May4pobWdEKJcoLHgrHtWwtSliUcJSDU6N9G1Ly+TxzPpjD+PHj2Xnnnbl5xs08+OCDnPe981i3bt0maUNPpdpcUkKRK+R8RbvNNtsAMHrUaHbdaxcWLlwIhDcowWcdfVfWrVvHa6+91mvk4LOWEGITGbOVK1eS78ojlKBfcz9KpRLbbL0NJavE62+8ztx5c/185N653vuey+VYvnw5H3/0Me998B4ff/QxixYtYsmSJaRSqU2iaNesWVPXcf8nqv5kshnWta1DCEEun0MKSSab4bivH8fvbvwdf7n1L0gM7JKDENpiW7l6FZdedikAR33lSG6++WYmTZrErbfdipTSL9wdkjpgYV8hJmTos2pWsVAC/Q65k0S5EwWF924Fd2SeouuNCEO41pNFLpdjSMNgDGEgCLcVKVBFvZGRUiCFJCFTuv+Bd9wUZryS7SV8HDc2PYWGglLIF0ilU6FrBTdAQghfKXq/hRB13a/WMUpoC0RbzvjXjfbRV6IC/3jbspFG5STb1JBx6N5K+W2U7v/B1hsVUVneMDrXu0OE6hHHcfjggw8YOHAggwcPBnSR+zvuvIOfXvJTjjjiCM466yyOOOKIXt9jU4uUkt13352JEyf69XRHjBzBgk8XAHDAAQdw3vfPiz03+l7c8Icb2OFzOzBqzKhN0/iNLF7/Ojo6+GDOBySTSbbacisGDx7MvHnzsG2bKZOnsGbNGjo6Oljw6QJKdolMOkM+lyeXz9HW3kahUKCxsZHGhkaampooFUu0t7dj2zYjR42suO/6uJDiZMmSJZz5rTPrOvZ/UtkKBIjygrTdtttRKpW47vrr+Pu9/0CVtAV71rlncfSXjqZ/6wCU7WN1OFKRzWaZMmUKc+bM4e6/3kNjYwO/veaaDYrfx1lqcQ/TgzP15wpH6bYqtOLaUGusd49S0cIpKfo1toLbFkOY2kJVQkPZScNXFEqBcMCUSYQqj3s1xd8bpRA7LoFdaq3jqkmxVKShoaHiGsG/PSVXT3vizq/1fXAc4hSPCjxnDx2wbRtT6k1M1KKNKtxNYdX6mxAlkMJAoTDcdjjYZdTD+0/FW1/rs2kCmDNnDqZpMnbc2NDnLS0t/Obq3/DMM89w2c8uY9XKVZxy6ik96+MGXFzrEe+5JpIJrr3uWs45u1wJyaupO2XKFK648oqqqEZwbBcuXMh9993HXX+5ayO2+rORbDZLJp3BcRxmzZrFiBEjGDBgAIsWL2KzCZvR2tpKa2srLS0tfPTRRwgpSKfSJNNJxo4dS0tLS13W64aeBy88/wIPP/QwL738EnvttRdPPfVUt+d8JjCyN5E8CCv6NxB8vWlqamLgwIHcfffdzJhxM6DJMa+98RqHH3I4OBqm1T96QNPpDHf86Q4u+9llNDc3c9df7mKHHXao2h7HceoeDaEEnh6q5q8RShOogorW84nFkSGCfV8fEUrQ1dlFQ6aRlJEmJTOkZZakSGmClFKIhMRIGcikgUwGlKuSWikj/YU/+J9UEqkkON23N/hs45539Dvve2/Rrmc8SoUSqVRqg41b8He0H3HiWdIh4lUUsvYQDfe34zgYhp480fHtiXKtixDm/hf9O26BV0qPuyFMkjJFUqQwRRIZIMd5x8VB89B7y/bTTz+lq6uLLbbYouoxe+yxBzfceAO33347Tz7xZN3X3tSK1hPvec6bN4+nn37a/7y9vR2AadtOw1GaOxFaD4Kwvtv2mTNmsu+++zJmbJn1/X9dvHddSsnmm2+OZVmMHTuWtWvXsmLlClLJMtHI8+dus802TN16KhO3mMiYMWNobW3tEUy8oRTuC8+/wA9+8AOGDhvKlVdeyZeO+FJd530mlm3Qogkucv4L7CpOT3JdeWbNmkVLSwvz5s0DCc88/wxjx4xl6PChOJYDlvJZtp7ccdcd/OMf/2DQwEEMGTK0AiZWSnHvvffyyGOP8Np/X+Pggw7msssvq7v9frtjyE5KuNCcB2+itM/UZQVXu25vJkTIwlCKro4umhqaSJAML4oKkKCUjeOydiQSKQ1/YyCRKFFpvSilcEILbHXykfcs48hD+nd1i7AnirNQKpBKhGHkqEQt0Ip2Bsa8O+Z4dz76WqEqXhtKpZKvbNdHqkLcvrvC8ZVkrHL13Bii/LwcR4HLKTAMU28S3U2Xh4rEXms9FrCVK1eyZMkSpk6dimnWXo4mTJjAhRdeyGWXXcY207Zh4MCBVY/9LCxa/96B+SalZNCgQX64zrfO/BajR49i2+22BcLPCSeieBGsWLWCxx57jFtunamRks+QmLghJfi+NTY2MmrUKBYvXszUqVMxDAMpZVVDxju/6rXrYHbHSb1z5pprruGcs8/hyCOPZM2aNRx/wvF1Xf8zg5Hjwl70b1xLVfkszkwizcknnMyf7/wznyxYwHHHH8eH8z7k22d+GzNtarJPwcYxBDiaxCQE3HrrraxctZJsJst3zvoOl/3sMgYO1i9oqVDi+9//Pv9+5t9+G/7z0n9qMljjpNoiHfQheoQvUyYrvg9eJ/h7faSjo5PGxobKsBRDM05LqoSD3lUnfOslDCn67Yo8FwCkiCUCBcXXO+6z1Au3PjeoqLtTrrX8g4VCwXcLdAcJ12UJRjZ/1T6rOC+GgBVkEgshfYVm2zamaW5QZVAxlzz4OriQ15CgD1rZ5esYpqnZ8RtJOjo6mD9/PptvvjmZTKauc/bdb1/+/cy/ufjii7nuuuuqblyq8QM2tYwbN45/PfEvlixZQi6XY9z4cbp9gWfjwfN6nXDbK/S8uvznl7P7Hruz2cTNqt3i/4xUewYdHR00NDT4kSOJRKLqOUHkK3ZzXYPMV49rqFbbn3r6Kc45R7sExo4byzPPPsOVV17JlClTeOKJJ2peGz5DNnJ4cQiQh2zHZct6jFkbq2jT3NRMsVhk9ux3eWf2O2SzWf540x/5dPECREJgZEzMpIGRMnyi0EknncSkSVswdvxY5s6dy8xbZ/r3/N0frg8p2vPPP58nn3qy1yEGUTZsiDSlnPIksIWOhw0owmrQXk/uHZSuXCcNDQ0uO1b/+CFHLucU4nd9QcURUrSeyO6Vo3+e+yxx0OxtpXzIv2pfqrCHgy+YEopSoQRAIpXw7+v9joN+o5BvsL2htkcUc9QvGdfe0PVE+Znrv2VZkSmwbXuDWLZRCbW5DgUL4YUp+j4Gle7GkGKxyAfvf8CIESPo169fj849//zzWbVyFYccfAhX/PIK/vX4v2LZynGQ7Gclw4YNY/z48WW3UR3P6Pbbb+e9997j/PPPDx3/f82qjVOO3nPp6upi1luzeHf2uwzoP4BsNlvXNet5nt4mZkO4mQDGjxvv//uxxx7jRz/6ESedeBIXXnRhXed/Zsq20rLVi7MfL1q0sQs2VpeF1WVx6H6Hsf8++wNw19138q+nHmf77bfnX489oX0fhir7IU0JEg4//AgKhSJTpkxh7dq1vPvOu+69FLfechsAU7eeCujMNz2VODg8DhatiEl10IkxIrDchlC4SikK+QJNTU366Xo/rrjeV3T0pKGTFcT5GnupaH1xKpU2AWJrrM8vRtFXXNeVQikc9tNte4L3qUHMqmUBxSIYnoUuhIbog1atq2iD59m2vV7hCLX8rkIFvL9CJ6HwlH5319PtBWS5LxXHCeWHmAXZ1z1dzBzHYc6cOTS3NDNixIgenQsadrzzL3dy/o/Ox7ItZs6cyQH7H8DZZ5/Nc889h+M4FRumajyBz0KC/nnvd3ls9XN4/fXX+cMNf+CqX19FS0uL/0xD1/mM+1GvxG1yvb9N08SQBttvtz2TJk2KPRcqLdxuETH3vXMc7R4JrS11kNLiZOzYsTz91NMkk0n++c9/cuAXDtRJV+p8DJ8ZjOwvbJ5vz1G+orVLrrItaXi4WNBQ1hbjJ/H4k4/z8ov/xcAkm86Sy+V19iQ3640wJFJKHEeRyWS47GeXcfq3TmfylMl88MEHXPazy3jjjTcA2HnnnTnn3HM4+qijueaaa1i0aBFHfOkIttxyy171B+KtI6lkOeQEVaH8NmTygs5cJ4lkAtM0Yy0XISQm5ZAeKQxUTOyvBysHGcvl76pYecK1YhW+G8Cz4JXS8L5SLvFKhMeplvINog3e8cVCsSJ8q7uXJcj2rQZNxV0nrh2h+wYgdc9lAOHnqZQeN9uxu/VN1pJYFnPcpiHmuDjx4EyFQgqJMCTKfY+UUNS6RG+txY8//hjlKCZMmNCr8xWaWLPbbrux2267IRAsXbqUf/z9H/zi8l9g2zb77LMPn/vc55i+83Q/q1zc8/usfbsVc1JA29o2Lrr4Is4666zQWhRiqv8fUbTVxBv3ZDLJwEEDWbBgARO3mFjTJRf9d+x1A4TTIAdBSYHs5tx6XFGz35vtpxI9/Vun48SExlWT/x3L1tY7EM//WspZdK3Ns2Z5B8sXrmPx/NWsXdrB57b7HH++7c8cfdTRPPHUE+yx2+6+xeTguErX8tnCU6ZsyZjRY/jg/Q+YPHkyTzzxBC0tLQDMmjWLmTNncs1vrwF0tpevf+3rPProo73uV9BqClqbHgEJglBjwK8XXJhrWC/d3buzs9OHYuJ29ALhhwFJYfjKMU5CSi4AScfNmlBbnXB/vfMBhCFDyjoMX4Z/4vrnSaFYIJEMQ8ihYyP+52pjGbfjjnNx1JI4RetJFDUQiIp79Ebi5ovXlsrNQjfWrefjFXpz5T2j2GNroDn1yLJly1i9ajUTN59Yd8hG1BqN25QOHTqUM751Bg//82Eu/emlFPIFfnf979hn33244YYbsG27rme5KSXIVPf+W7BgASeceAJbbrklXznmK9XP3QBz6LOUYNv7D+jPmnVrYhVp0Hjpycao7LKKMSR6aNT4T0coho8YzuTJk7nzrjvpP6C1R9cTqo4Z2NbWRktLC0uXLd1gqcKCFk0wo5EHHXeuy7N2ZSdtq7pYvWwtXR152rrWcdPjv+K7p36Xy6+9nF//+tfsvdc+evF2c/x6eYIFAsM13D/55BNe+M8LjBkzhm+d8a1QO1pbW9l11105+5yzyWQyTN95OgBvvPlGj/y31SZCqJ/e145ySUbEwnWh83s4MebNnYeZMBkzZkyF1RhNvFChCGr0N2gZVCioIBlICRzL8TdP+rr4uZiROs43ao3FZdaKSxjhjfPHH30MaKJCtxZtLxalahZ33BhVU7ZBGNkbv3dmv8OgQYMYNHjQBmFKhizpSLIRL7Qkzj/oW1Pu+XFtdYQTunbwvN5YhG1tbcyePZspU6ZUXUeicH41n3k1xmn0ub311ttc9vOfMXjwYK695toKf3mte2xsib7rH3/0MSeffDKHHHII3/nudzDkhvft/y/Km6+/ydChQxk2bBhQ271TzwbPR0w93oEU/hpU7/ONzm9H2aF3xHs3hJC0t7UzdMhQ1q1bV1M/fqbpGj0F5Ctc10+bay9oi3bBGj6avZC5/5nHnMff45N/zmdwbiTP/ud5fnDeD7jgggt48KEHgbJ16EFiCqUHRChGjx3NV7/6VYYMGQLoaiOmaXLDjTeA0M7utrY2stksM2bqTC/1VC0J9aWbh+j5Y4DQw684LrIA99S67erqCiV6CPrZ/HsEIdOIDy4qZfi59mLvkcCU0BsJpCZlSamVrEhInYvZQD+XoDXm+3RV+QcPeg1bgt7vYqlIIpnYKIo22u/Q54E40zj2tucrDcWmChUav3Kyi561rTt/o/8MIqhIhbUdVE5eWE/wsyrPOmRN93Bcg6kYay1IwQW1Lr9cjQ2LUjB16lRumXkry5ev4Fvf+haLFi2K5QMUi0Wee+E5Fi9e3JNurZcE2/7sM89y0okncdRRR3HOOef8/0bRFotFunJdtLS2VHdNUbkpqvkeCO2qEwkBCcBQKNlzJMB73/xNawDu7w4tipPPxGdbMVCub0/ZCrtg09VeoH1NjpVL17BizjI+fmMey1YvpTPfSUFZvKieZ+y40TQ1NjF25BiUrf1NEPZp6cWnvCsfN34cW265JatXr+bwww9n5x135vjjj2fmzTN5/733GTduHNtvvz0PPPgAjY2N691HX9mFFFv5mIodnGc9ip4vxJ50dnX6yjZ6n95YI7UmeNSS0zs9NzOVIUGELfioEgiGPOjzI99VeZ+EEpQKJdKttbOBxRGegjvj7nbJFVZP7GGBMKYa/veq9wj47OrpS7QPFcdFwn0qSDV13qva+b0Ry7J47733QqkYu7t/d88m2o9ai282nWHGH2/msl9cxleO+QqHH3Y4qXSK5qZmPvr4I/773/+ybNkyBg0axJo1a0gkEvQf0J/hw4azbNkyWltbOfiQg+nf2p/d99i91xELcbJ2zVquvPJKXnzhRX54/g/54he/uMGu/X9Bkskko0aP4t133mXKllNqspFrkfHi3jsviRDoeSwDed+7k5A1HbFJe7s2b3JlW6loVQBKVhQLFrnOIu1rOlm3bB2rPljO/MXzyBc8trAkva6J2/92OxPHT2SLsVvopBauNRWU6EImheSKK67g8l9cTsLU/r5+Lf0oloq0trb6x40ePXq9+1lrlxZ7vA8zK3/n1NMcxB6julrMYiyJp5uQgrgJHiThEMd4lSAcwCgToaIvQ4USq0bSivHhgN4RJxKJmuSluM1FlAxV69hQO2p4W7zcwsH+xR7ns357FsZRS5FoBV/lu16Ei4QUbZ0kq+42cR/O+ZB0Kl2RirGedtTDEveOjx0nd141NjfR2NhEe3s7HZ0ddHR28PHHHzN0yFAu+ekljB8/ngEDBlAoFFiyZAnLli1jwYIFDB48mH/961889NBDLF60mNtuu42rf3u1z/vorSileOJfT/DrX/+aKVOmcO/f762ZpOP/FYl7jqNGjUJKyTvvvMO0adPi89a7Ug1di72XkAikj7z5CUHqdBv4c7DGu9OT9XmTK9swAzUAJdsOynawijbFvEW+q0DXqk7WtK8JKFotzSsGkGtu48P5H/KDC3/IVVf+CpnUO5Y4X06QcXn88cfT1dXFlElTyBfzrF2zFqUU77zzDvfdfx8nnXQSm2+++Qbvc8Vn1XxOXtaeXlgUnZ2d3Vrkjps9ylfmPjs4AHsSYbN6iiSOKegq3AqR5WtFfbpeNqqofiwzoOMncNDHnMvnSaXKlm13yUiCL3k1SCrOmqq1mw62G1WHKyFqjdV6iSPtjbYvCl33BtaqR3pqdQf/VkLxySefUMgXmDp1aq+QlTgiXY8kEK527733MHDgQC75ySVVr5lKpRg7dixjx45lxx13BHSqSNBQ+AXnX8DPfvYzrrrqqopz65X3Zr/Hr371KxYuXMiZ3z6TQw89tOacr9bWeiROsVRbezaFxPljAUYOH8maNWtoa2vr8aYjyur2ro0glBHPSy5TcX5PiFfBsevhGr3Jfba1Fi7HUdiWg207lIolSp1FunKVvlOpDDKlJgCeefHf5PN57QvEwVZ2yHcF4UEZOnQouVyOmbfMZMfP78jrr79Oa2srN954I48+8iiFQmED9zheRPA/H2bGtxi780fFSZCJHCdecfBghqEw5K5JZko5od9ePufoi+K3O9DWqrtMj1jguguC+awBF5lwfccBEpX/DL1zFRRyBXB02EB3zOVqi1WtRby3YRVRBV4Lgq8Gg3bni+qJ8untPKpX4pjCwXatXrWaZcuWscXkLTASRiycv6HaEb136Huh+QMHHHAAt916W6+ZvOl0mh9f+GNeeP6FXvl2i8UiF114Eaeccgrb77A99z9wP4cddlhdsPSGGK8wmuQQ9fFH3TwbQ+I2Zd5n2WyWuXPnMmvWrFDZurrQlZg5LpTmI3zy0QJee+V1VixdEXtubxRttbKjteR/sp4tgJASIWVseEBDuoHxqXLS8lfefAVbWZRUEQcbG7tCkYB+IDvvvDOADxt/suATli5dSqlU4qijjmLq1KkV93v++ed7TJjqjWg4dT3OdxSWVZlez1OiujKpqiTwRBUuDrayKKoCeaeLgpPHcopaAVeBdaPWa+iYkKLVTGVP4frHCPfH0IrWEWWFHyL72A6FQkFDyLYTnzyD8AJc1c/TDaOxpwtcNcVdEwYObloCv3tCCPGQCf9nIyrY7sTrT1dXF/PmzmPzzTYnm86Gvof1sFRjJIpEgEYbPIKel2zkiiuvYMSochKN3iiYgQMHMnrMaN5/7/0et/OTTz7hwQcf5JRTT+HMM8+sK0XlxmJHV6wBytlo6EhQarnXJoybwDbbbMOQQUOYO2cuq1et1m1dj7lcyBVYvnQ5m03YjI8++oiurq5eX2t9N6+bXNmGyRcEsqYIpCkxkwaJhEEqnSDVnKK1qTVUbHtQv8FsNWFr9tr9QHbbdm+ymSzphjRFVaCkin6R9KjCBf1yHfPVYwCdDWTnnXf2izibpskpJ8eX7vr2md/mj3/84wYfC29hCib2UKqSSFSv9B/Qn5UrVtLW1hb7vXQftyHMcsm9gEXq4FBSRQpOjk6ng3Z7HZ1OOwWVI6e6KioWeRIlSgGhykBB+De2XZ6/3f2xsfzNgQd5BxfRYrFI0qz069Ty23bLXqwioedTcb/wPetRrLX+jrYlVolUub7vC98ESjaun8G6wZZl8d777zF8+HB/UxvdVGxIyzYqnuUatGDjrPDQOXW+c0opFi9e7Oc47olMnDiRa6+7lj//6c91Z6wLEi17I3GbY6nkeiuO9RV/XYj447PpLMOGDWPMmDHM+WAOdsnu9tnVEsfR69KA/gPo16+fn9Zzfca0t7JJlW3sYLnQoTC0sk1nEjS0pOk3qJlB4wcxfMtRbD/pc2w/6XPs+vk92OmAXdnm6O3Yfv+pHP/1Y+nKdfHyqy+RszspOgUsVcTGxlGeHRf2GQ4cOJAbbryBwYMG85///MdPem1ZFgd84QA+/PBDv2mFQoEzzjgDgK223GqjjElICXn+Jdt9IXo4ubydYBCCAd1vKQykMjAsE+wQiF0eJeVQVAU6nXY67HUUVQFHOQg3uaNur1MBZ0YVraecgqnS/ATrhtShQIbwmcpKlGOkbWWVk5O4P97fwtBjVCwVSaQTRKVa2beqCqrKSxwM66k3EUI1f3BFnG43C0d3cHItKDZIPouzmDeERPtW/sGH+T+YM4dMOsuIESNCYxnsw6Zc6HyegONVNnI/74WiWbFiBYV8gTFjxvSqLbvvvjvDhw/n/vvur+v4DTFOoffVHQdVUigbvSkm+Ew3rnVbbcMZ/XzIkCGYCZN8Pu8nO3Kc7t9lT7z+vjv7XQYNHgRAU1MTixYvYl37ug3Wn57IJiVIVVuQkCBNiZFQmBmTxpY0xUIjpeJAjIRBv3EDkFLQ0JJlwLBWho7uz5Ax/eiSzSSSCXY9YDo51YVEoEhqBppwUDgopQk8HhtNINhpp5248pdXAuWdD8Au03dl/GidbPqtt97iuG8cB8ARRxzBfvvvt0HHouyn9cZB4aX08xYu2U0u4qgkkglSqVT1hUC6ZILA+xuEkL1NikCSkhkMDLJGIymZQThCx6q5aIEghunrh/4Ivz/687AVqETZzyqE8Mv9eb9tZaMIhhQJlEsck1JSKBZJu+QopRTCAeWFGHnnxFiC0Z10NUXsEbWiGbCiKSujST5iYeSItS16+EzjpF54Ofh9b8hJ1e4ZmzfbhfM/+eQTCrk8W225VQQNKCMT69uWetsZbG90z+TPhToY18H2zpkzx2fP9lZOOfUULvnJJey+h1a8m1LKCJoCW4EhCaxAFSSjjfWcwkRZVUGOVEKRzqTJ5/Nksw2sWrUKy7IYMmxoRVKcoESfv1WyGDliJLayEYagUCiwZs2aDZacqSeyXsq2tw+jYnfjWrYiITEcg0xTin6OwjAkTf2yFPMWZtKgsSVNv4ENNA3Kkh6YwUTw4At/J2d3kbdzmMJESgMltFWrs7wqpHJwBHjMW4BLLr2EVCLNiKHDOevss3j77bf5whcP4E93/InnX3ie1159DYBzzz2X444/bn2GKVYqGaUCpLsguVVykOXdWj3jPGzYMJYsXsLHH33M4CGDK8hSHkNPs4Ft36L1GMVKWUghSZDURcRFiqRKY3e55fgyJjZhGr1Sjq8kBaKcaUW4uUgDoTk+4Um4St/2NhVS57V2Fz6JcAsAghfj5lneyoWRG3pYHaSW0olm0YrLGhXME+19Frx+3H2rKULHcWLv0Z1UtXYDi1XFOVFl3wufaWiTElG0yvZzpbJy1UqWLl3K1K2mYggDVXL8wgbeZqinJSw3lMQ9O388Y5oTHKfgWC38dCHDR6yfgtxzzz059NBDOeYrx3Duuedy+BGHr9f16hIHXY/aKb+PHhHRwwA9qbaZ3hBSzR0SRJK8iAxQ2Mom35XjwzkfYjvaGBgxsux3r+aK8eZsQ2MDa9vWsnjxYkzDZNKkSfQf0H+D9CWfz7Nu3ToWLVpU1/HrpWzXx48glChbQG6WIanKu8VGI0M6k6BlQBbHUaQzCRLZBMnmBGaTSbu9hk67jQ6rg6JdBCBrZt1FWWmFq2wQLmoUaerkrbbALikOPOBAxowZwyU/vYQLLyyXStpqq6145513+M1vfsP+++/PwKEDNI0cVbX4e2/F23l7aSeFFEghfeu23nGWUjJhswksW7aMWbNmsf322/sxa2E2cdmalBFPgkBiCIkpTBIigSrqohAATsoIOR48RauUt7kRleFE7rugyU7KV8Z6DAWq5OAkJNIwAukFDVDgVAlRKJWKpJKtgY6X/f71jlW1jWK1uN2e1jiu6zgVVgLdnV8Loq7mV4Zw7eB6Qpmq3TdW0boJabo6Opn34Tw2m7AZKTPlx74LhZ4DyrWiPP22EaymuLEJVjAKhW2osiUVuwGr0rZisUgqmVrvtp77vXO54447uOSSS9hq6lZsttnGqVfrjYnjPbTAu+IIL3ojsOlm0/j9K6IFfKSrfEzR0rVt29vbSaczNDc3kevK4cW11+I8eL+bW5qZN3ceDY0NfoW33kqxWKStrY11a9exrm0dhUKB5ubmussCfub1bH2ClCGRpsBISMy0QSJjkuqXonFgln7DG8kOyZIdnIEGh3XWal/R5q08lmuRyRC7Tlu1lstSLjh5Ck6evNNF3umiy+nEMS2aW5o59vhjeeAB7UP53nfP45nn/s3v/3QdP730pwBccMEFmCKBFEaPFG0ttmPFRAnUeS0rnbpv5UtrayuTJk2iqamJFStWsGzZMvL5vG6PyziUUhfZk0g//lihtCUrUiREAhNNoFKRlzTo3/WbHulf1Afk+WJLqoiF5Ydn4fl0Sw7Kxi+O4PmYDfcnSrMvlUok0ylqpZnsTsJEvfJ16rlmveE3UaJOiPAUgtjjraioVFe0AUg3mPLSD6+q7uetR8L3dX/7dacdCrk8s9+bzbDBw2nONmMXbL9MpmM5WvG6ZSXrdIFX3D/Oz90thB5MkekhI1HSpOsuiLt23D0nTJjAW2+9Rdvath7B+XFy/wP3M3r0aO68484en9uT+3mojPejpMKihOUUNUdC2eHjN3L4Ty0Jzo+EaVIsFlx0BCxLl6fsSdSGl2+5s6OTTz75JDZao5oUi0VWrlzJ/PnzeeONN3jttddYsngJZsJk/Pjx7Ljjjmy55ZZ1uwI+sxJ7cSIMCTgYwkAYEsNN2C9NgUxKX1kWnBxFp4ijHK1kkZjS1OcF2LWaPeu4RBsLi/LE0pZbiu0+vy1//tOfmfXGLAAO3v9gkrkUmeYMhx12GFdecSVvvPHGesFfni/T72ccO9f15UklsfCUbe/9bWPHjuXtt99GOdr3MW3aNKTUVX7y5EjJtP9SecpMKIEhzZAyFYbASBm+hVCRUhGB4fbN+9urJoQCIQ2X9KRwXL9wwlMuLqzlANLWSTakkL5/1hs7PRbljVS+mCeTSWuSldeWbqzaKCs19ntR/0KzXv7PmHkUjCkOHRsgPfnHRhRtxbVqZNXqqQT9alGL1is28eEHH9KYaWRw/8FYRVtvWCz0u2tr9xCWozd3UqzXuxQlwVR7N7p7d5RQFWhX8NjgtYOQ8i7Td2HrbbbmBz/8ATfecGPNe3QnI0eOZOLEiTzwwAN8/wffrysUyLtfveLNa/9vAmREbPS2O2Y+Rvy3G1OiLhDPcu3fvz/z5s9HWTBm5Gja2tuRpPRG0qhvHnkl/ADa1rXR1dnF5CmTY4/1LNe2tjbWrVtHPp+nsaGRpqYmxo4dS0tLy3r56nusbKtO7l74gqJwMqBz6hpoRQtaCRmKklOgqAp++IkUkqRMYkoTiSQhE7716VsKOFjKwlJF8naeLquLolOGnBsTTaQb0sx6YxaGYegyXEmH7KAsKN2+6393PSeecCLz5s2rG+qJKgrvs2AMamW2pEiO3RoLST3S2NjI9ttvT2dnJ/PnzWf16tUMHDgQIQQpoclFUsmQEvIq70gpcYRrYSfASGqI11IlbGUjEUjXwveVq/tvHFBO2ZcnDIlhmG5okY1UQr/gwtDktACxSb9vehHUSleFNimgXwiAZDpZc9EJMtArvqsCpdZStNHr9GQxCm5eFE7omXpsbP/YSNWgqteMwG4+qUsK7fOvUMjhhanXc8urO+2iEgvmf0IhX2TCxM2wC3YZmhVoJSu1191JuO4Fd6EM9aWbsazGwI72oSbz3Ocl9IxtW2G9Crjs0svYb//9+OCDD9h80ubr9a6OGj2KwYMH1816h8C62cN7+ta9/27Ez69ofu2NLdXK4A0fPoJBAwcjlMRQEtNYzvIVy91zKpG/amORyWQoFopMnjKZN994kzVr1tDa2ko+n/cVa3t7O4VCIaRcm5qa1qv2dFR6dKUoTbtaTGBPJKxwKZMoTOl/b7lxs/p7XTpPIEgYSf8l9cvqCUOzkV1FW1QF8naOjlIHHSUNOwPkzTyWY9EysImtt53Kh+/P5Q83/IH+g/uHFt1tt92W666/jlGjRnXfF3cyx6XP86zbkK9Clhd4B5dY5AiEMhBuYgfv3HoTaAclmUySTCZp7d/KmjVrGDhwYAUbNyge+zkYigP4ybwr4OJI7mahAon4g2+CA6ZM+JsIicRDrvyqQEZ1+Da44BWLRZKJpE+06qnUgoCjEKN/f3eh7q14c8Ejomi/ddgq9Qhr4RPLDPrytbzxddvmWvQOjk9Kc6jcHHjnRhUuVH93Y61aL9THdli1fCWLly5hyvjJqJLCKtkod8NmJg3N9zMlSIVRA0KuqWgjfvsKYmGMwg22PfRvQRhhCiIsVfoeJ5lMhn333Zd/3PcPzv/h+RXn9WQt/HTBp3zxoC/W7ffzZL2QFXc+G5THPna+bCLrNhq9EGxnKpHSLkHLoV//fsz9aC6O42iULiC5Qg5lK1KZVIX16RkaoNeP92a/RyqVomSVaGxspKWlhUGDBtHc3Lxelmt30iNlGxczuKHiwLzrQRgSLJc3cmM9RTm0x28H4VqbHknKUxh5K09XqUtbti6ZSgoJnfDXW+5hzco1jBo1kq23mUpbWxsrV65kzJgxfu3L3Xbbrb5+BNIgeoooqIDj+hzcbSplI23XTyoNn4C0voSsxsZGPv74Y9auXku//v2qwmpBizzox6mWezdoqft9EiCV8GFxf6G2tcJVwrWMbJepashQxqjw9d0xDMy7YqHoF42vthjUsmqrSdC3Hl3gvTHxxqKn9/HGTy9y5TlOzP3qvWZwZ+9bzi4hLarIq16jDp9zSOm4Vq2yFbnOHHPnzWX8qPEkzRSlgkWppJ+flAJhiRDMX67+JKpC/iEGcIQXoPsZ3uDVIjjFSTVLOG4DEtt/73OlmDZtGg899FDldxErPLi2xbVx/wP257rrruPMM8/sFbTe0zVYCAneXAx8FrdGbSoYudwO73dlOJYwJKVSCSEEr772KsOGD2fkyBEYhkFHRwez3ppFMpmkZJUYPGgwY8aO8a3Szo5OJk+ejGmajBg5AtM0aWpqorGxcaMq16j0eBWv1x8UF2Bc1/Ujx3rs1qBf0PMxeAxY/bm2ZgGdPQoHFDq5RSA8JSidHZ20rW0jmUxSLJV46qmnOO/c74eO2X333bn4JxfXlRxbCqOiyHDFbrrKuGgfs03STx6hsLFcv0plzdGeyODBgykUCixcvJB+/fv57agMgSnXWY2m/VNC4JmjGqqXIUZndIH0F0XvFk45ctbz+XmpGXXGKMePr9WMaG0ZeWPnKZdCseAr22rSm3Eqb3gqYdygUq+ldKvd27eMlYOgrAiV0oopSqQLLYSR68WGIUUs77gwoHIM9/rDyZZl8d4H7zF04FBaGluwiza27aC8pBEuKhVMVqNrGYuq7PqolR3Nbw5l5nwFK7vK5rEe32bctaqxtoNjms/lSaVSofO8ftRqT/S7/fbbjyt+eQXvvPNObKrY3krcvfy5FIPSfFaK1h83qqyLwnv3FNnGBhACy7ZZtXolJUsbTmvXrmXgoIFsvvnm5PN5Pv74Y95++20mT55MOp1GGtLPp9DbZCQbQnqk1j3WY5ThGJSoL2FDWL5BIo6JiSl0HGhCJPzUg8EUhAYGEu279VjKSZnEFCZJI0naSJM20gwYMIDG5kaKxSLLli7zFe0pp57i51B+9tlnee655+pva4QRXYs1J5QITTKJQCT04uQIm7zKU1IlLGX12NcUlUGDBtHe3u6z8eJJJZUvXJQh7JOpIhanR0jzfirL7rn9DJbSk2UIVPuDK8/XCt29h4JCvkAmlfHb4BOeHPyfIJO0rgU34mN3qFzwozvtUDGH4E90R+62QSoZGr+q708A1osWoO+ZBVPt87JSCyqVuHEKIk1BmTdvHtlsAyNGjCwf6z5fw5QYpsRMGMikxEiUf6Qpy5uyGv7xOIQh2q56GNbRNaja+MWRoroT2/aYsWFUrprSFUrQle+qSKUqpWT6LtN5+qmnu71nrbbX+zmU19NqCnVTW7Se1GyzEBiGZNttp7HZZhOYtMUk8rk8a9euZeiwoYwdOxbQxSImTZpES0sLb76p/bOZTMZP09hb6Q3bPCq9widrxTRGX96e7Jyr+o4C0IcSGpyFOB+mhl5tIXBQmCqBIxyyZtkfYjla2WQTWbJmlt/eehX5tXnOOO4spJQ8+dSTodq2PRUPOhZKZ1yCMDQY9zJ6/bOxSQb8nhJBUekqRAmRWG8finITSNRue+BvNywo2Mag1V5WUho+VsrBwkJiIIPWnggu8oCNPzZ+21C+X76ad1oIKBVLZBv18/QW3VDYC+CFawfvW3VMIgu7E/gtEeVNgwi7KnS/q2+Agv5O/zNE6LvQ8TWs2Zrt9xK1eEZLdEzijg9ArzVJZp7yCVzs008/JV/IM3nzyWC56IQXOZAEKQSGKcuKNmNiJCQiUXbxVPS9woKM2bQENiH1kol6gq5VWIG1xkXB5ltswe23317zntFrHHXkUSxcuJA33nwjNC93/NyO3HPvPf45G8JAqVdC83kT+WjjpNpGJzSeQtDQ0EBDQwMAW07dsur1xo8fT2dHJx0dHWQyGdra2hgyZMh6tS/Ynt48o14D1kGf48YU/yULLHay1n+uZWsKE9NlKGeMLI2JRpqTzTQmGmlMNPrW7Yjhw1mzah2DBw/iqWefWC9FG20zBPxpNcTz5/nZkmwN45oiSVpmaTJa1gtGBr3jMxMm69atq5kE3bdiqfTTxjEUQzGelGF+v61SK1YNiVsoqVxIsVzI2UcuMNzEGNqq076koNIWFEqFEHzni5eDOVJNKC6G0v8uYsGGv9N0pigprNp14t6Deog3vrKkbHFUk9iQscB33Sna2LYHLOZaCkYIWLZiOUuWL2GLSVtgmqZPbJOmwEzp4iGJjImZMTHTBma6rGijMLmX+zuqEKOQvDcXfVdKZPH1zttQ0u0GxL3V1K2msnzFctauXVtujxKUSqXYZ6SE4txzz+Wggw6q+G7nXXbmvffeo729fZMq2qh8VorWk55seOqR/gP6s3DhQtauXVsXwbVe6e0z6hkb2eN3yNpKNm7Q1ps9h/bf1YpF1Dsz92+F9pdKiaEMpJCYMoFllPz4XFOYSAxefuG/7LXvXrQ0tW6Q9gYlCDdGmaWeeL7ehNCWOFJASZFKuLGwnnHVgwxJ1eS92e8BMHnK5KobCxkYZ89SD/UJbcmi0IpN6sXTECaoskUcLFTvKS2p3IQVhun3SwoDQxmudSYD6tojr5RhvmJRE6S8Nnj+HD/kJWAxV8vQ5Elc38rf1d6H+v7cCNkEqliuMQ0JZlPy5kDw2vWSpOqJNwyST6Bypx78LK7ty5Yv45NPPmHK5ClkMhkcy0HaAkwdFy1spXOcS9dHm9Swsec+8PviuBs0HzEJtyvo3y7fP4CmRDgjtd6Hnr4rtZVsub1KQaGQ15u/QoG7776b1157jXfeeYdPF36q697+6McceuihoWvvs/c+7LP3PhXtGjhwIBMnTuTxxx/ny1/+co/a/P+iVCOp9TTEasSIESQSCRoyDaTT6Q3Wrt5atz1UtqJC0dazG9qQu7WaO/+AUhZCYigTEwtbJEiqlPZ/ilIoVtcUCcaPG8c9f/07pXNKmmq+IRnWVZi8UX+Ot9gq5SANA4XOHSylxHEJMevbrvHjx1MqlTTBZfZ7TN9letVj42DNCmhPCA3ZOgrlbmyEaxFrqpPtKtzyefoIA1PZmDLpX99wNz7+ca4VE1xcHRzy+RypVNK1Rt2FuJ6QFyph09AzcCF0iahob8XYBDZN3gYwFFMdYLn693B/CaPG/A0o2ShD2XdBeJeL/Cb4Tory51FlFu13PUSilStX8vFHHzN58iSamppRJUdXb0qAtJXO6Z2gHMLlMsy9vurqMhp1CKYmFULomFupN0z+M3IVroq6LQJzYWNYgN2RojwRAh597FG23nprbr/jdp577jkOPPBADj/8cKZM2ZK33prF+RecT8my+NIRR/ht9u4RJyeffDI/ueQnjB8/nm233XYD9+z/lsQxunur4AYPHrxB2hRsR2/nXo9gZEeUGZs+9BmAgrojPmwsCZFhPIKMo+NxE1KnIEzJDGmZISUzrFy8micfeprXX3wTq2jz1a9+lZbmFmbcPMOHHTeEQxwow19VrFoov+TecVCOefUSTdQdFuDg+4yjMnDgQIYNG0Y+n+8WLq81BrGwa+BPGxtLFSm6iUgsVSxn88LWiUaw/E2P3vgYfjpMQ5ihPNne4loo5FEozKTpx6z6JCYRZuhW65Nua9mq84hIQUJSnIINXcdTtHXOE+8F9cPZHCfe0o3c10MHvH9DeR44sjLtXAjOF1SMRxzi1N0itmr1KubOncsWW2xRrpQSsGCNhMRIGRgpA5k0MBJGee5aDnbBxuoqUeosUcpZWF0WdsEup3S0HJ36URF697z3pty3DQsx1ite+s5gOk8kLFq8iHHjxnH33Xdz0EEHccLxJ/L5z+9IY7aB6TtN59qrr+U3v/k1zzzzTIhQGuWzeLL3Pnuz15578cgjj2ySfv1fkQ1JtP2s29FDNrITDn1w8OuVQvc+p40hIUtFeYuZ3j07jkLZYKAXcFMkmP/BfE792uk8/uC/+N1Vf+Drhx/Li8/9h4suvog77riDGTNnkM/nUUrR1tbGtG2msXz58vVvZ3eQoPBg1mBITfyi6Z8TB6kLEcoMFSdDhgyhvaOdeXPnsWjRolCZwbg2hT6LWHChe6MJRY5y/JzUltK5kMvHROKNg3BhZPPm9ce7jwch90biaq96tU2rKdxqSje6menOz1pxvigrzmj+3jgCVqXvXGAoE0daNedHVFEE7+39uxbLefWq1cz5cA5bbLEF/fr1KysctyaxNMthPRo2Fv6KEla0FsWOEqX2IqXOUoXCVbYKKdzguAV9/8G+bKzFtxrpUwkNk3vfbzllS5555hmOO+44Hn74YXbfYzdOOulEfve73/H+e++zzdRt+P653+dXV/2qom+h/gXmRyaTwZA9T17TJ/FSi6y2PtJbo7LX2RL0woqGh6RbTq2az2cjMeziFG0tcohSDu+89S6bbT6B626+loxo4LF/PsaFP76Ic885lz/e+EcuvOhCrrvuOpLJpK+EqimjDS1BqCwIA1bNrFTDUq4lzc3NTJkyhVWrVrFgwQIaGhro169ft9eIspUr7ut+a+MVgfcSkrjZvdDWq8Qg4abWDJ4HQd9YJAEBikKxgJkww/BihB1dy7r152vUBFQu/OnD5ZF+x6ASUcgxaIVVQJEB4k+or5H+RSXqu41CqSYJws2KvgOqQjmFWPA1rNo1a9b4ira1XxkF8RNpSHe8IrpBlZyyoi1qhVrKWdi2Lv5tmJJEwsBMGbqdUiCE206h1xJQsZV6gn3tbk1ZnzUnVuEGyHQA++y3N58u/JRbZt7C9ddcz6ABg3jp5Zd4+ZWXOfWMU+nf2p9RI0axcOFCiqUiKZGKzecbhCan7zKdn/70pxz9laMZN25cr9reJ5WyPr7WaiF/+oLV0co46aHPVpYXACUqFknfrxQ8ZyNS2YMLXjDYv3ItVX4hgs/v9jmuv+Z3LJj3KaNGjmbhwoV88/TTuPa6azn+uOO55+57WLNuDbZt8/BDD3PNNdfwztvvMHTo0I3Sh1B/IkzSWorWUTYlVSIle+f4b2xspLGxEeUolixeUqFsq90zaH0JJVBubVbhaP+yEFLnPxZCk6W8BBUuRJwQSUwS2qJBuTU1ZflZCnccYuZMoVAklUyXY31j/Hl63MJwcTA0yIt9LvsOlZsqUiKkRLlJSYISZAsHJapwY8N9Is/Pq0zV3TsRuleEVOTevWJDojfAgWMkoCqt2Wrt92TNmjV8+OGHbD5xc/r3K9f+DF7bg4qD33mFCRzLwSraWF0Wuc4i+c4itqUXqUTaxE6ZpAHTLTKiTBFiZUN43QiGX3nPO3pMVDYYwTHgjw9xVYTg5JNPpiHbyA8u+AF33XoXBx9wCAftexDFYpHX3nyNTxd/ylFfPoqETOixUyJ2M+g9hz322IMjv3wk3zrjWzzw4AMkEr1DcfpESzR+utfXWc8cB570TNnGwcSyshObzJ9S5T6ewvWy1djKwnKTQwwc0p+jv3Ek3zj6+NDi8fVjv85df7mLDz78gB//+Mc0NTWxZOkSAJqam+js7CSbzdbvO+1FXxzfaolXstHFRbpEmhD02MNFZuSokbz5xpu0tbWVfXI9FGUrEOBIHccrhYFU2oI1fCWbIClSSGVgF20cR/n9dDySTJw17SpSKSRWwSKTTvvpK6uFgQRh3pA1674znmLQdTx1ZiJNhq6c31XRgyChJwZhqehHhPQUvE6391Kg7ICf1/OJCse/bohcRH3hP3FQ5po1a5j74Vw222wzBvQfENunisQY7sbFg4M9yzbXWaSrvUAhV8Iq2jpZi6OQQmAnDEy/BGD3ba3Vh422mY8o2oqwJCU4+stH8cZrr/Odc7/Dtb+8jlQihcTg89vuyE6f2xkjId1QvrDlHq1K5PXhjG+dwcMPP8zrr7/OjjvuuFH69f83iSNF9iamOHqO9+/Zs2fXdX6PfLYhIhJlf2JQOcSGPXwGZAZP0epqNcHMRIoTTjuOYSOGhc499bRTueuvd9HV2cVRRx7Fyy+/TCGvE0p887Rvssv0Xdhrz70q7tnV1cW0babx5z//eb3a7hF8/NCqKr40bywdHBIyVXURr1dM06S1tZUVy1ewaNEiv6pO9H4KVSYlBRehgA8URxOdTLQFm5SpsjUrEhiYOMUAKcZW/jWILLwe2c1xyhZTsVAkZaZRJYUqKZ881p3vMU58hev+4HgM4kDYUVTxBpCd0LVEoB8xUuF/jDsm5juf8BeEagOb2yCJzEMdlChX3emu5md0zDyLdsJmE+g/oH+NMyMWsrsZ8J+VpXBKDralfyw3naNjOTGKu7rPOXxcGMWolUFqQ6w3td4prw60tuIVF513EQ3ZBi6+/GJKXaWyP9qd647lhLgtoftEkUAh6N+/PzNnzFzvPvz/QYIbxnqfuxf1EWX8x14/wOMoRyBICoUizz33HD/72c8499xz67pvjwsRBH0Otay8ahVGYANCPDEU8aB4RcsddPiJQPgpHZOJJAcedCDf//73+fnPfk5zk674cM2113DPPfdw3nnnkc3oTEVNTU2ccOIJDBs2jPnz53PB+Rfw17/9FdDpHAEmbjZxvfsTm9NWlC2yIGwYLE6wvqS0ln4tzPlgDkIKSsUSY8eN1ffWOLB/Dy9eVpfYC2gAT+nZOmGFESi/B7gpNhM4pfJi6+XN9YoRlMcgCANTtkptRT6Xp19TP19JCygXPPDYup7fNRAm41/b85k5LjHJPcBxFMJyy/0ZgmAptrpjXoU7VjEKrkeQcfQ8b/PhJQGp4VoIFiNA9NzqmztvLuPHj/cVbTCEqdv+eMXh7UqlIqTAQBOpzISh0zkmDURChklcbrGCWtWf6skeFReiEfVV1/NM4lAH333hCJ0TumAjbMnF3/0Jx599HP9+4Tl23n5nkinTn+NCaIsfaWj0xgivi9G2pNPpTeK2+r8m1Z5pd0SoYLgZQr/Twfh4z30VlK6uLpYuXcr8efNBwPLly1m2bBmHH344q1au4pKfXoJAsOPnd+T3v/s906dXD6P0pMdxtvXAqGVfWXlhrbjWesA/cedW/F2FqZsQSRIiyfjx4/noo49YtHAhv7rqV34aQyEERx11FF/84hf561//yp9u+xOFQoE//P4PZLIZcl05LMti3bp1NDY2cv311wOw+Rab96ovFX0IWHZBP2ZcHzeUDBw4kGw2S0dHBwsXLmT0mNHa/xrwjymhvAJxWCgSSA1juoukJ46jkIZXNEJPaj9m1vMzSldpuEnqvdjtMkHJW+TL+lIIgWVbpLJpXSfVGzOlKl4UKL9AuoKSCC2WeEpECd+q9SBQKXVyDUXZmoq9NvHPI+gvjiN5ySr+4GoihEAFIHf/WhFfbXCDEISV6xFvntmWTUNTQ8V3FcdHNjYhcav6SEOSSBok03qJUUphGJJUJkEqk/BzJQvPheDNiRi2sQj4uf05ElC61RjE/vmR9aLX646raKWS2Jbtw+V2yea5l15g1ZpVLF6yiGLBQko3baUpUWYY1tf/1vNj1apVPPPcMxx88MEkEglWrFjBO++8w08u+Umv2vj/snRnXFU9T5V/S3ddiNbJFkqwaMki/n7v33nxxRf54IMPaGxsZMTIEUgh6devHy0tLRz79WORUnLmt87kmGOOAUlFvutqssEq49bacXZXKainirc7ElaYyCD9FdtAQ5yGk6CYK7J08VLOOP1bbLfddhzwhQNCqdQaGho46aSTOOG4E7j99tv5401/ZNiwYViWhqL33WdfhBAUi0W+fuzX6d+/NuxWt3gszJjdeajP62nNRiWbzZLNZlm4eCFLli5mxPCRfjvAVRQIHCQK2y0iL5GGgbQDLGrbATdtppSGLhgvDL/OKdKNY5X4BRdsxwpZzCLwGwOfWFIoFUikDZS0w6n7FLEK15+T/r1dhWsIpNSFKhwRgDZd2FoY5QW+llTb9MVZg8F42SC7vVZokP/vOqxUT+H2VjxIuRYUF2Xkhkr6BfNRu2FByZReXsyEfv6GqZVtIm0ik0Y5bEgKHU7Ug2QVPeFOrI9yjebEFkr48LH+cSh2lbjiD5cDcNeDt9OV7+LrXzqWpGOGNwUREtjDDz/MZT+/jK6uLiaMm8DUbaby4x//mL333puRI0fSJ7WlgvVfhZjok2bdymNC6Bzf9z94P4sXLWbE8BEsW76Ml156icmTJ/OVr36Fffbeh8bGxtB9lFK8++679O/fn2HDhpVJoHXC1xtE2dYKu4l7Jza0D7ceSMhwqwB5KQWvveZapCl5f877HPOVY3j22WfZe++9yWQyoXOlKTnuhOP44iEH8te//I177rmHCRMm8NH8j2hqbmLKlCmcd955G7Q/Qumyc7UKxm8oYkj0OmNGjeGjj+f7yjYqCq2cHGFjK6GzRiUkuGXztKXogBtKEyzyLAwBSitQzzftuMULLGUhcRORiEBxeNewLxaLKOWQSJkUVQGThJ/8IsiEj5KFgv494eBbXkilF3hb+uEq+jrxsFJoDLoZ9wrSVMg35FSwuiG8Ia0HuYmTCh9zL1w3Vdm9ceQuF7aWbhYvYei2SyVRSUOzjQ1JMuVC8lLo5BemmwjDs24T0o8aqKd9vV0/evPORBnSjqNQJccngnn+2Ptu/Celgs38BXO59s+/5pFnHuLLBx3J147+GqYbHxWFyp948gm6uroYPnw4U6dO5Z133mHe3Hlce+21verf/+sSRPscy8/1quthextqN31skIQGsHDRQu77xz+Y/9F8cl053n7nbXbdbVcmjJvApws/Zeiwofzwhz9kr3320nOZeEU+ZcqW5fC3iKu0O9lglm1I/A4HCC+ieuM2NDwa9Ld4ilYv2mW/F+5OetKkSZz1nbN44P4H6OrqwjAMkslkxTUHDBjIKWeczLafm8Y53z6XHXf6PHM/nEepVKy5MPdGHOHQZq0lJdOkZRapZIh5mrM7yRqNG+Re0bFvbmmmmC+RL+RIp8obDw9CU0rX2JVKYLk+StNIasjYcRMUoPzao/q8svLyJ6pLXvMK1TvKBqGrBXkErGDL8oWcmzkqYF1VGfdYpqGXWQtQBliqhFIOhjQRCQMRsIKVq+Q3lARhXs9X7PUvaKEH4cW6r10F0i4nRilbZOvznoUg/kgqRcDfxAhDIpSjCxC4Vq7huBsuia9g/Rq37nHVqJpxBMCgwq3mw+sOWu5x/z1/caDghd5Yul0zJIapmDh+c274+c28O+8tbrrzRl57+1WuvOxK+qX7VVzzN7/+DR8v+JjBAwcjDMHzzz3PZptttkHy+P7/QeySo+eOGS5YUsoXeeifD/Psc89iWxbLli/j008Xsusuu7DdttuRzTbwwx/+kPHjx3frfgxHGpR/BxVuvdLz4vFVQh2CsYyh3wGlu5GiZqpKsCyc4Q0UCiWV/xIrFLvuuis33XQT++y9DwMHDuQPN/yBiRPDhCe9ODpstfWWlEolXn7pv4B2pG9oSFcgWFFcSmtiAJaySIs0ppWkZBTIqzwJEY6/84hgQpQrH/VWEmaCQYMH8d7s95k6dSqmWZ4ipkhQdArab6sUAm2h4UDCSKFK6OftkZoUPgQM1Rc74cHO6LzJwYXdU5zFYpFkMulmdQrXhfWVVMBP6VnGnt/XO06i0QrQyTdQkDC0tdWTF8eTmv5LAi9rwP+sUP7zQrkJMXrxfgQVTpQsEsebqEfh1irBqLvh9SfGn+27CAROQmIYAhkgTJUzT7nQcTeKtuKeEelJjO36EjSDMfChaSJdi92QyJS+h5k0+Py2n2eH7bfj0t9cyqlnncoNv7uRwUMH6bYECKZeHVaAFStX0NHR4c/1/79Kd5slj4fhJVQCaO/s4Kab/kgun+Opp55i8ODBHLD/AWQbGhg6ZCjTtp1GS3OLf61onLh/75i5Fpf/IPp9ff2q48i2tjZaWlpYumwpzc3N1ZWtE37BdcNE2VcmAp9553fjm1wfKVsQ5Ryz+v7l8A7Qi93LL73MN7/5TQC22247Zt5SSb0vOHksVeRLXzyKZUuXATp05u577g5lfHn//ffJ5XI9TigeHIdP8h8yOr2ZG7JkYwoTQ5m6XJ2ySKBfRs/ibbfX0WToyeQo21e4vR3b119/nbFjxlaEgHTZHX6GKM+36sXQCsfQEFvQovKS08f447xNgoXlx9ImRBJDmH7FINAvwNIlS1m3bh2TJk3Sn7lElXLuaPx7BBWgBzl5LFkh9CKvpL6+7x92hP9CeWFjntRSqNW+i2XOSpg3fx5SCkaNGVVuo9eGiDUKdbhIYhiZULkA1JPm8KWXXmK77bbr0ULvh6I5ZavPTxoSVLTu/T1CnFesIPi8/GvWsXmNKs/ulOn6KNtgHzV8rMrkKPfHKtp+nHwiYSDdnNHSFPzkFz+hUCrw299eE5qnAEuWLOGC8y9g4sSJfPfs73LWt8+ipaWFq397dY8Qjp5KLZLfZyUVc7gKe9z3mxdt3n73bd546w3+/e9/I6Vk8qTJ7L3n3my//fa+3gm+z0IJnnr6Ke6//346Ojr80qOFQoF8Lg/AgAEDmLDZBKZNm8YO2+1QM7mIEELXyh06hHXr1tXMVbCBfLbBf5ehFUBbka6vrOI8b6eyiR54ucybEyKTOMqmaOmY2s997nO8+eabvPrqq+ywww7ltgYWhMO/fCgvPPMiLS39mD9/PvPmzmPs6HH+Q33iX09w88038+ijjzJ02FDv5nUTQBSKgYkhmsmLLg0IsMZeQcku0t8crBc3owyXdtntNBktIUULvd/MDBkyhDkfzmG8PZ7Bgwf710iIBCgwhOGHKgkX/JUusahzSRfZwZnQRszL7gWBhdetmGMq0AaRToAhlPCtPX28pFSwyKYbQqE4YfKJvoeUYX+rEqpcacfbbzkKgUFCmt6Al63gbhb/ehapOOjJu79wBNLQ/QzG+vnPTeCzsb1r1bpX9B2KU/L1KNrgefXOl6gVjVvmUJPaqFQWXn7jwOYrSLqqh5RWqx2hvvTA6u3RvYRASkAKlCn1XBJCJ69w0Qlh6DzRmgQm+NEFP+KwLx/Ga6+/yud2+FyoDT+95KcIIXjmmWd45plnOOfcc7jg/Atob2/vdZKZesQn8nUDvW8KieUouMhYXP4Gb77dfd89/PrXV7HDDjuw9TZbc/ppp5PNNrgkTS3BfAsKxb33/p3Lf3Y5p5x6CmPHjCXXlaNUKpHOpMlmsigUS5ctZe6Hc3n4oYdZvXo1u+22G4ccfAjTp0/HcCMtesMd6FnoTyRwuDew28aOva28XxlKllXSbikU06dPZ8+99uTfT/+bZDLJKSefgpSSu++5mwkTJiAQOkmDMvjSEV/m1pv/xAP3P8gD993PLTNv0XUqFeTyOW6++WYALMsKtKP2pPY/dzQslZZZ3zcGgAP9xCDaxRpsZWOJEmmyfvsHJIaQd7pIy2xl/4ROAiES9U+OESNG0NDQwPvvv09jYyPZbNYfz5QI+JQ85eDC8kIKGoc34KWnw7V4ALdUoAgxVw2p4569ECG3Th4QKLPnJrRobGwMKz6hiRChvqownOwfZxCGuG2FbZeRl1pwZqwPOCAVZIoaL6IQEsdyY31d0p63GAQ3Sr0Jc/AVdCBeu17rKLr49lR8xmewfm3wOgF0q5airTnO3Sxu9WxKeit+KlipOyoM4aYlNRCGg1LS56oIQcgv3ZJu4dhjv8ENf7iBHWaWN/ALFizgrbfe4qpfX8X06dO5+uqrueD8CzjkkEM2iKKtGc0QE3f8WSncEIrkQbYeShpkuYuy22j+/Plcc81v+fVVv2a3PXcDCCFd3jlBRWspi0lbbsHoMaO59ZZbGT16NFtuuSX7778/u+26W+y7Mn/+fB544AF+fvnPsSyLbaZtw957782+++7bY6i/Z1V/hKpcxDbA1Teaog28uF7WF/8n+p8QXPXrq9h///0ZO3YsO+20E2PHjqUh2xC6niFMBg8awvSdp3PnHXcwderWLFmyhJv+eBNr167jqquuAuCaa69h5Kgyo9erMFNrx+1Bnt6iG6qIIwS2LJGVjSSlLhkYFFvZJET1h+/5KXsi/fr1I5lMsmbNGv+zBEmfCez9NoTpbwwcpVMxaqgQP47SQzyC0JtdsHHyDpRAKsO3/r1Sjv54WA6FfKFicisRgVyDfpXoRs4tC+ezkcGHO3G6n3+xbNyYz+oVnXVJZ8EKttVbGELH9kr5hcOPggtr7PE93KVXWLUV9w+4EAyPgVutrd34ievcBESNgQ0hwQ2M/5k7tp4y9UoMej9mILTJm//77rsPr772Kvffdz/z5s1DKcUTTzzBNttsw6BB2pd70kknATqJzoaQnozXhh637u4X/cyfT268u11yYfqc5bK/yy6JefPmcuppp3DSiSex+567+9fS64FGFrz3PPguSQQTt9iMv/zjTv755EN85+yzaGlt4fJfXM4JJ51AR0dHRZvHjx/P2WefzSP/fIRf/uKXbLH5Fsy4eQZHHXUUS5cs7VH/ex+Y191VgyWxqjijN8UuymPR+uQh9z8/bs7bUQuJYRg4jsOcOXNYu3YtZ555ZhkGDl7PEQwdMpTZ773HSy/9h9VrVjPz1pnsudce3H/f/QAVeU2FQbejXVR5XapMlElCXppJG8tX9kF/s9emhEj4EGzci+PUoVDipLGxkdWrVvtWuhIeG7NcwlBbaQGFIS0/H7UjbFfpuokJlPJfIqvLwspbfmo7bQy7fnbl+H4/HCgWiiQSSb9esSdBhRuXFMEjWTnKxhFOWOHKoGUbRlyqjWN0w+ndI078tIn+3xGFE03mH7D0PEvXT8PYjWKvGR8bUbRxC16916q4bySeUQhvU0NojOMS4lT4uWsQoeJgxmjaxu42FL2RqHGhEZDyJsJXuIlwOJM0ha9oV6xYzhFuEfn77ruPE44/gS9/6cs88s9HGDFiBIWCdmG1tLSwzTbbMGr0qA3W/jjpzuL1fm+MEM0oYgPlZ+ltrPV6YFPsKJFblafYoUszepnj/v6Pv7Prrrty6jdPrXT5uM8oyrvweBHSRZMamrJ8ftfP8e1zvsU9/7ibxoZGzjzrTB599FFWrVpVOS5CsMMOO+i0vn+5i1QyxTXXXtOjMdogPtsghCSiSG0VRQv1w2PrK0EGZez3gc/P/PaZjBkzhltvvZXvfe97DBo0iH898a/I8YIJ4yfw9jtvc/ppp/Pkv5/k008/5fRvfZMbfn8joAPWd9xxR0aOHIkb1dKtJEU6NHkUig6nDYlBVjb4ijYoCkXByZERDeD7RisXT6tgYWZ7zlLebLPNmD17Nh/O+ZApk6f496wmnmKzKVtopjL98CDhKIStySTKDlh1UmA4Cm3gOn7oEOg+FQoF0slU/D1FPMwbJMjpDxwcoRm3Gq0uK+m4xbwiTWEATg4lTumG0BNWuALHsf13JvhdkGwVGuNI1ZvQtXsArdZyXwTfxXosotDfEQvaI7Y5Lts7GCJUr4KtJRUpTT3i20a0znyY3XVd+CUGA3MvBN0HYPPDDj8MgJtn3MwOO+xAsVjk/vvv5+eX/Zy5c+fyhQO/4N/ntj/dttH6EO1Lte/i/r0hJeqK1CiPSzxzU2BaeZtVi9swEwbJdpNsvzSO5ZBqTfP6669z4kkn+KTXiipdwQ0gGurX4Yj6mdlKYAes3lQqxZVXXcGNf/gjt/35Ni686EJGjBjBhAkT6NfSj2KpiG3ZJJIJ1q5dyyuvvMKgwYM49OBDe9jv9WQjewOmf9e4kafvApbHZ+mUD0p04VRKMX3n6eRyOQDuvuduJk6cGCLHdLR1cNRRR/G1r32NXXfflSMO1ztXKaWfIejMM89kypQp3PXXO7nuuut7tLB44SGgLR0Pqo1eo+ToXXFCpnCKjhteEbmWSwzqbUTQ2rVref/99xkxYgQjh4+MtVI834jtxuFqy9ZCoUJVf4Rj+DtXLzA9CMeRAMspugUNEtglm2K+yOuzXmfn6dN9yn498yaYtclTlN4ONy7ftCdBVnAolKiKVHuucVDrggULsG2b8ePHh8bO26QElbnjlvsLIhlxvs16rNqKz2P80P/5z3/Yfvvtu/VF1VqovQ1OkEkebHtvlGv0vnFLVjWX1oZYX6L+zWAbulvzurq6mL7LdC677DIOOfiQULse+ecjXHDBBTQ3N/PEk09s0nCfYD+iaFBcSNnGurenaHUBC4fCmgK5jiLFvMXH7y3DMCWNLRlaBzfSMjBL0ShywGEH8PgTj9HS0qKvFym9GJRY4qDEj3aoiAYQinxXnldff5WPPvqINavXkE6lMQyDQqFApiHDnnvuybhx4/z7bVI2ss9Kdfvq7dijO/coVPe/pHA90UH7gmeefYann3qaP//5z3zzm9/k7rvvZsAAXXJMKEFDQyO/+tWvOPOsM1mybAl/v+9ennn6WZ555hnmzZvHVb++ihHDRnDwIQfrc+pYZEIvtQsZK+WghKi6UHlKCQVGwvA6EYG/oE2toZnWXo1Jv379GDx4MGtWraFUKjFh3AR9m8DiitIWqYPSWaF8+Nv24WQlFSmZxkwbOFKUszYJL0eythq85+BBxCW7RDKV0plihBNSSNXINYqwkiz75t1dsKyOrMRZykFrs17mrH/tOqa3lxg9SIrzcwIHLd4aVm7svaOfR5CT9VF+0ft5z0MX/9D3kUFF65LX1icOvKeyvutLdaKb93nta2ezWd58483Y6x74xQMpFov85Cc/Yffdduell1/qdTt7K3FM9aDlu7EUrS9uXnK7YFPqtFi7vJOOtjzz31nER69+hLIVw6eOYOLWozFMyax5rzNmzBiaW5p9ZakJsC6xMIJIVRqGIBzcgjSVkDZAOptm1113Zdddd634bn1cFb1StnG4ezABu5Rh5Rv8/n9ZggtZMplkv33344c//CEAVrHMLLaxuOeee9ll+q7cetOtXHLZJfznxf/wqyt+xRFHfIlf/OJyzjvvPDo7OgG48sor/XOjk7gWfKdhKpdNXQUmjWPCxkmz0bpeL9D48ePJ5XLMenMWI0eOJCES2m8lBQqtaLVFY5ctW0o4keoaAqHr2qYNhO0qLI/Faej0jX5xeKWZy0WrRCqVLPtzI23zLELtyfCKIOi/g+MTjD2OG4eQUqsVJhNRtN0mtoiwgx3lVFzfzySlQLkQV5AsFbTO9Qd6HISXn7gn4S8RZd4bictD61m0Ov2Lrf3z3jHohCWmG0Ndj5W7oTbiUUvN+3c9UjFHIhBsBcITY/GWjZBKK/Kwww9j5cqVXHfddXzwwQdsscUWdfZq/SSkXL0NM2UrcWMZQv51XavWsTQZqpSzKHWVmP/OEpZ8soJ37nuDt+e9RSaVJvlUin2+8QW22mUL1qxcQ7+WfvpagXdABHg4SilWrVrFvffey8uvvEzbujZKxRLFUhHTNJkyZQr77rsv++y7T+xmo9ZYrY+sN0HKc3p7P8HsKNWIEUFH+f+SVeuJ5+czDIPzvncera2tfLRwPs8++yy5XI6Fny7i8ssv54M57zNm9Bhuuv4m9t5jH047/TQ6Ozr45ZW/5LKf/4zjTvgGAK++9ir77bsf8+fPr7xXPSEdgUXRJy44ld9VJT0EJtT6jHcmk6Ffaz9WLFvhWqW1d/6hF8C1eBXluriaOAUioRVtyAoN9KtQKIQCy1XkP++z4G/dhgD5DdPN3RwPQ3r3jV4/dE+fuFXlpx4TNni/wLP0CGceOzkIvwbv4ZGmtPVYvq//PgVIQ+vjw6zFWvbhP89wD4ynrWwcdA3pkipSVAVKqugjHVa03TXGLLghrQYhx64vEeJUtE8bw9IN37/y71Auggh57/M7fZ6rf3t1KHphU4lPHvRqVbtzLNjODSGx4+bVsHZTX3asy2MkDJTj8O5H71AsFVjXsY5VbSt59R//YdWStbSt7dDFYFDett5/N9rb27nzzjs589tnctDBB/HWO29x6CGH8t2zv8uPL/oxv7jici740fmMHjOKq666iuOPO5633p5VQUasa9x6MTYbPDdyrP8rsEtan1i+jSUVhBT0Amfj8LVvfJXZH8zmzG9+m5EjR/DJJwv8Y3bbdTdkQmJKk++cfRZLly3hmuuu4fJf/pxddtuFrbfZmltn3sbf/vo3AAYNGoRdsJFJiQoUBfcsljgilUC4lkAgUUWAEFKPAt1QYy2UIJVIYds2ZtrELtkoIXWxAQW2l5HJhcABbFdhGMIIlZfzauNWgzKF225hQLFUIJ0pk8ei2cD08XHX0OQIX0F44QOGrBqGEmwfVAcJK1iQdcKxnk8/1r9ku7mTBSDKCt7PBx0pliuUAgFSUQErx8FpFf7nAPwWbF+UtVwLOgu6irRVqxWtpYrY7uJlYLg1pTUT1IUckEo/v57A2UEErbdo2fquP3FrXIUE2f8BkmhI0bpzLJEwmThxM7LZbLcoSZzEwZz1HK8rXlUWUffWw7qfSZxPOwYRiD1X4EPJAImkSa4th2WV/GMcxyHVP8mdj83gw2Wz+d655/rtFuhsUnff/VduuvEmxo0dx5577slFF17E0OFD/T4F5fM7fZ6vfeOr/Pj8izju2OO56693scUWm/eYU9DTObThSuxVeThRC/Z/SckGxYNso5PPUTYXX3oRP7zw+yxcsIjvn/MDTMPghj/eSCKlrS2ZlNjK4rvf+w5f2P9AHn/scf793NMU8pq8dNVVV7Hz53cmbabLQdsEnPYSVEnFZ9kKWmqbIBauOzFNk2KpGLCktA9ESs340zCoQiiJIQwcoW1ZDSKG8x7rHXXYtwd6AfbSQSoUuWIXTQ1N/nkQzgZWCw4VSvhp9nxdVcNl6C80kfqwQQn6br326g+cWF+q5wP2LU4iSgzXV23Ew9NeJeGoJEWCkir5iksJ4d8nypfwxsLzrYb6GtdeFVbUFeMU4GQIIcpuBGVjqSIlVfR9t4YuHY9JAksZmELXFVXC87dViRKoMd/jUr5CddSiXli0u2Oq+vgDFr+fOMW7ppdBTwYQEu8/5ZBIJsgX8qH5FHwutRTf+mwcgq6WCr5DzEasmsRtxupqV7DkpSlJpk0yDUmMhMHUCdvwxpzXKKS7KA7t4ln7EfYesy/f+f61TJs+jbzThVKKRYsWc+EPLqJYKPLTi3/Krrvu6pZrjPZTBW5r8K9HnuSF518AYNnSZUyeNLmiD8G+bQhZLxg5DsrrDhr6vyIhZSAUyVSSR/75CNlslnvuu4chQweXj7VBOAaDBw3x2WjHHXu8H6x+3nnn8bd7/uZDXnbO0rUVHYUtLG25JkRscmzhCJ3wwbuX0MrZolRx7MYWpRTZbJauri4d7+rHzupJKoWBEBITEykkhjBJihRJkSrHARMm/Sjfw2e7/1I6Q5Yq+RBkrpDHTJk+iSh4nifVFiM/aYUT83lAqjJsI5ZGHEwd/LvWzth7/lE0whGOnwTEZ1vb+OhAXJ8ysoGc0+n6RiPWSQy8C5R93u5PtP8qYI3V9ll7riLK/XEtcNutdVxSJW3hOiVf8dq4UJ1S/mYp9vo9jPHsTtEGj+lJqFTc+T2SwBALUV5TPDjdUiUsLIykQa6QC0G5ULnJi7YnGhNbaw5XuEV8DoH039t6snh1J77POmYcQ75zNx7WI0caKUm6MUnzgCwTthnLuF0n0rBlglWjF7HT9F244ee3cOEPf8y0Hbel4OQoqSJPP/1vTjr2ZHbYbgdun3E7O+2wM47l9SvCYfB4I+gSkEcfdTR/uesvjB8/njkffKgjNpxwH+ruc50KuXcEqcCEqCrrSfPfVBJlAEeHLWhVfOXrX+HfTz7DpZdcyo8v+jGphKtgDHDyDk5RsePnd+Sxxx9jwScLeOmll/niQV+kqbGJ3//h90yZsiUDBwwgm8qSTWdpGdKC49gkpI4fDZbRK4dLeOyK8A7SEOZnsqlp72gnnUnrjEwh/53LKka6cLJ+cSUCEahSFF3odV5lfbwuTu96dQPHFEsx2aOq9N2rsaqvHTP/JFr5GpWLU3Q37qX6LLe10tKQrkKMCz+Ii1nUiimwQY2wi0NwdwmMlOlC9GV/UtZopN1eF0IDou3yKqIIJ2IFUl5kvT7FWSFxpCLd3uD4lC1lD0J2XJKctnLLz9FDOLyjvX/3Zo2Is6TiKrNUg5qrWV3dsU67g2vL6QTdzV0gaQoSv6iI4246vA2HkZTkCl3YysbwfUvVU1jWtPgjfYuu1YpAlSklqBj+DaVwRdjdI4VR+T4IjQoiwXRVUSuNCCn4dNU8Pnx+Nntsvw9nnf5tBgxvJjMgTVHkWd2+ihuv+yNPPfZvLv7Jxey3934hlKXq2Hhz3Z0okyZN4pBDDuGtt94OH9dD90S9G7Gel9iL7Lyii14oGUHEKvhflOjE1PChniTR3ffAgQO4ceYN/OCcH3LKCafys8suZfx4HQYj0gKVU+y555489vhjAGy11ZZMnz4dgMcefwwzYZBIJljdtppPl3xKYX6ehmwD/ZpaaWxspKGxAZmGtMz6C1E1f1kw13FvF62einBhSsNwIWMX/YyKZ6sCSMoZr7zZYrvfeQpWiATSLWaAsnG0RvTvWcwXyaQzfuECgfYresu2ERmD2NAc75Juonz9vlUqjqgEw1Q81nN5IxRI1hATt1hNou+QVrLh8AUcN+tXDkRGl4j0NiI5p1ND8kKQkQ0+5B66h9IFQFSkkLagHHqjw3HiLb64jYJQlWQkfa9yxq96RVQB1eqxPCsUSsx9yx91/zxiYfIa7agGJYdit6V7jMuy9zKqlVTJVbS2P1eMlCRfzPtJQIxABrnu2hPHCve/Q1X8O+rXR1RuXCvmdMTXX8un671HthtjD2WdEL2el9WNBJDQITdm2uQ/b77IdXf9ilO/fhrHHHEMjf0bSLWmyNHJv574F9f+6jrGjh/LLXfMZMzI0SgVXzKvMuzHg+7Lo/Lee+8xYvjwCkVdr++7J6TTHinbkC/T9dF4O25v4A231mhwZ7aplMH6SnQSSUQodEEgGTZoGDNvmsl111zHN75+HGd8+wy+fMwRKBSlRJHBowYCMHHziTQ3tzBr1izmzZvHyJEj+e1vf8uMmTMYnRzN6tJyPlo7j0Yrg8orVqxYwccff0ybtY4BjQNoyjbT1NREQ0MD2Ww2VGdUE4fKFomnBGrFL1azXmrFY0afmSMcOjo76NfaD+XG0kphYIqEhgZdiKyotK/awEDIGB+mt6N322woE8dykIaBNAwsp4jjTvxSsYQU0i9k7ymm8rUclHL97cEFxbVwpZA6mbntLX5Vh8hvW7XQmGgMbHCn7ERC3apdG6GwbatioxqnLD2SjakSOu2l11d9gt++CrjZy8ON0lrHkEBljGtwl1/Pbj4a8udZtQrlrgNeIguJKRL+eGk2uOHXKq6maL179Abq9RfQSB1t/V1lH9eXqR2LBIjIvaR2DXmwsYbWtT/bs/iFEogE5It5inaRpJH0/dkieL86NjK1NnpxJNDyeU743QmE/3gStFIVeu4FP4PyfAwymkOlPoOhT968CVj6OboQCcnMO2dy1nfO4itHH4OUgqLK0+as5eYbbua+vz3Ad3/wHfY/cD9d/1oYOjrSa39dmxJYumwpZ599NoVCgTO+dUZdIUAV19yYBClvofMWJK8OafAl86wdLyFDT2P5PmumsjfZPPhQuCaRQBN+DEwuvPRiKMHPf3A5l1/3c/7zyoucdcG3aOyXZeAoXf/1448+5rBDDmPBAs1e/vqxX+OO2+9k5dKVDB85nKzRSGO2kc0bpvj3tpXF6q5VtHWsxcibrF61moWfLqRYKpJOp2loaKChoYFMNkNjQyMJI4kttU8sJdLlqjEuhBWUqrvxGPEsJaHKVWkA1q5Zy9p1axk5ZgQODkVVQCiJI/R9HWVTVAX/fFOafgEIz98qhYHpWmnav5uglLdwirb23WRMDGnqdI442EWbVDLlK6PoC+4t9EKpMqwaICwpoRc8R2exqKg+ExyLutwjdUpNkg0ReK+bTalTdDScjIUjyoo5WANX98klgwUXZkdvSDAk0dj3MqTc/TtXsVCL6J9l+NF004p6aIV2LxguI91w/xaxfa26WNYgJtVstwsv9kaqKS9vrlQ1INzqUkLoDaoHrdteOJRTwHbnsSEMEkYSYUA+n8PMGjjC0KqxBySlOAmS/fTfge8CSq87CXJyyh+GeQIh3RC5phQGyvEsSuU3xLPwLaV5K8VSgYvOuwRpCvY9eG+KIo+jbDq6OvjV5Vfx1htvc8PM3zFm3BigvMmMlhWtaH/U9aEUN954I6NHjebyyy8PhRX2Rv9sFBg5OOgO+qUO72hdKjYK4ea37anC/V9iK2ufXSDMBP2gnnr6SYrFIgsWLOD80y/i74/fzTeP+jZf+cZR7Lb3rhx06EE8/MDDLFiwACEEw0cMZ5tpW3PXnX9hwMABOJZDIpFkSGp46H6GMCkmckwYEg5sLxaLdHZ20tXVRWdnJ8uWLSPfnieRTGA0SYw0DGgaTFNDI43ZZh2+EYSLUEglK+n4VRYML6mEnbdRtiLRkEAJRVNTE5lMhtXL19LU2FThN/YIMgoHKUyXKOW+BAGrULqLiUTq5ONu6kalQJoOMq2DRcDAKnWQSqb99saJZ1spBAaG77f1d/PCS0wefLbdJ66Ih8nCLOUypFy+bk/FW1R1mUFTX0OgLXJXeTqWg2Fqheu3hQCbvUb8MOAnDon6NaMpKb3/YiMLghuRyDvtWRkm4GAgCcdq+hstYbrJ4MP5kuNITvVaG16+YgCMyj6G+1AHzB+4QNQqjrqdvPb7YY3CtbLd4hYa7bF9QpStLEpOyUWFPGTCJpE0KRQLuh6r5+uo2cboGMQfF4WEQ9eIMNNj7+MqfYWqmos4OBbetTzr19v8V8Yel0PaPETs/nsfYunipfzhtt+RyaaxlcXcOXO58IcXM3jwIP78pz/Rb0CL74YyMGLnai20RinFiy++yBNPPMFvr74GwzArju8pI3mjwMjBl6PqjZVCCQ13OaKM1/cESv6srVu/HYgQlOwom08+XoBpmPz5+juZcddMfnzVD/jhGT/iyEO/xG333sYfr7+JKVtO4bAjDmXHnXbiF5ddTtu6Nn5w3vkMHDiAZCqFXbARtqAlOaCiryOSY8OLuBIkk0mSySStra3+Ls7qsmi31rGqfSUrO5ezYOlHJItZisUSmWyaTCajLeFsA6lMEjNtkhJ6Ans7wqrkGPdzI2VQbCv6vh3TNP3yX8IxSIts2XJwCRFKKSQGCZHElEnN1BaUwx48OBPpWsOu4lIgXIa2dMCUCb3bLRRJJBOhlx68RUBv+wTSf1EcyhauhlFdwpTbRk/iFLdAVLUkQotJsIC9CM/rWrA86DjWipUHPXaGMCMELdcKtsvJ/WXCiLRF4NhlyDkkNfa4FZa995+foKP6hsMb11CpSiExlYkthFYTIlExxh6EHPRJetZ5tCpVNYJTNeUQPq4aXKpCv4OZvaLXqrVx8edgrQIRAtfF4xLGXI+77SaQ8IljLgfZTBgUivmq91wfCYYlRTdYIdg4MG7RZ1ftfal2jJ8FznE3P36tX1GuZOZlmcOmWCzyl9v+ytk/PIvmhmYMYfLeOx/w3TO/y3HfOI4Tjj0BKaUbB14K6RVvIxC1bpetWEYmlaGpqcl/5T744H2+/4Pvc/4Pz2e77bbj3r/fy5TJk9lyyy0r+lctBK63uqnHBCmPQCQROEJgKMNXRqFFDtcX0E0sXZxESRCbWvkGoWQvp6tH+Zn/8XxGjR7FyM2Hc+7p5zB1i6258sZfssXEzdnvC/vznXPOYqutt/Jf/h13+jxXXH4Fjz/2L0aPHq3DOzLwbvubjDBHkRWNmCQwA4xdT9kVVd5nKkN5YpWcAolsilYG0NjYSIvdTLPRSlKlKeYLdJW66Orsoquri5VrVtDe2U6n1cbAxsE0ZpqQ0mBA/wFkG7Kk0kkMTF8J+r44pXCKOpVaYU2BZL8UwtBF5WfNmsWwEUNJksQq6go2RspAJKQ/4U1Mt5izU66QEhxjl5wjhNBxdrY7d2wHpyh0qUEMSgWLlJnyd8sebFweK+kTtzzCVZxEN3s92fzV8q2GjlvPOepvRgzXv+WIsnVru0QMt7xb1Wt4q4osK41gFRoob368bkVZqX5/A0o3jhTpnaIXVomDTRBOjutfyJp150AoDtprt9/eMFEweq1qUHKo73HjE/l3LanqBw2MS9w53gbJu5dCryd6o1n+AUimkuRz8co23Oa6mlylTVU+95AF9/uQ0o3pn/+2eYQ+d5MWjZuPg3a9tcXCCwXTxLqH/v5PBgwcwO577oEhTEpdFj/6wY849cRTOfqwo7FzNo7hYCiDRDqJXdBrgJkysV20R6FQDnR0tPPaa69x4UUXYts206ZNY4vNtyCTzXDHHXdw+rdO55DDDsEuOVx22c845JBD+dmll4Y2WcEqUt0RoebOndvd0Ou21nVURLwXRSoDR9gYgThQb+ELWhg9uvYG3En0Vsq+LOn7Am338858B4lkgsyANKmmJEePOYIDjtqbxx9/nKeeepLf/vZqttxqS9KpFMcefyxDhg7m8cd0ib7XX3+DgpWnXa1ldWE1/1n0X7YcPIldBuxV2QahSIgUTt5BJCRKaiKapSwSIgEOWF0WokHSaDRjCh0iksiatNBMa79WoFyMvCvXSSFfYsWyFSz4dAFtuXU4BYVtWaTTGbLpLEooBvYfSKYhQzqtmYH2ShsSUsOwKDLZDAMHDuSDDz5g4sSJmI6Jo0AIByNp+rlvvT4oFV5gvd+Csn/RU7g6hAi/GpBISAr5Io2NDTruVGoY1cDQCtedKglRu1pK0JUR3b1Xg9k21pyTQqIc5W/ognCa57KQUhceVwqk7WiI2A0HEo5CyLJLoBbkSewmx1VEqDCD1kMbAkS8YKL3OEvH9yk6+nztay9DjXGWT0UOXqX8qi86Xhv9XN15oaQIKYlqRJ+oQgoVRgk+S3eOVVU8fgxxhNBTLf62ilUbd12ptHskIRNI5SlbA4kgkUxRKpZ8Czh6bj0bgyAMWoFWdcO0DSEqEaMpfB3pK9rg+uygOTxeWs6ESCAxyEgTXBeHp9SDKUctpfMFPPPEMxz6pYNJyATLF63g/B9cwMTxm/OlA7+MVbSR0uUAuEULrLzlwvVgJDQitOjTRRx08EEApNNpzvjW6ey119689OJLvPf++yxespif/uynDB02lPfef4/5H34EQCGfL/uTI2NVbbyCct73zqv5vSc9t2zdRUL6LwU4IuzXLId09DxnRj2kh40l1aFFz7q1mbLVZH754Ye889FbjBgzjJJRpJQqcfDXD+TLx36J3No8jz75CHPnzOX8759Pe3tH6HpSSproxzat2zG+eXzF/aIi05K804XtaDZjg2xECImVs3EcRcJJ+Auk3ki6L78bXymEpNNuI5PJ0pg1KeQKjGA447cYR0IkKRVL5NrzLF+8nCUrl+A4DvlP8+QLeZLJJKodUkaSQaVBpDNp0pk048ePZ95Hc5n30YdMnjIFe61WBNjCn6glVdKLS9LUULJyx9EdU61AHDc5hvsi+VZZ2cotFgok3Y2DLnJRDv8BMJyEb6F5VYGiVphH3ojCZVFFWw22jPNV1vSFVYE648TjBSgcLBRC6c2rFIa7uZDgOGCUFwEP1q+8VlnJlj+rPMZfPDxfmqO0Ba3wn1EQrg/+1vcPI1X+Y1Pld75ibEV4gxEl//jtAJTUs1ihdKGLKv0tn6tifZhChOeD8C3JyuO9c4JzoJqiDSqjWs/Y38BgYGD46JUUMqQ8hRBk0hnWdqwlmE883LbuFW6o7arS6q+XsxH6LkBuFC40HCTm6XbpMbaURckp+MlLEjKFpUoYJMpEPWlgCBNH5VE4GMJgzaq1vD97Dpf/6ucsW7qMU048jd123o2zv3lOGe0wyoiO73JwlDY4miRLliz2Fe2WW27JnDlz+P3v/sBf//I39tpzLy788YWU7CIXXXwR/3osXJ/8K0d+Ra9FhpdLPbL56AZZXb16dc3n4kmv0zUGrT4wCDGS11PisPKNZWmEIO8ARBY6JrDYjhgxgv0P3J87/3Qn5154NiVVosloISUyJESC4586k5u+9BsSIsGB+x/Er35zJZ8u+NSvAPTMM8+yxx670c8cQLPRj06nA0uVQjAyUGYUO9Bld/DHWbfwuVFbs8OAHWmWSYyEdEM8FEgoqgJmLoVKW5gy6cNTRadAUqT86+dzeZoam/2XKZPMIpMmmUwHQ4cMY9KWW+j+KkEun2PlhyvJ5/Makl65ilwuh+1YGIbBkpWLWKfWMCo1nkwqTQONyIxOYACamWwqW1s8gVCZaPpEIQQiGV7gPCkVSyTTgaLxDkhlunCzQyGvoTdhSKQpMBIGMmn4NSs9qVXAvExuCS+uUT+xngu2v/B0J3FKV0iBo8KfG8LAVmiAXFnYWLpwAmAYWuEK3+dVtkzL46UCsKvX3xrwp+fDcxPAux3TlrSSbhvtivNCIVeeiwj8Kl/dJcaIfu8oGymNch88v6JSOI67uLqLoJecoyIuHhE4P6xkbWXhODpZvUBnNvOQt2oKN9Tf7ohZcfPIs9aVAqVRCtOfB9IlFXo8hfJ6k01lWVVa5aY0DRfwQJTHMsQm99wAwvtdqVhrkgC9DU2ccg9uSgPRGUEfu6eUPFjYcgtP2NiYmHS15Tj1jNMYPnQEwwYOY+XqlUzZcgq7770bQ0YPxnGrQN187S3sueceDBowhDNO+RZ77r4n5597PnbJ0axuV9EKQ1IqFenq6CKbyZLIJFHKYf6ceaxcu5JLfnoJ03fZmUGDBuPYDiuXr+TThQu59NKfMmTIEN5+921WrFjOAw/dTzbTwKmnnMb+++zHttO21WtRIFoh+lyhuh6aNGkSc+bMqTrOnvQaRi5PdIlU1dlz9frForJJFa5y/LjhaDgT6JfEC1+QQrDrLrtw8x9vJilTpNBKNiXTlJwCx+9yKLayaDJa2HbqNPY7YF+uu/p6QBOMVq1ZgYWF4+jark1GC2utVbSY/cNj5e5ZbGHxQdt7rOhYzbb9t6dZ9EcpG8d0kLYutu4oR8cxmgIhk/74WW5cnxeWI4VBV76LhpashnGwoChwijaWUSKdSiGVzgCFUGQyaVq2bGRo+zBSrUn9kgkH27Lp7OpkaNtgpDLJ5XKsW7mWwrICHYV2ZEKQTCVJp9I0pBtIp7M0pLNkMw1kkplyHKjvT8TPZ+ovqK7VlS/kSSdTOr2l0p9bRdutf1mi0FXCthydUzVlYKYNEg0JZFLH7EbLuVVzTcTt+qNp86JwdMgHHAn8rwZde1fX86qs/MsUKI/kFSB+GDpe2btPPLwX/btS0QUteE/Rhqx5pQlqppQV/jiv1VH3kKcM4l7zuMQYFZtaBYapGaGOI/yx0cpK6LzCQlXAydH7CwRIfV1bWViOWwwhwFz1xlr6BK04i7g6bBxcg7rz4wetfY+QKBH+JkrqRvt+y4Z0I3bRC5MKjK/HVA8o8nJbK9sd19beSlDhB+NlPcvSg169eepVesrbeR3+JSSLFi3m/fc+8K/52JOPcfW1V/t/T99lOh+89wG333U7D93/MMuWLuWG39+AkTSRpvtGSFi8eDGLlizGdmyUo8ik0mSyGdra2kgkE4wePZodd97Rb6MQgsGDhzB48BAuvvgnnH76Nxk/YTzX/uEaBvYfiESyauVK9v/CAQjXcPESwTh40QuV1m0cknXTH2/igQce6HY817sQgUSiAjvtoPiLSY3Ujd2lQAt+t6EVrrd7d3B8Wn6w6HkwgX5CpkgKA1MmSZlpUIJG2UxJlUjJckWarfpvRbPRj1KpxPEnHM/s92b799tux2058LAvYCkL09uNKkGz0wq20FBhIFFFu72OgtI5U6eNnMQAcwi5VTkdipNyEGmTnN1ZzjssdN5PL1REuoSltMzqMUSRy3Xp/MZOJ9lEE6V8iWRjkra5bbQ29ffbamBSVHmKKk9DS6P2Had1o03TpKW5BdGgWZUjjOFIYdBpt1GwC3TlOikWihTyJQrFPO2r21lSsHAKukCBaZgkzSSpZIpEKkEmlSHdoCHqVCaFFHpzUygUQEHCSGCXHN+aLeUsOlbnaF+TI99ZxHEU2aYUjS1pmvpnEIYkIYRrNYXLE/qLlQpbStVIIT75w/1eunC0nxYyaGkEFG30Oh6ZRkrp1/iNvheOa+lIyucrIYiGXFT6CKOLcHiT6rfPe4eUB716GsE9JwhTu+Mj0FEFvmXTzTtdN+lMeZmAdW1fI6mXIs93ixNQuq573lsEEZVJFrxjHWVjoRf9gpP33+GESBIk0HkpC2PbVsVC9/7dHRwbVOCer1IXK/fCu8r+Tkc4WE4RlVLYto1lWUjTgMAmMcQtiIGToxZtPetkNVdHhb+Yst8/9P64SIvenGvxNjlFu4gjHRqzTTz87wdQHZLSOouGTAPLVi7j5Tde4r+v/pcnn3ySF194kQcffAin5HDdNddx6c9+ipk2UNiolKJULDH7nffI5XIMHTaUcWPHAbBm1RpWr1nNFpO2oF+/fiG0xxMPcdlh++158T8vIk0RMqIUCjOl0+0iRMi37P+O2ax6z9WTKJO+mqyXsg0mK4jzhfnH1XgBN2bGjprXctsaVLQlVaKo8hScPHk7j+VYmNIkbaRJo530SVLku/Kkk2koCZLJlH4YlsJMJBmYGIpl2Rxz9DEV9Wu/+Z1T3eLoYLnpzASCYluRZGPST+zvyeL8pzw053HO2fZspvfbi7Xz15EZpDMpJWTKJT85lFRJ754T+AtIqdPCSEhSDWl//EtWCatkkUlnWJT7WDOYm9La9yEsGvo1oISi0+6gSbRgyiQZ1agXinQkm5ISNBs6FMlAk7NKqoQliiQyJslsgiYXDjOE9tOkRAZRlBRyBXJdOXJdeUqlIqs7V1NYXqBkWdiORTKZJGEmsG2bdW3r+PSTTzENE0OYmLZBscth9dIOVi9tI9+ls1U1tGSxSk0kUyYyaWAkJCIhQ8zdypci7AusULIBReuln3TcvpsiUaW0XWUMbvTaIUXrbd6lJs/olH3SvZcKLbqhfLmRHXZowa0RZ1hxjosqlMfI8TkAHslIL2SB991l1NaDGFTes5wONeinVigSiaTrY1Vu3HDZetKPKgCtgo8FeGuPh0yVVJGc3UlJFf3n4Agb4YaeCB2HhnStXb+0oZfaknAkRNyYViNq6WPiFa5exAXKAafkkuGSGlo2pE0iYVIoFDBN059nnkUuheHDyTXz/24AgyQug1owfChoBSqB77Ly2NWmNN282DaWU6KluT/KALvkMHzYMI6ZdAxHffVIli9fzqEHH8bIESM4/EuHc9hhh7Hbbrv5a7GNTYkiazvXsN3229KQbnAzqQn6D+rPwIED43kWAeawQFviSTOJkuVY4SVLllAqlchk0uWwO8obCQ9JiUtnGhwH7/h6pPc+W28hCT4QwvBZNYnbPW1qCWbCcpRWWAUnR97Jsbqwmi6ri7yVRwpJ1szSnGymf3IAUhiksim6cl04RQeK4BgOZtqkpIoIBKeeegrz58/n4KO+yEN3/xMAwzCYMEHnUfYUrjcR7IKDk9a0diUUqqSQCYNx2YnkSg/yr6X/5MBhh1HIlbCXOJgpAzNtYmZNaND9KamSWzdUICyJlbdwigJTmYisgZSCfGeedDqDkIK8nSclvWQRULSK9BvUAsDy4mKaMi04OYfmdD9srAo4FtDEJwyUoXxWocTtA04AOdA+MykEiWQSE1Ozn1tdS8X1TQtDs9gLhTz5fIFivkC/ln50dXZR6CqQ68jR2ZZj9Yo21q3I0bmuCytnkzATNLU2MbRrMCUGMUi00mg0kE1kMaUZYt3GpvOLzEcnYFl66UiDYQ2mMHUGIOGWtoPYOR/rsxVC17N1Fa3vd3OPkxj+ghKcq56P2DvP8/v6VYIiykGfF4Y6wzG8GkmJ81GF+qDKxKdgGb+oovVZ5b1Y7DX0a2NIx/XTotvmQd1ee4VCGWG3jz5fi0fMsRwdu1lyShSdoiYkGQqpDP1Dubayxx1QuJo9kNoyOobRNkf/Dj/n8Bh66Tc96F7Z2jIUttLRBkphphJ05jtIZjW/wnDfpUQMD6YqO7oOcmksCumH/AU4CjUyWEUVnGZVGyRdN5aldDiOh18gJUZCIpMSixIKxcKFCxk0aBDvvvsu7W3tnP2dcxBCz22LEkWnoDeDKYeOfAeJlE6IYrr51j1fm5fYJbavqgx5C0cz5hWKq3/zW/Y/YD8GDBwQPtaB2+68jW233Y5p07aJtWiDG47gPbqT9YaRo8y8nqQX8xRzNYu44l4bCEb24T7ckmCUS7q1FdtYmV/J6twa1uXasR2HxlSWwY0DyWfykIHhY4eyaPEiN3OP8pUmEt7/5F1mvfEWAF859mhMleDhB/7JgAH9SUi3/ijlcBUpBdnBGWxTB3hL20QYgj+8+zu+d/5v+elPT2Nq/6kUVhXINqc0aQD3vgJ/R2Yri9XWMhIiRUthgF6Q0S+1nbMgY9LZ2UVapjGcBFON7XUawIRBR66DZDKJmdTXshz9oghDkFOdOi0jkozMYjgJv8C9EG47pN6de0nxLUp+InLHzSRmCFNb40VHj5WXGckRPvEHBdKQZDJZMqkMtOjrO5ajfbQ5i661eRYlV/FJbjHO6mV0tLdRFEU6ZY5VyVUYaYu24mrkUoEywEhIEmaCZCKJIQ2SiSSmaZJIJUgk9U8ylcQwJKZpIjzl5cOcZUXrQVCeG6Ccwza4yJbRnuBc876TXspCFSSglC1p0BuWaH1f/3dcNp64UI6Kj8LZrqKEKhzFqtWreP311xkxYgQjRowIfR19t4OQYhk+LyvcirtHQkuEKBdXgHLy/WrrluMojEClJu/5BMfJwwaEHlAs5UKaXkIQYZBQSRxhAgn/XmViFrg0fpSs9INHxyNO4SKIV9SOnse+snX1QzA0zkyY5PN5LEevEY5wMFCYaFKVxAxZcnF+43rWx9i2e9a3kDiuoqxFoAJCGzWtaFPgeKQ+MEmQlllsZZNK6/EWBrTb7ZjC5LXXX2PChAn87W9/Y/ddd8fJ25iNuq9Fp0BJFXBQJLJJ1naspqm5UW88hPsuqPI8jxLopIoJ9VP6uLv/djfPPvMsBx38Ra785a845dSTGTxgCEII3nj7DX57zW/ZbbfduP6662tvXpzI725kgxWP74l16j/ESGL3kG+imxd2Q0gwDZmtLPJ2nrZSGys6V7Jg9VKWtq2kaJfIJFKMbh1GcWCRpEySzGQ03JM2tXXrkZmUTbopzfDRw1m8YDHfPekcpJCaUZtIkaUZlCJvdPl+VMCHf7Xi1JNi33F7MmDi7Zw39TyUrbAStmbZut8LQ5BoSiAU2qoUuCW6bLxKIjoOTWeCEgK6OjtJN6RZN38dwv08MyBNV0eXLpvnStrQ0Eqn0UGn1cannQtoTjYjhWSCORmnqBBpvRgIy419K9kUVpVoHNoAKRXwe+vFIiF1zLBjOX5qRr3ou8Pnwb0e69b7W7rZqS29iAopME2DhEyQcJKkhS7S0JBsZEjrYMaNHs7Qsa1kBqQxMgb5Uh7b0pmoioUShVwey7YodBSxbYtCqYBllygWdaYsQxoYCQPDcH+bEmlqhq6RMFBKkUqmyCQzpJJpEkaCdDKNEYBiQ/PaV3CVkKuGcctwNeCHzMW5ZnqMAAXr07oQaa3j+vdrZfTo0SxatDCkbD3mafiUqN+w0tqpaVkjQHhArjv3bUIWA+DnGQa98fJWrGAq1SCqIJEIFY4VdpRD0S6SNRsqWdY+I778t5IuROreP47tW+5jZKUN+PGDhCbPmvU2ml7fgtdMJk26Cp1YtOBlYgOwhXbVlEOctFKPLZ3XS/Gsb2GU551ej2Okgvnu8lpIIqTEdlNRGmj3kZcrG3RCnqWFhaSsNPfefS8nnHgi111zHXfeepe7GcGN29WEq2KpSEdHB4MHDXZv7W5YlQyNZRT2rZDAcc8+9yzFYpG2de3Meut5dtllFwbtqq9/w403MGb0GEolveGJIka+z1wKv7hJR0dH9G6xssGUbXcS9enEwdBBCbEnNwILObgb1zaLTdEu0mV1saJ9DQvWLGHxitUUiiVSyQRFq0QmmWJgeiCl5auxbZubb7mZU048xbcyEyLBiNbRTNhsPIsXLGb1qjX+/U4+8WScoo1SkCik6FjVSXpUAlPp3aAytL9OGgZO0WFcZnNu/eHFOrlBQpFwlY/ltjndP0XJKWDhJv3HpL/pTsgGndlLKUhkTJTpkHNyPLv0SXYctxOdyxvJdxYZMFSnXszn86STGT+LzODkcN9anrX6TbpKXfRL9WPXgXsibIFjO0jLQBkWRsaka0mOlQvWkW1KIZd3ke6fRhomhkj4YT6FYkEr2oACkKabLCMpQbkzwi1JZqmStl6E0lZoQiMBqVKCVDZBU78G2luzui2G9k03tGTJNCR19qmkREmHZCqBTKdpamgqv5zui+n5cPy54GhChmVZFEsliqU8VsmiYJewSkUKHQWWLF2CEILm5ha9AbAFtuvnNAxDF18wJImEjn82TANDGpiGiWmYdHV10d7ezvLlyzFMHaIkpcAwNbSZMHXYlpeaLi45gU8ersJMDs1zT3HZqqxRqkDHQkpaWlr4ZMHHMX7HKjeILHbB+4bPifhCA5uJ8r/LffQXftcvGIwxtm2H9o42bMemqamJRKKc/tFwIWJPUXnZmpJG0s/VLd3KZFqZBjdEkfEJsG5rWbkepO2FQ3oWomflevCkDyUHrycFyk1zmkgl6Wrv0CFLKAyPpENab+AcF/b2oHxZrrzTrRUaI15aTl9J6+w0PjHOu64nwRzUwWereRlaoSZEsrxx9FI2euilgIW5j5FCcttNf2b4iBG88t9X2HfvfRkxVOeJb2trY2n7YhKNkgJ5Pp2/kKbGBgqdeRa2L2LM8HGksyZOySmHrUlC8ySoIEOhce7zvP6661mzbg0t/Zo59ODD/Pdw0cLFvP3O2+y7z758OPdDlixdwtBhQ3V/Q9eEQqHAQw89zKOPPsKst2bVNd6bTNl6EoWC65kcG0Ppdndf27Hd3w6GFBqCNBJIIclkNEnp+muvp21tG+d85xzX8pI0JVroas/519liiy248647Ebb2tXkWp5k2WG4tYaA5lCQpVlsraDL6AVCUBZJOit1S++BYDnmjCyUV2cZGzKSBTOpKOyVHZ5zxXpaU1GQoAxMSbp5iU9LmtNFlt/PWgvfZfvPtaOqfoZArYWZMPWEtKBTyFNYVSPbTi5JXJm/bAdvxwtLn6Sh1MD83h9GZ8RhWglJnicygjM4W05BgyIRWnFaLjNFAh91GuiuLYym3yIALBRd1Ig7lKMykgZEywCUxCTdpgzCg5BQoqoJf+xMgYzSQbWnEsRwamtO0DGykkC+SbtAxuM39m2gZ0EBTa4ZkYwISyoe/EwH/ji/ShSJdiFii2cuZTDYEAQf9gw56oR8wqD+DBw32d+6O42DbDrZt49gOpVJJK25LK27H0eFS3m45nU6zfOVyfbxysC3L3ZQoHMfBKmkYT0qJNKT/25B6URCBeFutmN1FTQp9LJJcLkcimSThm4KeJV0mtHhKxU+KIiCT0XMol8uRTmdCrOC4pBnBv8tJDqKKtqywPIs2ahEqlLu58JrrQspC6fXdPdxxFF0dXbStasc0TVYs/ohExqR///5kMhkSKdMnFamiImEkSZlJMkZWh+rJtM625ooIJDKIksw8qD34XRwTOSghX7sHK7sIjvDg6UDsaFCSSZNCsYTtFi9A4ocK+eKU7ymFJJhxql5FG0RS4qQa611/5/nny3+jABEo9eh9p8rvkbepTRopPpr/Ef+85zFOO+00bv/z7fz11r/qEyTMeW8OOaeL9mIbGDZN/RpRtmLNinUM6T+Ed2e9y9DBQxk+dHh53joiNvI0bNgFSE9C0K+1H46y2WOvPZhx8wwmT57Ma2+8ihCCIUOHsGbtGr72ta9xzFePYdabs2hsbGTylMmMHjWal196mccef4yhQ4Zy6KGHctTRR3H44Yd3O+6bRNlWMCcjwe6exMU+buyUjZ6PSWKQNJJkzSz9G1oY2jwQ23EoWVlaG5oYN2AEgxoH0JhoZE3nOtLpNN84/ht8+Ygv6ws5YFs2FOCPN91IvpDj+WefZ8eddwKptGNeKfJ0kZBJXjdf4t157zOiZSgHDT2CfgxE4dBmr2Hsl/bkxqt/xMFjD0ZisLDzE5qTzbSLtTQl+iGR2I5FwckjhMAkqTMOoWMInUD8pBdG1FFqZ+dhOzCi32iaBzVphQQgBcNHD+eNN96krauNfmY/kg1pJCWfuLTb0D3otNuxlMVaayWt1hCsvLbSpTQQSUVnQxf/XvoED73zbw7eak8ObDkMp2jp1GoFm2LBopi3sG0H5SgSKZOGphSg2cOexemFbhRVgaKrdLusLtJGmhazP/36D6C506JU0AqpkNPWeVNrhgFDm0j3S2E0SnJOJw7KXVgDCUM8q9b1J5fzLLvZcZR0YW435tGNcdU+M22hpIyUX7dZCh3Paxp0u+gF53JFmIILi6mS41tvtm3pee+uZ57iL1lFTQJy9KKpF2RNvHIcvYiuXr2aQqHIoNaBWO7GUTlacTnCcd8ndxlySYIjRo1AGILWAa2sWLGCUaNGly1jD1414pGocqhuQNFGWJoOEId0anKSo8sHiqC1617Y9hSEYvGni7BKFsVCkS6nCyEEq5euwVAmK5MrSIoUynEoqAIJmWRtcQXNyX70G5YhLTMkRcrfnEbJZWXoVCM8so6wxDj/J4T5KFJIHUduKO2nFR5CEVG26RTFQl4XK3CzMmm4WLk8AM+N5D5Hx30eVRjw9Yp26ZXzUQtExbobXIvjmO/eEITQEMfxkSpP4WbtRn5+7hWccNwJfDD7A76wzxdoyGiFumrNKlKpJOPHjuHp5/7NwGGtdK3LM3zoCMZNHkdDopHc4DwffPABq1euZuqWU2vnCSfQdlEeGR+JQHDGt07nO9/+Lqef9k2uvuZqpu8ynbfeeotCocCaNWv4/e9+z3HHHwcoXn75ZR5+6GGWLlvKVb++is997nPMfmc2Z511Vl3jvEmUbVwwcHdB47WOW1/xICuN/esFOSlTZM0G+iX7MbRJw7EtGb2Q9882M6JlGIMzgxmYGkRmUBPSkIwcPpJh/x97fx5vW1aVd+PfOefqdnv6c/uu6lbVraIaoBClEwQBURKMYjBGTcSeYDTR2AQxMYCoeV8l0eSNIDYRo4FIVKIISBSlEUSoovr+9vfc5vS7W92cvz/mmnOtfe6pojCA76u/VZ/63G6fvddea645xnjGM55n7z7fj5GRRIWKkoI4TnjBV34FYIkaOXYMoSU76Inm+v4Jfu4Dv8aehTkiFfHsxedRmIJI2N7pd/+Ln+LTv/0MEpXQDbsM8gFH2xbSyExKqidkJkUaQSxsrzEQgR06z601npEgSkhkG50aVKgoZEbKhKgfoYuKZBUF7Nu3j4uXLzI7O2fnHgmIsFVUIPq0V2fo7GkzNkNMaege7Fp1FyEQiWCYbTGf2DndjfEWxb4MMbFVvNaGbGKD43iYAfbvwkihImXt40I37qIrOzIbcFdGKwzyAd2wi2xLOrJL1I/oT9rIwAbGMA7oziRE3ZB4LmZbb5Lr1PauHTt6qg+Itz5rbpRSKMpJSVldP6SwDMpAWuEFYdC5Jg4TPzfJEygb+fW2Y9PeWVlIoXygdVC3RCDDCOn6174KFZTUs+DORaepQOa+02gw4tCRQ9Ozq5WhOdLC+O7cm6TBpaUlHnv0MQ4cOGhFJXY+Pz6w8iTYzDtQLG0rMi1qzkQTgnXH+MyE7uHu1HvleU4+KpChIFQh43TMvgP7mVucY3Z2liRJPHpgxSEkh7IjrF9ZJ93MmV1asMQZU/UFhd41WLr790SM3936zzuJcv79XIXlK9v62ogqYAohiKKQPKtQDVGPVk0FZVlVco3P/lx2yJqUt0NWs+IP+Nc1afI7vkfzOtSvr34tpxeM0Fjbw+pzP/zBj9BOOpy48QS/9du/xdt+/pcpxwWlFJw/d4F9B/ex0F/iec95Hpc3V1hYXKDT7lqtZaFotVrcfNMtfPKTf8kkS2m3W7sykes24TRjfedrWq0W//n/+U981UtexslTJ/npf/9mLl+6zMte8tX+ddddf5yv+ZqvwRjbDtze2mZ9bR0hBP/2J/8tr3jFK/j4xz++yydMH190GNkdT4YA9YVUjXISZEoooFZdIrbBMVEJy91FpJD0wz7zyTyz4Tw9NcM99/4Fo+GId73rXbzi77/CBpxQgrJ9TqgXsZ/PNHZjNNigvCCW+dGXfhff8ytv4hW3vIhPrn2cW2ZvQ4mAn/g338G/+8lfZiacpSU7Fv6KExTW4cKZLRc6RwllKxU79OPF/f0cXK6Jk4Q4bzPXmycSia3nghwVVoP2JezZs4fTp09hVN2bkEKRmDbD8yP+4g/u5cQzDjO3v+dhJBHUGq+L4V7SzoSnHjzBiYXrGZRb9IN5VKwwpYWNR9sWmjbaUBaasqogXQUklIXvTTXZWuiCK5MrRDKyikC6YKSHdMI+USugL+0YU9AOiHsRqqvYKFZJtYXxFQFmR7TwVa0pfcCSCJRMvGBGmdpgK5RAB4KgHfogZTREYeyvmz1qwsqus4k0+nTNzasZlB0xqGnO8DhxzG7CNUFo6vMqpaF2u82VS1fsJioam6c2U7ORO4O/ELZvG4URf/mJT9Btd2m323S7XeYX5lFVYCjLkjTNCIKAIAim+pA7+70OAjYV09fpPNfVuoHKScwdnX2dOugZw/bmNsPRkFIXlJkgCBU33nQjcRJPJTthHNaSoLlGGkm/O8Ol9YsU/ZIgEL6idffAX78nC8PuVijs+NmdetpSSrQSDizyvVtLhKqcf6IIAZR5aacDCAhE6PueQmBHk4SZQmj+uoerYJ32dDPx8euDOhH7rNfHPceN/nozGctMyu/+7u/x917xcn71136VV3/rq9m3uBetDYPtbUZbIxb68+hMszC3QHem7Vs8XgFMWIJku9NmNB7S7raqRMEx2Y1/xnZzqtrtewRRwLf+02/hF/7DL3DLLTezuLTAf33HryOk5H/9/v/ip3/qZ3jvH/4Rjz32GBfOXwDgR3/kR7n1tls5sP8An/70p5/U9f6iBdvHg4yfSAbrCxVooVpolYqMl0iT9nwWE+iGXQptWXXdoEtLdm3gMwm/8V9/A4Bnf9mz6++mINe2anND/5GM6xve6B+UomAlP0s37PIDr/gGfvy3fol/8pUvpR/1uaX/dH749h/ipe94AQvBsrXY06BTTV7klkEctClMZglVlcC5FJVa0i4L3pRgJoID3YPEMsGbdzsGuBJk+dj2XUJZ4X0W2sxHOcYYHrvzFAv7Zuj0YqSrQrXxsKASAXujQzxj/1M52r2GQIREsxFi21YabSoYEygLjQrcnON0f6/yFEFgh+P3d/aTlRndsEsn6NKWHdsfDyVBxagOWwFBN2C73GSiR+SVRKUi8KMlTeUdJ35QkFtf0apKzdOcYlKQDyxEK6UgbIfISHsiV5EXBEEwRfcXorZTm5Jp3KV3OWUdWW2iU6MD0pKCmnqwO4OuIxQ1JQjd57mKTCll53nVdDA3BpSrlCVXBVqwPdynPOVmRsMhg80Bw9GQcxfO8djpk1x//XVkWcbJkycxxqBLTbvdZv+B/SwtLU8FWj9P6s5bC4w0UFbVLfY+uL68I9QoFCbQSBSDwZDVS6usnVqnPZsgQ0nSjlleXiYKo6kg7zfUZkJjQAmJKhWDjW1m5mbQyHp8bRcE4q+77zxRMDJOd9cY24beBREQSOKkhU4tWUoJK+TSDDQugImKhvBEvdfP5VzdjK1G1/PUT9IQpnm/3a9Cuaq8vi/3fepB7rnrHr72H3wtjzz8CD//pp9HSInMNRcuXWDvnr0++AcipBQlutJZ9iQuac98Zm6G4XjIklquv5PrrRsHHTesIZujYg0Uwq3/l3/ty3nfH72fr/vaV7J//z4mk5QkTgjCgJ/+2Tdz/vx5vvRLv5S5uVnKsuQn/+2/47u/87s4c+Ys119//ZO6Tl/0yvbxYOLPZYF/XnQ/q/fwmp8IC5siEVISCyvB6KQaE5H48ZWisJvDK7/uG+zYi7BWUdrY8ZTABP6G6oldjCaxohCFydkuN1AoCl3QCmOec9uNzLRscN8uN5g1i9yibqdcLyniaji8MaMXtEO6sl8xAKWFwYXVNdboq/oYOisZbY+YXZglFklFHAr8LBrAcDKiMDmDbIt23CEkoiBHdODURy8x2RjzyT/6DIv7nkvcDn3ltTPrnY1n6akZxnrIsNyi0+v7DL5VRggpKAsbvPpLHcq89DCpcwYKCAhFhBYly8kypSlt8K7uQUZWaZfaYKtaARM98lq4Tg7RiOk5TLdBNdVtNNpm8RrKtKQcl4yHGWWhiZIAGUqC0j4mZWl7m0EQTL2nc5bxm/3jiAE0SUJu9U5t9sr+SQg5taFOv4n9pdb3rSpdMw2HFnmBChW+Sdj8/F2q5ias6N6rlbRoJS2WxTJIwYUL53n0sUeJoojrr7+e2dk5dFGyurrK2dNnuXjxEtdee22lZc1VYy5g6oBLlfRU8qiiwn0ceUkISTrOuHh6hV7cJ4y2EVLQm+2xuH/R23oKsVt13rT8tJes2+kxHA6YmZuxf2+Er5rdtbEkrR1BaMf6ngpAApzv9RMdTpRESoFGgtbTBCPsnKoSAa04QeeGSMZVIh34e72TmNSE/p9sVd4MMk0IuQm7Ovld37ttJDOP9zlNYxG3Zv25Ivj0nZ/i+177/Tz7uc/m3//0/8WP/esfY2ZhhnyYM0xThuMBx68/PlUJK6GmnKRcYYAQ9Po9Lly4cNX9Amod6cb1qefka81v9301hv5Mj5/9+Z/mj/7gfRw8eIAoivmfv/O7fPQjH+X7f+Cf86znPMt/F4HgBS96AR/76F9w3fHjLC/vYd+efZ/12n9Rg+3nq1L9fL1PczBfiQAh7YyeMrUzB+DJMNqU6NBw191WtOJNP/VGXvDlX8FXPP8F9Pf0EFJ6CNPdTB0XCCEJRe1cMyeXWNFnONQ+ynXdG3nB/hfSUT1vFmAKQ5lrbyJuDF7cQVfwU5CEdMO+raIrco2mnpMTYe2uY0rDaHvM3iXb841EjKgqC/dALc/uYW1mnTMPn+OmG2+yCzaTyETSnUk49LTDHLpur9Xv1aZWZXIPlBHEMmEuXODT63/J3vZeEpVYxa2oRZmWqEjRDqX1yU1LTKltsKz8cv19oGLWCjuzZ4xNilrS+tq6OVwBFdxbV822R6u9SIKXva8ewNIUlJVoeoGt2rUJMYAuDEVeWoi7dP3Tas0Zq13r2MDgRC12tD6am5kU9jWmUV03+qO1WIVABPW/2e9cBQ5Tz9wCXhDD/rna1UyjqnDnI6HURRVApK2kgsrsQQlfje+UkZz6LtVuKZQNkHsP7GHvgT3+PNC2Cl5aWmJ+fp7HHn2Mh+5/iNneDEJK5mfmiKKoSqRspBeB8Neh3OFpGjgim7Dfu6Qgake0Z9u0yhZ79i7T6XTs+8jp67mzwmsygIUStDotNi5tMB6Pabfb9dPdmOu178dUcGleF7HjXrpAJISaSnR2qzZNBW8KAYRyKgmx8p92K+61ZiCXxKLlZ1V3iqC4+9w8v7+Onal7H3sZLH+hRmX0rtVt81p7fenqOfF8g0B6drAxcPHCCq/5jteS5zkf/fDHeMMb3sCLX/Ji0BCYgMvnLrO4d5FWr4UKJSq2e+1uLQaBnRro9Xo8/PDDlKaS4XwSyUbTkW5nr14g2bt3H6/+9m8DYDQc83vvtuYCP/Pmn+X6E9dx6uQpnvu857K8vMwHP/BBzleSj9/+6m9/Utf6r3eHPg/H35RnbfPwgczUEJwSAaEIiURMJGKv9JSZlKEeMDRbHLv2GAAf+vCH+Mmf+re84KUvYP2xTfINJ5lYbXy5QUwCVBGgJxqTG/REM2FEJGLm1CLBKKKzMUuLDh3Vpy26CCUJEkXaGzNobTBsb6DnCoJ2YDeR3ArykwtMZs2UTWVHhcSOBZFhZFnNnCrSfEKr1UIRII1CaDGd/ZVw3fXXoQvNXfd+hmJSkkcWFj/wlCWe+rzr2HNoligOpgQcdooEBCLkuv4NnNw+aUlOOrUaxdUmL6sNv7XUIuxFRN2QIAlszxv7EDjlmY7sEYgGnFZVLO6BDJKAsONcVBSBiAhESCiiSoXJCs/7ER+hIRVWys9kFkLGbVYgA9sLDCJlNZYrqNWde6ELVCBrYs8ugXaKGIMl4SCp7ov2m0jzNY6sU5qCVI8Z6xETM7Fa09X4k24kf1Z5q06+9I7Wgf+9EdWmaSUBHdlLqFqa7/GeC3tRHTnLVQCN/0zZ6JXZvuOB/QfZWN9gdXWVtcur3H333YzHE9+fBDvTfe7CeS5fuTx9nSoVt7JyjhnpAWvDK5i+Rs3CNSeOocKAc2fOsT3ZICet2gDT1/OqoFN9BxlIFuYXWF1fI82zq75vkRU2mWqck7unUAfa5n7h/t7fe/efIzc1/m/eF4tYiCnBDCkUoQhpRR3IIJJ273HJ5xTR7PGa+Z/D4Z59x1+46t93cA/8ddmxdu3fVS2KUvu1af/evu4HfuAHyPOcJEn4tV/9Nb7yJV9ZPY82eV3bWOXQkUN2rDGQvr3hqlFdqfy5hMBgSBIL8Q5Hw8pxKJ8Knu47usM2psTU3wssLyWohDdOPXqK73z1d3Hhwgqf/MQn+cF/+YP85Sf+kq962UsxwItf9mI+8IE/5j+85T9y62238drXvpbHHn2MH//xH39S1/xvjCD1hezHPuHn0mAa7tJPa1YMRlQ2dRRM9IhUW5OCVjfm73/Dy7nuyA2cvvcc7/rD3+ZF/+CF/Oav/ibXPuUaJmqEFJKenLM90BAIqsxeShLZRiCrjVgQdS0sq0tTQ1mBpMsMl/RZpFCkekLQCaxAf2rnVanYxE3mrDYlqZn4h1MKSZGWyFiQ9BN0aci3swp+rRRqKKwfrJI85eancOddd3J58xLLrSX7Hh3BwWfa34tUko8ttG034cZF1NBTM6wWF1luLfvF3BwBkYENlGAFN3xv0vWYy/ohDqRNekoKy/5F+mvjq67q16DyCTVSUxpl5xSxcoBl1ds2pkRHpddttRtj/b8MrBhG0gopC+1ngWVgWebpeGKJLlVfSzj3lgqqnDZU1/Va27H+3Ge7/q7XkK5GPhzJDvHEfcDqh65W9GlApM2+/Gez6XM/ayscBzvvqKg8B6FR1VdVTSADnn7r0wkrub6z58/ymbs/w8GDB9i7dy+r65ucOnOS2flZTp9dpTvbIdMZpcgZT8bMzPQ5dOQw0ki2Btusb66zvHeJUT5kY3OTreEmm+UaiP0YrYlk7Pt5PsghpjWnBZUfrqHdbWOk5tKVixUZSVLkOXmZ2+pfG/Yf2E8ow6uCrJ4Kdrtcs120Ax73GgsLqU/9HQIhFO24zcZoY9rf2qMr058tsP3H5mf+dQ8XxKaSht14NNRrRxoQsla1axKYTalZ21jnVd/4D1ldXeX5z38+b/h3b6Tf7019lk1CDd1+dyr5ABsgdU0ps8idC/DC0O11GWwPaHes7kFpqn2icj6zibJlufu2TeN6Nd2XjDC0Wx3u+PSd/P2vfgUAn/j4JwjDkG/+lm/2e+rXfv0rLHFNhgit+ND//hC60Bw4Oi1vutvxNxZs/99w7Fz0zf4NYOFJo8lNRqZTtostLm1d4sH7HuZ7fuI7uPXo02iP+rz85V/NuTPnEIHkkUceZvH4HACtoI1WBqmFdbDQOYEImBQjAhGRlmOCOCQUIaah4mIEmECTmokPMq66swxgd/71ucqKLTsxeTU6kyEq2e6t0RZhElaMaGUrm9JYw4OgtkgUWJjv2JFjPPjwgywtLfkVok3JxEzQQUky02arXKcr+3V2W8G0ASE9NUvUSsjMhKiCz41xlW1VaUiBqOBjV/HZB0HYKl2CEdJS/hsVoyWjuR5kXV0ILLHGIRHGGF+BWVl/W+U69rFEooW9QgKr1GSDqgQCZKGRgSSIFEE7ICcjKzIPWXlozzh4sHbEaQbQnX2unfCVX3seWrbnZqvFRqXUuAZTknHUfdjmht9pdcgmGWVRogI1Xb3sTDLd++8Y5XiiAqredIVbIADEcU1aOnz0CPNL85w6c5pzK+dot9tcd8P1LC4usLaxytZoyz9b/bkepx87w5XLq+RFQafd5doTx0jTlEsrF1lP1xnkAxaXFymlHQubkfN+bTZNzZvn455xUVVM/bkZglbAcDIgCCS92VniKKHMSlYurxCqcMrpZ6cs5eMdu/FIdguAjgy6qy2eMeRpQaCCqQD7WT/7rxlor4ZSd3AAjJlaVzYZrA05bKxU0/uoNnzkox/mN/7bb/DJv/okAN/zPd/Ld3/Xd/mk1u81wk5wCEnFn7H/7pJNq/Y1DV3ba2J74P1un+3tbfbsXfbn75JMY7BEw8bz2kx03TSBrtAMoSS61CRJQlEUfNurv404jiudgmr2nRLlv689ep0eGxubT+p6/50Ltrv1pXZljYpqFpOqr4QdPXno3oetFd2MYaJHhJ2QW7/sVm65/WYmRcon7/oEi8whhWJsRhX5Q3IxPc8fPPQBBumIn/jSH+eB4V3MRfOUpqAte/REgBtad0ckYgIVUFBYpwthIUAlbbVomZ4GqurQGQBYGcfcky5GwzFxK0ajCYTyGr9QM4qb12Vubo5Ou8Ppx05z9MhRysBubgrFydHDHO+eoCv7/vVTaAHQpksrqEY3tKBIC3RR9XmCasC/CrQuSIuqB6jz5kNlRTOugofcvGIziFUSfaIasXKHrqZRhSkwPqu1+qqBcQ903Zt0+tMu8IadkJyUXOdM8glBGPjA5L4Txl7/5lm6jWwqWDpnlR0QpSPZuHNy4zouQfDB3VVtuwXrBhPZVBKXnW6HK6tXWF5euqo/Cw05PXduO54DN0rhvoNjqU6Ta6reaJVANXuRMhDMdeaZ3zPvrfvc5j07N0d/tm+DrUkpdE4YRVy+eJn9vcP0FjroqOD8+XOsjFYYl2MOHjxAL+lOX7vqe5jc+LbATmF4byUoBIPBNitrdnyj02vT78+ghGIwHhKHieVGVETHq47PMlMMuwfdnf/ur+9OsqiBTqvNxZUVyrz0CklP9PlPNtA+Wd/wZsByr3XBzlQoUU0ExK5Q6chfhv/8tv/Mr73j1wC47bbb+MVf+E90u12fEIKdcnD94O3RNkEY+PvTRBynvtvOuWBjx9suXrzoA6l/LqtZX1NxJpq2jm4tm9JW37qwH3bq5CO87ideh5SC2dlZ/sm3fasvAkpTMh6N+dRf3MH9D93PjTec4EUv+sq63/8kE7K/c8HWHTt9Kq/6dwdrYhBYhmyiEjbPbXPg8D5OzNxoSTt5FxGBSCQtEoQWBGVMGAUEhGzrTS6NL/IzH3grH/novaw+dIXXvvu7OD88z0w4y6ScMCpHRDImoWN7YNJUWXVJICOrEGVkBTO7DU54IWxHAnEbl3XasSNBgQhIxyndTgcHm7IzUO3IYo0wXHvNtXz6k5/m0LFDWIZwRChCjnaOc3r8KHvi/fSVVbPyQ/YV4qNLXW0MwgdPGVhSiPOaldImB26e14nQeyZjY+TliTYUVxn7Pmr1pFpEwMFidpN3QVhUoh2ymlf1jPTqOjpFK9UKIDaMyqHVzi4mhNLCljqvDRWkrIJRBamJyg1oSre2xCrqQL1p+lgrPMlGiqsE+vx7CCN2rbR2q0INhk6vzWCwzcLSnB+x8dKUVWB3Ens7lZ9qRx93LwSiSnyme6TCtiAipsZ+nfhGUcl+isq6zkN3xvb3jTEMBgM2tzZQmzHHWzcyNz+LbAsGeovlpWXEGGRi9Y2TICGStjef6tomUoSCclD66zsFt9aNUZJ2wmw5iwjwsqsARZajkD6Bmqr4dnlmpq71TrH6vwYfxZGL5ubmiM5ErFxcYd9yg+Hq9H+docST/IjdzuWJEoImwgK12lIz4Pp1XSVeSgq0ErzhzW/gPX/4Hm5/+u289a1vQ6kKhav8YZtsageKnD9/nj179vj2TBOBqSHfq0lnRhj6/T6TbEKWZZaIV+09btxMwOMnKAJPIj91+iSv/YHXcujwIbIs59+98Yd59JFHufOOO/njP/4gg8GARx5+xP/8c5/7XL7yK15sK96y7lF/tuNvfbC9qp+yw5vQ/vr4Px8QoEVoFXeEYvvigOuP3MCyOmh1f0uNjGSlWCRJohaJaRMIxUSPkAgujS9x+sIVgiSgt7fHv/nQT/P65/8gsWihRMBGvub7iFIKL1pRUqJ1iqakLbr1rCTU7D9qGFEZNVVRWcP2hHScsrS46IMEgM7seUsh/IMugmpDF5qknTAzP8Pdn7mbI9cfImyFXClWWAz20g2tspazz7PnYDdQ3ZgDnDDCRIY4TohU6HvEhcmZmIxhuU1Lti0RTcU+NLrrsFPZyMNeDejcZZ9NeEuhpjYjhaqq/KpqrWA8P6rVeAxshg6yImGlZkRqxpSmICtSZGDdacq09MFWC5CF7fcKJb1MnVSuNYBnhTfHb7zTUSVu7nt9pak3jEZPuylMYU92GvZ1Vaj9QZibneOBhx/gwLH95CZrCK5IQkALO8Hpma5eWGNnL17bc62umxTBtIyfm1ltyPJllQKY2zxDEdlxFq0os5Ky1GxubLC2ssapu64QBwl7Dy4i9yjyYU4cxLSiNjPdWeJ2xKScABCpmFDEhMK2X/REU0wKgiSgmBSeAEaVOLlDCFt5Kynpz/a92IyTROy0OqxcvEgxKZidnbUypP4+YRNKNytLHYymlMN2BF37/o+fzE+9rhHk5hfm2dzY9NMDgB+ZalZ2Oz936v0fJ6B6wZTd1Pqo4WJXLTpinD036T/XJm01mvL+P/4A7/nD93D0yFF++a2/PL1mG+2OnYnhcDhkeXm5/qyGb7ap0B6XvDYTPYOdJW+322xtbbE4v2hbT5mpXaoMvs2z83vKCiX86F98mNf9+Ov4h6/6Bu655176/T6v+7HXk6Y2SXzd617He//ovQC86htfxQtf+BV8yZc8Ez8h0hxv+yzH3/pg+0QPwNRzsGMDM8b4SiUWksjEaAyf+LNP8prvfg1lWiID+9pSFGhjUFiT+NH2iKX2EkrYHuJNczfx5m98LXvbe2kHlmU7Fy4xXpmQxF2SfpsuM3W/VhhGelidjoU5J4yJiD3s4Q63cB0ZJjVj1rM1Pnbu43z1sZfRLrqM1yd0DvUoB6V/2Mq0tJUbYHJNkZUIQTWKY7/3ddddx9333s19D9yL6GiWDiyRqjF7w4Nczi8w0SP6ao5EtipbLUUhCqxxvGazXGUtXQPgeOdGzMAQdiz5ZLNY48MX/pyHL5/hn9z6jXTVLB3Z9b3PzBQ2gW/YzbkK2FSkIKf7XBj7meBgIlEnARUU63SMAazalvQ/o8S0SIWUFWtaQVZajWaDIS1SukFSwU+6JqphK3eZippx3RCl8IG2rKtFI7EOMTt2IGdXqIsqAQpt39gzuh2q0TycKTnYCqhCBebm5pFCsrW1TdwNPWkscOIVNJ8J916NKtc9Ewpr6L7jM2TjHjhUwY5VZYz1qCKVaMsOV7alkQ9yJoOUB+98hHe/4Q9ZOriX+SOLzO2dJYlbVqGqYhDHMzFt1fNMc1MhNo5tPhqNmWxOKAYF7aSDUqqSTVXIwJ5z06pRC20VqCrlMJeUCSMIZMBSf5Erl1dZC9aYCWftuShpkzMlkbJeX0095annkVqk54mS+WaVt/PfFxcXOXvuLJubm/T7M+4nbMBFe4N72CVou8/eTSLXn09tKjGlsrRTAQ3bGpHIKdTIsYSNsSz6P3jPH/L6H389nU6HX//VX68Z7FQtqsZ5CMHUtbPB0PiEeefhAv/V18+OJiVRwubGFouLi5Tj0msRIMRV3xFge3ubfq+PFnDfQ/fxuh9/Ha97/et48Uu+kte/7ifY2triG7/xG3nHO94BwKOPPsr21jbv+p13ce2119SJQG5qVOsJ9Jmbx9/6YPt4x26QGVioxmdiFcQpq4dya2OLs2fO8uXP+3KbJYcKE1mPRjdisv/Afk6dPsXpM6eZX5hHRLC5vk07nWFbTkg7Je25OYbpiGyYW5WiUUjWzgg71ry81CWxTAhFhECQ5wVhYNmJw+GAVqtlhRWkg+eqcR+TcWF8nh99989xbmWNp73mNnSs7YhMK0QqWQ97OY1cQISScjNFtQKyrayi3ws2z24zmy4xvzDPIysPMbNvoYLUQ3pqho1yjdXiIn01RywTtDHeu/JKuYJAMh/PozHEMiHNM7KLI6JuyHJwgGMzx7jr/EO87+QHeM7BZ7EU7fWwoGdTI71CVn3vzJTm6k7nE9/r9EFF4uaRwfYdqfqPPogXxmfhUgpkVM/4uqMsNKLlMnZ8dgtQliUmkIjCCpBI54OrGjtps6epTSPo0phLNOjMJj+mNCht+2FKVZWwtIn61ChKNYPtzRMCe22kkHTaHSbjMUk3QiKZD5cxJUyETeacCbc/P2NskNoR1KcCsBRIrdGhrNyabM/ZSWBmJiU1EyalnTkPVWTZ4hPDcHXEpz5yD2//V7/Gnv4+ts2WnYlWVhkqSgLC6n8ZKeJuYu+HUX7caDJMWVm7SFv0KMsSEQHbgnarDSiE0rY/77gIEq/wlpvccxsQESGhH6MSRjLXneXM6bPESwlJO0EGBiEUQlQQhpruj9trMy3NKHZLYqp73jyuSpqqPyftFtdecy0PPvwgT7nxKbTb7enXVbBs9S5T/eXdoOzdqusmsc8SJ4U/9yb5T2KFUdxrAhFWFoCSK5ev8PM/+x/4kw/+CbOzs/zJ//4TD7lPJSGi0bbbwYQPgoB0ktLptRsvr1t4FinRPuHeeSwtWx3vv/jIXyCM4Nan3IpSwa5tlb/42Md47ff+c/70z/6EO++4k5/4iX/Dd3/Pd/OSl7wYgDe+6Y3s3bOXd77znXz/938/b3/72/mt3/otnv/853P8+PGp9xNKIEs7l10+SRWvL6qf7Rd73GdX6npj02hCZj4LakA17j3cz/zBH/wBT73tqXR6nYqdVlDqCpqrJBr37NnDnj17WF9f5/LlS0yGE5Zmlpm0tzk7OIvOEx4++SCsSXrtGZQSVtd3pGgXbdJywub2JpNBSjq0/7sHWypJmIRs6DVm4ll67R7tTpsoCel0OpznNL995+/x8Q/ew2RjzG8/5/d4yQ3PI2q12B5us7CwaL9jbhVsnBC7q2h1VtkKpiVRP6K70KK33GZjuMFsZ540GRJoidaaJGizuBEjI0nQDsm3MrKtjOhAQr6dMddfRGMY6yGhCC1pa2RF/gdXRiTdiNuPPovlpy9z/8b9tIMOUtixqI3iiu2zIryalL8foqoMjZlSwGqKDbhAW0PctfAH4AOE7SqLCuZ1FaqtTEthx73Geuh7qabUBOrqLNttot7g3uH8suoSV7C6HVsSvop2EJSpJBpdIuQCrpW9szC/NDWM7vVrkejCXlOd2Wrb9ZyDSKGl5RuoSolICMF2uWmtARsjM/66mho2RYNIDMait6iWohyXtk1QVjWm8z+VbqOuZpCNPUfnJRuKiFgkjDbG/OWf3c1bXvsW2qrDulgjCAKi1YiwE7E906bda9HuxUyGmR+7ilo2AdPCMB6P2Fzf5NCew0xGKZc2Vzi+/3q2HhtYrkBeX0eJxCiQSlbzuzmpGfuWje9X55oyt3D0xuoWo/WcrF0SSAtPC2WTp8/1uCrG7SCQPdGxtGeZNE156OGHuOXmW2qylHNfahQFzbW/2zHVgrjqHKdFTRy/QJelX6cilHVLxEAgIjQl/+w7v48zp88QBAG/+3v/s54SaPR37f6idlSz9WcGQUCWZ1PJ9FSy0gjM08Q8ez3m5+aZv32e9c117vnMPRgxDVM3q9tf+A//CYAf/ZEf45677+HHX/86XvLSl+IIYW9+85v52Ec/xm/8t//KocOH+Ef/+Bv5lbf/ije3cIc2JVJaq9N7776X1//b1+96bXceX1Rt5J3HFzsAP16gNaaGdZreiE0NWzC87/3v4yVf/RLKtIR4+rxlNWbjlIzm5+aZn5mnEFaeUeiEhWieG8Pb2Dqwwer5NUaTIWNyLpttzFijBxAGMYvdRY4cPIKYSPTIygMKBbItaS0lXErPc2X7MjLTDMcDzl5cI85bXBqd50vDp/LKH30FaTBkrjdPRsowy4nj2G+oYIOLwNLsVWVz58QlpLQbfDwTY4xha2WLhYUFtMkYmxH9rESWknw44YE/O8eJLzvE6XsusXZxm04/Ye+ROWb2dIhnYufxgBCS9nLEmTsusr0+xmjDvnHBwePXsLS0j+1yk4CQQmfEosVQbyMQdFTPBgUtrtq8rLJUJcpPDYfV92w60JpSW4i1IUGHxpNiHOxbCmt4MCq3SfUEWUlIoiVJ2JrS+7U3f0cVYcAYUVeBDWGFqbZGXlpY3LhrVJ9X8145hR5bjIgq2dAYI9CFFTUpJqWvqANAV9VwFESYkmpeufRVvxLBNGRYNbmMU+OpZsyVCJGJfZ1qKcwI7+xiv6uwWsdSYqoRNVm1T1QFHSeyjR4bTj10hv/2+t/yPX8pbeJWZqXVpE4L0nFGOsrJJgVJWlKOC4SAKElY3VjloYcfYt/evYy2x5wePcIN3ZsZnbfrKS91baZYXS8Z2PWcmozUjEn1pPpeitBESKko85JiVLC9Nmb18gaT7YKNK0OEFHQCiYp99J66z45os5s/7+MeDfLWrlZ1/s9w8PAh1tbWOH/+PAcPHtz17XYjx139ml32XiGuCmQeAZICoyTFqNKszt1Im616Q+A3fuO3OXP6DLc+9VZ+6s1vpDfTq/kVDbLi45HKhJAURcHG+gbHjx+fSvzc+QCWtNYgGrqf3Yke9LsztDtttodV/7b53YWFj0ejEbc99TZuuvlGfuiHf5Brjl3jX/cL//EX+PM//3P+y9v/M0t7lqy+eqj4zu/5Dt/acn3sPM/Z3l7nDT/5Bj7x8U/wqle9ive+971PfBP4G3b9+WIH2qlj196U8IpBDjpxx8WLl7jvvvv4dz//E0zCEQk1k9EOUlvix9RHFFbPcK67RKon7A+PorXVW14+ukRhZsh0yqDsUOiCSFqT656aoa17DC+O2BwOMTqnO5OQRJE9J2kIWgGTaELQC7j16K301AxZnrI12mY0GmBGC2yf26YQktVLq4yOjOj3+ziFF6EsW3a73KQlO8RJUldWVa9FSkVRlKxtrXHbtbdxsniQuWieoG0h7EtnNjl571mWDs5wzdP2sfZH22ytWniyt9AmHxdEKobQPijaaPbfuEjQDrjrjx5h9aLVu+3uabPY20chUjSG1Ix9r2asRyTCWtqJUiJC1we190ii/Aarq4na5uHHGFzAcrSuih1pSlNn8EpiZMlIDxmUG2zlWxS6oBt2UTJAakWskqqnWsO2fmzBvR8VCcr3batqmYJc5xg0kYhRYWBdjkpLQXHFix+NKmutXq0NstQVcachsF6NLxTjgjwvCUNVVbcGWbqesKjY2WoaJnTr3vXRBF5e0khBUEYWxqvIdPZETO1pW11P+1tb/QSERJVqlkF7kt7Zx87xF++9hxuuu4m1lVWKoiAOI9q9LnE/IexElauSIc9L8rQgnxT2c6VgfXWdVKa0ozarK2voBbhxz62oMsBMUrSpnaRULoligzKW+W6MqdS5JgzLAdpoEmWrZWtAkTLctCX82sqQc2fOc/rRczzl9ms5PnsEJ3iymynEzsPNgLo1UCdSTPV63XMGuyNw7nOOX38dd33mM8zMzNDv9696nf1M91kNhK7Rs21Wts1/b/7nzkdQjwO6pNt9hs0i7YL5+f/7LczPz/P2X/3lKuFtwLxCoivJUV0RlZoa9O76PPboY/Rn+sRh7FsZTTGe6WLn6qMpwBIEila7xdrmGhcuXuAjH/0oAC95yYt54xvfwJ13foYXvOj5vOln34iSyps7ALz97W/n99/z+7z1l3+JxT0LdhbfJ+T2lcPhkDhKOHPmDF//ddbD/JnPfCYf+OAH0Frzr1/3r3c9x+bx/yoFqc93AL7Kaeiqyoir+ihu8yzN9KjEe/7Xe/iSZz6D/ckRZG4F8Eus7rHr+TU3YKEEqmsZyQEBmrryKEv73m5UZ+ehcUHAavUWWUkQKeI8RlQbWKQitNEsxkuEIqTc1JiJZCaYZbY1D7FBXmOzwL1n93Lh4gUWFxYRxp67UDDWQ+7Z/AzX90+wGO71MKW9NtaUfG1tlTiOaSdtgnFAW3XZ0Kv0szmGmxOiVsTS0VlEKLn3ww/wom9+Fq1OZPvP3ofV+LEQ1QooRcF1zzzA+tltevs7FVQH43JUaeUWll3t3U4kQivKtLDQcWiq3mUl30hgAwZBQxxj5712vVJA1UzuJusXZRiXNtBemVxhVFglsEhFzAQhSgfoVFOUBWUljymcBKKw1ax1G6kIRL5va8dgcpN7hm4ctCzLU1bnUmjQ0lc+KpSYgJpdW527S5Rcf82PaGhDUSV7QRnURJGqp+s3O1MplelGsqDw8o2+gjGWlU2FABWjkqBdC680z6l6YxCigo1Du1likFpy6fxl1s8PuPmpN3K6NcPC+Q2yYYqUkrRMMaGmu9Ql6cSIKuBmaUE6tonJ5sVNZFuw/+B+FvuL3PGZOyDSTLIJslAUhe2tF5mFuWVmzS5aROhEVQprUFKSlVamMxDV+iwFxaRke2PEpXMb6IlgtjfP+uYqo9EEoSwr3VX3u7empjkDhqofWiFi/nU7RS9cYkPNUvd7UHV0Om2uufYaHnj4AQ4ePMjc7JwdWdppmND4+Z3mLk5EYye7vznSY19okzglA3RlMSllE4q1L3v/+z8AwNve+jZCGdXfwyetzT1XQxNBqa7f6toq21vb3PbU27zOutuP3c+71zYFKSyis7vRx5FjR3jggft5+OGHedvb3kqn0+FXfuXtfOM/ehXf+9rv4abbbqoQmPoa/PZv/Rbv+I138Mtv+2WOHb2GTKeWq1EtbIngrrvu5of/5Q+zvr7OL/2XX2Jubo5v+qZv4ju+6zsA2Nrauupcdju+qMH2swXTz3el+3jzbk7LE5+1mXqWsKr4nAoTgEDygfd/gG/5p9/sKw2nLNLs+Xlbtk5oRSWMJC5aaK0JixgTGMZqSEt2rMKTccQPTRK2CLAm9lD1SSJFuxdTZCWtTgTa0BIdMpmymOy17N9RSb6ekU4qYlNgN+toIWazWCMUEcv7l9ja3uL+B+/nKTc+BV1oCpHzAx/4UV79Jf+QSMSMyyGJbHnopwmZxImt5hKVcGr4KBvZBs+Y/zKO376fa27b59m7//jffA33f/wMe6+1PrYyUtVYSDVvGxtKcjKdstq7yOwti4wZsFWsE2Rh3UOr2MJOLzYkIh9XtndAXmnohiIklFblRWrlx7PsPd3BrBTV6ISoYbxm8iUDyVgPGekhW/kWg3xApjMiGZGohEjEZMMMM4FUZ1aeMFSoEK+GZfuvFjpW1f2rx5O0T+BmgvnGIrVrp0xLhCh9cHUkNVcR+f1XG4SUlVhHZeSQa4JYUeTVOEtpKga0RElFXuSPC+k5qc8mPG1V/l1lU1cPxaisN8IqKa0vYL0xSqFQpiTPc65cXEVkgmtPHGGwOiaIBesHO5w5fZbt7SGxDFiYW6bf66ECe72KvGQ0mpCVE9JizLW3H6Hb7yG1/cw9e/dS5BmTfIw0iuH2kO3VEZ2kjzTKP6NZUBCkgU1yY1Wx0qVNloqSUmiGowEXzq1w4dIqV65sktAhDENa3YS5hR5BYhXE3OF4DlPX0P3nkhVTP0MeWeFq0pJu7EFIMVWh+nlzBMvLywRByIUL5zlz9gxCSKIotJ63gf2102mzuLiIUtOuNk0ilz/XpkOV+142K7PIj9DWRENZfXGvzKUNo8mYH/3RHwHg6OGj6KwSAGmO93D1Pr5z/W1vbdNut22LrKpQTV47lj2uGlfTAYh6LVq5xTa33nYrt912G7/yq7/KD/3QD/GsZz+LJIkrUpfxQRTgd//n7/KzP/2z7Nu3j2uOXgOlIFIxhRa+yLr77nv57m//brIs47nPfS4/+mM/ytLSEi/9qpdW9/FqsZjHO/4/6frzeTsqwoLbzBxlPde2AnFzibowPPLwIzzr2c+ijHICGTEst6zCk4zRqbaGz/2Qy/kFgjIgqEg9/XCWMrdjNmVaEoysC0oYRLTCDuNqxMcxj51dngCrmayEJ94gBelmSkt1MQHopES2ILuQV2QSa3QetKsZX6EsZCljbjhxA3/1qU+ysbXBbH+WTb3F1932EjayDSvYYFLWsksEImQuWCKqFnUQBYwnQ4SSfOrCp8jLnNPrK/zl2Ts5PLeXrzzwUpRsIdKAhz55jlteeMxWAy0brAtTMCy3iaOEcTlEILkwOcsgH/Bg9iDrk3XWRpu88vjXE8qYXKdo9xBRsR8r2Bbsg1Waws6+UqKMhfCNASs17enW0w99FVBci8BgCVY6bOgFNyCsQAYUpiCQ9n4kskU6Ssm2C8a5XRetTkQ7VjWzuxLucOpJU4IbTyD6rwtLzkFT3cOAIAm8KHtTlEEIq2XtNo8wCAk7ge1Hi1o4wPEQut0u51fO23XsZhgrZrPQ4ur+M3XA3RlUvJ2ZO6dGdeVh0sp0IBvnXLx0kX6vz8zSDNkkQ48zkiXDddce4MhtS9zxiXvoJjPsXzxIkZdMRhmDwTZJy0AUsXj9ErMLh0nayRSJrd1uoZOAuf48kYzRfc3ayjqP3nOahZkljBbeytGNaUVJTD7UDDaGjLIRW2qbscpYTPYwt3eWbjLD5pW76HW7RFHI3oUOy8cXWB2vEcmAxbklO3UgbB+6Oe7k3GmMPUlLSvNe2ZbI1hTor9XfqK8nzWtZmwRYpEQwPz/H/PwcWmsmEyvkkOc5WZaRZTkrKxd57LGTHDiwn4OHD9ZtBuoE1N1bjfZOS24Erq72BMLU1pQ+aRDwgz/yr/jgB/8YgJ96w09ZVEMAocBKoFsk0BHk7He5GmUaDAZcWLlgBUuc9nTReD524aL5caadbaIGCqBN6RP2Q4cO8cP/6of5vu//PnSp+aff9k8QDtYCLq5c5A0/+UbAGsH7ZEELm8BX1+P0Y6fZt28f3//9388Lnv+CKRW03ZKKJzr+RmDkJg38C9m73dm3wMM1Do83XligWdVq7zBhF8Cdn7qTpeUlFmYXAKyTTUUGsQSXOnMtTMZadoXZcI5+MOchksn6GF0Yhutj7v3EKb7kpSdoLSVEQTy1uKSwrkE5KWE7roUSnF5waUgjG2gSY/1dw44NyvFiSGZSpIn9DKG1nLNEIiUD72wSixZfvvxCYpEghOR8dophMSRR1u82NCGPbN7Pffffz5GDxxixxZ3nHkAJyfHlw8wmM/TDfgWH5+RRzm0vP46e2P5eqieEWYQKQ0Z6m5X0HO2gTSgiTrRuo2in/Oif/QSPnL9AGCi++pqXsqT6lZFA0ZinlB6qtAQuGyRExUSWopqV9Fqydd/Kr7OqMhNiWm0KMV2huc9sqRYTNSGQgbcJVASV7CSkI7tRKSVp9Y1P1KYYq7LerNzq3imgUZoCoaXvJxd5SSBruUiZ7EgYsHOs2pQUFBUEqUmitl0DopaQtKpWgqIoCKOw/s7Otqw6Hxlebd/WfH6olMr8NVV1kN2V6FMaJqMJn/70pzl48CDCCC5ducQkT+nNdbnx+D6klNzxkTs5cHAPh/cfpcwN2xsj1jbWuPZL93DgxD7iOEYKVUF6dv2i7GfN75kjr1Cn0hQEccj83jlow2MfP8vS4hIIq7krlKQsS1YvrrOZbRD1Q9rRAu2wTUf1mFFziEnASIxo9SJkXLJ0TZ/V7REPPPoAEz0hbkfM3TJPEMQUpL6q2hloTRVoRCU5aLCtGO3QCe1Qh6tbV259uuu+E94V0s7TSinpdDrWapB67zHGBrEHH3wAFSqW9y5x6dIl+v0+7VZnB6FI+2Rtp9ZvqUvGowGhDOl1+vb8S8Nv//Zv+0AL8BVf8RV+z7RCPHktzIPwJCYXrAEuXLjA2toaF1cuksQJR48erddhUKtN7Sq40djLpyr1BgrQTCr+/tf+Pe6/737e8nNvAeDbXv1tqOqFKysrfM1XvRyAd//Ou7nmuCVK2WdATBl5XHftdZw6dYr9+/ZfLZ/J7snE4x1/I8H28VRXvhDBd+eAOVBVOTTbKZb0IRsQM1XVgeavPvlpvuSZz6DYtk4wIRFREkNpRfONARUq1ssrBCJiX3LQbtqyUw0/2yA/XB9z9pFVHv6rx/jSv3cTaAhljDDSP7ROLL/A6pBGYQzV2A8aCCyzNDeZDfa58TDXUA/oyK5fdG68A2BtdQ2jDXPzsyCgRcd/9+1yg1gkDNhmPlymI7sM9YBRNuI9D36An3vOz5CZlJcd/AoOzx0liqyogDO4BktOGushJrQBIVyPGQ5HdI90eHDtQc5tn+dAbz8nZm5keGHIfZ07uLS5zsrldeIopB/M2SpFlxXLWHn2oxNjKCZWIzqMI5/xO6ePJhFlJ1HEkmuF70vuZCybEoTC9r5FTCLb9Ct3oFjaP4+HY/u66mdUUHvw2s+drvQA31YQThbS2MRgokd2/EbUfW2hBIG0giKuR5jqiVc6as4eOnUxgMDYsaqwFU8FWz8vHEhKXRP3dmok+/GMRsbnCVhV/5ZwekPZLci658WUhjvvuJMkTAhVyCRN6fa6LPVtAMzMhPFwTCtJmD0xw+DSBpcurdHvd3jq37uWhdlFjKp0eCtTeYHwqkBG2H5zS3aY6JHtk0vb55ttz3Dg9pTzd15i4dpZsnbJ+niCKSCLxyztWbQSoRW7PBQRGkPSCmgvtnnG829mNBxbdGFmD/25Hp+666+4fOUyJx85SWtPQhwmzHZmwY0IConRVjddCEGWp3TjXnV/FFMOUcJpejcSdCV9oJ0qDhpJWhPab8LCO9tkvV6X66+/nvseuI+Ll1fY2toiaSU8/alPJ1C1i5CuEKfqg1BGUZYlF85d4NLFSyhpod10lPHOd72LVpLw5x/+c//zSimSdsujOO68XTXsWgmiClwY26M9d/YcWZ7R6/a44YYbfPAywpCbFCmVr0yn1tUOCPqq9mA1NleYnA++/3/zMz/zM2xubvKmN72R/+vf/9+2IjU14eofvOIfAPCd3/WdXHP8milo3ScHVQ/53f/zf3Lbbbdx4sSJq9b753r8jYpaPJ7SyRfks3ZAbA5WdIeV6dO+orW5qibLM973v97Pa77vezGlIR/mhJ2wEWhdzwVW80s8vPkw/bDPU2ZvpUXHjtgIQTwTMbgywmjD8duPsX1xiAwkcWKrNyFraApTesq6RhNUAc1lxIXKmegRW3qdluoQdiPirEUpAq/k5F1QSjvC8eijj3L02NEpVqA7AkIiFbPYqeXhAhEQTVp89YkX8uDavSTbHSYXSk5ePM3Tbnk6URhPqbs4QYNx5dWbDws/HvH/fOi3+finHuRFz7uVn/rKmwD4krnnAL9Ov9dmca7H+8++l1ce+SZykxFU4yN23AYvcwhQ5iVBGNJWYQ2LNuUGwcOtO5O6pi+srMtZqriF0DaBcGLrpSkqf9yQsigJQkWU2EdGSEHcCqcqPbvOpol3Giqj+3oTdf1oG9SMdRpKVJW0WTs/dz1dBefWMOBJNQClKKtNTaKSgNCEU4llr9fj5OmTOOEJ01jdwkIlVbIy7arif5U1nPxEeuJutEoXdpTnyNGjdLsdZGQJRkIKCp1hMERxxP4Te4mTmMm+CcMHhmyMVzkQ7EOr8ur56NL284y0FX/oeA1IdJV8qChAKMneaC/LL1qGAgpZMCoGpGXKXGeGgpyI2CMYtVf1BNlS9A/0mBEz/rsLIdm3vJ/NBzcYmzHrZ1dZWlpibXWVUIaEQYSUkmE6oNA5CEOJJpKrKKXshEJRgBDs27OfVtKiKAqiKPLJw5OBJB0iQcXQ3Tn24tYdQL/f52lPfxorKxdY2DPP5YuXOX32FMeOXIs0lbduhe4JrK75hZULXDx3iV6vy1Nuegr93gxKBHzgfX/MRz7y4alzUUrx0pfYfqVf97qaWfZJWMN4o0p8NzY3WFpeYs+ePdzx6TvodLr1d8gNsgi89WZzrWnRXJf1NfLJSZV83HvfPfz5n32YX/u1X+MHX/cvef6XfzkLvUW+6iUv83waIeCOO+/wz9F3fOd3XHXdHXwvEHzsYx/jfe/7I9761rdeLdTROJ5sdfs3QpBqVq9XSYp9AaHlZsDdeTTNtN0DXJqCT3ziL1GB5Dkv/TLGcpuW7FhGW97YyEuNCAMiGXFi9gQzwTza6XyGVgxBBYr2bMK1N+9lMs6ZPdgj7DQCBsJndYEIGZZb5LogFxkt0bajG0pRioK0nJCbzEOJbdkljzMi4vq7Nq7hycdO0u11WVxc9NrHzZ5KW3V9BuquRUDA4vICy5v7GD2Yo2ZKnn7rM7jnrrvZXh8wvxB7CLcWJpd0hR1POP3YOZYPzND/hhttPxL4w60J3/ec8zz1wEEG54b8xIu/nz859WfWxQh4aHQPe+ODtGTHv19Th9geinJcVLBpJaIghNc0NqX2ogu76StP9dewWbhQeCOEUEaYanTFJi5WwSorrHNS0o2IYqv0ZaUtpTeZhwbpakotqoLKEJRYeNHbwinpnYagZh9b6NveE03pE5dmBUrjvXIySlNeVV20OpagNxwMve+nO4/6PabFAqYINE02qbia5OO+sxtB0oWu4HmmkxAHLVZQqGopSkrCVshTnnoj589d4MzJM8TXxvR6fRzx0AnL+/uv8fC6Egqnp2swSCmRsSQwAUTVjKaOUcbOajp97EBYUw1rhKCtqlTl0GWvj026YhIWZhY4sHgYNMx2rVLa8t69hGFIWZYUZc5iuEhOhhGaPM8pCis1mo4taXEyGbNy8YIVrscQhzFpnrK8tEy/O1NXgDue3eaIl0Z74pXzUfa6vA29ZiMMQRCw/8B+ClPQ7rS5/+4HEEYyOzPH9mCbvMjoL/QYbY+5vHKZMAy58cYb6ff7U4G81+vypx/8U9705jfxgT/+AL1+j3e/+90sLSz5e159sE2ElIX9rZoYTCYThoMhw9GARx97hJufcgutuIWSAaPRiF6va9d1KAiCYApR9G2LRqKnG6ijUoKiLPj0pz7FseNH+cF/+YO0Om2+5198Fy/6qhcQi1a9No3xJg5vfOMbGY/HvPjFL7bmBe4zqmTU3wMh+M3/9g6++R9/MzfdeNMUIvS5QMfN4wsabB9Xo/OzVLO7UuT/msH38XVCG6/ZcSoGTYElSX34Tz7CjV96gsvpRWbjOXpqpoItaija5DDZSNkTHiLsRUzEkEjYYORmGXNSuvs7FJOSfiAgNBQmw5maCywz2bFDAxFV1mMFGSlKKHKTMSwGtJSVNuvKPr1illKXqAomEgJwVZ2Gjc0NNtY2uO1pt/lru3NIfLfrHsqYhXiZZ960wHg9pdNpIxLodDpk48w+5A3FGLBJQraRceauS3z6Qw/wDT/yIn7vP72Fr/n21wKQbWec3DrJTd1bUbHk+tbNHLzhKA8O7qUbdtkfH6ZFh2w7r+ZgC/JhQXtvi+G5kQ1ohSZI1JQmL46IIiVl6RAAO0/r2jimUdXpCuITdlC0wWA2/rujoRC1yXxhCsIkJOqG/h7JKuDuNoPp0BP3e2cVqE0d6LUpUcpm9G7u120ytq4P0KKkMPgsvlnd1s4sBm0KoFJGQiEpCbAM7wMHDnDm9BluvOlGG7wFOBXJnV657lAi8CQaGszuq6qLxkiV23yVVD6pdSx/dx2nxrmoTTMO7j1INsp44P4HKcuSfrdPr9ej2+nSbXV9D82N4FAKAhVSVm5GZYVIWYensBp3sbwKXX1GUI2TWWJjhNCCS2sXWRutUoiMoKVod1uIUpJvl8y3FonCmP0L+7gyusJ4YJOx0+tnaCUJlBC1Y9Jsldn5GcaTCZPRpHomNCKv5sKNZGHfnOU2FBlGGgKdcPHKRZIoIY6Sq9ACGwBs/uv7tw0mLo1g59bFlOGKvRJ02h1O3HSClXMX2dzcotPuoE3Jg/c8yNzMAkePHGNxcXHXqi2OY1728pcxHo9ZWlriHf/tHSwtLdk9tdSeSzHOx4wnYwbjbbYGW2STjMnE2lHGcUTcjgkqW09jDP1+j63tTbrdqrotAVd87diMfYVbJRYvfdlL+NpXfC0LCwv8zM/+DErZ0S+A//7+32RmzmoJiKp9U8/X27/7pf/yS/zcW36OJEnq60wj4FbHhz70Ie677z7e+IY3Tp2PRxn43IPuFzTYTjmDPIH91GcLpJ9roH0ip5/dpMuMwfse+oTeGCblhDs/8Rle9S9e6V1HtCmtwIERlWmAJlQhYSe0UFeuieOkhnGNRoWKzEzQTAhagYcy3Yxu84aXge1TaVNyenQSbTTzsRWUn5QT7l69m8XWIsutZTvqkFRKL4U1EpCBnBJgP33qFAcOHyAIdxiIu+vheoG7IApSKCtUMBd5WLbdbZOWGU49SBpBZlIiEZOuZ2xdGHDXxx7mQ7/+AW573vU87cuf4d9vtDbivpVH+ZoDkiARjK6MUWHIif4thCLETCBLM9LNDF1oO2s5yom6Ie3lFsOLI2RkA1yuU3KTW+JXJT/oyktjqEg9dkymqWHrqkQtSk9icd+VqucplEUZIhKySq9QC42KFDKxIyTO1WTKlad57Royn2ArZ6UCv4ag7r8KJX2AMo31F8ioUn3cRYjdV+t1pe78XI3QBCb0qcXCwgIr51e81rcLuO7+NxV5fCL2OMnwFBnKwXilnjp3oYSfEZaB8JW6u847PxNAhQEnbrgRgMlowtbWFptbm1y+fJnJeMLczByH9h+qe5yqCqYysFVtlRA40qKuxqBacYdQ5N6sosxKCqMZjbYYDUaIULBveR9XRpc4ufoYclUy15qjI/oM9ICwjBCJZC6YYzKZ2KTJGPKiYLQ9pJW2EEpy5fwaaEO33aWVtJmMx4RJyNr2GlE7RpSSTqtLEdUznGVquLJ6hcX5JSvssOv1tqNEbgZW+HGiXV/u76mpflYZ6Hd7zJ6YnWr5HL/uuOUMOERrx+1Os5Tv/h478vKaf/YavvVbv5UsT7l06RKT0YT19Q22t7bs8xcGtDstolbAbH+O1t4W7U6LMLRe3C3ZYW1tjU6rgy403X6XwdYA9php9KPJs3B/1+DbvOd/vYfLly/ztl9+G09/+tMxxlAUBTfecgOv+o5XEvWDqg0V+uvgPY6ruLi4uMhNN93Eh/70Q7teN7DP3jt+8x18/dd9PXNzcz6xNY3XNNfvzqLl8Y4vWLD9XPqwXwhS1OOdQ3NTaApauN6aDZI2G19bWWdzdZOnP/2pHGgfJJFthJAebkKAMgEG2/MtKwnHfKMkmquYEKF1xhDGzkbmxqoHSaOs/i0GkQhrRC8icpMhqlGBQT7gyvgK54fnOdg9yFa2RTfqcvfF+3nBkUXa0hq060Lbvh9MLd6NjQ0LVy0v1d+/+k82CDs7r9vOo1kdzszO8Nijj3HkyBEABnqTsR6RiZSW6BLFAdfefIhfvP+nefnMq/jeN/1zvuk1L+H2wzdxfPEoX7b4XBjaD01mY9vTNjbJuazOshVtsscc5jMffYzJMKXda3HwGXtY+cwV+su2B+jgVfd9mudvmZ1VICqN1QduGLtbTWsbaBUG48hLUkElsWiMreyMsL63BsNoNOL85fOM0hFCCsLAGjsICWEQooKAQAVIJYlC28sLlWUIK6UQUhKogCBQyNC6D6iACnarHl4hPCkMjR9DCIj8yEbNUHXr1nj2vIX0ayjMsk2h3W6T5zlpmlpym1Q4HWP7VuIq6LIgrzefRs/wifYVISAvCkpdIpW1HJSBxMhpNKVJQGn+rEtYkrY1AVjeuwxYOPL82fPc/cDdgL3eURzR7fXYs2+ZVrsFAqSRlJOSfJxTpiWD4YBev4cIQUaScTZhc2vDbsYltOM2vZkeIoZMTdgb7uHMlbNsbG3Qn7OEvU6nQxxWalOBQChJkeVMRinRcshkMmE0HKGlZrA+ZGO4SZZkdDs98lFOPipQbUU7sQbqEuUTvrnZWS5fvMKZ86c5cvAooQob16SWg/SbeXODF1TuPzUy19xHm0nVVA+eXRAtM90H3tze5Cte8BWUZcl3f893cfvtT+eTf/VJwiiglbRotVqEcYAKFLfffjtxHHurS2WsBrdvVRkY5FsoHUJhkY7+TJ8L5y9Ui9RUHIvdY4BP6Izhvvvu83//qU99yv/+u1/37cwdmGMr36IdtH0bCuznIdxn2L97+ctfzi/+wi9y6tQpDh8+3BgXhFOnTvH2X347Kysr/Ie3/Ic6uTS7J72fy/EFC7aPV1k+3ms+X8eTDtw7Z92M8RuerZNC7vnLe7nupuvY3z/AYrgXWdghb9cfc+LubudXBBTkBLOSTKckojUNO1QwmhCydpmpjkS20ZkmKGLCVsCIAUd7x1hMFhkVIw61jqDalji03FqmG3bJTEpLdCxhq/pOOrPOKKnOePiRhzl67IgdUG9ktVBBIGLH9apYffU1wqte2dlKycL8AqdOnuLSpYss71umKAqUUPTUDDqy4zlHTizz4IfPAPDJd3ycH/nwazg/PM8zF55NW3TJyQnalkEsqIP5sjpAT83ymY+f4syDF5hZ6NHutbjvj09y41ceZXxxbA0TtLEqNy7QYHAmYP7B3QnLCekhXF8FVrfOoH2gdm4qjlAhZTV+IjXHr72WY9ceoygK8sL25nSpKfLCuv4Y7L/lOWVZ+v/9a4qSUttNyLJBq8RHSaQSSKkIZECoIi/ij7AVsVISIzUFBUoqwsBaFbp+txYaI+zVUFISSkt6kyikkGRZXlUJIDRWqQlXOVXXy+BNBRyZagpebECZUxt2dc2vXLnCY6ceq6QFe1OB1rOeq8/TU3B0HWh9xd5IGqI45NjxYxw+epg8tdc9yzJW11e59557ecaXPANTQp4WFKOcfFiwvTng/IUVZma6FKIgaCnCVsiBowcs+za15g0b43Vapk2cJHRUh2AUoKVme3ubra0B83vn2bewDxVa4XltbJ9ZKZssJ1GL0ESY0jCzNMt4NGI8HrNpNhheGVIqTcu0CFRDGMMIS2wTgqXlJS5dvMxguI2SAe2kjVJB3WsUIOR0P9FeM7t4Hw92dYmTMMZD0U9UgWltmEwmPPLIw4wnY26++Wa+7uu+ji991peSJLEXoHAJ32SUMRqOiJLIBiJTJ8G60FbYRQaVAIthbnGOK1tX6C32aLUSirJgkqW0WokPzletq+q83V9dunSJ7/nO7+XUqZO89/3v5Zd+5f+hTHLmDs0wKkbVtdU++SxNYR2AdozszPZneeELX8jX/v2vBeDnfu7neOGLXshkMuE7vv07eMrNT+Hnf+7nr3Jb+j8tCr/gBKndTI6/0LO1T+p1FUPNiQEIVTnrhBX9vJD8/n//Q77yq19oFX8mgjy14hEklrSiRGI3a1nPxcmKtBHJGF0alAoY6yGO3OIZlmivEuQJNIFECFuphkHEfLBEW3ZQSUCPOfJty0w90r3GQ1GpnhBKSxaybliS8faE+x+9j4WleeYXrVqRwSC03dB3QoWeVbyjBVGLKVS/GEkxKdi3tI/Lq5fpLXews6MRYz2kJbtMtlIuX9jij9/+5/zM7/w05x69xDF9A9ctPMXfH5ccGGMog8K792g0iWzxzFfcyPyeHmcevER/rk1nJkEYK/ZA6MajLNHnyWi3CCOqoGzHedw4jf3eohrE10gR2CvlodyqvYCgKKx6kpCCMAoJwgapaRdo9KqZwEYlJ4RdM1meUpQ5RVmSl5mNZRqEUZZslJXkRSU+EAhSPaYsLUuazDr65JUNYFHmlNrKh5a69JCxLgxFlrO9seWVpVCV45HrmzbQHtkkLzY2vl03QfsPAJw7d44LKxe4/vj1zM7PoUK7+fq+euN9zI5Aa0eprxb+2BnoVaBQgfK93u5Ml0/+5Sf5zB2f4dC+Q7SjDsWoYLydcuXSOltrQ8bbKXN7ushIsri0SBiG3otUa836hQ2K+ZKF/XOUQ9jb30dvqUOgQ8QgpCgLVtZWWFpexGibJAUiIInaUAjvVVzm1hIxUjFxLyHoKyadlIuXV4iTyH8fp8xmg2CJlJK5uVlWL61azkM3Y2FusVa3k8LuFwIfcF0A2tkCsmvWQz62b0mdaO8kwrnXGwOj0Yh7772XpSULs/76r/169br6MwyGstL2brUSsiyzBYuwa1tntcKYIykKZdGi0WjI0uKy/S5S0Gl12drYtL1TaTz7u3nU7RZLvjpz9gwve8nLeMlLXszX/8Ov56annmCgN9nMN5BCoo2m0IX91cm+Nr5/kx39Qz/4Q2ijOXLkCD/5kz/Jnn17+MTHP8Hly5f59z/z7+06MbsnM3/d2PVFYSM/UZW7k5n8+Q7CO4eh682lYjjqGlY1wkKOgQh45zveRRzFfPM/+ccEWDUfUxqKOMcZYpvcoKtxh1Frm0yn9NSsl1w0slLLx2ZcqtrctNCIUDSqTFVncNIusrEeUZjMz5hmckIQhxQja/3moBILTVOpTglEIHj4voeJ50IOHj5AptOGR+w0CuiujVvkuw2NewF67IM5ujRme2MbKSWxTCx0V5lxExtmDvXQxvD0lz8VGUhue+5x7vuzU1z3zANE3chqNlcm8DqrlLVM4QkuiWxDAseffZDRdkpvrkV/1vZrkz2WNBZLiSgVQmorz1elMq5X5cZ5LDyGV4cqKoGEJ1wrWLipGRAmegylIQxDv9HvNNlujjs0j2bPqSn1aYx1c1KBIjIaITr+O0ij0IVl94KFL2Vk5SRdmyESsdUgdupZwi81v6maEkyuOXXqlHXmcQIhqnHeRlhrOkCEtjJxZBFTyZH6uWTRXAuOd6DI84xzK+e46YabatJLxQT370ez31WjQW69S6EoeXzfUveZQtRCH1EU8WXP+jJWzq3w4EMPctuJ26xwzGDM5UvrhCTMzcxg9ITZuRl6Mz3r+BMGBKVCdQXBpYBOq0NmUlQeMN9foBVY44s4aRGIgK2tLU6dP4lWGtWGXqfPbAxJ2KbAEpV0rr1CVDITW2F8Izm0cJigFTDaGGEiTRwkyFD6OWmApJVw+PAhLq1cIZ1crZXur12DnezWUfP3dcCtfkbX7RBPspq6lnb2N8tS7rvvPvbt28fBgweqqhpfiNg5cHsOmUntaJ6UBGHAYDCg27UuTjaw2l8LlRGYmMlkwqOPPkYoI/bt3UdJgdQB/dkeg/GAvXKv57BM3WvHRjCa8XjMR/7so5w7f44jx45w7NgxjoXHfOutHXTQRpOVGYEMqIfbSjTKQ8DNsan5+Xne/OY3YzBsbGzwj//RP2Z+fo6vf+XXE4auGMCv091mbD8bWrDz+KLP2e5kBu8mcPH5/Kxd37eCkN2crFByaozh/Lnz/Jdf/CWe++XPIZKWuUjVmxPYalKZkGKSozOrT9uRPbbLTXrYzSMzKZlOSc0YgbQVajWOUY7szwgnPN8YDEfYByQRCWPHrsT2dE1oSHtjtostCOzN7qvZqV5CWkwYMOD40aNcKi4wp6zdlAtE9RxZfUz5wu64H7lOPTtXCMHq+S2G6wWjziYP3Pkgx08cJ0napNoSiYJuQHehxa3PO0YyG6NaAQ986gw3z1xDGdhe94MPPIjSAZNLGYs3zEFoEBFc1iv04z57o0NEUcytL6+UXSYgEryakNCVLKDQld6t8vAkwoCSmNLCdGiDqaTkHBrgrqkbj3FzvTvXjMDOXrdVl2E2YCFZagT16eqv+dA115I7HMFMm9LHGfdzsrK7cwFSV2M0TpRdVH6s2pRoo31bXghpix03X2xsouAINKbUnDlzlpWVFW684SaLouxAL7Szm8Re35DIr8NmwG0eO0UxVlZWmJudo9vvVudV98ea16Z5jd119mM7KM+4bV7T3aqxZi9ZSsnS0hKPPfwYTg1sOB4y0+9z/c1H2LoyYmbPXtrLLTIzITe5fb7iFvlQs/fGZdQgQqaCtuyyvb5FO+jQarW9DeHszBwz/RkGowGbgw3OnDvNVmub6/adqDWsG6NeMhBM1lJLtIsVF8+vYCI74hIFEXsP7K2NHvz6EHQ6bTY3tuw1l9P92Pp109rAzQLFJTfVhbXPu6xgelkHa7d23djhgw8/yNz8LIcOHazXbsU2NtKgKvH+YblVqZdBLGDPnj1cuHCB667reYU7mViofaIn9ETMPXffQ7/X59jxYzYxFoJSFvT7fR577FEbfFH+vjcTfmf2DnDw4EFe88++l+tuvK5CqrTVkhcxpSghhEymSGHNTndDYqae0QZ68yM/+iP8i3/5LwjDwC3YqghpPsu7B92rWi1PcHzBg+3nOsbz+VSSunrcp65ES5eJastaNQ5iAN7whjdy8OABvv9f/vOqerAL3I0ZhCLEiJKgF1QQj2aiR8QisfCxKTk7OVltjJJEJSzKffbB0RWZalyRrKSwCj1S1E4sShKoiJaGnLz67NIHG2cPBtX8XTViAFbkYJs1PvXwKkuHFpjrL9pF5nk1jUDRgJ6aEodOAs1pndrzBAwcvn0v9/6Xk8zv61ImJY899Bg3POUGP99pMCTzibXVqzxon/JlR9GFJpVjdGpYXV1l3+wBNtfXMGc1D2f3cXbjLJGI6MZdjswcox/P0Em6xHFMoVLacdeTMtpxF5cfWNH7wG4yrvdnjM+yrcC7rSJcv9x+HRtsIxETEGIqjeymnKNDPIRQhCYmVKElTO2oFHbCX9MjMTaYiUBOPZi+Fq/aCsYlgGXDPapyDkIZC4+5DdaeVZ1AuY1Ac9Vjv7a+xsH9B+n2u57gI2UVxEyzahUEJiRjQiSSqYBr18jj6zsHQcDG1iaDyYBep2+roMZ7KwJGl0YgBa2lxPfTmvPOhcnt/UFMX8+dvcqdAcZoBsMBYRyyPbEygzLSHFrcw8q5y2R6zEJ3BhHBWNtZ2pgWGROCVgwTQaFzTq2dpJV3menM0Y9nrQZuY/ZcC+i2u7TbbfYvHeDR8w+zsb1OP5jxqJd7hspUeyKfUIK5hTk2h5u0uglb21tkWbrrztvr98jSjJVLKywvLlsoU0yvmZ1JHuxABxtrzxgDpU0+m+2BZuA5efIxirLg2DXHppA/v19UvfTC5HRU32u5A/S6PbY2tixXpNL3DtohUgqSyPZiS11y6NAh2ztVeNGdXqfHZDJBlwbUtFOXMYaTp076QAvw6//9V+i0u5UXcYDATQyAltZOMaxYyKGIbCLN9KQH7F7QCQRRZLXpdSWHar97PbbmrocjkzWr5Cdb3f6NKkjB1T3dx61G/5rv6/tR1WZW5mUlkmD/LFQdZAHuuusu7rvvPt7zh79PqxIBMMJUkn6yGjGZztIFglBELLCHUbnNWI/43fv/kJv2HqcbdpmNZzkgjmGk8fKGux1+kVdwthCSkND23kyJdg+UtoGiI7t2ML96AIflFqmZcPQph/n03XcgV4C+XTQ6rcYNZOm36p29HiFqWTz3HWOjPHHKXgfDoeN7uOtjDxE8JjnyjFmMgUDVA+I6sGxLJQMoYWZ/l7OPnGWQbLE4v0QrarN/eR9d3Wf2YI9TwwcZRTkHlvZxon+CfjmPya1CV5ZmbKZbrGbrZHlGnmeAfZjDKCSOEu4b3ckzF55HGAbESUygAkJl3VBkvV9WD2D1exSxTNCZtnKGlTqRzUvqwGKqi1HkJUEY1MQpITGi1sc1MEU6m1qLjWy4GUw8jFtozyFwG5fTnBWhIG/YfjlxjF3f3yv6GL+WDh08yKOPPUp/cYaZthUc2ZmJ+xlhabVxMzMdcHcbGWseBw4cwGA4+egpbn3qLVexYg2G1p5WdWplJSKReVhficCjC0oEfmOzpDw1HWzKKlgIMMIytLXQlKbk/ofu45oD17B87RJREXFh7Ty9hS5xLyY1IwqdV/Dt2CYXKmKz2MAUhlbaZXlpj4X6i2rfcFoeLolzpyUVy619XFm/zMyeWe+Z62wxoR57kpEiCju059o8du5RBIKz58+ijebAof2+rwqwvr6OUILRaMi58+dYXFqk0+lMBcem7ODUPXRypKK6Nu4fNDgPZ6GET9gAVldXuXB+hac97WlWIKS5LiQ0S2+n6tWSHXKd2iRRSPI898p6cknAyIC0LHo3lFZSUoiUEPt3ygQoFdBOOmxvbzM3N+e/Q1mWfO9rvpePf/zjAHzXa7+Tb/qn34iTZnXrQFXrRQhJoqEQAYGxe5CqSIG+vfQk52GbCnP2fGpSn/RJp/FkwuZY35M5vmjBtrkYmscTLZz/08MFWlNqu6mmJcXEBltX/SgUVA4tQgl+6Zf+C9/wDa+k1+35Re5mIaWRGLeRmmnyQGBCjISNco03fegtbI9GrGxd4fbDN7GYLLIl1+kzW0OLzj6tmtOs3tKft9A2gOtqhlGWgqCybGtVkLRzHymVdYxxVWin1WF/eIjluQW7QTubNGWrFy2unqV018mzeatKLxtmBL3AP6AqVhy/fT/3fPxhhpeHDAYBm5c32Bpt0Y7bFEXBxtYGnW6HQIa0Wi2M0FwYXEBOJDJbJ0kS0s2M7mKbYEbRTtss9eboJ31m2jMshkt2zKpRZYOtfkpTUmQ5eW4ZqelkwmdO3o9AcmN8K0VhVX2yNKMsta2GlUSGkkApO2gfWY3bQNtKOVAhURQSd5IK5ah1qgEu5xcoinyqJ7arCtluPpsNdR8AWQm7O66ANrquaHW9WQthIchMT6wDlddIllOEF7AB2Sma2ZEQAcYiJfPz86Rlyv0P3ceRI4dZXl6uNx9Rfw/HJG2JDsZYDWNbQXz2jcoIQxRGdjJol2fXP/uYyq84Y6xH5JWXcyhipGzbGdaqz4yskwDRqMR1WdogENrExo6j9Th+/bWcevQMeZyxuLDIuYfPMbOvz779+xAB9byygcHmkLQskb2AweqAIAgJwsDDhp6ZTQ2HO1TCzWoP0gGBCSlNiQglATXCoAtjA23lZywjhZYFcwuzjLcmaK1BC0wOYWyhaozVLy8nmna3UyMcjQDoEg13n69i3bs1Katqq3q9E3mxI182aA0HYy5euMS+PftJolbtSKRMpcZWj8yYEj/PDPjKcnNzk167Z4mOaUlLdtGRJg3GVqrWVG5oKma7XENoQVv2CKTBlJpO0mH98joznRmcbvQ73/lOzp0/x7/9dz+BiATPe9Fz0VjRnxKBIvBInf3qgkgmKAqiBuLUJC1+rkfTAML+hbZmEtV/jlhrz8ESGZ/M8UULtp9L8Px8w8f+olRVgyeEVIHOPRR/8qE/4cGHHuRNP/1Gf2EVgbUFMLqCmqc3WqfURDWCuEce4LnXPo0PPfRJvvz4MzjaP8pivERHdiG1sIpnGlItGK1rYQRpKjUe4x8U9yDorCSMY7SwGZiDPNxm7DO/TDHKRuxbuI1IWLKWTGRdoTqYqbrOuUkJiKsEhEr2T3nmsLGCS/a9hSCei/nqb3s2f/I/Pk07jrjzM3eytHeJSxcvMR6NOXDgAOPhmJwtxpfGTLIJM70Zlvcsc8dH72Cxt4S4RpDMxpzLHmMr2yIrcka5JTyUpqgqfDypS5vSy+tFUeQ9PDWGBz92jnykeepNt3F9coIQm+FqrUnzlDRLyfPMS+nlWcFga0g+yciyjKIs0NjqSFOiQkUQBMShhY7DIGJ1dZXrrrvuqiD7RF6WzUDme5TabkyefAK+KnIIjFuTWlhWZenkGhtVrWc+Oz/3qhoWFaFNaEAJTGnYv/8AIhCsrq6yvLw8xfzcCTsaA6kYEZu2/aRmlbTL4RKMtbU15uZnp54H/5pGW0hjrJKSSb1QjFDSV1xlVvqRPBngv8/u19fOSBuj6Xa7FGXOhDGT4QTdsgpacStBGpu4GmEoRUknlowHE65cvoId18oJkgQVKw8H+75zpYnrnrWCAmFKklbMWGuCKMQI7UfGnLJYNsgIexFaFhQmtaYWnZj1zXVi3aLMSi5fWEVKyez8DDO9GW64/gQXL66gTMDs7CxB5Pyda8jfSySqqq/jr4WYSgj83Lgbb6x+bDQec+b8aVbPr7M4s8D+Pfumkhuw7TKhqumGKuF1e5DVfqm1qy3KYCt4Yey6bdFBGMFge0ioQvSgJJy1TmSxTKqRQkOn1eHiykWKvaX3f/7kX30SYwwveflLrIJepWKmGv9JoezoZPXdtBIIqVCyLui8t/CThHj9dUTQHG/z8HPTDELY7oa7JuZJhqu/cRi5eXzeKtodJCwLR9UuKGA3libUIyPJO//HO/mH3/QNdHptf6O8XqpQU+2jZiXoemDZVo7qCW5bupV93b0c7h2mo7rWam9LkOZZTXqpWH5og1b2HFQo/RC2lQSsTl/Wm7KF+goGeou1/EoFv1nae1t1CUTA2sVNDu45RCeoYOYSwFCQgbbm67FMKEzBWnGRUTlib3SAlu4yLodkJqWr+khjFXmQjexaGFSoSGZj9h1ZwmwZbn7OHuYWLRRUZKXN1pVgwsg+/NpY4XcV2fMNJFE/5KI8w/nBee44ez+tMOHrrnsFS+E+m0EL299RMvB7irsXRSVLGGDhx7f9g5/j1+/9r9y/fj+ng9M8bf4ZzAYLCCVIVOKl2Twc55KZBulBhIKsTJnkYzs/m1k3p7LQDAbbiEDQ6ramGL9NT1O7zKT/jCbq4WBpy8J2HquWK+DWwLS/qfA9c9viqKUgXS/K3VfL6FaUuSZOInsuuvE+VRWt5DRppFmFu4Drgn1Myz8zdjO9OuDtTDIKXdQB9nHiY/Pzm84z3tC7ui9uTlO4JADXH6+fDweVOhOPQmv2Le5jfm6O1XOrBEnITH/WtowEBHGIlHbkDjlma7JNt9sj3yrsmo6sCIfXPG/eA2qnJWcC0ZlpMxlPSNMJSVI74EgpLOlnIpmIIVpP/5wIDHP9OUQpuLhykX5/jtXzq2zF23Q7HVTVFlIVWcdB+bYt0Li3wtixoCbD3bc07PlKpSwSVxo2tzbZuLDBxYsXKXVBr9Pj2DXHCAMn8yp8T7Uwhb+/gQjtvGyF8Nliw67zxeUF7rrjLrTWRH2bzLg2ijGGtSvrdJIOQgk6eQ8TV3rxxq67brvLI4NH6/UhYGNjna/6mpdagqmZ2H1aKI/oBDKy675qvdh1U2mju+KpavF8LocPsrsQAt3h2kW+FejQgCcZbf9fFWw/HxXtVYEWKqJJ9Qcp/MiPYwuqWGGk4cD+/ayuXqGgsPZoVEbCuWGyObH9l27oNyWwv5bSGkYHieJyfp75eJ5+1PdG8C3ZYXN1iyIrUYFERfYzHYyMqWFsF4S1C3Cq8VkWDWKoB6R6wr1r9zLKxyy3l+iGXQ51EmKZkG8VXHP0GpQOfe5b6AyNsSMO1K4yK+MV1iZrHFw6Vn2EFX1wEIzPqhtwLkDUj3jqi69l8/yAhb3zpExQQiECTUFWE6uwMKASCpMbZmfmmFuYI1lMOL12mr8481d8z+3/lEk5YT5Ysj0dYSErR0ZqzmoWFUnNM4kJ6akZXnXilYzKAfdv3M87H3on33bDq63+LTXDsclipWEmb6RlXZfCer+GUUjQtvCeMZowVqxtrFnRCGOm3qfZzzTC/kuTaYuZJqTsPJp9Pk+KkpbI5Hu01fm7QKtckFSgWrUjVLqdEfXDOiHIKleqkoqYt4vsY1WJTu0XO1yTPBGkAQfvPIqiQAWqntne5XOEERUj31rcRdIiEBI7vuWEHIwBoa/+DNePRNXJjBBWoOLiykVmF2fZvLDFxuYGs2KWoAgoRnk1bWAdlcIgYH24wczMLHMzcwwGA0oKur2KSa3sebgEGqr77OFb4QOnDCRFUVgjCwXaFKQmswGrW9hA2xD0MMaQpwXRbIQyAfuW9yOMIJIxk3RMXlrkZW5pzmtlG2NqxnmVINbfvb5HNcStKYqcSxcvkRcFEkmRlVw8e5H5+Xn6nT6pnrC0sEwYhx6qN9KSoHKTkZvMkzub0LE7dKXlnrRilFJ+/MftE/ZcYO3yKocPHK5FcajPWwhod9oEkWIyGdNr9Xj/H7+PkydP8oa3/CSZmVQWi7VJSyisnnWZlZR5HWyd85Z38lJPTIh6vKNZ1U6tuymDAjsBMA3f/3+EIPX5PHYNtO6PoURK7E0J6gfKmrPbOdhj117DX/3lXxGKyDbgjaTMSrItKybhB/WFzeI9xIwlWMlI0i37nvghELRlh9HKmM21EbrQBKEiiBTd+ZavZFUo60rCbXAOtjWCdbPKbGCN690Iy2Pbj7I6XCcrc5SQRCoilgltuow2RiQyweS6hslRTPSQRCR+48hMyv7WAS6NL9m+iLL94HEx8j0PpzMrwmlGI0DYCZnZ350iU7ifc9utu0ZSKIy07OpWJ2GshxSm4MsO3c6v3PGb3Lz/Og7NH2cUbxGLlp8N9uIMFXmhyQBUIqCs+iWLah8ihK32Fh8/dSdvueM/8m23fAuL4d66amush6YjUKEz72eejQABAABJREFUH8Tdd9BYvd2SkqzMbNK7oyfrNmFrEj4dYJpV7xRzVNhAqqrZX0pbodjkzxGV6tfbsYjq+1YQmtP/bca0sBOQbWVkGzaJDHshOqtFEMqi9DPVU5uHcdVrFXCdrF1jz/HJ1uPsKQZDHMeeKFKY3OvTNn/eYE3gQxFRiNxDtJGM7WbeuEeiEVDt3zmYp/5MRy7bWN2g1Wmxdm6NmcUZwu2QoAwgg4ISFRq/wW9ubjIej9m7vA9j4MihI4zSIVEYTX+n6vtatngDpjXaExVpsPatHWLuoc/SFB6Bsact2FofEIYxUSvCTAxK2URBGEEraVvLzYXIVti4/knjfJpHVXnXVb/9fZpOOH/hgkcLpIgwqeGaa65lee8ShS556IEHWbuySquVMLcwR65T294whTVg0SmaksCEBLLW2Haf4a8/ljS2ur5Kr9ezJKnI7mlaaybpxLLgIwmhbR8EIrBkxMiiPP1+n/XtdfrLfd72trfx6td8GzK26BtAgKicmgICEVJOSu8C5g1BtECHErSxe7wRwNWCFE/m2JkU70R2BMKby/j78CSPv1XBFqYDbhPKE1Q9ngp+AereGBbff/jBhzl86LAPtF6MoOrpqliRD63UoFO9cZCCKcFoQ6vsIpJaOScwITpMaXUi1i8NiFsh7W7s388SKOQ0E7jxEBkMPTVDrlMKClI9YVhuk+mMVpRAZXfaD/soETDZTFFKEbUrdnAomOgxqRlb4QshiSr/0sLkfOLyx3no8in6YZ9nzj8HkUp60ax9UxdAEwuvVWvYwlrSIKQgSIJqc7VQkxOssD9vvIyhVtWbxYaZ/TMkMqEf9rk0vsRX3/AiDrYP+woOpquoKfixAW852BFAhfYhWEqW+ZZbv4H/cd/v2wTCSQM2+uROLcz34jBXb2aAGwDKi5wgrMXNrwpYXN3jsZ+1c2MyU20MByXbz67XrHTkuWqj8SMxFYfAYNhZPMpIVhZ3JTIQNtD6wGmDktZOb3d3nNeTbnaMm7jz8t/L6Kn7IhCkaUocxRb6F0GlKNbxf8ZUsUkqQiIKWVhtbqjYyGFlHmH70ELZBNRVRE3Y3n2mc8kapSOElgRJQCfuEImYtupQjAtUpCB05w1FVtBNugRSeei30+7Wa66JyFQQrqy2SV91V3PbSlpbOI32gdbN8hY69zC5xCbt28NNjh64xgrNRAkyF5hS2OeqgoSLUUEURJa7gUWFeAL+jWs1pGnK9mCLdJBb5COwfU13rdrtFkoplFIsLy8zHA7p9C2zeGIm/tq6RKHuW9fWn7a1Ns1ODyLFypUVuvMdlnrL1otZ6KrqhjAOvRFLaQrPELZyq5Ijx45wz333QmR47NGTPPP5t1sRGSCQof/8gMDDx250094j+znCkQt1zWPw9/T/ADHdGXyFEdXsskAEFeL0JAPu37pgC9MBd2q2TFo830G0rkfhoIo77riDH/mxH4FS+AzasUJVywaRdDMjH+bEM3Ft9wWU44KV+1eZO9Aj6oZ+RrLILCTd6sd05ltE/cjD2D7QVsQEtE0EREUwcaQdp+VbkFdzZoqjvaNkOmMSTpBCMp8skOmUs6OH+e8X3smzw2dbpyEj2SiuMCqHSCGZCxfpqzkoJD01y3OWn8dya5kz22dIZyeoyG6U9w/u4pbe0xFScjlfQSBYlHt9/9f1VEVcTX0Ka0St81qQYUqWz0i0LtFak6sJo3yLQ+2jzMVzKKGYCxYRQtA1fQ9f+96Tt8CrSEVGUprSwkqOWGYMRhqWwn1cMKc5vnSYSNTWZc3+7M4iTSLQ1fv6NYRVCSuMJXMkQcv2ixr+qS7gSupRBJ+gSLUrhOzUw4QWNtCWV28EInSmBBZgBTwc7jL65toDGF+e1IpopazJf5UVpDG2LeLnZ5uf10hK/X8NRmZzpvAq+cUqcPd6PU6dOsWR8DBJJ6KkRJclgYg8CuHGkaSQJCLxM+RKBB4CnGqrCNtfL0SORE6NZDVtEYu8QErJ8vIehhtDRCFAC0ptnZqQ9bVQcYAuSi/YYGeTK9h8BzzuIFxdll4+EynsqI+CLM1pJW3LuqWsK1qdk+msvudo6xgUWT/qzKQEMiBIAp9kNwVM/EhJRcqxveaKHVxV2VqXZFnG1vYW49GIQIeYoSGRLYSCQhUMx0NUV9FpJ7TiNvm4QEpBp9VhnE4QyjCpgqBDjjRWDCYgJBCRDXKYqdZA8/e33HozZ0+fYzyYIOZlNYZlx9RUJCi01U4vTTmdsFX7cqfT4di1R/mVX3s7Bw7vJ+wGDPIBgQzoVK0iRYXmZM4zudG7fpLeAP/HQbdZCAgsG979Odw9ed15/K0LtruNGNVVYpWdNXxYmzJ76+vrLOyZtz2Yyv3FlMYSUCpR62Q+rquTZvZfZTdbF4fEWyFxN0LFttpwZKwps3F3vlUlox1JprTvKkKJUoE3knfVl4PntDQc7BxkI90gkAFb2SaXxg/xmx/5n/z5X93DTY9+Je//obexka5zaXyJjXSDWxdvpSXaNkgaiRoFhK2YG/o38cz557KeX+aRwUNcmVxhmA25pnM9XdXn5OBRDnUO2/N1RuulsIPqDiLUeOUjpxcLVLC9hcrHozFRHBGokJboUJjcErEa4yxNmNZt0vYPdjxCovzoUknhWZCOgQgwEyxw/ez19h45aFJJX8m4dWJvW0UcqopLBwsLZMWADhAjicwlZmIwsWGiR/4cbZC1Q/Q6q8d4bBKlkI1qcUrrVSo7Y7kDLoWaVOWuQdPTc7dAW46tvSLaVFwDDVJWSZuYYt3vtuHs7PtN/ZuHKK+u1JvHNddcw6nTJ7n3nntRkeD4TdcShTECWfVpa6haicAHfI01gRdC1ucKNYEQCIkoK0jWjWQ1K+59e/dZgqGRbOQZrVbLJtb++rr3swx1pZRvfRhppt4L/23xJEidafJx4Q3sdSi5tH4JrTWdvV2MKJFVPzo3NpmIZOT7nlJINodbtOdaFTo1RqFIAmukLhvesPYDjHeqMtXYCcrep8FwwGg4ZHu8TRiGzPXmmUlmkVrAPJ6DgrTPaTGyDkj5du5NRcKWJYtNspQyqC3/7HqzMH8oQv/suXXhbEObFb6UkjAO2NzcRMuCwIQIEZKblFIX1X2LiWVrSiyiSeJbXFrg7rvu5u+/6uUM8gGjYkQgAxKVYDB0VL9KvJ2IDN5L2yUofoRyl7j3+Qy0ngTW+Pu/s5XtZ7uoTRNmUT/x/uF3Wr+WgUdFVKml0bx5ACA0duMXVSANJFobRtspRV4SxQEytBVu0AkIW4GtatxcpHOYqaqVYlI/0EFiTcV1UHoxhkAktodo7GLtR/bBzsqMrWyLQT5gMk45f/8KT3/5Lfzix3+ZY4sH2BwPWBtu8tUHXsEvfOY/8c1PeZV1MQrt3OJQb3NhcJaNdIO97b3cc/k+Ds0coFP2KMclt3eeVfeRsA+YbvQtjMFLX+KSlOqfw0RBaBjoLfKiJI5jAgJCokq5qeo97pigaY7FgP2edr5Pe1h16tA2EAshaMk2h9pHaYn21Kt8+6DxlxYWbgq1G0zV2xTYDL+kJIxskqMq0ttAb1VkpcAH2mJUeE1jn1gF0va75TT87DeeSgrP6/6aaRko0ajgytSOSOiJngq4LpBaclVjdEUJm7SFChGIiuBVeCj8qv5UQ8rPXRv/b0xDyzvfw2A4eOggS/sXuf+h+/nMHXexd+8ejh2+pnrmpklYbmxHNuzfHLRYv6ZeB9bgw3hymFsjMpIkid2UhRYYZYhaEUGgPPnMmHo0ajQYsri8VFuvNd6rSQhrojKu8nTvVxjDZDjhwIGDFq4PYLQ9wYSasBXXfXYhfJtJGkUS1qx4N6oXKgXU52KJiMIT2tzaKMqClZULoCBoKZbmF4mD2M6jV+bEhcgZ6i0m5QhK6KlZ4rBFNsgZb6Wko9yieUGGjkts3LBB3c+lIv2adoprUwQ5J94h61ZZkiRcungZgS0apKwlVGt1M+Fnde3aqfuqK1cus7m5xdK+xan1WFQV97DcoiU7uHEsi37U68N7S4smce5z79c+3vF4MeVzDeB/64Lt4x1XSepVwdOTZ6Th5ltu5nfe/W7+2Wu+l26nX2dz1YZsXG8vNxDbrUdhDYtlaYlPveU2Qkku3H+FbFIQRIp2PyZIlNcNtQ47NRFF507urGTr0pAoDgiTgLATEC4EVpy/OgJA6TozJ4QB20zKCYUuCLRiz237ADi7domX3/QifvUT/4O8KPmRP309//4Fb+TDV/6UZy8ukJmUiR4xKoZkOqMdthnkA66dP8aJmZvsw1NtUgbjN2qEDbhGG3Q11N2sZIUxvsqN5yLW8ksAjCd57btL3W/VpfFQuqt+jDEVIxNP9BJSEajawUNr+znN3rLOrWNSV/b9fa7XwHQV5/++ImH5yq4xR4ixFXscx7WjCdUscjWSILQgnxRkg5xibNsGUSvAtC1UKCWYakZv52ebRv/L+Mq33vS1/xxB2LIKVj5qufluZWcUg2omu7kJ2flFaZmm2D6ixPZ+2eWcpq9Xc1i2Jsg0e7X1uVfwrpRcd/11bGwucfKxk5A/xo3XPWWqH7qTbGWMxojKoMPJbILnLrgKQonAz13agGXHdrQufYUctiNIjR/z0drAuMCUiu2tbaSStDoV+a5hvbZbn9odfqxEC7IiZ+PKBqEKkQiuXLjMhAlZe8R4e8xid5neXBeBtGNuVbCdS4YoYw1D7N/vWJeOJOeTTKjKZLQxXL58mSAOmV+Y8+cZEFTXzpIdB8UWm8U6W9kWiUqIkoRYtijTktF2ymgwYWOwxpGb9rFwcA/4URxbfQsCr760k/BX36vq2VQWIg5lTKvVIk1ThFY2cTb1/iql8rwJ2VAkc1KIDz/8MGsbq2RpRjYs7BRHNTpSW5jW64GKqS+cD66qEQz/7zvi7Odbc795fC6+7X8ngq0jWLjfA9OBFkDDC1/4Qt71rndx92fuQUjBTG+WdrdFvzdDv9u3FYIQVvVnjIdrSlOSBxlx27ryjLZSxsOMKK6kHaVAJDDRo2osO/CZrK1w7Lnc85FTJK2Qdi8mboV0s4R4LrEPY+kWl910rBaonavsBJpJOaEbdLl+/jBLxxb56pu/grtW7ue99/8p850ZBumI+c4Mv3fmd7ht6Tar5SztwzgTClqqRapTEtXiQOuQZT8X9juKBDKd0mTdSqRV5cpLT8axbG186VhMCrZPDejOzRFEis3JaZIkIZSWSCMrT1CAsigJkgoiztyDo6q5xaoyEcKTr2QkfaWXZxURxXnvBo2eXqMiA9f33cEunKpwpH+dOwpd0Ik6iFB4lmkgwoohGVjD8qGtHrZWrbl8b65FJ7Leu/LxdS/q8/KBqPHi6lz85kQ1x5lTB1ojrOpPICBWfmRGCGr1IlGSVyMppSls4Df4gFvDqA1D+R2Vb3O7ahK+dgYmVYmhzM/M0b6pzf13PcCVS1fYs7R3imHfZLO67wjVeJNX7mFawpVa0c0Azs/YMp01eQ6jdMhCewGRC0xqyFK7NpSSXLpymSO32HZIU/rP/iprdMH3qI21I1Q1sW1jfZ2kndDvzbC+tk4e58zt6yOCGbI85/KFyyz0F4mjxHIYKqSqo3qgSxLZ9j3Imngk6orWXgyPdqV5xuW1S7RmEubn5+vKrQGl5yYn1RNSM7HoVjGxrF/wJMLRcMy58yvc/NxrWNyzRJgEViWsql6DioQ09dxUetjCwfwGnxA4jWM0do5dW3GQUIWUFKSTDIk1m3dVKGCFRyYTxpMxG+sbbG8NuO3Wp/Lqb381b/yxn+L2L306b/rFn6SkRKG8zrHjcVh1K6AKslNKfK7y3dEb/kK4yX0uQdYdfyeCLVydrU5pJhu71X3kzz/Cs7/s2TzrWc9mPByzcWWD4WTEqSunGKdj4jim2+3SSTr0+j1axjL8ogoe0uGI9QvbpOOczdUhMwsd4pYlS5kJjIIBLdWBSgrPkbOkVHzi9++nzEvyilCV5yVCCtrD3Ko4memNzVrqVRWYFMzHhmyUMdua5fm3Po9u2OXF17yAe9fuZZCOKHXJXHuG/Z399IMZIhkTCQtDaWGrp1E5oKSkp2ZsUJN2jtNp8xbkBISEgJGBrcZHBWWua4EQIRGBoJiUFGlp4fRuSJaVbK1ssnRk2ffKjcZvRmVqlbXGrSHt2NoHmsrJxwVWPzMKFAPr4zoZ2kpHSkGwEFOMSmSjSmkGL98HbV7LXW3j5FSw0VpblmWDHBSK0M/5pnlGmZZsXB6yfmlAqxMRxQGtflz1ie21dHOQbj1OVZEuIWwEPMczsH+oA6DOr+7bysi2FpwQhBXqsGNthS6szKGwhhb1e+lqrKUh2L5TI9fzpCRNVRcb+Bq/rwQBpFBEVcCN4pgT153gkYceZX19gwP7DtLrdWumLTW0XlKijSGozt1/LtPwrgsGulL7MsZCshLBcDik2+mSxAlpmpGlBaPtlLLQVua0nTAejGn3216kwveUd+zFTQcdB9M70uLinkXKXDNJU1rLEWEQWVJRGNJpt0mHGbFIKPLSk9bKiabVatGurDHdd9nZ97NEv7q9tHZ5lbk9s8zMzE6RPvMiYzQeMRwPGWcjxvmIlAmpHhNEAXE7Zrg2YntzxPDKiGE+5vDLZtizsMcmysLyEhQBEkNAUJP8cA5bVMpeFd/AQbjV+ZemQGS2rRYlEeN0jIwEeVYF1PGIe+++lzAOmaQT0knKJJ2gAkXSimknbU7ceIIoiliYs6ONX/78L7d7kjMPqdABh6gJVe16snHdKnSnWdF+Id3kmu/7/69sP8vhYA2nb+l6MkmcMBlP0Jl9MFqHWp4tqLVmOBywPdzmwsZ5zl4uybdLWlFCf6FPr9dj9cFt0i3NyqlVtla36S/0uPlZ1+Cl9oQiNxmhjPwcmTSa8WpOqxszGWWUhQ1QKpNsrY1YYs5XcELgZyUtT7W0lmjCkjPmTM5ty0/luv5xq/wiAo4cuJb7tu9CG00/6jMTzjKjFohJ0KmuGJ5QlAWhiQlKQyZzon6lUFRJ1Pn5QVFVCiYAB/OWBqOqXk5M1T+0mWcQKqvJHAeYyBAFoWV7g89Iy7S05J9JQVt10XFFhjFlJWheEiSWzeqCezwXkW3lFKMCISBebpNv5xZ9MNYsvlnVug0dbBXjXH+uDiBiqvo1wpCXOUEY+PeBundrK/uSdJQzGWakkwwhBUVefVa1URfGMsndZ7iZWRdw7HnVkKr7/o6wZTAenlMd5atdBF6UwpKLauKIRV2KqgK0BBO3aWIsi5oqoZl+QJqVNtU6tQbmDup216mZrAgn/m7qnud8P6Z7S58L585zzz13c+jIIQ7uP1h9hj1qj6USXUH6AuElS73IhrGB2CkaYaAQBcrYalhnhridVKMhJdmkYDzMOHLLHlpLCRfuXSEdpxjMlDiKuxfN/cGz2KVV5JWVvrKKFeN8zPbaNnLB0OraRDvAkr56nRlGmyP6/Rm/+RsDAYpiXCC7QU2ocZW7a19U19560ArSNLOoStylHNvrPpqMSMuUrcGGNd1IArqtDr2gQ65zyrJgNB7TyvtsyCt09/SY299nr1okDENSMyaonMwk0kugNrkHMrAFgBO30JQNVnJNDo1EQilLTKgpdM6nPv1XxJG9HnEY0+v3KE1Jr9WlP9ujlbRIkoQgCPwdt0iF5q1vfSv/6od/iFf+o1daBEbYKYyAcAfkLqakY3cG2mbv/Qt5/HUMc/7OBdvmg+QCrYNsnn7r0/ngn3/Qvq45b6gNSkm6Mx06M232H9hvYdWBYJSNOLn5MFvrm6xf2eL0w5e4cmaDtfuusHBgiSO3LNGftMgGGf3unP1ciSVJVdtN3FPMLnYo8oR2N+bSuU3bD9WGzbPbzB+bmapsXVYcYAfOQ0IKUWCydeY6CyyqvZawM7GB6dbF29kuN1EisJn1xPbHfL9PgM50LXyuay1WjdXndTCkrqqB0IQoGVqBkLJRZYW2lxZECtGz5xskATKRFKag0+t4VnApCpyxgwyqofTIDrCPTWXlpVNruFARLwDy7YzBypAgUpSFpjWfUOaln1u2/V5bkbujdMHXVPm6kLaP1Ah20OhJNrxVdWEZrC5wCQSRiG2/Psspc02RlVaUIIkIo5pprEJFIXJSPSY3ud/gY5kQmFrU3a/PRu/YVn25bVvYtMieY1V1KQJ2Mz7wXAAnNVglGU4VyZ5Ds9/aaKdUr0PUcC/a2FlGsaMa3wE1u2dLV2x095yFIuDo8aMsLi5y1z13sW/PPpRyHsTTm5V2393PrxvP0Lf3xyYSKrDBTWCVtpQIkFqRDVKEEaSjnHSck08K7vvoaZ7+ius59+hlDt2yx39ny2yu+4te61Z7hRZvvk4okSXsWd7D1nCLspPTnW97Uo5LENpJi83VLfsMtKw0aZlrgjggK6xcq6Ym97j74RIry8y2z+ZwNEQJxfaVARgYTgacPHeKY4eOcvjQUUxQMtJDf38T0UKhWOxYc/qWjqoed2lFREx9vaQMraIX2MKj0NYgwd3LKiEsKSiNqWbWa8s5iaKgIF8pCA8GtDtt5mbmObj3IHFc+V87ZMXkfj27yQP3vQHe90fv48EHH+TWW2+tvA8qVzJjKja38vcDY4lwTgTIw8g75sO/mMeTDbh/54LtVUfFMrQ9QTsXS1g9dGXd+zLGQCrItnNUqFGVAHk4J/lfj7yP7336t3Ni/ib68iQPjB4iuDYkL1M+/am7efhkxOx8n5nZnq2C+z3m9s8RBFblJ09zlg7OUGYlk3FOb7aFMYa55S5RHGAMSD9/Z2wcEI7d52Y9FcWkoN+ZsRDuKLfzaMBkJaOV9FChpNQGsD2oMLbqThqDSgJEKREV2SkfF1bG0vi6yEOQRlRQaGhZ2M1DGtvHFj1JUNazg2VaMtwYoozyA/wIhWgLskoFKpqNPYkpJCIzqT236j5NtjLS9ZTh1oQsLUjHub0+2tCeTwjatWqR68k1jybkWFaQp6ZCC6pNCOrK1/4qycucKIyqSti6MghhyVhlrjG5JogUnV5sZzkDSasTESQBxIZBucWg3GRc2mH9RCUUpkNbdj1K0UwCpbBVJN5XV1eVqb1OhT1J7Hy4JbdMzTQL4eFqZ/5u53pVtZFJnNyl1/xuzEVrbTcxF2in7u+O4O6ClGkQ1ZotGgAU6Imm3W6TJAlbW1vMzc1d1dqx67hmk7rkqBm4AURhq14RKkJpg26ZlpTDknxUkBpLCBoPM/K8pCw0n/q9B4lmbMLs5rWVUR4+bRogGNN47qvExaqnSdphm7gbeZvAjup7j1WomPpBztZ4g1a7ZdW8gohiaMUq/CSDCw6mtqFz6IXEjo3NLs6wfmWdtSuryEARhzGUhomeUErrnmSTQ8sgToTlQzh1sUAEjMshuX9dnRigLU9i5xTAztEZq2GdVUmhPT/H3VAiIJqNCYREF5q5hTniMK7EWrD8gWqfKil8kWD31ZqdPNuf5Zpj1/B9r/3n3HDiBv7jf3oLSir+4A/fy/rqKt/yLd9aOz8Ja9biAm1TCQ52EB93WV9/k8ffqWB7FVzWYK9JKVi5eIHZuVlExfYtxwVBt4I8CkO6mVqGbS+qs2A0B2aXmegRC3N7OHbjXnRh2HtgH3sPLyADSdIJKEVOlk0YbA25fOUy+oxmNBixvLxMO2nTStr0F3sshh06q4mfiXMaym72DuzsHFQzdWFgq1SjSScZnaWOFwRwetBCSEypKSqnGVFB0kYYCz1VKj+BDKqh/3rjtNVH7a5SCruZFhSEKkaFtZi9DCQbepUZs+Aht0LkBEKyfWHbskXj0H+2NNKznXVa1vcEW/GFWEUbjbbqucL2Jh3xbOFAn42VATNH+mRbmXUvUcIqBhmmGMY2wOAz5uZhs+zpeUMplFUowmrNKqX8+7l+q5v7QwqUssmLqH6fdCPCVsBQb7NZrHFpfIlBPkAKST/qs5hUm2pVLTZVlqg2lfo/iWtWu+DrSEEGCzt7Riv4toWp7p+qKugAawgxBWObOqhRab66Tc3dDy8EoneQT4xlo5tc14b3/uemqw73PlEUkaY14uCeIR/ohUFipntubtwEiGYj8u3cflZVJZpSk6cF6xc3iOmST4Zkk8L2TCtERCnJZKtkkqckxFOBx5TUBgh+s7BjRG7DdvOVLiAGIvCSorXZhx3XSZKE8WSCTOzPrqxdQGYBB/cemjIOaB7Oz0n5BMgQiID5/jyz7Vn73pFiM9/ggYfuJ5mJ6C/0fQCLRExITDkuvU93nCQUskBr7SvKJlfAOfv4QxtEWN/fUMZextHeW5sMaaRPgrOtjKjbsdyMKKp7qtUaMMa2IBANa7xSQ7W+pZA861nP4nd+591kWcorv+GVvOPX/xvf9up/yk+/8aeZTCa85/f+gP/xrv9Rt1sagVaLWujkquOv4frzhTz+1gbbpinB4zWyhZJIrSFSZJOU33vv7/H617/ePxC60GQb1iqrTEuSxRaFSNnUq/QmtpeanjE84+DTWEvXWOjsoX1DwM3d/x97bx5vWVbWd3/XWns6wz13rHtrnrq6u3puEAQZRI2ooBgwEsUQTaJGMTEOUZPXmWjmvA4gMSYao8EhgxoRMFFEUVBohqYHeqzqrq7qmu98z7iHtd4/1rD3uVWNGkGweXd/6tNVdzhnn73XXs/z/J7f8/sdYWd9RKvjJBOllRL08oZJL4ZE8L4/ei8LcwtMzIT1wRpPXj6NNJJOp0tiElqJZUJHlVWwCr05IRiujmgvtUKQM0IwHo2Dw83uitPLA+JHQ5pjLFQUOicSdsxIRZGD1jWRiolFTCkickdmKYWTotMgMvuZqr4lg/TFFp24i5KxE/jPkUj6GwPM2F5T66tJw7ZLolLINyeYectC1Bg7WI+trkVslbyiUqNLG9RG2xPmljuMV0eBRKYiNTVLCqCp7KSU63P6oNrsh1qCTk2Ako4NabRlm0dRFIKiMbohCeqy9EgSJ3bWOo6tsIDMJKOiz+p4lQuDC1zeWUVJxd6ZPRYey5TVn6Vmptp7ZSspKRTKqAAbW/Ws+p5aGNQGR9tLq8lRPtmwSISFwiUSCscAVpJKV7Yn5+dIjUEiqap6HKnZF9Nah96Y1rbXr6sKU9oZ8apyozsuMGlXQYYKVRjG4wmDweDa8Z9wTyqPZbhgLVw1A2hDvpmHTdxff4OVYRwPcnRVMBrklKX9DFGkiNKIJIvI4h5r51aZXZgJ87q2yvPVM6EaF5Gon7dwjnVvdXeFr3OrkKSyiHa7w+bqFsy1WNtYReYRe/fuBWVbLNcbQ/TsYR/8vSyhlybMyxxTapb3L3Nh+xyjyZAe1uxEiYhEpuixkzHU9j5K7djyTghHuiTL9/oFddtEGOFg2pr4U5CHRNxzHOzPuqQdSdK1CeN4NCFJbOU+tdO6hEhKOZU0VVXFoD9EKbvfAaRpype/6st5y0+9hc99yefynj94D//vj/0Y//2//zf+6I/+iM99yeeGpEwgarWq69yTJqfg0yXgPquCbZPiPaWRPGWS7jck94VYorTh3b/7buZ6c3zOS15IObYQajqbMt6c8OT7z7NydJ6d5CI75TYfuXIvrz78lQzPj3nkw+eo3q94watuZdK2kM3cwQVaexrkqtya1vvMP56J2d7epjvTZf/B/ZhIMzFj67gxLslHBeWgYmdnh/Uz64zGQ+I4oZ21MduGbm+GrQsjbu4dDdrOk8L2qrIswxhQXiWrOZNJFSAcmUhMRejdGUwYIldEQQnJUvut6tSEMZXbRAEmjMmriWU1d1pMtibssMP+JLKB2AJcCK0sG7FfWrJXWssa4owhkDZA9c2Q7XKDGTWHUjN2zIbInpfzGzUGVKyCxaFycLYdc9Ghv+0z6UjEGGGInEiukWaqV1YGdaKGS4tTBCpzbbVQpQgVkFAq9E/9+cvIVtxV6QzrYxnE6dcn65zbuMT5zcskUUxeFnTjLt24S0u00aomizTXqXTwYGUq1z8jVBdWMKHx8w17s+YhheLixYucPXMOIQXrqxv253e76oSqutGzNIRII6UMG6lwm7LAi7ILolRRDksLGyqJilRI6JRUwc1oOBzaTfk6h8YgHNRvkw9Ro0+mBgiTntOpNn42VzIcDZkMNAg7dlIV1pc4TiJUJElbMWkrZnuYs729TW+uF9aIJ2EF2Lup8Kam95Xm4SF0oey1Uy37TM1kPS5PrnDxzGXSLGV5zwrCkdV8n9ongyFAuBEdW2FXjAYj+lt9drb7FOOCSEXMLHcxccX8/llGZoBEEDm1JyobXPw4jCU5CSITUTaCZSIyAjlJW6GTZkDySZGmQukYJaophEUJi/YIJzLDjGC4PYTKhETfqztVlZWptMzkEaPRkGF/yNNPP83cwhxSSoQUvOCzX+jeG772a7+O8xfO8xM/8RN8+3d8O+ORbb284x3v4KUvfqm97sLpSJsykA4B5C4ORvhMu56tT9XxrAq2U/OSuzad6wnNAwF+u//BB3jeZz+vhsxcTyXpJRw4uUTUjhiJmAfXHiSLUl7/P9/AL33Jf+SzXn4TrcWMKioptKTUORvVKkmcBcZq1mohoyJUcpUp2elv0261Q29MuglcMmhlLeKFmIPmEEZWFFVOPi5Zf2qD7Wqbhz5yiquX1nnywin2n1im3W2Dssb0Ozs7tNtty/jzozLSMvgUYCIbrMphhZSCOEspqgKvieqPclwbnKtS0W71GIqBDehuVjA3E/rVJnvi/RRuBGdvtp+JGTM5VzJ7fJZYxggJRVGQJGlgL8vIwsLaze2JxPZieszzsc376SVbdOOunfeVtidtpAkVu461g6BlsEpEmalMN4zKuOuumxWbkkQyphQgXNCtTEXh+sQAkYmYlDlCuoqm8CIfJogvyEhCqkKfTyUqzLeWTidXG82oGDMqJoyKCbOtGTuO4xjS3tJwer3aNatkRCKsW1KTILdb3Qdc5bXLFg8NnVaHubk5nvf8503/7HVmapvSkPYvptFnnD4/IEhzNu3fvHReU3LRIwDD4ZD77r+P9fV1FpYWrvtMKs9Gdv+2cqZ2DUeZY4VXoGWJRKFlhdYV7VYGpdUSrqh7sCqSRIkiySIW0jm2Lm/Tm+1NQd4+SIWREjfqYz/r7irc2H66g+91biv+sl/aex9HFJOCdrvN0QNHLbvWEQtlY27VMq4JkpC61BRFyZUrl8n7OSaXKJnQTTrMzndoL7YYxUM2BhmHlg87A4fItTeoZTndGJgRhkgktI0K/f6qqEKLR0uN14X3Voth7QhJJQuLsLj5WyUix2Z3eEpue/WT0YTxaMyZM09RlDmT8YTtnW2MhkgpWu02rVZGK20xPzvP1vYWt9xyK/Pzc/ziL/4inU6H5T0rLC8vs7p6lZW9K5w/f57Xvva14Zo3yVs4+LjU5RTpUGEwrm0SWPKeaPhpEHCfVcEW6iz0maDjZsytN4ABv//ud/MDP/iDdgaNmpIvpSSeiSE2zJp5XnHgVfzqqV/ms46fxHQrOjPtoNsaEROLlEG1w4ghkYztvJ3MaXU6RCJyIg6GrcEmbec2IoUi9gvB5La3JTJL/ACUiuh2M+KVGPoxWTEh7hfc+JybWNrXoYwqhpMhWZ5x6tQpRuMRSZIEqn3WSWm12rRbbdIkw8gKPXCsyMrOjHrikCdYxK2I0doYgHjBVqqxSEBAW3bQGPrVFrFIiUmY6Jy8X9DuzWDW4cO//zCff+S5SKWYrE3Y2eozM9u1Iu6VQccNQ3UAaT13R2bIuBrz0bMP8oXHPo/taoNYJ+yJrSqWFxeQUd3v9VC6Zz36ER+0I3ZIafvDWtS9Saxnk5CeHGUDda7zICKfyIThaMzOYJtz58+RmBShBXGSEMcRURqhpCLOYtt3jutzkpGkxJpGJDJhttUlL21Csqc7TztqB1EMhQqVTVPYAFwyIhWpUlOszlBtNEYx7Pr2Sk8uiEpBVVWURUlZlvXYRVOasTnC497eV3TPpMfh/VaF01s2og62Hnbe/ZwZYWh1WvRmeuR57t7OEdGcJKkdaXPauQ2zdG9QUBXaBoBEkuuCSo+QQpJ2U5JOhMhj8nFJMSnQWlOVVUgclJJkWZudq9tMxhNarVZ4xnUc3FDdB9z1GbyJe+Naa2MrcKu7bREQrQ2y0Agt6bZnQp/fX+ogTmIkeV5QjHJ730tAw7nzTxPrmLnOIjq18/YefcrHOVv9LQ4tHSFLMoJGtLtGKrbsYW2qsOY9zU/LWqwirCtVs6GFqIl2fg+VSOfRLFxF3rC7NBVxYrXRk0HCeDKmqHJaSYu52Xn27t1LHCfMdLoE0Q7HCVhaXLLGDFLy4z/x4wDceOJG/tN/+lm+6Zu/iaeffpov/uIvotfr8covfSVf+RVfyQ3HbqiTOWFbO0GkxXMYhHbazE4GdFfA/VQfz7pg++cZNLZKKBUv+7yXMTc3x0tf9BK7cWcwqLbZrNY5kBxF55oosdldYgRfcvSLmY0WSGSKwaBMhCg17TimrboUxhJAYmFnRLerDTSGTGQkcYYRhuFwxPLKXrepCjcOopDaLmxfoUgUykToQrPx9A6/9abf45H3P0i71eHL/u6LSWcT4k4cSE/+Mw2HQ4bDIaPRiM3NDS5dusRoPLKsxTgjiRKyVouZ2S6dTgeRClqxE5OodHgYwY6YGGVItYWJcjNhoHe4PLpEaUqWZveS9GKSXszm41v0Ds1w+dyqZTya0gaQyDA716UYFCQ9655TmpLEqAD7VlT01Dy3zN3KI1dPcWbnDLfO34ZAkJsJLeEEAVwwU6kKMJ6Hkzx/F6zRfGmslZvEjotMWQDi+5q1BKA2mryy84VEUFQFuIRsUIwoxwVlUVq4GkNR5WhjbAWva9JHnMaYTDM0OwzKIVkes1T2SOOE3mQGsSOY5DmjeIKIRkg9sYSpSBCpyMHEtkqjMpgCVBxbyLLRuL0mW3d9dV99ISRzc3O0222uXr3K3n17uUZc4zqVbf2MXP+5aSo7+TGn3eDR7tlHf97jfEy72w5wpkS4ukO65CMK40MA5zjNQY6H1/RBUFNRUli5wVRgqEjTKGiUl05ZLMliWp3E8iYEtLptJsOcrJXZueHAYXiGDbluh09d86Cq5H5GxZYvsL2+w6g/It5nbSClC3SezLS5vsn29g66qhCVpByWFLlFQPJ+QREV9AcD9iwuW311KcjLnKuXt1jau0i3220ESOX6+QRvbUvuk6EXb8/PBimUQDRQfL9W/HWQyNDCMM2br2tymJQq2CMWg4Ksl7GwsMi+xX202+36mmn7x7edfE+8nbUZ9m3fvtPpMBgMuHjpIn//m76RW2+5lTzP+djHHuIX/usvcOTIYU4/9gT33vdRnnPX3Q59AK2rgAp58hb4JNpODHgU4dPleFYF22eqamubtWt/521vextFUfAN3/gNARrUpeaR4cf4jY/9b779s99AZzBr5+WSgpEZ0pId2qKL0Ybx+phqolGptEFPCPanR9nS624+0jIII5GQqNSei4F8mJNFGVWh3YiNZXvGMkUYQa7HCCGJTMykn1PsFKStmPe8810MxgO+48e/m3Q2QbWiqUALFobrdrvhoRzrEQbnuTkukHkUoJ+ra1c5+/RZxpMxSRLTSttkaUY5LplpzzC7NEs+zolbMS3ZQeeaPLKeneNqTC/psVWuM6cWyc2YtJfw5AcvsP/YMiKWaCriVkQ0p5g7OOfY1QIKQRxbM2hdamJl+0E71RaJSHnlDV+EEophOWAl3U8qsjAe07SEs9BxFRSBYFoMwjuvxCJhUPUZ6T4Ac9ESqcjA9aHsUL/N7iMZhd8DWNqzyIkTJ2zV7/RqfYAvTE5ZFZSFNdumtAo6VVlRiJydIiXOI7JJi0k5RmlFWqWIvmKwPaZgg0ujK1RlZb1/HZkoMJ1NPXcoIomKbD90YWGBI0eO2P7p1EOAzehNHUwRFsZvpa0AzzYhae/dbIzr1+7Sl71eEPVIQBOK9jORzZnV6VNzLRMlKYpiqrr27GglIrTvXbrXOCiOh9eIMjtzrY3tJdrrpElbLVB23rnIS8bDCePhhHgcIaXt2bY6liGexAmTnQlmsa5QBQKppkewmnuKFtM1fuj3eg6IsjOlV89dZWtri4KCme6MvXaVIJIxWhuuXLqCFpo980sooywBakZbZ56igDlCzE+SBGMMk9GEta119p/Yx8zSDKVDXowTnPD6w0FqsTCUZRlaG8KWgois2eW30OzOYIfReEQ+yZmMcvJxznBo+6Q33niCubm56XWgLXwsM8f5SCxSFcuI8WhMGqdT7ahm/9sH/qzV4vLlS+hSB2Z6v9/n5S9/Oa945Sv4si/9MgA+9MEPEUcxr/2bFk5+7x+8l063Y1tmof0ikY5E50fhPl2PZ1Ww/XjH9QLtaDTiLT/1Fv7Vv/0XvPzlX2Rhogp0aXho9REqXfF97/7n/PMv+D5GWMH5QbXDnni/VQ4qjWMXW9jLGnjb3kuqWkwYsVVuAjCs+nTkDEYZRjsjlIqIVYLOHfFHVmxW6yyIZYww5HritGtheHnI2qUdHvnwU6ws7OXMpSd5wRfdQraQTX/GXaQwI2yWW1KwU22xOdlgWA65bfYuZucs+SgVma2ktWE0HjEZTRhsDnjw7MfYv38fl9YvMclzIqVI4oQ0TUm6dn40VRmHWyfoPzZip7uDOKBpzXY5eOseJ1PpNu9UMikmpGlC1HYenqXG5JbFKiNpZ1WzhEQblLSiD6UpmY+W6Ige5ajCCPuzqDqx8P6yJWUYh2kGWrDV9Uaxyna+zWa+SS/puc0ZMtFGuooqERnaCRlro4llzLAaESkLs0eYIEZS6JySkrEe2u8lMUpIUpmhzEwYvyhYYmSGTPSY3ExQ2M+WyTaZbGPGpjZ29xujFLZfroT1Q/afxWDzdl1x7umnuf/++zly5Ah5kdPf6VNpGzRanRZ79uyxRCQNw/6QfJQz05kJCmQ0gqS3kwyH91UWjeem6fIksM9KA7JXjvVs78n0w+YtGO37CWY6M+xs77CwuDBFfALYLNeYFYtT7+nPRQgCwa6iJr4YDJFUzO2b4+n71tnZGLF5dZtJf0zSTlCRojWT0ZlJ7YSAAqIacvcEIYPxFN1dbOcaop8+2/pnkJZhm+ucJEvomVnW1tfYs7THrsEK1lfXqWTFUm/J9mpLHfgh3hrPw6T+uHL1KtvDLY7efJTeXM+Nwtn1bU/K/s/PzhpDEOkBGBcTJhMrk5hXBXk5YTJ2X8vHRImilbVopS1arTZzvXmyLGOw0+ehhx9mz54lbrrxpkbBYkASNAh8GyGbyRj3x8y0ewirTBFIWlbNTATWd6fdZjwe8973vZc4Tnj961/PV73ub7K8ssx//YX/CsBX/o2v5GUvfRl/8id/AsDRI0dtMuKvOdKK+ojaLMZ/Hep57U+HXq0/nlXB9rpenbujbANWeeSRR1CR4gtf/nK3gU4QUhJlMb2sSzdt883P/zrn75jYTErZDVVr7VioVuhdYZVmPDlBIohFQk/NE4sBkYhdRQdba1tEo4hqUtngo2C1uII2Feeq08QiCXT+lujQ2Qvnn1xHa83Kyj5OvvB22nvbAULdfQ2mWNkOGr0yuszqeJVTq2c43DkCQEt1iEVCpJ36TbtNJ+vQjtvMLsxyx3NvR2hFVZSUumQ8HtPf6ZNXOYPNHXbGA/7kA+/n6cdXOXBsic5GymxrlplsFjEn2Li6gewIR/vXdGYdDOx6OFWha0hQG1QlSVQKpPbnHIHEW9dBTa7yPTWprLFDoXfqXm3jvpemYKvcYHW0ymPrp3jo4mlu3XcD/fk+nzX/AsDC5IlILSrigq0XQqcUJCqtfYSdyfbYWB3apniGFFZZKxKxRTVyQ6QSulFELBIKkweoNBG2/6uNvu4a9ezdpJ1MVwpu7c7Nz3PhwnlOnTpFHMf0erO0Mnvdtje3uXj+Ivv27WPP4h7OP32B2d5sXbVNVa0aKSLCru21bx30KzxL1vXcLKR6/c3Lj5BoY0LA9r1de+8s9WxpfolHHn2ETrvD/NIcQkoqyxRiRs0yNgOyuGPfqjm7Cw5CtNfHJg6W8a5EhB4bRv0J65e32Dq3wWRnTDbXIkpiur02+aRNUVS275382TZgb0rg4VmAQk/C3/110qZiOB5Q6ZIDhw9QTiquXr7q7icMh0P6eZ8DKwcQlbAweaiKRejLeoJZWZasrq2xNdkibkfMzM4Epr3XhJZCkk8K8smQcmKfz/HQahCPxmMmkwlKStI0JUsz0lZKp9thaXGJrJURpcoygnFz3o173W13mJ2f4957P8LRI0eJ0xhp7IytPefGfZeCiIi8yOv7LrD8jEiTG/v14WjE23/zHbzrd9/FuXPnUErxbd/2bXz1677KyZmWvO5rX8frv/b1xCJBl5ov/7Iv51WveNVUsJfGOyrVLZAm89hzEq5nI/mpPJ5VwfZP7dXuovZvbW0xPzdvA6GxbNiJHqOqiLuX7mZjuMXTg6dJZzJ6Yh6wi7HMa/m7ggmxSV2uWYWHMCatpd6kHYJvyQ6jqyM2LmySyCRoHm+V69xz9f0c7x3nY2sf45aFW+jGljw1XB0y2pwwu9Dm5uce4dLjlzlyx6GpERofvKY2JS9AIKCn5ugXfa4OVlkfbPGh1Q9y6/yttFSHyFgVK5XWVliTKifOLNs4pQ0lSK3IdEZvpRdk2PLNnNHcGLH+OEcOLiH3VujcMBjvMLgyJj87IW/l5JOxrd6c4YFGIxOJqozbQOy9MYUGl7x6/1bvDyuEU/RRjoijhcvuJSg7k5uIlIke2flTN6Igjct0hWShPUdeFXz47EMsd5fYrjZYFAlmYpBxFIhihcgDfKsrQyuO8XN7dkSqqCsLYDZaYKfasuxiUQVmpy61dU5CkcVtIh3RND8PzF1j8/Br+qO7JOl2HwcPHuTgwYMBAg4qUHv3sbG5wcXzF3nq9FPkecHS0lJjw/Ka2J44UiLk9MYUerrSEpMo6utu7Vq9trR/pKadYZqH9y7FrdOZmRlO3HCCc+ef5qmzT3HTrTda+0Ds+EYsEpDGEXbcepAVhSmsprcjPhV5wUTn9lpXgrXLa2yubrN9aYutsxsU4wJdadqLHSZjy+iv3DpMW3XjsgmpN8/XMuddBdeQuvSHr4QNhq2dLR5+9GF63R6XLl8iEjHz8/Pkec76+jpFVaCkQgllEwtd37PA2HYav8PhkPWNdWb3zJLNZZw//zSXLl1iOBkwmowYTYbkeU6Va0vCTFPSJCVNMtI0pdfrkcYpWTsjbdXol6/A/VHoSUi2gl68T6qUdfNptVtsb2+zuGfRJh4efTF1cSOMIM5i9EQH72YknDr7OKfPnuLBBx/kd97+u1y9vMrdz72bV/31L+PG4zdx6623EqexnW83vtdqCxVPuKOBiPj/e5Z+Pfdbt5VqwlfdJ/90CbrPqmAL0wsA6psDTM/PCTh89DBPnX2Kxx5/lJtPnCTfLlAz9ibtTw7z8qNfSCoyFuVe++tSoKVlG4J9OApTUAkPpdkqy87tQaFt5ChMbivjylLuh+Mh87PzCAFxJ+ZXnvh1vuONP8lrvuYlHFrYSyfpsLe9l15nzkLVsSJtx2ytD7nx+cd5zstO2AfHZZGeIOAhHvAooU0ALhbnaEdtWnGGkoq8yilNSVt20RNPXjDhuoxGIytU4ao2066IZYLJVahETWXPfXh1xMHjy8zNzTA324PUsFNtEc+0iNoRultw+dJlrl5ZpTAFkXsYlIicDCYIFyREJqw4hnaBNq8N6UVs5xM97BYObSFKVcUgoa16TMQwwH2VKOmoLjrV5DrnC29+Eec2L9CLexROZq/UFSKviNOUUpTEIqF08nK60qisVo7ymTM4MonrM3tiVLNn5IOgcEIesUqDcIbBChyoOEL4fmAjqF7bJ7121tOfh+8d1nKDhtnuHLM3zrKzs8N999/HhQvnOX78GK1Wi0qXYbbYLlUrW+g3pqYizzMRTHyPsEkWavYwwzm6DdCqNcnQh11YWmRxzyKPnnqUD37wQyzumbfIhDY2uFei1lo22vazPXKqbbNASEOFJo1S4iphY32LnZ0Bk+0x+WBCkRekY6ubbbQJs8V5PmEm6e66vnLqnIXHkxuf17a/pz+339wvX7nC3Pwsx44fs561xGxvbnPh3AXm5udZmV+xCI+bE2/eL6ENKDsWdfHSRTqzHfYd3Uer1WI0GhNHMZubmyStmJlul9mFHmmW0km7tNJ2TYbafY8UU8lB8156u0//2Y0nUzXm3wGOHDnCY48/xtrGGsvLy8z15qbeywsApVnK1mALFUvG+Zh/8S//Be98xzs5cvwwx24+yqte90p+61feyT954/fAxNDfHBCncX0NG9faS5MKpUJS2xzT8vwWfw+02/88P+HTIbBe73hWBds/E4zcOI4dO8brXvfV/PAPv5H/8ov/mShJENpaxUU6ZW98EDGxVETfq/OMPrDZdqUr2tI+uBvlVRIxoSU7GGPYqTZ5sn+auXSOTjZje26lZlKOmZmbQbUiyrzi+fs+C4A/+JOP8Zzbhyy0Z0n2JtzUvcXayzkHmbmlDot7Z+ju74SqyHrJAg52DBuwwokq5CgUC+mC3bR0RTfp0o26TPSIFl13nRw0pGGY99Gx3Yz7bPFE/zG6cZdUpuyXR6yMobF+tWkvYX93kWwuDbZvM+UczNnEInfvmWZJoOr7zDiJMruZlvbhKXcsqcMUOlS1vvcpKwNxnZ37JMrDXjWhpiJJMtfXK0lVxlhYFnZLtRhVI/Z39tONuyxH+yiHboN3bFqvyOORgqqq3Myydq43nngkp0wEbMCadigJa7Cy84hSqnp0gtqBR8R1z7Dym6Pgmk19d7+w2Wd0l3RKctAYQ7fb5dZbbuW+B+7j7IWz3Dh7IrC0/REJ8G47u03ifaA0ElvVQlAFsqQUt4H7PmcDPbLeozokGFbzd7rK2L9/H0+dO8NoNGTP/mUnrWjNKJSMkVKSM6YTd4mE5TnEceLGP2zSEIsEBoIn9FNsPPEEw86ItJcR5TGtuRZpNyPJYmuOIUHNKNLMqbtdB4b0138KbvcJVlOy04lqGAxFMSFOE1tBlyWT/oStK1ssLe2h0+6EuVefPDb1nif5hJ3BDmM9ZnuyxS3HTuLn/bMs49aTtwKW7Vxi4VbpoF9PbgtrwlWeWmgmzhpTCEFLdpjocZCY9NrG11R93kXHjX4tLC5we3o7px8/zfv+6H3cfPNJ9q3spZW2GI1GvPZrXsu/f8u/Z2Zmhqf6T3HPR+7hh974Q+zbv4//9o5forOnzbnz5/jmV38rAF/9Za8D4PCRw7ztbW8L69gz0o3HCE2Jklj95MbnC0jHM2/r9bgVn16B91kVbP3RhJOnKttm9ucC5jf8/W/gN37jf3HPB+7hxS96KcZU5H2N7lRII1CpoBpYP1NvReWQSaRQdKRl/G5Xm3i3GY0m19aSLlEJeZXbykGAiW0Ft3BgHlMYivaEXtnjyN0HyJKY55+4lW7W5nmLLyASCUQSFSukKJnfP0NrMbNBR1trOnCboDBTlXtzY05lRiRiZrqzHO0ep6t6rs+laqgSQk9uvb/GU+Y073ngvTx6+UlaccZsq8vfvP3L6apNuqpne73tmHgmDtmzr0RW1UUiYjLdxmBVZJLE9rw1BmkEhTu/KElQSk7p6xpjULFsSL2J2hxayTBra30R6o0rbDTaoEdluOdZ1KaddRnrIUVUoBNn4i2cTaD7Pa9K0+wPFWVp1X+oaq9YnLyeqDcCIURtvj0tsRtkB3ffF3vJraescX+vGj6tUsipTXH3UctPOrlG9yNBBtN9rqXlJV70uS/mwYcf2AWDWjbn7j7u7qOWTKwF4NH2kwQd5sZ1aOrWVrtUfqzTTG1p1+q0eMELX8ADD95PHEfMzs+G9/WfvydmgoiH1ZNumNzj5kgxpGnCwkqPVtymu6dLVVSknYyFlVl6i106sxlFZWUFoyiy1bGvVP2eIerEJiQzu68HIozCCCEYjYa0sw4z3R6D9SFmZJgMc4pJSaISTKEdyasxHiUFVVmytbWJzjSLBxZpdVqsvn+VqqiIkij0RYWSVCPLtldJjUBcb7wHaFz3nNxMmFeWpOUD7USPSWRqf985KllCnmX2alE5BMkuqHa7zaSY8PznP59+v88DDz5AO2uzsrLChQsXePVrXs2bf+rN/PH7/pi3ve1tfNt3fCu33XU7f/B7f8T9H72f9/7e+6au39d/49fzrd/yreE58aNRGJxsqg4SpUYYJ+/q4eLpRMWvuSbC53XF/zKs9v48x7My2DZZuaGf5f7eJHkIIIoVr37tX+etv/hLvPhFL6UyJUk3c9ZSVl4tagunFVoijQkLE2zALfTEkV9qAkoqM/bIfeyJ97FeWqJEJUq2yy2K9oRL4iwqVcTamrj/xj/8SSJpiTSeTBWLGJM5okGliTLFBldZYJlKlNaU3lV0UrqNz0MrWGaqQpHJNgJBKlv2nI0M10gr4xR6XCU3rlCjmKJTcnVznaIs2RluMCrGnO2fZS6dt8Fb1hCQh5sLbE/NSsJpJmaEQDIY7zA3N++qutKxKe3oBxoilbgtEyg1wqlEyUSFSs3OV4rwMAE26fFqVLG03qNa2cDtnGiMAZ1XSG1I0zaZq/j9JmuUfahlJCnIrWSmyUP/KC9yZCzRRqPc5tOE36aLAmcfVtp74kcvmuvS90vt+9eVhZ1htMYCoeo0OFjMSj00s3S70cvQdw0biwuEIUFxrkutJKMqS8b5hCixamV+ttWPOO2uAmzAIbyu3eQ9pE2A8+y1qGE+IQikodIUQUHJJhA2GVWudw2QtTIOHjzIk6ee4uiJw8zO9+wadht+5FGE3ZrCXi0IuzZmF3t0F68yvzjH8qFF8nFBnES0Ogkz8y06Mylrw1WOzh8JwXS3xrG/DlMkw91C9w0BCIDNjS3mOwssLi1STSrG/TGr+RqLyws18tJo0whlA9r65hq9lR5zs3NQ2vscKUs0UnGEHlVWEx1QLeVMBmy1pytjJyJ0M8A45rb7zyYRMlS0njiUiRblqMQoE5zBpFOZMz7zc59bCMna+hpKSRZXFlhaWeTw0cNcuXSVC1cucMedd/DA/Q/wm7/5v/jovfdx55138r9/+3f4iR9/E3c9505O3n6SxYVFfvN/vI2VlRX+3Y/9O26/+XYn7kMQK5HK2+4Zy2bGwsnCnXNgjJvGPt5Yp/ikrxl0m8/LLuLop+L4pATbT9WH+rjv6/oR2v1f6lpV5NVf+df5xZ/9r2z015jrzLNZrTErF0LAjYVz+fHPugZd2QehMiVb1Qbr+SqlLrmpc6vVtCWif2HAxsUdZp/TZrNaB+Dc9lnWzBX0Vk437nLn7GchEXSV7SG2ZIdUZoz10H4mB+FF7SgkDYWeOFP1mlyEX4hOL9ifq4U67byuKWxWWJoS2ZJW+cqJ9UitgrfvZDLhvL4MQJakSCnZ21tCCkmpi7DYdV4hWzJAo6nMQENX9dgoV8OlH08mtDM77B45ybcKpvo0QmA9Qxv7qYwMwlWP9ShGTQYTAkRihdBHZkChCzqyi4gVstBW4s9lwtZC0QZwqSxKoU2FVAqM3fwKk5M76M1vxmVV2FEH20m6psKaClAaG2jd+FeTmSmUQBtL8gGcyYLdNPEEnF1zp005Pk/0CkQ4UQfc0Dd1xhqWwCaColDlEpt2r82Vq5c5cOBAeN1w/T9OaWtEzXr3kLBFAhRCXmvvZ4RNwGo/XUPw5DUVxjscucpVIti7by9REvH4449zx3NvR0WSRKROJ3lamrIJEQbpwwjaC20O3bCf0WDEXHee0tnrCSlodRJyctrzLeIspjIl3kjRCi9c2w/3xKgpoRAgn4zJJ4UdkxsM2L6yzfLtK2GEq8gLBsMBc51Zd8/8grbnPOgP2Rlvs3JwhVbasr1bZdtSURIxqSa0RbtGcMLzIAM3o4kEIYQ1TrA3COMg5kRAKcpQ0frrVfSddGzhg79FRSzs37yXksl4wpknz3D0+JGAikil2H9wHwcO7GdmZgaA33vXu5FScuLGExw7dpR//i9/lJ2dHX7s3/04D9z/AG94wxv4+q/9etAEaVcZuefIvhm13rdLtn3a8AwEp6l1px3yogkVfkBdPg0CLfxfBtvdjjof72f+Mo/d5KgplqarAEO1g/3wKo1YWlii1W6xenWVdruNFIrhlRFRpojn3IOpFEbruqoy2OAVGbqqx0DtsF1tEzxCMcQd6zaSP6YZHrPuL//74d/lie3z3GCO8I+f9+1oKhLTQcmIFOvMYipIdQsdVahMoYxwlW1E6R8cN/YQZZJybI3Lff9WaJuheicZUSl0w2/UqkzZfi5YGUavFlWJilIWnDhwhPZWi1ExodIVzz1wO7fO295RW3Up+2XoqapWhFSKsR6SlBlxnJDJNsNqxxLDSphrL5LJtg045CF7Dj0zIUD63qm2gUiZoJjUhMxMZWwP0VWpQz3g7PAJZpNZiKycZJRaVS2dO3ZwqPSYEsFIRIqQkkLbXphli9b9zKqqiKNp4Xxfwfq5xsACdsmcLq3HrTEmkMCA6Z41cViPIpKh+gMswcb3jr3yZGMTtO0KMQ39NmQNhbQM7bEekZvazm7foRUefehx9i7tI0vbmNIEyNc/O03nI/tetexdExIWWD9Yy0KuSVK+etpNevHnDTWLt0kmUyiWFpd44tSTmBJkpChMTlf1XI9SIt14nT9C8DUaGStiGbN0aJFzTz9Nd18bNNZvuDJMijFr62ss7l1gfX2NwgmRYKCclJSlFZUoi8LKW5Ylo/EYIzTLK3uY5BPyPGcymSAQZGlGlrWIZERnscPFixdptVq0szZlUbJ/736Elm69asaTAkooqpL+eIeVhRViYScBRGzvlzGGOImYTMZoUUEE0jQ+c1w/C0IJWw17WL+p4+ygYakiuqrHWA/JpE12rT1hfU+s1KkzJnH31d9voQXD/hA0LM4vYUTdf3edVf74fX8MwPLyMj/yoz/C8z/r+fzxH/8xP/cz/5l3/vY7+Ruv+Rv8qx/+V7TiFsVOrQ/fTCQk0q1DzyBuqJvR6KfvSoimWoT+GXgGwahPdaCF/8tg23TW2X18KjOIP8voj63+7KZdCYiTGImy0mlu05hRs4zUmKpXUBrBSA+pTElLdur3Eu51Irs5zqhZ0iyzcmxuMF8oQbuXko9KDskb2JSbzEczHNizwmOXz/KbZ3+dLz/8Gsu2RSGlgya13aQtDCsQWhFllr07fqSCmyaMzJBu1ENj7Kyu65dKZf1vI6w6U1VUeO1g35+totJWcM5WLlaJrXBNxUa+ykBucevCrRyeOcz6eJ1EJcwlc5Sm5HBygtHqKDApPcyrUkUat9CVFTqopA0q6WoHsyVIZUo11Kg0IpGC8S5ozsOOuZkEcfFMtjHabtwREUraP75qRAnGeshjOw9xducsJ+dPksjUWvSJihFDSOD86Cy3tO8CLCpQUjLRY7txKEPi5nqlA2wTmQaikqkgjiP3HR9cZAi0PqhOEbXKGnHQ6LCxaJx5vU9WqauKUpfhc3p9al1dq0zs16jvZddLu+7dSSmsWpiZUOiJhW2FIutkzMzMsLPRJ+3VnsnGwfDN15vqVXqDc6dHW7qEwRLCqtoUodHG8H1tg0KiKBGU7ns+kVDC6iD7zXsyHGGcnJ+15tPkZlL3wg2BFeyrzfrzV3Z9t0F24Ur/Mgf2HyTKDetrGzz65CNEcUT/3A4ykkRKoaKIJEqIo5g0TWi328RxjFKKOI4ZjYY8+NADtNoZs/OzRElEO2uRJEk9duKSxbIs2dna4dLFy2AM1USzMLNAURQMxgNaCxlJOyWOIvbu2Uckp6OCT1CiRDHORzX0zhgMRG6rtgmNnS/36k11AeC5KX6x2O9lsh0MD4SS4AxGfKIlEhH6/83gBpBlLfK8sC5KSY3mGKN5xzveGX7u6NGjfPiDH+aHfvCH0briOXc9h7f+57dycN9Bq441KAKqKMIsd/13tLHjZ0IiG4l4WPemSf6U4LW4Pw4iM/W7f1WDLUwHtt0Vpf/7p+IDXk8budkzmVLCcYH3oQcfQkURRw8dcySVkmxPGjJ5v2FFImqQT2w26TeLeblsWbT9ijwdc9WcZyndZ1WeNic8+odn2bN0hGPZRY4fM7wogoV0gcx0sFCnrpmayuqcKpSDsZWt+IT1xLWwrR2xkULVIglelN7AZGNM/8qQrJcSZSq4gQgEk2pEXXtYtapI2R7sYDxgptVjJd3PfDxhubUC2Id9WR1ktDZynpnU0JMPuLFCZKAHml5njvXyKnlvTJIlVIN6pCfpWdEOb2kXSC/uv9JV3L7nKxGUFhFGSlWPTMSW0LSdb9OfDDm1dYpswepPCyE4NzzDqa1T/OGpD/EVd6zz3PnPDlDuRI/stcP71CoMNqgaNFpYybuYhFbcRvo+rfvPQ/ZNJrRnHTfHOySE/q2Szp/WwalK2cfPV9JBnCGvWdhNMXxfQTc31+tJ4/mve1u1ZtxcXlrm4rmLzCVztY0ijsaQSISU6EZl7ze4qWoXex6VqEJf2TuthD6or/qBSMW2Cja5Jb8JO9Pc7FcboznzxBkO7NtPIhszsA6y3/15p8eT6sq7MDmVLHjq7BnyMkcahUgMz33B3SRJWv+OTwquowsdxpUiQ6vbYuXASqj6fDXunWaMJwcqaM+0SLZjEJAtZmxd3qKz0ObQsUO1/VzjPtrfs0lO5c4pSTLySR4Y457EhqgDrr9h3gAhfCa/VjyxyvXVbc+m0ZuVKqg6SSkabZPpQwjB2toqi4sLYR5Whs+veeMPvzH87Ac+8AF6Mz3+yfd8Dy954UsAuy/o3CrtVYUOo1dSyqmeqz/q9lDN+H7GQ4pn/L5/JHaLwXyqg+5fCEb+dDw+nlk8OJgN9xBH9s/bf+sdvOIVr7AVHoQh681yDbABdTFesYo/RfMht5ltaQq0LG1giCQLxV7bO01BJvZrUax4+N4zvPu/foi/8z1/hxu/aD+X8nNB2ALqDUCLhon5rvGPpOOchEyfod5BophRcxaWy4SFkI2tONev9JkpKmb3dZGJYqyt+LeH9+zGoWmrrrMs01RjzVJnmZZok6iUtulisJJoSGOt4xxsLaPpYKBHmrOc4mj3JgA6aoZiVJGPcj7wwXvoLfeQWtJut8i6LeJUkWYpZVKSut6wvd4K7ViJAgNCIYxBe6jTQbWxslVOohJaccrF7SscntlmLl6gNCVz6Ty/fu/vobXm3gsPcvvsXY6EUQXGosaQEKFwxBMPkxnNpMrppF1S5wF63fUkrmWsTpE4JAFKVCoiFrby11hxDJ+s2c8tQtLhmdfXwui2ReCh9xAY/DhahQvsLgFDhjlwiWB2ZpZzk/NTCYEunR6yuQ4ZCKbPzxGqfA/WUljqajaYn+eV65NbVCXKYne9q9BqoSG8MhgO6e/0OXnyJJELts0g6Ddq/3lD8HOsXICJKRx0LzCRJl2IiFVMK+mE+xSAyeZcLY3XbshiCmUJcs9075vMbo193wNH94c2w/LKilsj9bqYCrSiJpMJrIRmlqRsDof1+sKqJUVEoS1Urz2XR0m7z4Qeue+tChWYvCFViC1L3P9sBWHKIrxuY+9M05Sra1cZj8ekWWrvoakYjUYWLj+wn9tvv50f/dEftfunb6M49DC0GBrKZFPTBQ1iXbjXYjrQNjUTfOY4DYVP35drFNfc8amOWX8hGPmZvv7pVNVC/UAH5ZtEoaXVtS11gUoajEynHev7a1IoetE8JjdTsF5YRCbwaKmSgkRkVP2camI39Kgbkc4m7D+xyMc++ii3ff4dPPbRpzh66zJHDt9INapcn00EUomXCvTC7P5hr0xJ+0Bm/WL1iO1im3bUtlZuJiIVtem7Lg0qkmStGFMZzhaPsxAvhwc3FomtGbUi3y6s0XQ3pswrep0esUxJnKpWeHiNNVuQUgRfWR9UpCMqLet9DKsdWlWXTHWIs5IXv/TFDPtDSlmR57kzkx6ytWN7YP1JHypDnMQkcYKOS4qiZHa2Z7WY04RW2qIdd0izzD7QeUUB9HrzLGVL5JWthvtFnyuTSywme1AoXnnHS7i6s8G33P4t7FRb9nM4S0OBtJDx2FcnwlabEhCQVyWRjIIUZ3PTtX1O24+VEoRTw9J+EMWtQ5/Q+esXyQThBPyttnADCnUbZRTHgWUKEFjujbUnhEU/Kl33ehUqKOsA7r0kTQ3jkgpdVVSiIo7ixmvaz1S6RON6pBQhFLE/H4eMeD9Uf57CCHRVhWAOHl4nME7dV5FCMh6Pubx6mQsXznPk8BHSOLN9at0wY4CQeGhvreb8YWNiR4SDTLUZ6QGRSmyvPbUVtD2365PafGLl/978WhRZIhdahETweodHiSpwWs/2K0pFocIP+78UUySeZhIgiWilba666QW7B1gTjSZk7ZMPYwDp5m9d2yDXk5CEp7JlZUjRdowQqLStloNns9sPmvevmQwsLS+xub3Bw488xG233u6MBiTtdpsf/pEf5uGPPcR/+9X/ztd+7ddy++23g/KjWNq9lt0bkNRojRCoWIZCpBmI/7SjJkhOf+2Zjk91gG0enxQ28qfyA04RKFwmZOnwbjEpQSkK+tU2I92nMhXZbMLq2fWw0IzbMnvRfAg0PnhOq/xY+FDJKDAwR2ZAmrWIO3FQQQJQqeTYncuc7Bzi0IFDqFSix+4hl4Z+tR0qrlS0wqiDfxAN1soPCeNqyMSMSWRCR87QEpbU5dnGxahEKEGUKKSrmpfiFRJRw2gxCZOdHJ0X1iPUWdYV45L2Yse+Fo5A42n5uEolkVSRDRhSKIZnxySHbFXYUT27WSpAW/IUwEzaCz3BJhmncKMho2JIURRERcrOeJP773+ALEsZDAeUEyuzJyqJNBGytP3ApJ3SmskQScyMmKEqK66sXeGR/DGEFLzyxCt43spnwQqsl1dpy0aV7teDu7ZIwjys33TLsnzGTbapMiQiiVEONREaPdWT8mLsNXohkVMCGf7QVJTGrls/zB/WpK+WsedppKHSJbmZOLjRwrMRETFJSAD9ewljw0HcipmZn+HClQscP3q89gRWInihNq9N/Sw1z98iD7aneB3ehu8HTj2H/pmx2/z29jZPnHqCSZ4zNzvLyZMnme8toD3Ltqo/q5QCEdlk0wcUH6wN1vRDGhngeBXZUTnvAhO5/rCvgpss1XBeu+ByISwzPlYxZV5MwcBTVbHRSKxmcFPCs1l9259rwLrBWGHXORhDmqTkeRGQi1gkU6zx3fCqv7alsTyM9eIq42pMohLGekRLta3oBzbh8DwN7ZIVZSsQ+/3GWgsVtxAcv+E4px4/zYMPPGgDbssG/1e96sv48le9io98+F42NjZq5EAJRGXXvES7a9mYIvAm945HsluOdHex1iTjemLoxzt2//ynS8B9Vs7ZAlM3RgiceIENiBM9YqyH9Ms+pS7Z2Nqg1WmFQWofuFqqg5CCsRkhsb6r3s5p6r3cbK0UitKUlkUsIsjcg6sFUTvGLJYsLO6ltZhR5nbu0GSaymhKk1OZKmSiXuyg9l8VGGCih0FBJlFpCMoW5rUwt88UF1a6dgY3EmTKzy46IQRtGK+OKSYlcSsKicFgfUB6JK2z28aDrU2FkpF7iAxXyktksk2k7KhSYXLaogvKMLxUs7nDa5jpZMhvnv1qEyEl8+UK/+vN72Gw0+fIa3rsv2EvkYiRyGCaUO5UjIdjyrKkqAqMMgwnA8QkRk0inrz8FBfXrzKXdPmTK+9nNp0jTVIGaU6abKGUJFEZcRoRxRHjKCeSETIWxMqdq7FBqqgK4iiuiRhiehMNIvUNspNnH5tdJBQjTJiv9SQQH3C92bWFZN0crnDM9Aaj3sPSQlhGdWEK9ye31YuJg5FCIBVh38MG8hIomV+Z4/K5K67isM+HN7v32s3NY0r0wfdPZYRyVWZ4DjCB+S2dWIj/FSEIlarG8MSZJ1hcXmD//gNIaatOXWqqwvb5QjUohWXrSphUY4a6z8SMKXVhdYFFhu/rW2i+RElJpe21ViLCG9I3ZQ2nGN3OBWl34iCEJIojqkpfo0oU1nRIiA1NKmz4vgQqwuiU3MV1mXpNIYjTmMlkjCfL+TZSaH8grLuSP1UnHmKM5ZpsF9v2/suISLm162REhbAMcgRhTQdEz+la19e9TjwiFXPyppOcPnWaj33sQe644w6iNAoFzObmJstLy9NJgLLJlhE2Ed0tvOH1k70e9FRCdj0lwAYp98/qV/5Mr/WpOp61wRamL7Q2tgdoRQuKhvepZn11g6P7j9oempCISgU6vbW0qojjJAg/1C8KCFc5a+sekza+v11tWDgnyUhNm8m4oDdvhfwjt9DGZhwClcCPgCgEVmQhK70Zs6AUE7ZKO6/bL/u0VIvC5GEjQYKRboOPBJGTpJNJbZjuSVjGwPb6kNEgpywqWp2EKJWMNkaIXEC78QA4HVIlLaRt+96KtckqR7dvdlWGYlbO26DiKvYoc3KGvnfpXsvDSRrDSPcpTclCtIenH7zCcHPA2Q89yZVBxl2ffZsliDlRDoEg7Vj3EumsvTxRpTQFIz2kvdXivssPAvCSIy9FVJKq0OTFBFFIylwzGY7pbxdUbj0M8z6TMqeqSmd9GJHFLcpJRTEueOyxx4kihYoVURShImUZq1FMrGILhUns193sqVR+DMatNL8UPYzpAm4w6HYCDR7es1Vvs4KaRmxsv82KRoRenXOFMZhQrXhQU7txJ4B2t8VoMqTUJVEUBbKfTTKm+5k16c7DwvWhpLWAbBrRh0NSyzs2jiYxLwhgGI2QUc3k9sxut159K2Osh2yVG2xONq0qm4xYbi1TmZJUtupesjLoqvLAcSCK+b4vTvy/mUQ1PYCbQTeSEaase73+mnjINdwf30ve3fPe9c/de5J/P//ak2LM5vYGo9GIXnu2hnYbLl6hqjf1WhFI6wUtEyIZkamMiIi2mgkmHdrhEQLhXHNUTaLDV7LX8hC8SYGUkrK0DmAxMQbD1tYWV69evQaFQdrWmLiOZnO9RsSfKdDuPp6pcv10rGabx7M62ELdfzHY0YXS9UUlIrAeX/7lf40f+76f5G9/7d9m79J+m4WXNTs4EamtArzurK6Zc9YJheC56YkfmortcpPNfJPD7aNQ2jlYmUvrIOdmwhKR0jfbeBPswD4EOqoXXG/iVsT9Wx8hr3KWWktcGl5iIV1gpXPA+t66Q2SCSEdEXfs1H/gAjLTVtDL2e2uXdmzW7h6McpCjC4hb8dR8aCB2lAYVK7TQdnYvypD7DG3RDdl1CMY+To81k60JWhuSblwLTChJ0k1pyS475TYd1eOGl/b46B8+yszhHnk5YTFeYbNcRTfgSiPtiEduvDOPrbqUiGjJNke7x+jGXd75+LusnytAllOWY+bjJWbUrNO7BplZxyWf7GitoRLIShFVKaIUFOMSEFRVSVVVjCdjqrJCa01RWFeZUpcUpf19IQRZlvHc5z43rL8AJWIQprZqg7r/WQfguvq9DkI7dVh93LriikTsxCrkFOwLPsjZn0uzhDiJGYwGzPXmG68n6+Afzt2vd6aY/CFYSWcQsftkvWmAMVZwwGCTEGPJE4cPHebxxx5nZWXlOmMwjdfy5gHGjrvlVc6FwQV2Jn1acUa/6FvTjmTWEcIEKrLVoK7sKJxquNr4c7fv459jgnjF7oAbxRFFaUUYpq6pZpdNnq0chdylyzstMhbutQ+03n3JH6efPG05I4WuWdiiDuJT/WY/weBlLaM52srKx8Yioa26wa7TVBDLCClKKsdL8T1sey1smicb5988fvqn/z233XYbL3zhC0lbafgc73uflWJcW1+bbq14iNy3VBq9YH/tm22lP0+12vydPy2ofjoF3md1sL3eopEOrhHGkqKkkNz9/Du56/l38qaffDP/7I1vJMYGV0+Q8g+gjJxrB3UPTYbNElA2Cy1EzkjbUZR//Y7/wj9/zT/iYHGMbq9L3ImtYXxLMdIDxtXQ1x7O0xOQMK+W0IWmHFdEmeK96+9mWA557xMfYn2wxYG5FV518xehyjhU6UIIRFxX5AKBShxpSlrxe6VjylHJ6hObqEiy7+g8SkmuXtxmNBqiZEw0Y5eF9JlqY0RElxoT2evRVm22yw1b7RFBIRhvTUiXYrKlFsZB2qoVIQvNZGMS+qIyMlSFopvO0sm6TNYmjNbHvPAVd3Dr5x3EzFSY3Ooae9ekeoMy9b3Ewmj+SGTKrz30DvZ0551QvYVaLw0vcVaf5Za5W9mT7UcgKPSEiRlRUtprLyBJYlqySyZbdj6xMPW93wX7hYDiKq+yKhgOhzz8sUfCz0xVe35dNjZXw3SgmlJKarrPNKoNr5vsSS9BJazBWvWbaJMx2zza7RZ5ntckLONHyqprzmnqaPTXrsfEtuSdeiTKBjYDlbZax47w15vpOaEVU/ezlYOflQxB1vf2ClMQi5iz/bM8vXmJzz38It75+Ls4MGf7k5GMILLKXBJFFKVQCadJLuuqlpqs1EwmhcbZ6E0fSimq6jrXUILJTR1AtLbPPzZxvd5RJ/71v5uHxjA3P8eFCxco83Lqe8IlAn59VBM7Sqcc6VOJiJ6aZ6LHgH0OlI7BECYodCwD/8JiU5G9LrKRjJnpNTgajvi+7/0+fv/3f59feusvkaZpmHX2lS1A5AiTldWdRDbEYQS1U1JTthKm4eE/7zHFz2lW/7v6vZ8ux7M62O4+PGSicNl/I5v6hm//e3zza/8hZ7/xLCcO3WQFuqWBSgS4DCzsHGTSwFKpdj1ckYjJRMZcOse//Ipv59benVx45BJZlFGqnEIWCC3I9SQ8HLnOyXVOqUvakVWwKcd2JnXINv/jvnfyP/7XHzK3t8f8bJdz86u84e5vtF6ziVOPcq49RhrXC3RGA1IgTQSUQTd4uDOh1UmoSk3WtmYAeVVw+I79lDonljWZyo+H2CrFjjFNqjGpaIUxltgoyry0Os4YtCxQcYypNHErwiSGdDFlspG7ZCOyHroCTGH7clErwmyNyVYStNSYWJOQEg9tDzmasc5B0ic/oha0R4MsFQvxMscWD/AFhz+fiopRNWR9ss6pjSf41T9+F1/xgpfxFTe8hpbs2HvpCC6RtI49sbBa1YlInRCAsbrLYtrLtGlXJo0MxI9IFUTRtNdmk5AT5A6vE4R9cG5udlrYanmqojEuwEpJZKLQh1cislWkrvtuwsOoWPa0fR+JiiLKsgzojIdUrd5yFRICjevTa64xlg+euA141eg6OfOKX80KRkWWTHjp6iV6Mz2SuF5ntv3h+9R1b0+liqKccHV8hbzK6U+GvPWjvwZAK87Y07EVbzvqIFHEIiFVCdLIqdG5JmS5e+7eSIE0135+FalQ2TZHajxEHip+hQ1U17mvzftrdv3bIxq+79ttdYlETJVX071yYdecMMJqIntimw9aub22LdWxwXhUBWEW/zPKuTD5QCj8yBd1IqAFSAOXr1zl7Jmz/P2///cBeNnLXsatt94WGOYefv/D97wHgDvvujPIyPpDiSgk/ddcC/EXqzivR6L6RL3WJ+t4VgdbD9H5v0uhiAwgrClAJcrAVNy3dy+f/8Uv45/9wI/w02/5D2RJhqwUzdE2Yww619NOG7hxD7ex+aAUqZTPmvsc0JBv54yGY4rFISOzFFjBQgjbd9MF2mjO7Jwhr3JuX7gdmShUZSgGBTEtvu1zvoFL6+tcXtviqXNX2Njq26Dmg6AQtUCB21RzMyHzG4MACmGZygLSVkySRWxeHbC1PmT/8QVG8SbZjDMS0HUFD5aNXY4tDB0NFb3uPKQ1xGekIe7EPDZ6kNX1VT574cVB4AEBJtWM9ZhkLgWUFZagQKGIoxRTlbSXWnT3d3j88ccRfUG1pSlGJTtXh0xGBe2ZlPmjs8TtOAQtP6sqpXLyfBXPXbkbhSIRKfesv5+HLp3iX/y/v8hke8zJwwf5ihssfD82o9DLApskpTKzpJvSMlrtffK9z9pwPcybljV0bgU3IJYJFLthRuF6u24zpzHz2diMdmsAN+G94AerTS17JyMkTmu40JYY5AhPwfAc48OtSzglVFZcIJC8rkeIw+Cb/V5KL4zJBIKNrZQkws7XOjZxYBRLK77n2ajGGMqq5OKFSxw+cqj+rMa5zig7EtIkmVnilq2ME5Uw2+qSuwDYSlISmZCohESkYdylFbWJTFwzz3clCBZa9X7JgDE2GRGE8TvhEumiKEKV5oNJLWojAr8jVOgfZ/P2rHHPNdh95MOCVtKyBMpquvrdMmv09LxtR3nzDYN1v6qMJSK594iyKLiCgU3IjTAhSVAmptmnKPKC4WjAaDRiMsx56qmznD17FoD//dv/m7179063lTD80Xv/iD/5k/fb6xLbEavSaX/7de2h8L/Icb3r+ecJjn9aMP3Lqn6f1cHWH8EdxWXu0igikRCLyg59Cys994//n+/kO77pu3jrL/0S3/B1X2/hWFGgyshtHC4jbvhRCmPp7UgViAEUNtP1w/0yUSytLPHg0x/l0HJB3Erc7JxkLIYoqdgpt5FItsbbXBld4UB6NCivlMOSbF/GV73gi3jr+97Jw/cO+JV/8c+ZKebs7HBTachtwpFMbF/JVCEIlMNazzhrxcwc6LJxpY9yLFrRhShvPKRO3lHnmsmWJVJtrw+RkaTTTZk9NANSELViGxSEYC5eYCXdT7/aJolSWomVuBzpEYNqh7X8KpmyYxSpzEhlxoyaQ8WS4eqIpBuz9sQ6e/evUIxKymHJmYcvc+HJK8zMdXhB+xa6+zvISFEJqxg00WNm1CxRGlMVFQdbR5iVCxRMePHy56KNZrI95su/7nP5gpteyLzcg55osrTlQyhAIJKIUgbJRc+atPOdft5YB0ZnqJCMJcmVuW0FeD9ecIHPlReeqOSD6vU23Osdzc15qqdZmcAhaJ6zUc1esavSsGvdj3sMBgP6/f41RJ+yKupeopsj18YGpspYgoxV/rKVljTKtjwmlZXrLCuqorQ9cPeaaSvl2A3HGA6HPPr4o7Q7LZaWlurPh6bSBbrRElGRHdepTGUtIuMZFtIFytmSbmqJg7NZj4V0gV40S1t2SKUdm4sji9o0IXl/BFUt/6z6z24ayQSWgiZiRZ7nVvykifYI4+QSaxSh/iZBsGP3Rn6NMEWjl2kMbG1t0261GQ/HmIaADhJ6zId1JBPXJsi1lVKMFUZWFLpwy6IkS1vBe1prazAy6o+YlBPGwwnj8ZjJZMxoYuUhk9RaDw52Bkgp+Zn/8DMAU4HWk8sAfvmXf5k9e/bwi2/9hRo92JU47v7a/83xiaham+pg1/uZ673XJ7rifdYH20BAaQRcidNtlSnaxGHTi9OYv/YFf413/c67+Ht/++8ipesKxrZH4oOaMRrjiEuiqkA7Wn0sGxWvJfNEWURfb/FU5zGOLh/n4unL3HrLbUSRIpKGzLSJiNkpt+klVnS9HbUZ6SGdbIZybIXkVzjEZ68YfnfxTxBS8Lz5z0FMRJhZ08Jtxu5h7FfbNus22A1IRwglyDppqIDjTkySWgnKKFNsXdzmwNwBxpsThLKVctKNrRPQuGB7bUhRVCglUUoSr47IFjJSHFNbCpaj/RhhWC+u8Fj/NMvZMnvi/Uz0mHPDp9icbHJlaIf2j88eYylbIhUtEqxW79qZLfo7I6vtPKo4df9F3vfWP0EowYHnHObyU5t093YYM2RSWSZ3v9phoHc4kBxFKElHzljIchxTqoIPnLmfpZv38KV3v4REJRRM3LyuJI1aNWQoIqRRVGVV9xtDDlOFoCVELQZh/11DirqskFo6AXy3WUphLRClodC5g66tq00TZg7r5k8jfewePQscAqY2Q/89O/bh+3SWMHRg/0H+6A//iLXVNSve4F9bNipNYde1lI5ZLXSQENRolLTi/6lqIUrhngdCoFEqQirLG1jfWOexxx6jMhWzcz0OHz4c3lOjp0QZvFlDREzstK6ViMhkm+XWstXqTvtoo+nGXRayRVqqYz2KTYTR2FG9Z2DCNmF8oaaJO81eI0AcRYxHIwByPQkOOuG1ZOUQgBo9q5nb9WjYde/jrkALsLW5yd49e9ne2W6gFw343llKehWx8F4JbA422BptkE9ytra3iEVKVCXk45zJeIIUkla3ZRXXOi3m5+eIs4i0lZKmtv//1172cra3t/mu7/4u7rjzDu75wD089dRZDh88hIgt6UxoePLcU5x6/BTf8g++hZWVlWt7988QaJtr9y8Dvt1NvtoddD8eMesTfW7P+mALjRvuSAYeTm5mnpYOH/MlX/wl/MSP/wT/49f/J6/9itciYjebqqzyFA7GqwyhcjHGwYSFszcDhLLi8gg4MzxNrnPSjRk2djZ58vEnOH7LMZSJaIk2kUy4qXU7T0dP0o7azKVWTEOliqgdUY5thfeRwYf5P390L//lB38IqSNQxhKisL3kSpcMdN/2bNwMqxIRHdUDZSusNS4zFkO6S7O0VYsoVvSW2qgZ66MZq8RK7bkxJ7WYYYyhu6fNZFgQJXYT8705IQiVcCWxylWpCprNm/kmsbA60/2iz28/8h7OXrnM7EwbddLCggvxHuQ44uq5LbbWh1w+v8ZNx29kPMw589DTLmhJjNasHJlzo0f2YU4dkWmsh9a3U2RELoEq0pwZM8f3vPDb+dbnfyOz0QL9apuB7tM1c47gVjNwvRdtWDfCQoO10IM3ZRON+y7DzxoDxcT2qPysqIzqjbImH9VjPU3Bit1jEPV5NOBJzDUjE1oaZKHdLDn2+2paBhJUEP6XQjHXm+P4sePML86zf+/+qfebGqVwiUCFE5QwE6euZq3vIpGQiYzIpFSjMhB3mtdPRoK9+1Z45PFHWNtY4447b5+a4zSudz7RY4ZVn1xbNbCWapFirRtjkaCk7WdmssU4GaGNJlEpXdmzzxFxgO6lFJRVbZVYjWzi67cCI0w9CxzkAAnrQBp7n2RkTQb87LH3QvbJe5NNbBm+qtEHBxeFrzn8KFITpBj2B2Bgbm6Oq2urjWsoyMuCosgZFUO2V3dQiWI0GVEMC8ajMTvVNibSjPIh4+EYELSSFrOtOe6+8zm00hZSS2TWkFc1VTj/9bV1/un3fC/b23ZO94knnuDr/+7Xc88H7uGvv/rL+cff8Y/56r/11SRxQlVU/Lt/92+58847eeWXvvLaD+fX7Z9S0f5lwbd/GoT88areT+TxGRFs/eHJCD7gSqZp7gLBvR+5F4DHH38MgD/6vffy5JNP8rrXvY5U1XCgH2EBQhVo+1j236UpGJsx0giyKGNZLrP83Dn2jOe498GPIC/D4ZUjrp8mKMclvWSeTmvGWtXJlIrSGn2n1kT9/vOP8o/+xmv4kpUvd2IVcmrD6uvt4MyyXW4xLIf0iz7xbMKcXERGkpZs82T/NAuZDcTtmZT2UotRMSJRMZ09bbaf2nGjECBiQRIlGJMzf2DGbqaFpiq1E+YgbMhWllAHHeC5dJ7FaNla6+UaMSs49oJj/Nojb+PsxkVGxYRxObZzsuOK/taYK+fWWL20wer5PgdvyOgtzjB3bBGVKO548U1o77KDphfNAzDWQ4tMiBivvavRPLrzIAvpApFIWIj2EMuUkR4wFy1axxvHOPewrj92z5PWilPT4xdNazofmCpdXaM6Jd3sc+hjCRXkOE3p1o1bW7tlIa8vmwjI2sBAKImSlgzXFL4wjTUfufcVWtj3xNDtzrCxtsHy0nKobo0xoZVXj8oYCm0rz1IXlBShIpNY6cdImUBuYlfCApAkCYcOHmKnv8P8wvw1n6nCrttc5wzLYej1RcIKM0TCOj7FJiYWMalsUZoCJaxLk3K+x/56xGlsg63RjC7ndFbaoc8c7rOoP2tTyMGyexXGCNIooyo8tG0Tr1imz8jWNi64/ikiR9c9BqMBMzMzJElCPpnwsYc+RlHk1lBBSVQiyZIWT587z80338Ts7CzZUsb29g6bT6+zZ3mRCxdG3HTbCfbt3c9ks+Cp02e5cvkKN5y44Zr3k0JRabuGvv97fyDsfQA3nriR5eVlfuzHfozv/M7v5Lfe/lv8wn/9BQ4dPMQ/eMM/4CMf+Qhv/eW3kiTJFEnOv64/nkkNavfxlzmis3s215/XM/37E3Ven1HBFurNp3m7w3wogvd/wDb8tdH0hzt89z/9boqi4Cd/6idJkoRv/qZv5hVf+Ap66ax9PacoFfQ91fS4hRSKY9lNFKZAIijSgpM3nuT37vs/7JlZZqbTwxSWYNOSbSSSnpoLv1tqa1QQd2JefcsruKFzc6iCwvljiGWK1IqJGYdRoNXRKlJIC325UYVW1WUhW+D3zvwBX3/yG5nMFtAxTNYmxCqhf2FANp8yXBuTtCJGesBEj1GdiLgb05EzVKOKvF+QziRTFntaaERibe8wsC8+ZM/PETgWqhXy1pivvOXVPLb5KHPpHIlMmOgR7WgWFUnG+YRiVLLvyAKd+Raf82W3sffwIlcvbNKZSZFKQmxt8YItGZaFmW8XiK5GGsXQ7PBrD72Dm1eOcveeu9iWmxzJTiBRVCNrel+awlUnptb+2T224ay/msmZN57X2P6she9rIhU+uLqxFs8aNdjggfu/NQ2Y3oj863+8fpcQwnWavaqQtV1TcVRrKsu6/+irWU9g8snRvpW9PLq9xWOPP8Ytt94S3m9KQEMRIN5g+7YrGwnnHCsUIESDGNaA2CfjCXv2LE8zkN17Wm9cO77k598jEdUtHpmCdlC/UEgzCfPiAns9hJSMroxp7c0YPD0kuyl1792AaqWxfVZ/wxtzsKawCYNn5BohiKM49J7tuUTPGGjte9gpgFrDV4TqcXd/vgn7CwGTyYQ4jWnNtDlx4wkEgiROaM20SVtJuNajnRHLC8tk3YyzT5/l6cvn2LO8RKUr9h/Zx+XzV1A64sZDNzOT9fjIh+5lfm6ehaWFUM16ZALgq1/7NZw+dRohBC996Ut585vezJUrV7hy5Qqf/3mfz9zcHN/7Pd/LJJ/wK//9V/jO7/5OTp48ydFjR4Kq1W7d5ubaaPbNnyl4fbLFKKZG9qiD6DMRr/68c79/luMzLtjCtRuYaXztjf/sjXzLG/4Bf+v1X8N9999HURTh5/I8501vfhNvevObAHjLv34Ld9/1HCuq7QS1vVC6xhCLOGibZkQU5PSrLf71fW/i2058C4898hh33XW3Ha1AELkRACpRy7tFgiizYzLHkhtRWMKDKTQqVW7jsDOj3rhgUPYZll7WUZKKjGpk+5BVoUnaCV987AsRCNLZBN3XrD25TpZkth+6OUFFku7BLhv6KoNqh51ix8F2Ce2oQ2d+hkxkzsWEIIW5Wa5xeXyRw+3j9vyFstdXCIyElu6QxCl79xzkSnGeYTUkEjFxJ2Jpf4/1jR579TJCCtrLLZCCk7OHOb69D5lI4pbdbCd6HETmpVDosWXhJsL2fieM+Y7nfSs/8J4fZbm9hzvm72KjXGV2tET/6oBsLkUt2ICmREP4oKpqZxZXrerG5mFZqJJK50Ha0G429obtDPo8/fQ51lZXEUYQpRFxGhOlVnkKAZGK7FyotnOcMlJEiQJhV2IUOUMB6WbBlXTavo7g51xTvJm3lDIYKFjY2zrX+I3Oy482+8hCCFSiOHnyJPd86AOMJ6Mpn1YPxdaG8XXA8SQfL6LhZ1mFACOpK9zmNfPPmtFhdjlUx5GtThOTYZQhlva+xiIhlS1rx2eEhYgxqDgicslOhZWtNBi7jpYlJjd0Dmfh2e3sa1s0VwRydZiRFkLUYzTxdGA0GNI4tUQrUaNIfu5+ak+5LgJRS3o2R8WCSIg7KlmQDwouXr7IjTfdiFCwsm9lSh/aB0mBsDKjwzFPnXmKUpccP36cmcUOIz1gZ7jDhTOX6G+NuH/9AW44fgKtNY899hit8y3uuusuvF2kT8buuutOTp86zee97PP4/T/4fe67735OnLiBwcgSpb7ki7+En/z3P8l/fMt/5G3vfBvb29v87a99/dT68p/Jz1jXz4oAnCbynxLAPtmB1hhtkc1dhUqzDXA9Qt0n6viMDLbPdAg3e7u8tIdf+Nlf4Etf/aUAHDt6jF//n7+OqQxPnnqS99/zfh5+9GHmFueI3byoSpUTN3BViTM/B5slaaGJiPnYxoPcvHKUYnFIsp1w6tQpTt50EoDBxSGt+QyV1g+27XlBOa5opd3AdPVWVkhBlNmHR2Kryn7Rt5ugiOjGXcuurSw7thgUxOdmWToxb88z00Q6Rs4JWqplA20sUQsZOteUqmRQDlgdr/LBp+8jUTEH5paZS+c4OXeSZXHQPlQaBnqHtz/5dvb1VujGXTpp15FlgFgiXVWlyij0XSMRMdJ9sk6LpeNzrG2sMn/LjSzePsPIDOxGqyJaezIu3H+V5RPzVKMKldkqXvVtxp90JSITVr6yUsymC7z9/G/wD174d1gfr7Mo91KNSjae3qY9myHnrRlDVVZ2ZEg7B57GWI2gUZlV2m7Q8bWjDF4EQgpJlqXcfOvN7F85QFWUdk0Ig9YVla7CnHZRFJjKUOoKhGGSjymqnErbgCiMtR4yzv2mqir798q4Ssu4KlM7K8LGDhJ6jy4IV66HXNpeu5QSEQlkLFGJYmenz4c//CHufu7dtNJ2HXCFTTqUm12NiINdn3ek8drV0ki0J3opELsNHLShO9Pl8pXLtUCKH6HTECUxHdklEakzOLBKaolIbUslr4JRuoykk6q0zlwL8TKb5RpZ1SaSKeNoYI0VqjLcHxvwHMLgqyiXSOlSYybWNKMaVcSdOBCeElVX1NezH5R2kH1qD/mzHL7Hr6OKQX/A44+cYv/+fczMdoNsrIybSmMqoChxFPPwow+TJRl3fdZdxO2YYbUDwGgwZmZ2hrvvvIvVS+s89NBDdHsdnvuc5/KhD36Is2fOsrx3GW0qksxCwO2OnRj4/T/4fQAWFhZot9torRlNRnz7t387X/d3vo4f/uc/zFd/1VfzVa/7Km67/VabeBFR5VU9Euk+W1MXHOXWxP8Ntv4XOKaELhwKZlwlDvVzGwiSRHCdpOkTdXzGB9uQ9WDAja8gBfv27eOG4zdw+onTPHnmSc4+fZbDBw9z+MhhDjkmpXRD+DKRaFFNbXqptFZhzb6eNhUvXHoJL93zBdaw/WjCgw89yNMXn+bQ/kOkM4l9LW1CZSsEdrFqQzWym0c1sVCeTJStcoQ1Ud+s1jnbP2vZrkKSRRmJShCxwIztObzrlz9Iu9vis1sn6Z3ouiABO1f77D+0n3Q2qc3ZM4EqFJnKOLN5lidXnyaJYvqTISf2HCKdb9nKQBtEZWirDjcsHOOm3s0sRHugEGH2L3wOHCkoNxYSBsbVGBMZVFcxd2KGwWBAIrKQaZajkkc+eJ5HP/wkr77t8xCZm9xAoWZspVWZEkVkYdoM0JIv2v9K1surzM8shjGKxRNzEBu2q01UGTPZycPnVbEMMLJXM/Ibhka6ypOQzQtMeIi1U6CqTEU7axOnEUkWh9+fypSdPjTgAkdZQ7QuMEQidspQ00zKZpXtX9dgA7AxmsoFdQCjDRExxbigHJQUkzKwWUUsHAFPcaw6woVLF/joR++jlbU5euQoi3OLQQbTb6pekhNqQZEAHTakEHf3P+3FFfTmeuRVzric0EozpMS6MWADTyIzIlkrhU1t5qUNzCISQQPapkeaq8VFFIotsU6MVZCSkQxetJYDNQ1tekcbKgLxcbw+DiIaQgkqURLHVmK0KitUpKYC7vWgfn+P7Ow11z+k/bn1jTUeefgRpJQcOnqQvfv21i5jrvSWpu7FK2EVn6I0RinFbbfdhqjssz1SQwSCnY0+B2YPkYiU/fv2sbS4SFmWJEnCrbfcytXVq9z74Xu5snaFQ4cOcsddt/OqV30Zb/3Ft4bTW1tb4+DhA7TbbXb6OywvLvOWt7yFN7zhDbz5p97Mf/iPP20/eyUoJiXVqLQjb5ra0ScYSLhZ2+tUuJ+sSvYa9rEIrfkQYIHQQvKJnXQxQDzjjfuLHc/KYPtnwf6bF7x5A/w8o5Fw8dJFsixjPB7zB3/4B3zt67/OMhqlCFKEtsfTgE4aWRO+/9VIlLxgwlPvOc8Nz9vP/ptXePiBh0mzmD2Lzmy6+Tka/SFfCXgpPBVbUk1uxjyy8yAfvPARFtqzpFFKohK6cZdu3KXsl441q4mTmM5sm9kbe5Q6d5/VUKmK1nyCTku74Y00FJDJNlfzyyx3l+imbSqj6U+subVXqym2JqilFpFJuXv+eRZeHki0Mkit6+F7KUIlY4xhKdrLBf0UbdW1LE4Ek8mEJE4sKYbY9YQr5pY63PSco3ZjFIZCj2nRsb1S/3A1ZhuNNEQ6Yn28xtHOCaRyIgCyoq+3bZ8vrSgv+wAkajEIL0ARN8zbpadHEYKQNlVtlefIM0WZI6OunXt0ilGlxXSnelsfb03+qYcLuBpXReBH2ayHajMgmgpkKZGRQlURRll96yhTxJ0YkQliHXFi5gTbmzs89eRTXL54mYXZBX9SCGOTOikaa1lbNNVQXx9fNWpTUemyhtl9P08KFvcscObsE9x08022wm70+mwiIVwVadGEsiqn4FQ7quP6zlhLndCHs2mQvR4yZlyO68plly2eR7EMJlzPbCGb4kL4nrBUVoBfRdObsEBMQ8JeCMapjn284+raVR5//HFO3HSC2blZ4jgK4ipN5yUh7LiNPW8bwE8cvQFx7EaqUWnHrZQhjVusrl+h3NEcvOlQ6A8nSWJJTBjm5+eZm5tjz9Ie/p+v+H+Y7fX4b7/231heXkYIwcrKCpcuXWI4HmAwtNoZg8EAs2RY2rPEZ7/gs/mlt/6SZW+XUI4LymFJMSqZDC1kH8eKKFXoWKKMgcgGWqVNSLbhL4+J7A8vdxnePxRZntcgws9NJYmfwOMvLu/xV/jwgTb820O3odcAP/ADPwjA//nf/8duvL7PlNnqYCrbd0QUXw14qMgSYezPVKZERpIbX3SIUbdP2ko4ceONnD71BCM3z+fPxWfftbkyQdJORjL0mgBOb562UKjRbI4sfT+vco61bnK/I1Cx4sa7D7H38DwTbTWBDRZazMsJg2ibR/oPIrSdK64mFW3VZS6eZyFd4I4DN7LQnmW21eXLDr2aTLa5/PCarbQLjSk0nWIGs+3Y2ZUOK0wIghgIuMquEBxIj7En3mdJXBrKvCRN0gA5qdhWGftv38NtrzjK+fIJtsp1CpMzxgZ9rQ2yVEy2cltlG7vtjsyQcTVGoSiYUIoJ0ihaom29inesOID9452e7PVWjUC7+9AuYZBulKYJHWpn7BCqVWOFN5pjM0iuJWLhKmY7VXpt/89Xjz7ZCn93cKQ7J6FtNaiw4vOm0EE+MczzyroCsc+AIwhKQVlWdm7S+LVrArQujKtiK6eR3egBG2GoKOt52cYf67Rl3baOHT1OVWoeeOx+RtWQfrVtx33M2I6yCfueprBz7FO+tpE7Z1cheRjbowBS1KIdcRRZiN49S15MpFk1a22Cylnzeu4+4jimKIsp4prC9tx1qcOzghTWQCCT161qtamCwtKFi+c5evQoK3tW3Hq3n8ULrNi7oi3pUNXPjx5r23fWhrxfhPcerY+58PhlbrvxdtKoJqBdD9budDpsbmzy1FNnUY7AF0URn/f5LwPgDd/8Bn78x36MbrfLcDAIvzczMwPAO97+zjCOWIxKhtsTBltjBltjRoOc3I2AVRPbMqnX7LXX5BN5fLyecJgC8AQ7agMHPxnwyYKP/fGsrGz/XFJeiOtmMkIIjhw5QqJivvd7v5edvu2JWBN53ah8avKDZ+KFDQJC5YuBkR4EmcA4Skhlxlp5hb2L+ygHFY888gh33Hl7XZ24Zr7RFjLU2m04wsouejhws1hnVExIohglJEkUU+qSve29yEIhUvfAKTh8+zJxJ2Zo+vb8UIyHE+IkQkjYLrbZ0uuI9RgkzLRmWIxXkF3FDd0bGR7ocyA9hjGap/7kIv2tMXtvX7ISfbkOfWR/DZt+lcbpNJvKjt0IZV1gKspQ4YxHYxYWXFXloMhkzmbmQksOyGO22oqczdzImjpss0k8m4BJbHWVa2aSOZZby8QidqbZOgz6T9atWIiKJSKpExqkTUpkJEOlEaouT5yyH84+wFLRjMeVrkIF5HuK3rDbztraBCSWCXWejXvYA92KptG5cWSnqfe/zuHZrbaaMyEY+GtpR7NwrQ+FiAWlLkNCsbWxxeL8AosLi3U/NcDqzWS0/shW9EI4UqAVp7CkqjKoQUlTa1hXDDhw817OP3qJDz10Dy+89UVs6jUSmZLRJhWZFctvVrMNxMHqftvnNRbJVIIsUYHBjBEBWg+Fp/ub8szyopZeFb6viHMoEvXni+KIPJ/Q7Xbx0wy+2rQKTpqkl1Ds5CRzydQ90blGxYoKe31GoyGjwZj+9oBbbqoVtIzRATr21ZZpGKX7tWPhWkMxqajyiqIoOP3oKQoKbr3zNuZ686Eabvr1Nve37/u+7wPgzW+xRM/Pe8nnAzDTs8H0i7/ki3neZz+fTqfD6dNPcO+99zIajwJj/e2/9Vu8/EVfaNXtJhVlXlHkVVhbwrVOpBSYSoS1yK4E5BPNPv544iHhZxzxUSr7vNVCNZ+8Xq0/npXB9s9y+IcGCPCCv+Ceur69tc38wjxf+IVfCE7cwvZzrG5uNSpRrfoSGi9P5xaXh5IcFYiW7FjmbG51YIdVn7bsoETE8SM38O6t3+GJ009y7ISdv42J60AeSyI3kF6ZkkTFCGUJURdGT9PLumijacdt8ionUxknu3cE9R+fVGQLma3ydI4xhlbUZmfcJ8taYbMyGIbbY/bevUS5UyC7gqV4L2M9ZC5apNwpOfORSwx3Jtz1ZSfsYtYe5rLByv/dXlfHynRGCThXF6Eg12M7FiUsGabIC+IstgEYWaMGxl63cTy0ln5uNjbKIrarTSpTWgKPLFBEiETQr7aZixZtBmvswzhhTFwlVIUm7sTEndglUDZYhV6Tu2+hB+cJUjBVmTYrX+E2YaXczCqakiLMpgpjEy9ppGWgN8U0fNDwPVBt6jlXXQdP//5TBBR36CZysCsoq9ipDinLbo8yRaFt5enPYWlpiUcffoz19XXm5uan+s1+HjkmtXB1rCyi4Kp4g7WwNKFONkHe0n7N8gwKk5Mz4eRtN/POex/lgw/ew+KJOdpRG6MMKGjJTjAf9wxrKadRJOV2buGM5/1n8NdoY22TpQUbzHwv3Ff2yslM2naMdmM6WLMFYaZQB2MM4+GYhx96hL3LezHGcPDwQdpZO5Cr0llH0msEWo8qeBMLq2gFjz10ip3xFpGIKU1JpC3zWqhr7f0qKqLGuvBkQyNrHfTtnS1kJLn7lueQtVJQ9rerSYVs1aNR4IKRgN/53d9heXmZ0WhEVVW0O22GgyH/6Wd+FoAXv+RFTEZj/tkbf4Tv/u7vIkkS0izlySfPAPDKL3plQDxUJEmyCG2Mnbt3gjeBW+CvZaPA/os4/fxZjmd83SnI3xIIm5aSn+zjMzbYQqOqbWY1jXLjwIED3HPPPTzv+c8DbDav4wolhBUR8Eej4vBzt9aBx6CVgUqAMIGhaavdio18DW00adqiLbosH12if7rPmafPcODAASvSYCqMNPSrbfJi4kaJJJGMKU3BA5sf5f5LD/HCg88jkQm5zunGXY61bsIYHVw3mj2KoR5QmYqu6hGJmPFwQitt0YvmOdDJSTc6rA/WWH94k9a8JVlNshETPSaL2kQzkv0nFukcsGzrqrCqQcZgPWtda89v1LpxUZum19pU1qdUDzk/Osfxzk2UukRGUJiC7XKDtrQyfFpU7ERbGGOCMlYiUpRQDFxQbYnOlK/uh9bez+csvdRCRjJCGdsX09rQXrbnbiU1VT3z6A5jjOtJmms0apubfxOW9L8XR7G71pZJXJickjLUrdrYGWGBwotI+OsSqlh/Hl7ycTcR1hO3xLTQhj+HsMadQcJ0VSspRUGhCyoqC6Oh6HV7HD9ynCeffJLnPGe+hsN1SYkNtpFOyJnYClIKqvA5G7PlCDQizHGGx8ROeDKuxtw/+jBzh2d59GOPMPv4DDfecCNJlhAbqzbmE5bm5/QKXPbLKkCDfm62GlWhKh2Nh6ysrNgenEsUADLRmVqPUwzZZ2iqaa1ZnF8iSVKKsuChjz3EXXffBbkg6SUgYbw6JlualnKUmbQbvEt2L169gFYlt950O5GKaGWtMIpUcz2mb3RlyiDs4ZOFnZ0dGFuv3bXtNfYe20uSWCQq1xNSMmR0LV+keY+uXLnC93zXPwHgm7/1m/gPb7Y6yH/9NV/Om37yzaxetQpW3/8D30+vN4PB8FNv/ikAlvYsuVEpSeR11aVgIixEriKJimR4ToIWwV8uGfmaytne67r1wi5E85PdR/6M6dl6KMH3ncIf9x8aTGGCYwnAP/pH/4hf/tVf5tz5c3Ul5QJgRQmx6zFNVR1OSSkGYterVQYtaiKHJecpjpibWEn321rAwA3FLZw8eZIzTz/JpY0LGAxjPWKoB/S17W1tlesMq36QJwQ4dfVsGPPpxl3aUYfNcs32ZBu6v2FzwqCEsm49GIbbA5RWZKbD3uIwxaDAaMOgP6EYFJTDgs1yjYm2PWWBnU30xvQqVsgWpDOJC0bUtmqOoDLl4VppynEJE0EiUtbyq5S6JNEppS55onyMS/m5EIhLY2UotYNjpZBOdD5ziYS2fdxRCYXtpwkEt87dRm4mgTlpDSjiYO2nZUlhCntvnJyljKYtE70zjJ5KqEALHaq9ZlWqK+1mYuWuAFgbHjQP3xcNLjl6+s/uYOD1uZsByJ+Hn78NjFAHF8etiKgboboKk2qLbLjeYYTtd8YiRhGxtLQHgCeeOE1e2T6r1ywuTIEu9VT/2Qcu2w+zQdu+XkIqWuGPH+FRTrRCCgvTLx1d4NLFK/SHfdun9NdT1ozwZgLlr3NgSOc6sPRNZdC57WHKTDHctkpU0vXkpFBQCGJsq6EclvU9d+2Z6arW/mm12sQq4tCBgxw/dpx2q82pU6fo9/vk/Zx8M0el04nFZDJmMspp2iNOBjmLs3voLXXpzLfdntJcC9OB1vfuQ4IRScbFmAcfeoCHTn+My+uXyEXOnr17iNoWzYkbut2eL+IP37/9mr/1NczPz6OUPef/8OafYWlpEYAH7nuA337Hb/OmN70ZgPe+570AnD9/ng/e80EAXvCiF5B0E9KZhHTW/mn1UqtGN5OSdRPiTkzUtmOR0pGkAiT+SRCMuN5xPcEKH/T9dd+NADXjxCf6+IyqbK/B7gECEcQTJVygUHDHHXfwFX/jNbz2ta/l8z7v8/jB7/9BWmmLKIrRQlPqHPJ6HEMiEJE1UNZGO1hNo4yy8JswSFNr4kZtxUxlK4jLH1slihULS3PcfMNJ7n3kQ7Sf06aTzTDRI8bVyFZ9rqr1wfPEzI18wU2bjKux7ZkaTb/ok6mMdqtr2bp+c3IQse9hCqxc4WAwZM/cHoqdnHw7ZzIsiLOIhX0zTHZyWoliNlpgVA3sw18YN3rkPoubx7RQqTMhDyLqFqrRwSNUhtGXigozFtw0cweT0Zid8TZxEnFX7/ncu/UBDrYPk8gUgyYRqWUMCmgVXatY5Yb8l6K9AChhH2oPa64kB21CUgnXy8T2a1zFrajVgAzTVQACcKL6oX+o/IZM0AeG6VaU94i1wcAGHn/dxXWqvev1Yac2fR9wg+KRsFWcKZ0TTz2+gMD6xZpaz1ijmZjC9i+d7pR0a6EpCiKFsn1Ibbjlllt57LFHOXfuLPuO7A29Z41mO163kD6CSghiFxCC0YcQDkS+themTRXQnV5izz+SEaPFMePNCfRAuqDlCVvNKr9p1xagd20NNUarI5JuYpM44NjSMR4/9TiHjx9GoZF+3KQylHERYGS/hncfRVEipWQ4HNp+qqm5CMeP38BT585w+uwpJv0JKysrFGVJ0omZ7cyyur7G+toaUkqe89znkGR2nCkvxyhivMa2+1BI4xjHokY1vFCIXYo1n2A0HjHT67FncYnNjU1uuOEGkiQJPydMo9+ta+308H2h+J7v+R5e+9rX8ppXvwawwiqrq2sAPPHEkwz7Q170/BfxFa/+Cr7/B76f7Z1tzj19NqztMsrt3HVmSWLVpCL2I2WOXBjGEn3y5+fVP8Vm7h5Kf6Zg+smEuD9jKtvrHYFx6ZiPtrpoGMMLzbd9x7fxP37tv3PmyTP8xm/8Brq0VZnf5Aovvp7XAuy+X6UdKcdXNAIXCBqSYELZG6tctVLoCUtLS5iW5t5HPkwsYgxWMD+StiqI8Ao+CZlsc3TmKO3IwqKltpvYsBxSmHyKjdhcYNrU8OO4PyIyiq0LfbZWh+Tjkk43RZea1nyGziviccZctIipYLw5Ie7ETsSjhlEjXFatffKiaxarsOw/Iwwyk0Rta1t46fF1zt972b5GIYlFwunRw2ijyWTbkRgMqczoqB5tbROAydYEkxtEKYlkYvVqI81EDOnrbcZ6aG3GRGvqnoZKwhURlgG6q/K+TgUarqGqVZU01VRQQVtIXWKt1yKZEDu2bGDMOjEIG5waqMi1egk2A1cisKRDD9WFzdIUlI71XP/fVuoFORMzZqj7jPSAgd5hqAdM9CgoLnnD+SmTciDLMhaWFiirunL3Ib3Zl/WVlyKqWdAisrWkSzIiERMRI3VETEpHdplRc8xHi5zo3sze9l5OHjnJ8MqYhz78KPd/+AHOPHGGyr13naTZQzWCEFio1ghDtpQx2hiTLMYk3YROq0shJ4yH4/AZlYgQWd0+ihatTaMWtlXje+HnL5znnnvu4f3vfz8PPvgAvazHjTefCKSfJEm48diNPOf253D77bczGA4s+3lccvbsWSIUz7nzOcz35nnooYcZD8eMx2PWVtfZd2AlBFp/3Y0xGFk/R9bMoA60daUPl69eZnnvHvbt38fJkydZWlyaqsbCjPyfgtkeOHCA22+/HYAXvPAF/Mr//GWOHDnC7Ows99/3ADqv+NwXv4z5uXl+/ud/ntOnnwDgx/79v7WGEU7GVQvLY4k7MdlcSraQkcwlyBaITFiET3JdacRP5fEX8cf9vz0+YyrbZxLANl7Y3hudO7hDSisUoU3F/v37uemmm7hy+UoQBZiYkX0QSsLMqx8dmLKREo5j6iicGu0yeqtSo02FImLxlnnWH91ks1rnpz/yc7zixs9n5/SAs2efYu5Aj0SllLpgf3KYsRkTuY0bAcvZXipTspGvh2B7qHMYg2GiR3RUL/QvvDG2QTOjZq3PZT6xRttK0uokqMgSj+JO1JiNNQihEAriJcVQ9ymqEW3ZDZuDwSAqK8/ox03ijgqSdVZyzpJkVKSIsphiXKK14cKja+jYjuksxstEImK9uMJysj9sOHpkmZ/5dh6gKbQV94gyey200eR6gqYiEgl6YM/D/oydS/ZtgmrsJC/F9BxmOJpVp5/xlFYNqkm4Mc7ftihKm9kLy3T1oymJsH8HK0EYi8QqLmk9HWR1HVyDCo9dpaEXGe6hC3qlt4MzuIzdiSKY0kHAloDmx1Y8sUgZC/UGUuBuUQpqxnFTqtH7HqkGNLt7DlQKNdUf1No4Y3vbdsmiNmmUMdIDFuM9LC0J9mQr9NqzVBPNww8+YmdC5+fC+/rg49GM3cfw0ohkRZGvFQglyZMRsoiIomgK1QEwucHEenr+tiFmMB6N2b9/P7OzPXpzPaSyvb7AmlcOh5SCmdkZbr/t9vD5m3rHx44d49yFc/zO7/wOC0sLrOxbIWtlbl+Q4dmf2i/cFfaSkU1kYHt7m+FwyI033hTeT5fOaUxQE+qa99EhM80KF+z87Vt/6a385E/8JD//8z/PlcuX+aVffSu/+tb/xr/8N/+C3/iV/8WLPvtzePGLXowRht//g9/nF37lP3PoxoNWpc1IjLQ9eIlCJiIQ0XRVOf3q2mnqL4Pt++c9/rKD/2dMsP14R3ONCmGZvxV2PtJg+O3ffDvvfve7+Zmf/BnKcUmyaAOlQiFadr6TtIb+7NiGZSCDl3pzYwdVxESNwkyuh3KViVCRZEYt8Ibnfj2xSNC3GB792OO0e20WZpfYYJX18iozao6IGp5sy471GU2sdvFivOwccIy119OAsBvwRFsP2Fgk1ploc0KapbR6rXAN4pkYGUmizM4tVkUVgkrpqigvpSdx4gAaKwXodHGFEFZ6cJdyj61W7NdVavWQy7wi66Wsjq9CpUllxmy0EB7OIHupBEwM2VyKUIKkFwdmt3HBxpswCKTdCDp2HlOMCZ6/IhbsVFuQEpKWqGFj54NPczbQq4X5hEG4BMpDxdJIynyMKN2MMVbYQLrq0Vcskav4dNUI5P5oziR7BaaP57dpatIb4LSwBRpDaXJyxzbOdR6QEb/52d/XAVJrjvUgHZnGeGUdFSD25mcI7N8m89QJi3h98AgntFFYtKPKtRuvkqSyQ6tlCUu92XkEgmFhZ6d7s73Q77fPyfWPsl9SFRoVS/RGPSK0fmGL+YV5S7TSUDCxZgYACTZYNPqpPpj3+33W1tY4ceIEi4uLAYoP+rku2ZDS91Mtjd0nl0Gy0FgTiqOHjrK2scbho4dYWJqfOnfPXheKkNkYNzBl36dGwACuXrnK3r17SZKEalQGZETklZ0T9/cAQq/b8jQaus7N9YPhW7/tH9Kd6fDmN/0UL/mcl/INX/8NzM3NIQSsb6zzrt97Fz/wQz/ARz7yEY7ffAMTPXLjbJY4VlLUELHXIBAKhSESFiK31/n/Pz6jgu2Ud6Ffe16FTwhEVEN1eWNG8j//3M/zg9//g9x88mYmO1Z1qdQlkRNkjztRLe+HfZAjWfdR7L5lAhSYmrZdfKIeCwJHfhGSTLZpy46dbT2mefzUY7TuaBMpmwUXJrfqTU7qriU71qNVzdGWM7Sl1TpVIprurxpCrzYS9vxyk9Nd6NLe20a7h3ZVX6QtO1QkViAgTtDCVowCa2zQQrnxAjtnOhYDBuygKkUiUjpJj4iaEehnL40b1xeuMurss+d6ST3FRx78ECszK5SmZE5awobvAQaoTNnKNJvNqEyJiY17PbvBW5hyNiiBAexUWySpNSG3SVKEQgUHG9moLGrdXELVaavNeh35+x5IOtpQVRXFxFaZ3v7Qz6MqoYjwbjUy9EanjsY4D43r9vEOIYTt9/nRFxdofeXr2xg2sZNOL9saslsmdzQ1yxvmobH6yV72MybBS9pZU/cosIGDMhh+LMXC4mMzxqApjSKVLVQcY3Krz22Mnf+VkQRt1a08oWttdZ3FxQXbr21KI7rtOt9szLJqru25SsF4POLy1UscO3YsVOmJ0/i8rjGAfw8jOHPGTgIsLi4GZTjfMvIVp4HQ2pFKARJTuUret5KkQHhHHwStVsudcm1e4a+ZT4ahTkjtWrEcBWMMk8mE1aur3HHXHfX8s7uWZVURC1GPrAnPo7Dn2nQbMhWgptfV1/29r+OFL3ohf+urX8/P/tzPcteddwHwvg+8j5tvvpn3vOc9zPS6eKcr+6d2nPJx3CMI3ujg/z+mj8+YYHstDZwa8hUEAopQtq9a4sUINJsbm9x88qSFHNc1o6tjWHA9F8dmFA5G9mo7/tCmARV6Dd5UXePxCI4Ni6Qju2FudM/yHja21jj92Gluu/1WCmMzyVLnRCZ1s24RLdmegmojEUEhKMbWE9dUoJQ1J5hTC/bcJ5L+aAeRwpBtRCLZrjaw40Ewp+yISlVWyMTP64IeQTHJKccl7aTNRIxYKy6zNlmj1CW9pMfx1s3IzBpke5TA+6+CJYAYLEnsgxvv46ntp3jo4mPcv/Ewtxy/1c5cVgKkCb+nkmiKlIWB1eIS/WqHfckhUpmFOWa0s11Tgpl4ltXiEgvRngB3t0U3KFDZ+9TomV1X/seul9oxxbYgirIIsHQxKgIBzuoq241yyuKu4Ypif9Cvx5oQZaS3Z8MmZG5kISQeWKhaGktSkg1OgMRQYlGXyijbrnD/jpwPbCJSYhFbotMziGRYyNmOVyF2bdi+st9VERtpv75jtpjokYXyHSGopSKLDCgBvgpEB0EJXdgAsnp1lWM3HK0ryQb8KIwgnW14yTaEOvwzZoTh7MVzLC0vsbx3+drPtXsfcElcZSoe/tjD5HluFbRCsKrJj/58PLte29uCkhFGTScezSPNUq6urnK4c7B+X0QwbwAQUtpkxtj2lXCQrDIRQiqefOpJ9qzsod1u29lvJx7jA7oubXW/+x5OMeJtphne3/fjjTFcvHCJd/3eu/iu7/wuPnrfR3n4sYd54swTnDp9io2tDf7NT/xLuqrHpKxV7mwor3yt71pmjTYD17LyP52PT7an7mcEQcpfxN2QnJc/FLFsjAA0HHdcRXDw8EHe9a7fBSnoHu7aymrYtllcIoM8mzeRrwpLoioGBeW4CnOo/jCmlr5rHnEndgIP1r/TZ+E33nAzsUm4cm7VViQoSkq8/GE5trN4ylgSSiZalqzklKdk5qssQyoyYlKqHcNka8Lg8pCOnCESibU5Eyl74v0sxXtZL6+yVW2QR+Mwr5tK23MqBk4qblS6kQ7FI+uP8ifnPsQHL32Ie9bfR6lzZ9BQMdHj8CcRKZFMEAhGl0dEMmJ9uMVWv49RcM/q++lX2zZgaUucCgbuRnDP2x6xaAGGN3/wP3Fq6xRjPSSQSWKDyEQYpzGFYVbNM9B9xyy1pBgbdGyVVDpZxcIUdixGORhY2k1Ua0M1qaxE3aCwrO0d+yfvu39vjUPV6u0WQ78xkMZMgFqbf0wTisyd/KUnUIGFdoWTVRQ1ASkWCYlISUVmx2tESiYyUtEKCElbdmjJDi3Ztt+TGUKrQAisn4UG+lMJKAV6YCi3KsarYyYbOcVOgR5Zm7ygMoX9PNpUDKptCj2hMHZUKEhV6okdA0nsKIhyfUaAqrD2iKPRiKIs6M313GvKkKig7T3whLsw2+vmnkVs/zx++nFGoyH7D+4PpBwtdPh7k5z4xKknOHfuHABbW1vkec7dd99t+7ye1EdN7vPkLw85BxMKpygXrDZFY29RghtvupGrV66wtbkdIHiPiJjCyj2a3BCT4KQ8AoGxMiXbO1tsbG1w4NB+i+YIJ07iJEa9wlaQznSojDR+3dX/9pMJOtfh8+WDgu/6zu/ila94ZWAov/eP38uVq1cYDAa84lVfwv4jljvRHBWLcP8XieMmZEQyDloAUxX8X4GA+8nu4X5GVLa76dzC1BtcqHAdPd04OzTwKjWK7/6n/5hv/eZv4+Vf/HIOHTgcTNN9v5AKqlEZgq2f1fXQnO0jAdLOpI7NyPY7zXSuk84mnC/PcCA5ChDmaBOZcvLmW7jv/o+SdhNm5meQ2NetKgv9GouRBQk6lVq3EJUqN4OpAmRd5RXFjp2zHPaHzPR6JCZDAAvxMuWwQrQFYz0ilZkdY6Ke51RtSZLH7jPaCiAVLZ5cPc+oGNOfDElUzN3zJdpYmDfyzjwiwksRbul1xgtDyn7JbGuGtkzZv7AnmIcbYdCOEFUMSowx/PHbH+TWFxwDoDA5r7ntS7ihexM9NYdGo5BMzJiYBBk50YgKVBVjYstQDqQgTBgh0SYPZCPpjAYSmdpemJOh9ApNprJELZ1rqryiKjXaGOJ9EfKiYHexGODWaX3Gen36sbNGz09Kt+3GEpqs7wZLtSkT2jy0VAgjA9PVjyJ5RnTos7pJLJxIfKgYfdU+KhlvTihHlsSmImmdgjJFtpRRDu1sry353XWkFjFJhBWoCK0DBVGiqIQbp/KtgXD6xkGmYyuev8tAwBPWNE66EQLk7ZOSPM/Zu28vaVZXwE3JRnvpFVeuXOHSpUsg7DO5ubXJ/MI8UjaQE7gmWNi1CyaMONn1L/zzVTlY36lrCSVI45SjR49x9sw55nrzRCoKUw1e4jRq2/uSZhmlS/qsAlnJ6uYqrVZay0li+8GIul3RvEa4BNETP2Uiw14lpaAYFAyqAf/mjf+Gc2fP8bznP483vOEN/PRP/zQ/9MYfAuAVX/QK/ssv/xcAbrzpBgAGus98vIetct0vbHc9bVUuHSokUeHvTXLbZ/rx5wq2H28k4q/K0axya91R+z1vV2YfKMtSFUjuvP1OXv5FL+fnfvbn+KHv/SHKcen6TYCygXa8aWXvrlEjUjVhQSjp5jtdANwFLEwYM6+WQs8mkSlXiwssywO0Wi1uOnEzj556lLvvupsktbO+MpPW/9I4qNK/lyDIItoNzxk9O8+7qB1RTSqKqmB2eRYjKyQRhRM316XmSO9GVotLlBRUpiISEZeLpy3xqjvDrLB9VTS0VZe/d9fr+c/3vZVWnDIqJvSrbbqqF6BZP76jxzZ468hWmb2kx/7uPs5nFziwuI9MZaEaTqNsKni96JW3ky1lCAW60tw0cysd2XV9WCv/GByDnFgI2Eqgp+Yp9KSGAKk3US8O4cUelLBjIYlIiRNHrCk1lRf1d0lVUVhtWK0N2w9t2KTGVzUeQnNVbViDqmYb++C6W1vaeLeUxvqwCVXDsSYocU33gIUSKFlLRtrPUyc5ulEt2/+LUJnaf9bzk/31EYOtMUVRcfPLjoTN264hRb5duGTSBj0PV3sBEh/gPQvaV6LGaAuBUvMn2u02y8t7ePihhzlx8gStrI3A6opbDWqBaCQsAdJ1yURZlvQHfY6fOA7Azs42SimSNEFKyebmJpcuXmJmpsdgZ8CBAweYm5vj7PmzaF1x5MjhZ6xu/PPj35ddHsIhoXW+zUT2effXeO/KXjZWN3js4cc4ccxKnBaD0qIYxiX8XYHUXnpSuv4uVGWJiqIpsRQhrX2lrMS1/X4nizrVrXD3TFfWt3d0ZcQ73v4OAO6///6pz6qU4tLVS7z+9a/no/ffy2c9/3nh2REI5qJFhlW/3j+peer++vi97a8SjPzJPv5cwfbZcNECAeY6//eH74nRcF/5O1/3dXzN6/4Wf+8rvp7FpUXiVmNhYxf7pJ+HUZTg6aiEc5QhCLaXpsDx9Wym6t47lRk71RbvufouTsye4EBylI18neX4AAALiwvs3d7LYw8/xh133BH8YD3RBVFD2QBGVnbTNTXxAgEyU0RGgTRc3brKE6dOk82kdLIZkigm0hEt2uTbMDdjA2ppCrbKdbaLbfIqR6cVs+kC5U5JMShRacRCvMI33f33eO/lP2QhW6BfbpNKC2968gRYtreWpZ3DxZmum4yF1gL7Z/bTjbuMtXP0kRXZXBsWMkvIksL2jyvICstSlokMRJJIJiQmm4Lt/f1BQ0xKgU2MrPh7PTOtTcXEjEOyU4icUpS0JSRpZqtELUJwEkoghYPzAJVL2wuNGmIEXhSjqWvsR4hMZUX3C0L7IRgHuDGZkKS5/+zrNtaz4VrdZlNvf74ybPZcragHU5WlFyaxyaZ9MV1UjAc5RVGxsNx1rRLJ8NKIdDZhvD5BpXUVp9LIzYXXTkIe6vYzpXaszr61cecv/OcwcPyGGzj9hOb++x5geWWJg4cOEamImMQyi4XTMd7tU2qMlTE0cObMGYQQbGxuIIXV6p6dnWV9bZ0Dhw6wtrrKeDTh6JGjtDotbpu7NVxbrxTn4VZcYK2vvb2nUkQ1Ykbd35VSoj1E7ljdHgY/cfwEj59+nA996EMoE3HLDbdYAqNPuDK7T4hSsrZ2lclkwtXzq+hKc+cdd4Z+aJjNbYyK1ffVP/uur66mE/pqUiEjwd6VvXz0vo8C8Njjj/HA/Q/wI//sRwCYn5/nF3/5F/nX//Zf86v/41eIY6ual4gsXAcviLI7mDYTkmdDvPhEHn/uynZq0f0VPT4eNv9MBJkjR49w22238Xt//C7+1uteH5RRSlMgOgI1ltAn9Gm8BJyFeeqq1hirl5uJNqOrI1p7WlO7ZyxiXrj0Ep4en+HerXu4tXdneGCFsbN7D97/IE+eeZIbTlh4R2hRv0aA9QAD5/LTLMYrRCZyIyvajm9kEbnOWfr/2HvvOMuOs877W1Un3NS38+QZpVGwkuUMtrHJmMwCBpa0JOPFvCwYs4AxLwaT9yXsAiYZvKwJC6zNglnWBLNgwpKxZFu2JCtrZjSxc99wQtX7x1NV59yekSyvJbDZqflIM919+9xzz6lTTz3P8wv7Vjh07BC74x3G0xHr61PGOyOKohD91n6XTq9L0jWMzTa7eptO3kHlinqnZrpZUI0rJmdLttfHHLxqkY89/Ils1evi3YtkO5En6ftsI7tL6YpIBaJSrAyWWems0NV9oT757Mgm0vtsX0/nWj1Vr78s6FxfUtwTbINhvbUOao0e6FgKBLwNn5zfTrmDdZZe0sMa6/uqGpOJkbhLPBiORnNYKcVWrenYXHqTWiKBDX1aiG2EipLSFnK/ydBpghs32W2ci0YyX3MpfrgHiO39nFGOzl16HgctZdTsM9wuibbn48JKn3whp7vaYXxmTGepw+n71si7KXNLXf8cEO0ekzSLgd/6Kk6gqQU+bjhPp5HstvWf05bDVx6mt9zloQcf5Oy7znH9ddcx1xuKpKRKZpyW2p+xLCs2NjZAwf4D+1haWuT6G65nc2uThx96iKPHjnDw0CGOHj4KzvOhmQ2YoUwcS/SoGNCb3rtfB2OQ07FSEgw32gE4jCRLuf7a6/mrs3/F6dMnOLzvMINsAEBdV1SVJrMZF85c4L7772VxYZHrjl9Hvz+g1+1GkF37mDrR0sdWRPnOpkJh4ga3mQDOt1ea23z8+DUcP34NvW6PV7/61Zw/f57z58/z4o95MYtLi7z1rW9lrp8LUDKRbD3V0iK4VJn4Izk2PJXjgwu2bY3bvVJiH+bjUkizx5LmaqMfQ2kZ4F9/8RfxA9//g3zZv/lyQfgmDTG+u9wl6STiZ7lHZ1X6hv5B1qIgtGEvwFZCvpgLwMOvGanKeLR4GOssVw+O0/U0nvbnuP766/mHd/09vbNd9q3uEzSk/xOE52tXsVad4y13vZWvuvkrpf8IkZtrqdk8u0l/rs/q6iqriCYuVvio1lqKaclkPGE8HjOZjpnulozGE9YmG+y6khPlWTSG8w9sY2tFalK2dza50h5m39FDlBSkKp0pK8lb2IhWBCmZmdow15lnKVmVfra/ILt2m9PlCQZ6yNAsxU2ELUS5pqJEtyoQAVTmNNjSNujeSrKvpCcVi0AhkRJ7A1gCUeGa1BPhrXphilRlJCZt8YgNOmuAMForkpFQs1TqA20AaPm+qUmNKDvZcezHpzpnYIboxL93WVPXlsx5OpnvFbelC11LgEEQqQjK9CIxjNl5H9Gn7cW6BfgJmXAbS3Dh9DZHVrr8w3+/mxuffwxlFNvr45jNBzBQAHgprUmMBNxAMzMqaZDLWu6UctKTbrexhQkgAaPTy7n6aVfxyMMPc/u73snNt9zMsL9ASipZrj9mGA7HaLTL/v37uf5p19Mf9GOwGw6H3HTzTTPPkdY6VnxCYLQ4QRMpAUdeam0LWtZRkcyoVg959tpCO9NT1HXFXffcxdLKEgcPHuKRE49waN9B8qTDvQ+/n9rU9Ob7VKrgadfexJH9R/17+jm9ly6GzHex32yEYyoEe9BVja+tnUjLKRkE2lrrWngRkk/51E9muDDk7X/4dr7iK7+Co8eO8FVf8dX8zm//Dl/6JV/a8GnDxoRWq+Ty+IDjgwq21v9RqNg7avcyPpzHpbLZvcCSNoAqltTwWaPSfOzHfRzf/drv4X++/ff4rM/+rLi7ds5SqVIEFDCoSseFtg6AFydLi05EDKJWFf1rhiKGntH0divD/vQwa+rcxbtSf45JnnDtNddy+13/yKD/PAadef73xp9w9dzVdPWAgRlSu5q/OvuXjMspUzuOVn6y6VVQKuqkJu/kM585Dg1ZN6Xb67JYL3nucWOHp8aG8faY0c6Ic/few2Q0Zn28ztZ4g2l/G3fSkWUZSS483U7eoZN3yPOcJDWQOpIs9b3pDF0r+rk4/KhSU40qkk5CLx/E7HjLrUEli8OwsxB5kGG0g4kuTaMAVbvYH3Vjx3a6wXB+If5OEKkIgvWJTtBWU9mKUTWiZwYi5uFKksw7sIT5pJuM2yUC2ZE50fR18aXvipKxHTGqtxnVYsrdNT0Mhk7ei5aEdWUpqMQWrxSTdt0xMTiA7yFq4dnGTV04J9fM772BtlEQ8xQin3vWOwKgSXqNIpRKNMv75lBKzumhO88CkHUSUu/5qxNNOpdJNldLSVshAVd5wJn0OENQ9ucW+bx+3seKhQfjeQLe6pFVnIZ77rmHpz/96VJmjfSSpDFwAOq6ZnllmcFgcFHGGvit8XwIpfOgLB3kJOT6XarCFQJem5csHFn5ImyI4nrYyvh2x7vcfffddLodbrj2BkCRdzIePfUo2+s7HD16hNX9q6hcMVjoyzkFpHfwEo7XDmpVoW0bdBh+1vBeSzuNqH/d0eL97IGTe0f4rC94/gt4wfNfEL/f7Xb5kR/5Eb7gi74glpM1hnomDlzm1T6R8X+W2UaJN/sRhzR7rD7tzM9bykHOeVQhosTyoz/yo3zTK7+JG298GtccvyYi7qAF2PD9t3pcYStfpsw1SS+VDFZB34hCTthphlJxNa1QfU3X9Omq3iU/w4XyDI+Yh6jnK953z/t45vXP5qN6L+JL3vq1vPhpz+Rzrv0M5s0yty7fyiAdkOsu2iYC5pqK+bStLOPxhG7Wu+gzB8WgsHA4RPM3MTm6SDBdA11IdEKuctQko0vKwWNHOHz1MqtXLmC6mtpYRsUO02lBMZ2yu7vLxtoG03LKeDJi4qaQWNI0YWttk27a5+TwJLnqYHct3WGP3rBLvztgbHeZOtH1TUjQKBIl2sOBylAnks13TZ9BLhKVOBWpOCE4/M2Z/82F0RpPW76Bw70jdPUgutJ0XQ+XipiDdaLIpfzy7pzFaenJB5nP0CJAQ1FPBUWLIG3byGKna3FvqjdYm66xUWwAMEyHqI4iS3PSbkI9rimmlXiCVq6hu9REz1MJIC0XqTB3I2m3+V4703K4iCoP1nriZKVFVtMndgA61ZhMo1PNhQc3RemrrDFG0+lnHLxtlfGZcSwji4pYoDZ5qUqdNnNIhSAkPr1tv9OAbag9tz0qY/kq2tLqEudOnKeoCkyaUAe7Qi33s6xLzp8/z8bWBvv272taXUqj3Gyu+UQSA2lfzKKQo46xrx61gVqz96DpqYbfPXfuHPc9cB8HDx3g6NGjgptwiiNXHOHwsSNURSkUp8zgdC2VH5XEjNXhoKTZVGlZv2otYL4QAF0tGXvUTveB1pWy8Us6ySXXPGst0+mU8c6Y6WTKdDplWhYU5ZTRSLATv/zLb+LLv+LL4rWonfBr2yYbl8fjj/8j6s9H4oWNJeHHCbSPNUJPBOA5z3kun/EZn8n3fe/385Ov/0kGg34DqHAKW0E5EX5tNaqiqlBnmKOTWrh4ptUP8ooudtcx2RHgyXa9GbV0LzW6usdqZ5Xf3vp9np89kwcefoBrb7iWb/i4L+Xa4XXMm2U0iv3ZYZaW9wkvV01J6hydKCpvjbezvs3BQwfj54sI2coKcEeHspjCVg439Uhdz9GsRhXFTsmNz7kyUkOWDsx52oqmM9eh6/L4MKpWidIqy3g6YmeyzbgY8cD4AfK0y3RcsLWzzWhzRH2yxhqLTjXW1JRmQp3UVKpktb+PQTZHluUMO/NkaYbS8Lfn/oYr565ktbOP/d0jwhelyQ7GdpcDvQP8x9//NX7oc2/07j0VzvMGA4/YpMbLDYrqUtABDpsPZZTP1iTYVK6kqAo6ncarFog87sJNGNsdtsotCbbTjXiPB+mAgRmTZ310Jl6gzeRzHgClfcnSxWw8qDoFmkW72gRNsApDDMtLAhEm/C2qVhIoozazUahMkQ2kdN4fdrC1lWw60eyeHNFd7cwoONXT2v+uhw04NRv4lYB6An0KkKAVjBZoNgcKoSoppcnyjMFwju2NbXr7+vHcBcykuPPuO3E4Dh8+xMq+lZgEBJCT3DcXv77U+qX9Ky4VOGb0o33Z3ukQ0Jtz3zucEyrSQw89zDXHr2FlZSVe77AWFXaK6YgcpawxQpwJ10spcLVsUpoEUuZgaM0YxLzd1fLc7tWmLqclpauY7k6YFlMmoyllXcTAWhQFSZqQ5zlZmpGpjH6vx0pvhWuvu5Y77riDn/xPPxWD7dROYpVArtfl8UTGB4dGVnomk/1Iymovpdj0WEH3UqI67e+98t99Ey//upfza2/6Nb7uFV8nE841D2NdSiAa7UypihqllXiKOtFI1k4LfSgLQBoFXUWvl4jYgs0p3BTtuYvh4bfWgXGsV+f5ib/5BX751/+Qv332XXzvLa/izCNn+Oj9L4bEoWyASE/Ft9MDGYxKY98l6SQURUG3243ISSByJGWxlEVBaYVVeB1XT4g3CpMbOksdloyKnE2d6eijGoQBXOvBd0qQucopenmfTiaqT9tnRqyurrB//wEpR5Y2Aop2JtuMyxFr4wtsTzbZHG+wMV5nNB5jas2J8gSZ7fDQzn387t1/xKn1NT7jWS/g+Yc+hrlsSJZkmNTgtMUljr8/84+85JbncnrzNEvZMkrPclCV1t5oXjKGYB5gXIKrWv06358tvddrUU+xuk/tKlJjYmYi17WmdCU75Q6TesK0mmK0YVJNmNRSnu/lBpNqsjzx8p6z887hfDm7aElNilZx4oIG92yAbc8fESbRXqoSr+tsGv6w5yQrLTsvbTRpPxU0/SX6hXulEk03EW9Zq2Z8B2c5whLIXek3d0bhctuA3nxwFLS+C1sJKBWdtEeqMpx1VGWJTjXaOMbjMTffchOD/hylnc5oKRu/xO1VjdrLPkDpGRXDGUEL1EVUmhBko8Tl3vVFAbXjvvffy1x/wKr3CXa1lLtNKmYemc4pXREt9QLAL/bdfT+8LbbTXEuoq5rxeJfpdMpkPKYoS8qqoCgKiknBZDTBKmnppDohyzO6vS79Xp+V5RWyPKPT6ZAkiaeeNdWY0+dP88xnPpM3/7c3A3D/fQ9w/PjxmSp0qHCGaufl8djjgwq2AXreHh+pF7j9wEW95PB1q7d0qUWm0+lQ25qV5RWxVEs0tZLeidOWbCVhujFtxA60jihREOCM6cpiMrETcjqMTo/oHsoxJHR0lwzfS0UWczm2w9iEpWQfS715ptsFt//9+9n/2Ss8eM9DDIZiHh+fBicPqsHw4P0Pcv7MBUydsH91PwcOH6CwBZ1OhyAcL59do1I1YzrtlJPzDa5IviQbHJCCRGWb6mTSZtEwKpnZaaOJJbkgKlGWJR2vH6sUkDYG6Z1OB50r0l7C0A4YVnNopVlMlumaPhrDxI44Vh/kLef/iLLS/N36+3jmtc9gNVuFSlFOK9an56iqir+743awinJpytbcDoudJRayZYwz0kfOFBhHkhiMSciTjDztoiuNs44szUiyhKyXY5yK0p5VVWGMaC5rV6HTBFU0MpDG2+tpNHki9zdkt0H0weSGxNs9BsS7fyG1K5k6AVfVcQOV4HQuSOwWUCz04Noc61gOV8FS3cRyZdXuQ/p7oI2Oik/twBKUj/YOV1p03wPNolRwHTdwyjk0sqFJ+ymu9I41Ujzx10nOy6kEEZ+U7L3f6VGMC1zpeN+ddzGZTDA6YX44j9aa8xfOk3aFdhRiklHJjMoV+IpEa8mSYMpFAhozwJ8QaNuGCxD7zQFEGTY6Dkdd1bzn3XeS6pRrr722OY6nd+lM0zMDSju96DoqJZzhoihi5lmWZfy6rErKsmSyO8FaS5Zl5N2cLMvJ0pRev8f8YJ40TcnTnCRJSbtpPGdr21lysxl65NFH2N0ecf0117G1u8VLv+Cl7O7uxtd94ed/Ee+8452+unNx9eRfAlPlqRwfdBn5XwqPau9OtC2fuDfQtkE4gbf2whe+kJ94/U9wzbXX8MxnPtP3McTebmrHDI734F4oy5q8k5L2E5KO14dVNRM7YVzvMmfmmaxNpCy7WVO6mrQrYt4B4bijttAYpm7MQM/TtX2eceRGFq5Y4OjhFTbSCywfWuTu++7mplufhjFJFGeoKCnKgrUzGzzj+mdi+oZ3v/PdnFs7x9FjR31wmF2Q5XMSATVh4U4GsvsNACFlJBsJ3rRABAwFLmpEScegElAes/3EoixIU++HK7TZmYc3VRlWSZ+ya7qkKqNr+uSq4ykOUj578U3P4g+qv+Gqo0cx84YDiwfo0sfVjt88+Tf8wZ1/CSvwxk//af7k7B9wqHeIBZbo1fOMN8dU05JaCSK1VjVVWTEaTdicbFMWJWdOnyFNUrqDnpTZdY3z9KC1tQ2moymb57ZxqqaT9ES9KjWoFCZqJAYBpVQ3tNZQSTVhbCfk6ShWL5RS4nGc6IhWL23BuN5lVO9GpHTHdNFW+qNKNaCeAIhqj6ak2iqxOh1dndoVjpCtCd3co1xd5TePKSZvqDwh6JjcUO6WKGOl/6jEcrFWooZkkM0LBPR9i7oV6Cp+M2BcQxfTKK6+4hrufPd7uf/uB+j3B7zg+S9kOp6ytrZGlmUsLC5g8eeIxfiNXKTqtLJFlbRLoD5wksw+56217VLWde1sNjwnsmksOHf2HCdPnWJ5YZnrr72BIM9alAVFWTLeGVGtVYzLMePJmAsbF1haWKKqKqqyoiiFFpYkCUlqyNKcLMvIkozhcF648DohTVMxOPAVoLDhDcHUFhLUZ1Dbqgm0bYoQwPd/3/eLj+9f/jWf+dmfye7uLp//0s/jS77sS/m8z/k8rLX84ht+kZd9zcsIffhwZdr4ncs93EuPD6mM/C9hXIRI3lNDjubeQaUFWVy+7hVfx/kL53nLf38Ltz3rNr9wSeAq3JTtcpP91x7BTRxVUZP2UzBOent2isOS6hxTpNQUpP2EYqtg8/yIrJOQ91IGB/oU2YRTuye4Z+MeDvQOcKB3gCvMtbxk/2fxjv/3Rm4/fzs3zd3GpD9ma2uTe+67h+EVPU7tnpLX50foZj1MIoo0/aTDTTffxGg8ZnX/ysx1qD1lIMgyRoeSUN5SbrZ0qENwts1C5nt+bYL9pXbC4SorJdliXdbkeUNV2BsooLHPM0qcZBK8xmxpSUzKwAz5rGs/HYBD8/u4cu4qctWh2pXP9bcPvpuXf/QX88pf/RHe/NCvcXhwmEE2xzBZQK8nZP2UOhOd3nQuE/1eLzDvSitBySpWVlY5cHA/JjcUTBmXI2pbM51MJfOrxQiBWlFNZAF1XgiBIqFjc6qipLaWsZ1yWp9jzW2RqVPYiaWYFAQnGG3EW1ilMHYjdu0Wu9UulavJkoxe2mMuG9JVPUE2exETyeCaaxgUpYLdmkLQszERDE4ygFaKja0NUM2CHAzq5d/Kn1tjfg5EJ58g6FK7SjYkHtRVU5N4gJHMFWjb14X5YHymq2kQ0925PjfdeDMPP/gwo9EIV0OWZBzYdyCW8idu4kvsGk0JFjpJl7quGyWxVq8xDivl2FnhkT0yiH6+h587HGVVUlUV1lrKuuCe99/N2tk10iyj1+8zmU555zvfGbNUZRRpkpKlmczhrpRvq2nFvpV9JJkE0CQ15Hmn4bH6TVLcOLRkPeWaqQjkBA/Iw82adlxitNHWyim+6Iv+NX/7t3/LR73gowB41nOexZ/+yZ/y6KOP0ul0GI1G/NRP/RSf/Vmfw8rKigDjAigUBy3ziKd6PNWmAU/F+KAVpP6l7Vj2lpJnfhYCLURpxqi2g+Oeu+/h8z7/c4lWVhj0NKGT99ipt7h/fBeH8mMkWULBRNCayA57VI+Yugkb6jxzCwt0NvqgFVknYToqSVMDueOB3ffz9vvfwZve/ods70745f/ne9hJdjie3MB8ssQzV5/FHVt/D8B4dcTOQ/CLd7+Jq644ystu/hrhh7oUO3HkffGBHcwN6A/7M5/bKRd5ryHQhiF6wmJsELl27Z6XkXIfEANtEE+ImXIAn3jT7PbPxpOR0Gf0pcE9FivewqFXGribURDe4QrpcR5Ij3Dl0hGes/I8lpJVpudLqpHoVn/L81/B35/7e77wRR/H4cFh9vX2sZSsYh+VwJB0THROsYUo7dCaF0opqromixm4KEilWuQIs24WUdJJ8HstoZpUuFr0qnVXM6q3GdsRDinxp1rMAzLViVKZVSVcZ3CoXFMxZa06z9nRaTaKDaZlQaoS5pIhi/kCXTVHTw1izw28AH97UXah99+iTBn5OmZ7wYHK6KgRHsvAraqWvIPzrYpmHmCIgDHralIt+IN4DgF/0G4r7PmZ9kL9e4F1i/OLZMdz3vueOxvVLC2/ZxFZ0lGxi6UmTzvS/jAGk6aUO2PJHK1kvtNqSlkWghqvnFQ0ysZrGR0AXY6qEnR4XcvGoHY1tZUqizEGYwyWmslkzJFjxxgM+qRJSp51SE0qFLgkJcvS+FyEzet733cnBw4cYHV1NQbxwk6pbBGflQB4CpKVOIfy19054TaHTHumr4u6qEV2qRGu87Oe/UzSNKUsS57zvOdw461P47qnXct/fdOv88mf8sn8+Z/9OePxmJ/+6dfzXd/1Wv/s2bhhCnz6f4oe7kdaoIV/JiOCD6ddyeOZc88MjUdNNrvi6XTK0tJyfBhqVQknfs1wqH8l68k5TkweZCFdEqcbvwBn0w5JlUHfRss8nQmUY5D3GCaafD7jvsn7uGfjHh64cJI8S9Fa891v/Wle8Umfz6SecMPwZnLVIVEJk3qCTSw/+r438p4/u5ef+M5vZ70+z359mHpaC7XCe25GkJISY/hq4kvXiW4WA7+ARaI/kOhUTM9rexEKU5nGdSSMIL4QkeCB0+hChirTr5gWgiZuZcDtHXNjt+bLyRHEZbFa+KEhM0mShOevfgx9M8fokTHFuKL253XwyBV87IEFPuPAPA8Wd3NF5ziTMwWTrQl1bRms9Eg6uqGjtPrsGAVWUbuafL4TzSXKumRqJ5TOK0KpDKuFs5m4hDTNUVNFXdW42pGqlG7ej589ALOUlXsRgqAxmsT7vCadhJGr6dU9eron6NE6ITMZc+mAhc4CQ7ModLLSX789HrwXA3x8/1X5zLJUuLQRKshOp6yvrfu5IGpb7Z5wu42koyXgrHdx7SqKWgJtAD3tHTOAS1pAJNtEcec3DgCjnV2yLJvdBCM9b+tqbn/nHYymI9I0pZd1yWyPxCboUAfJBCRkMiPGCl5lKcszMEKdUYmSjVMirl9GC18vSUS0JMkM2qhoWjAz53EX02H8ZxLUv4qB/MEHHmR3tMtVV1wNuqko5bojoif+ObGuEvlYJxUK6+VAlJdrDOpR7Z5xuJ4G0UDXHX3ReYbMWSsp+c/Pz/PXf/dXTO2Ewk2pXMnbfvv3AXjhx76At//R2/mu73otr3vd9/At3/Lv6c/1sMjmw2ExTgo6ezXfn8j4v6H0/M8SbD9cAi1cnNkG79C4MIUelmls6mRSi9H08auPN8fCofsaJjC+MGGuu0i+M6A+LAuOouHA6YHC7RpSpzGpgQysBxvpRFMyJZh3X7//SrIk5bYj1/OcA88m0xmjasTEjhjVOyQ6YaAFHPWKl3wRX/O/X8fP/vf/yg99zZXi4VoaATx3O/GzBtJ8NakptgomaxPy+RylIJlPsFi0FwNwWGoXgmPoa7uGttEe1kkyqPyCHHbWrT8hkMo1UZRlRZZlIhrhNVflhzrSWbQTVLDRQskxmJjNJEZ+R+QOFfOdJcbnJlRT4axqrcjyBDuxDNJ56nHFsf41VJu1WCGWtWQwPgM2uWkoMD6AaKUZj8ecOX8a915Lv9/HZJoxI0o9oaIErelmHTpJl04if3dNn6RORYxDa1SlyDqZyDQqg7KibmVrG4UwGls9j9z10owKJcetZYOV6IRe2iP1ilttlaZLjrbNo1YEN6GElHGyS7KbYXsVYi0Z1L0ubbKO85mfa1ov8fmgEYgIFRLlM7Dw++F8QyI2YzEYpBujSpNmbe08D594mNF4xLGjxxhPxnLPbAUjGFW7bBcbKK1YPrRIb65PbnJW+qss5EvMZfMzG5GgTX2pEm14TejPzoCjEAGO0HIxzGok42zUV74ogFgJg1ub24zHI06fOc2tT781GssblVC5iqmdRCS8Rc6xdrN9YqUUpE0V6VI9egg9WhUdmpQRBH0A17U3uNbVGJUwdWPJrqm48Vk38NIv+zz+6q/+iqfd+DQ+/dM+jde97nv4sz97B5/yaZ8sGITWvdbeGOKy2MXF4/8Ki70nMtp+t439XruEiKdiSJC45567cc7R7w9if61yJbnroUyNLUr+8vffw/5jSyxvzrH/aUs464SC0nVMzk9wTmz1AugqTM2g1rScrrLSOQ8L8OxDt3HF4ErmzEKU+tso19gqtuiYDsNMPED/x3v+BDVMedEtz2D0yJT8pg5lWgvgaM9nArE829iYxB5QPpfhJqA7Xu/VBbWh1gjZhHboUFZ2DR0iXKd21tIOrvIPHRfcsizJ82Yj0L4n4XeCWbr1D3CuO55yU/DQ5F6uTm+gntaM1ycknQSsk+ylrFm9QWQeTxYPcshcIQtOKcEGywyv1dVhoW/OwUmko6xLVvatcv311+NwjKsRqoDtYspkMqGsK3ZG26RkJC4hsSmJSklsRjkpRewEQa8r7TNFJ+IgN998S0vhSM1k14D3Ds3omR4611SuItMZHd2NhvB7zRcuGlrFINbuXU43p9RzFYnOqajQzlDUUyaTKVtbW/F+19bGeRBEUEI1w+L1ebGUtqB2FmsrKltSO4dRmsSlUGlsLRm8swK0q6oaZwWlW5eC6u52ulxz1XEf7Cx/8md/iq1rjhw5wqkzj3Lm3FmM9kpSaYJKHYWaMDcYkA9z0n5CplOSXErbtaswJonztB0IZYMi/WyrXeM7vEcQI5Stw+9EMQnrKwXac7D3SNkqJXO8qipOPXqK9fU1jDEc2H9AqHcotutN5sx8NCOZU/OM2ZUNh5I3j5sDY+LGJWS07QpQGCpoP2vVsAPS2ec/lKl3d3cl6Ct422//AYWe8oKXfBTDA3PsP7aPP3nDb/Lzb/o50o6EjAcfevCSU6xNmfpgstV4rS7x/P9LGZeDrR97DeaV8rt/mkDb3j1eeeWVPOOZz+DbX/1tfOpLPpVDRw5x4803UGUCktlaGzEZTXnkntNURY1JNIPVHr2VLraw5PN53CFbqpkHX+xGpVR7qH+IzGRcPTjOQA9JvNfrpJ5wYucElau4eng1Hd2jcgVf89x/zY99/A+yVp7n3vfcx4mHTnH08BGUUV50oYPz5SznlXzKoubwbfvYPTOK4JXw8Gqfj0dif1A0Uh5sE/p1CpT/PJX1vrCYJrhHELJHrga9XOWYTkV5yagk9hiDB2vIbuWbmlylUWxdhBwqTu2e4t7qXp638nzMVs7amU3mDwwwuWHfsWXW6/Pcuf4u1iZrDA8sMkiGMaia3JD7BTRSOfzP2sPhxI5wOGRpecmXS4cM6h47tk9/uk5hC48Q7tBP+vTNHB3dkxYCabxuzgnVqS5r6rKO7ivtjDRmIS2f2VRldPWA1GveimF3Tq47/vih3M5MUJBDi6i0C1rKrVHNFeTjHuPuDto789R1xdmzZ2c8cf0NlAVfB2qXVGMiNzdRMegqkDK/1qIfnBiopNdqtJEedqJ9r0/5zBwMmvvuv48LF86zsrLCdDrh0IGD3PaM2xguDJtFODgqAaQwqrfZqbfYqbcZlaJ8VHvrxEtlfXKtWhstLyKBD8bYS/4KIF7KBvMYnPzZjebaxhr33nMvZVWS5zm3Pv3WRmkM2K23sK5mu970muGKXbeFQjfPAeEj28ivbn9foagD3sHTpYKFgtbK5wPN6ytXRl1sh+MLXvoFnDx5kn6/H+k+f/Enf8HygWX+4m3/m2/+3m9ksNJlc7QBwPLKslTyCHIhs2bx7Hm/JzIaNkhcLP5FjcvB1o+9lnvtfl2gJtjW05dlGT/4gz/Iz7z+Z3jr776VU6dOMZlMeNnXvozP/PTPZP/Tltn/yAZzi13mFroYo0WOb1pHqkVlCiqq2MMM6F8B/wi6uW/m6PS6TO2EoVmUgO9cFMqvbMWkmtDJeyRqyP65I9SuYjU7wPCGJe64/Q6yRMqsnY7PHkNp1ItVzK/02D0zitQkUSqSErJRRqTkAm/TA3h0onFGMttwvMqVsVenlCLxpc+2qlH0VK1dpDUWRcFwfijB3XMj9yJB2w+ubvWBlSt4/Z/+Gp9+2wuZLI3IJoYH3neGazNDb1Fs8R4a3c8Vgyu4cu4q+loqEVFKMQuI4yC9qC4qwwagSV3WF/XptBJXm07SEeMDJLAZT7EB3x+jmlEOy0yGS6GcFqCkRxvfz/f19lYJUtLY6w3zJDjBhH68tDvUTG8cpJemlPLqR00WIffWI4hpqEHzwwX27dvHM257xsx5tTml4T7MImOJuAbrGg1mrYzQjKbi/asT6c+qYEcHMVN2tePUo6coqgKdaE6fOkOSJQwXhjO9Se0N20Pyl6iMXHf9M2XFTYpw7Ma60KmQ3V48ohsRrUB+iZHrroCc9hxlb9l9Z2eH9733fVx19VVorZgbzpFlmawxKGk/QAOoA4L6mGoFsfbnMDqLJV/lQ2oo3gs3WSpRIfxFuk9r8zDTrgH+y5v+C6/65ldxxx13xO8dueowa2vrvPQbPo8rbzvGW37jt/i5/+8XAXje85/rr5cmocnkP9S+6wz96sMI2/NkjMvBtjUu5QIUFpY2RSHsWleWVvjO7/xOeaGGd7zjT/nZn/05/sMP/wdWVlb43td+L9e94HrqaS26pE56pBKwHHk/Zbdaj7QK8YzM6RqxmEtUQqZzEaZQiSgYObHhO9w9yr7OPnaqHSpbsVNvsD89gh1DPXK4zKJrw/GrjvPuu97DcH5uRrKydkJR6nb79A70RGoPPE9Wiz4stegQO9FKLjaKKMknnr06ZjzW1ZSuoHBT4d6SUHtQDS3ghlzD2YBVFiV5lgv6snZgROwjZXZBaD/ITjnxtDU91rZ2+IeH38tnus/l3X/7IGmWYIzGFpaT1YPcef69AHzulS9FWSM+upVtFn7/mcEHq1bADcHEWUs5LUmiKbvMkXCPetQkAfSkU1KVi7dtC1TUroyEcqBTvpe7Z3chvq+K0DWXgJWQBps1j8YNmQ5ILzH08C5SkgoI0SA3GCsSwmkt86kXChTOcq/bFwpS63zaFm7Sn6sE+GQuduCJvVCazUo7KNvKxSw44iKQAHr3/XfjjOPIlUfQWqwql1eW46Y3Bjgnr9e+V22UIVUpuepAApUt/UavUUULKln6EjTG0C4Q/XI1U3YPgSqIesRStJr93G1e+vnz53n44YfZv38/hw4cmjGFCL1eQ0JX9yncdMaKcm92PFP52qOLrZWJ80w2WJ5V4HldsSftEIWwS7RSl1eW+aU3/RKFnfKP7/4Hvu7Lv55P+uxPJFtKmdQTXvm538bW2hav/dHX8NznPI+lueUY8PeOD1WDYaZatqfiCB+55eXLwfZxRggOTcD1SFHwgcFSFCVZlqGd4mNe9DG88EUvpJgWvO1tv8+rvu1VvOY7X8OnftqnUthJdOcwudizBdTi2ckZCu9vupQvya5ZGfK6y3SzQCuoK8fG9ib5Qo5JNUvzq9JrMVuM7Yhz0zMcSq/k7L3nAOgNc/K5jKWlJebnhxgz+4Rt15s8OjnB8d4NJCqLDjU6cVRA0ktpbLQU040p5bgSonyiqZOapGeknKZkI2HdrAtP0BQGcK6hkShlG21hpyimBZ2sI2AhiHrFtavIdD5Teg6jHkt1AKOYH/T49hf+O971aw9w/vQ6t3z0ceraYirLVrHJcw48mzvO3SGLmSGatbfF8EPfPHBEtV9o21KGRVHE8ikeDKQxZCrHmISOrmKJz6iERGU+w51dKOUtTZMh7jH4DlltQHA3lBiDnchG4SJMgd8gtFHfsGeDsge0Eo6hPdK1XclIshQUTCYTut1uPK6IRrQDrpLP36JixXNqBVkpy/reKK1KglJxI+twnDt/jvNr5zh0+DCPnnuUuqo5cfIEx6873rg6hc1bKPeqcNnEUcv6XrxuVSgilc2GVo2vzlyk/uSP5YO4hUYLOSKgfTletXr6/vNqZbDW8uCDD7J2fo1jVx5jdXl1pk8eAm1Qj1JK09G9eJy9albt7LldZdo7GpqUnfk6zqkybBw8+Kt1mF/4+V/g9a9/PX/wx7/Pe/7xPdzyjJs5eOAAu/Uula3419/0Uo5ffw3XXXktmUm9qIqJa2Ezv/7PA+0lNQ5CO2RP5fEjMeBeDrZPYMSHIO6QFZaa7//+H+C33vJbvPKbXslNN9/EPe+/hxufdiO3PeM2/tW/+lcsLi7yPa/9Hl7yqS9pyn9djS4b/8uV9ABDs8hdO+/mQOcg2u/OO6rLdFKwc27E2RObbK+PKMZScnr6x1zN9ETJ3/zhe1lYHXLg2BK9zj7++N1/z5Hjq9z7rhN81KfcSH+/eKIuryxTlRVWWQL6UCvNQrZApjrsXhixdmKLucUuSc/r7KYa5fVYrfK+rN7pRkj/ygfEmtrVkUIRekyZytHOiJZw7UjylMJNqKgoXSFBSudopylL2bAE1GeqM2rVoBzbWVK8J45Yfvzpf/UDrOiDmOf2yTvXUJWCvKyKmqcNns5Wvc4Vww2xB3QGkyWYSoPXkA690VBGjvQMn9FEdKx2QhHx3M5EpbLA69yf02wFJPTVmsBaX5xNOYdJEjybQ84nCIREbWmf5diLF6R4/r7tMSOP+AEWvWAWEIP5ntfnec54MpH2g2pKlaFVELnVgEFQzRHoghKAjpvtf0curhfRiJQhiC2S/nyf0WSXxCTgFFVd0ev05Do6F3uTygfJQC/Tzkhp2ZtdOOviHLXU0QbQVv5+1k7K2KYpxe6tngTshrKgsjYYkIhoDhuP0eaIza0t1i6skWUpN153I71hjyBPOuMChSMlFwcfvykhIo73eBczC+gKtnozw4bNexlD894Sd5jP4T3DsRyO53/MR/P617+eT/mEl8TXf8GLvpSjVx1hfmXIN/zQ15HoxJfn5TM79aGLWVxqUyjHYm8B7CMywLbH5WD7QQ6Ho6JCuZp/85VfhtaaH/+PP37R677/B76fT/ykT2R+fp5v+nffxLf8+2/h0NGDOFthkgTlTHyIMtfh1v5zcLqmcCJqb5Vl7cFNTj+0zmhnys76LtNJQW/Q5ZH3n8ckmrf91O/y4KMPXPTeX/PaVzA42Mfk4twzXJjj7rvu5oqrjqG1xmIj2Abg3EMbnHl4g+XxHCuHhoJcTERIwrqaju6RL+cC9LKQ7TcYpRnbXUpXkqoUkLK3QrJZVzqqaUVd2ggKSrs5la0orFdasrWIn1OT5mlUM6omFXm3E0EcwEx5bmonpImguBWwlKyChcFyVxbCqaL2BhC7J0d0hwNuGj6djhaKBRrv6+mDjO+NAuwt50qpUBbcYlSQp7lwqf3Craxu9fYUJhWlsL2asTHr2SPoYa2NGR7m4mAaenLh3KL6Es2moOk1B5RwAyi7+FjOA9tc07/UopQsmbqOgT3PO0xHE9ycwxUO3ZFAJhxsj7xFi0m88zrGAQHLxcFrRl9Zbqq80ilRuFKwurrKysqy/7ya+99/P0vLSwyH87gaQRQze33lOvqg7gS8ZfyfsGELGwRtErQX9XDOQSltDW3MTNUhXrOgztR2YsJFXmzpCsbViIfe/xDj3SkrSyscPXaU5eUlMQTRlwjiYYMRMA1PgOsf7l34d/y+Uw3wzpelL1XanTmWl/9sVwpuuOEGfuu3f4vXfffrqOual3zap/BffulNPPD+B/lXH/1ZdExHdL2VbuYrjx0sP5gRf1eHDeZsxWDv8T9Sg+7lYPsERnvBk521PJQrh5Z55bd/IzUVW5tbvPBFL+Qv/+wvWbuwzrFjx8iznDf+0i/yMz/9M3zRF34Rz37Oszl4+CAv+dSX8Ixbn4GdWMrdkmKnJBtm5IvCv5zYMfVOzdxyj323LDI+NeX2P70PpRX7jy2xcmiI1opPecVn8HP/709edL6f8u+fRaZSrKqZ2gmduRydw+kzpzlw8AC1X1QyJf3g5cNDTt5/gTMnNlg+MCd2eq2Sp3U1xiX0VrpMzIiUnLXqLKUTgFemcgbGSKB1Blta8Zf1YKowdCKLmsNR2gKnHJPpRHRdg0KOBlWLEUJi0rgg7NptUiVIbI0RCpXfqScqxSnRaLaFjRlvonwGPq1Rk4QqrUnnMq9ypDDoRjfXzoKjwjF0omNG4gxkHTkHW9hYeg/BVnqmXn3J54EKRZtz2C4p49WI2rKQl1q02mbn0if3C1xLuKLd8gijXY6MCj9Oyq9hAyHZ7WzPOPB18zxnPB5H6z3tNIlKcAg4qnJVFD+Z+f29n2EPqj+cYruU7wIOQOtYpj537hxb21vc/LRboBLurk40SZrGINo+33apVt5P0dNzTO0Yh2weM61E1zlYF8oEB6Vk/sEMxUeusw+YLWR2yJgrV/GeB9+Nm8BHPfOjyZOu58mKFjQWQWpDlDAtioKqrrC1FbnH2lJXNXUtVaKiKDytsM/S8hLGXEyjCVzeeC0dnvd+MbAobFR1IuwBZRoBjWauOI4cPsKrv/07+I3f+HV+7Ed+PILuXv4NL4t0w0xnvj/s3Zj23O8PGoG85/V7g+y/pHE52H4QI5TRnAelhDDyyld/Y5x4L/n0TxHxBb+7XFpa5tWveTX/+ou/iL/4i7/k4Ycf4etf/vX8we//If1uj7SfkvSk/OpKh0kTFs0KdmBxG9L/2169wAu/+FbqaU05rgTVnJV8+pXP5/itR/n3n/2tM+e5fWdB9zpLmYm6kcOSzic8svYQBw4eoPJqRwrNlAlJx9DpZcwtdKl9cNQ2iUjbRGdiTJ1ocjpUiPvMTrUjBut6SqoytDbkLZUgZWZ37c4FqoCNRgmTosBkJgJ9HA6VK1QllAKtDLWSbHjbbXI4u1IWCuVVrGzI5rzgv8/ydGbIF7PY46wmFc4FGUZNXVqsd+TRiY5yhdAEhViS1dIrq+qSJPEAKR9obdVatP2x4lzZI1unUNAS9HA4iqoA5WbKiY15uvMAF93IKOqmNxvKrjPvt3fOOhs3h2KkLgFZepI60r/kfhHLjCjodjpsbWw1nxdLkqRoLaYbQXRBE2hee8wmaEquAWAVr4MN188S2ojGCR0oBO6yrkhzEdsvx5X8DlbO3bQyaJ/VxlJ66/2ndgwIla6kJPTZtRJ+rmkZEIRr3w5ccU60fib1XgFgnTj5COfPnOfp1z2d1ITNoNjOOV2jgtSiMmxsrnPy1CnW19bEZMCkGGNITII2Oko/pknK7s4up0+d5tSpU9x0842Y5DH6tD7zjn1k25S3tTLRe9YiAjkoqJ08fw7HG9/wn/lff/gnXHnllfzx2/+YxcVFDh08FAPtL//Gf6Gje9G5y6gkgjcl3DZAsw8ZifwYQfZDPe6Hy7gcbD+IEbMSNwuKcP7pjFQPZwW0YYlll6uuupqrrroarQx3v+9u3v5Hf8TnfPbniApMG5EZezuKwRHRL96XHpKFKnfozLFWn2VaTdCZ4mkfewVPP34bd9x7ezzPrbURCzsDysUpO/Um43qMHsCjj5zizhN3cOjAYVEgUhmGhGyQ8bTnH2O6MSUdpGSDFGVAW9HtdbUsmCL75vtmrmZUjSICd2x3orRdmmZN0Es8H9M72Ex9zzZsVYrphDzN0egWUAZUojxyWDYgy+n+WEprl78C/UWBrNiVBPlAvne5xaSJp5vopgzrs96L7rEvr9W2IqhngXi/llURwUxCU2ky21D6stZhHqMsqLyAf1hSmt7XrJpRmFOhh+0k4s4ijV3Y/DUZz95Fz+G8lJ4vmWKxSqGdQ/uFM4Db5ISY4ZNn3ZTJ2WnsJzvXWP8lpCLfuadHPJO501QIAsBK/q1iVlt7y7nYp1YK3TFMywkXTl9geXWx6Z2GC2m9GtXey+zbAdbWtPvJGilxB9BdGBI4UlKVzV772kqmHTJZPDCndV+0NqyvrXPhzBq3XHUrx1avjFSoRGdUHvCIhfULm5w88wjbO9vs27/K05/1dLp5NwaqMK8jwMgqap/13nffvZw8cYqDhw5Q15ayKKPFXlVV1EVNnnc4uP+AbPqMRvv5J20Y5cv8ARYmFYLK99zLquS+e+/DWccfv/1/Md+fj5vQwpYMFvqUiMmDZNNy72XDMlut+VBHu1Te/t6/lHE52D7OCJkIezIG5Z/8S+3EGsUXGaGfEhY1Z2F3Z5ef+/mf4/4H7uflL385g+Gg0QsmodwtwTry+ZyN+oIAidbkVm0P1xnbXXbKHXpJj0k64rv/7N/z1p/6M/7oDf+T4zdez3hHHnSHZbPYZKvYIksz+oe7/O2df8sLBy9gsb8UA3zWyclc2ipnOumPefN6Vzpqn/0YD6gZ1+PI0Ux0gsVR2ZIpY+mJpgnGmBgw0CoiOjWNrV9ZVHTyTixx2ta1ixQMCwSnGSU9wtJO4u49+LKmLpO+IBLoSy85l2onJuhaxffV2ksytm+tFupE4aYzHE3pMYqohejyuqgyFQKu9E8dum6Qwo4G3KVaC7cIzMuiX1WlCNm3Befbi74vcwtylji3QpCdQZzOzMM9JeUW/cUSBEGIIvZ7hewdjryTU5aFgJqUi+XgmK0G2UWa7D0AwYDYGpjpNyotICXvidtuNcjmzGKcYX1tA6cthw4fjj+bodn4rL89v4LTUM2skYZIj2qkAVTP8H9TlZHq3AuPOLRtlsQGre6vSeCmW9kcTadT+t05lgbLbK/vUkzXmUymVFXFtBoz2Z1y8pGTHLniCKv7V7jq+FXCXNhbOm21AMJPlIMsSVlZXeHee+/l9OnTpElKYhKSLCFJEtIkJU1STp95lO3tbY4fP47y5ynXpmFQOKzMfOeoKCNz4P5772duOMdvvvk30aWmmlSRBpgmCdWkJvMyr5Xyntfxjjdz74kYHjyR8Vi96X8J43KwfYJDdH4dUZlF2dZWuxmyb6zRrpZeohPUo3U2Zgff8spv4Xd/73e56667+OZXfTM/+zM/K1EmddLD3SpwtaPYKpg/toQtxKVEJ5q5nSXyYZej+TVs1esSZPoJn/6yF9Dp51x142Gufc5hsoWckmn093zg1IOcfug0S0uLFKZgXI8kUKqMiR2RdcQooSoEyetKi0klw1WZwk1lV2sri04N1lnR5k16GGUa+gfBQMCitM84TUA+NmXPoGtclRXDwYJ3QXnsTUxYZ4Mm7cSOKNw0ijvkqkuSJqhaRY1kk4vWrHNizF66gqkdY3HCj029slNc7KGykv2E10jG6XmLlRWeqs/Y69JGPV3JPsE5v8FQzNAgYnlyz/phrW0kL1tZaqAchXML5dOAH2hns3tBNk45KV/7sr2oB+lYTpYX1dRKYZzcJ1yTeSsfiNMkpbKVnPMlqgAh4AWwljjQyCJsXU2Nw7CnjwoeCWx9Kd9STiuUVtKH77iYQXc73QiQiwE/XLdwXSoJgMpn/bWtWtSxeuaahuezomJSjKnKClAkdYJxKbnrop2hmlaMJmN/rS21lX6qrS1VWVHbmrIq2dhZwyiDLWqyNI/BL8syhsM5Htx+iGNXH+O2226LFYCLzNZbLYW9/WaAfav7WF1Zne2Jq9me7KEjh7jnrnt4z3vezXXXXU+33yE0DIAZA4hKVT4QO37qR36a++99gF//b/8VYw3lpKSa1JLZ+n6+MjV1okizXEBwj4M8frKAS//SgmwYl4PtBxjtxS0YW+OgBl/aaj88ljvvvIuFhUWOHjnqaTDGLx6Od7/rXfzmb/0mr/p/XsXzXvs8puWUL//qL+dVr3oV3/fd34+pNSY3jLem1JWVnfp9lu5yh87+DvWOPAQDBJmZrnUpRhW7kwlaK17w6bfQuzbDKM3Z8gQTOyZRCcVmydbJba694VpWFpfJvOQjyIOYeASj1TY6uOhMTO6F6WMEvOJ7b5UrGaRzaBQLyYoEa5WTqKzhxVpkM6KbnXvI3ts712kxJUuzWJ5UujEfgFZPimYBcjgKN2VUiaxcx3SwyjJn5qmm4h2sUkW1U9Ed9GO5dmxHjO1O7Dd2dI9cd8jTLsqn1CHjAw9CCVmbdVhrSVOh6ahUo0sPqmoqk5HmMhMM3Wx5zLnWousUWiczgRlLFN4IPc14fpkR55egiRtAUGoWGDPjEYuvCgSLvZmMt+kPt8UEjErAO1LtpWA0Vn0uft5Q6laW2NMNQKcwEhLJHDVkgwxbOYrtgrq2cu4+ky/LirX1dQaDfkRGh4Bf15ZyWuAU2ErU2MqyQmUwqUY89MhD1LpEpYaqKnHWCvLfq2yVrqSoCkpXUKsaFHTSnH46YJAOGaRDtDKsrYl+8ZEjhwVMF/qpaYo2SkBTxpGYhFzL/ImodK3Y3NxAobjxuhsF72BkXrVpPY81GmR683X73oTrHeY1Gq6/6ToeefAEd975Hq699lrmFgYEL+rgKqWUwnhp2Lf+j9/lz//kL/iFN76BQ6tHKLcLyrFktQEQF72caxfVxvyWQUxKpJgjCPSPUITwP+W4HGyfwFAt9xnlHEo5jDM+0Ir7TEBlfs+rv5eTJ07xv/7y7aT9jFQn1DVgHaPJmLf9wdt42x+8jT/7oz+nP9fjjW94I9/wjd/A9//Q9/G6//d16EzT6WdMdgu0UsxfM8ROhGtX7JQkHSMgmdyJ92ovIekluCVRhLpQnaWop2yVWyJOQMLph05z/LprmF8ckqiEjunQNb2I7jUqCW5escdqK4tNLVM7pqv7aB1QxELEX0kOxKyyZwYiQWk0buI7nUE/OdFeA1oe0tCvNRi6po8rRfoSiGjc9mPbDgJOW0pbMrGie6uVFg3pVmCbrI3YOTNi6foFkoFMb7srSGWNlBl3KukvBzN0g4ma0+F6BOPy0Iev61p60qZ5ZKQPrXBOUM1tEQVoepgzrjhKqhw1EshrW5MYM9u/q1wLgBUQsyKtKS5Al+hX0mQWF/e9pOkaRFQMio7uUdppzIqD65BMaVnspQysZ/uJqAbJG+J5wBt4KUgVn5mAb5AXpqbvA6ei3C0FA2C0qH1FUBi8+447OL92nsXlBdYvbGBri7WSYQLexEEUwvJ+Ln3eVFHrmguba0zLEcdvugale3SzLh3do5N2SUwiZWRdYU3NuB4xqQVlu5AtMG+WyXUH4xLOnj3LmdNnOHTk0MyGIV4Dr7kcytLaJSLy769JXVuqsuTRk49y5NgREr+h4hK82TBXZu6j4iIN63B9gltTEBhxTioIx648Sr/X5313v4+jx45w8ODBKIRSVw0Y8Lf/+1v5oR/6IX7gh3+AKw5fKfcilPTLpqSPiLRLwHVO5q6v3TkUxm8e2rS8y+Oxx+Vg+wRH6ClKUwRP6JaFNPHbTQ38p5/9cf72r/+erJN6RGLwsFQ891nP4bM//bP5nd/7He6++y6e8axnMhwO+bEf+3G+5Eu+mN/877/JF3/ZF5PPZ7FPV2yVpH2RLezv73HinWc49PR9FG6CHQqopnQlY7vDbrUjmsm2YqfcIVEJPQRJuH9lXxTJTzwwZqCHEQA1IzyglHjEetTyjt2ipwcUdkrhpgzNAkkIDLVkSspo6nHVoEs96ldnkq2bNIkl4FRlJDpjzszjpopUp/595f3bPc7Qk1NGxT6q9mLtmRZgS65lQa22K9bP7VBMKrbWRiit6PYzunM5WZnRWeixUwu6trIVlSqZMBIktTOxV5qqLAaYMIqqukjpSXu6CoBLWqXuqfgDAyI/6T/bXrUkhS8j68YBKSpW1WGR8/dmT6YzEwAeo+wWgq70CE2cx9CigyihakUKlJ+rQZsbQu/P+jaKcGLri73fCbaLDuG6ht48yBzZrbek+qHEhMOkGptp0oAI1oqtrU3Gu2Ouv/56FpcX0VqTGO8jmyRSbg5YgkIqMA7H1I4p3JT9V63wj//wThZW59FK09ViCJGrTuyJT90kovSDvnjt6sjDVkoxP7/AfffdR1WXLTlJRZvGJZsyrxBm/OLgqTdLS0vcesut3PP+e9i8c5PV/avsP7g/blpVvGYXl2VjP16pmc3m3nsbgE7h3CyGlf0rdPod7r7rbkY7Y648fCW2cLEPa1LND/3QDwHwqZ/yqXFDZ71BRJAvBSIVru0+FYK7Q4Jv4holvLjpfZL6t//SxuVg+wTG3qa9UQZRkZoFQzkshw8f4bM/9yAK4VpaV2MSL2eI5jXf/p28+lu+I8oBOudYWVnmR3/0R3n5v305z3v+87j6ymtI5zJqXcoD7VREUR68eYVKTRnZbWpX0zdzYkie7CNXXc5zBq00PdfDOsv5tQskmSHRCZn2C53vsTalWslIqN1MyTDTOca1+j2U0ou1TUlZwEZSvjTdBFXUzU65tBhrIgDHePPtjJyu7lONKspJQZ7kcYF3uBn6CxCDj+qIWEGmc4bJImeLkxiV0NU9egy5//YTbK6NmIwKnHVknZRuP2Mw32HJzZH2+wzMkAoxNQ9I8ZCdBMCHIiDKBSFdu5qiFFF8KUFrbyqgSQDrQTNhUwA0WtMg1zT4Ibek9LQvtxstlQVb13HBu5RSFEg2HQAwcu/0zPXa28+LPd1W9t/Ma2az2nCuyEJZIypBWhlqW+FANmdBG1i3yvvRMclC7aJIBRDpQXJ4ocWoVGg+AHUiwb52Ne+/716uuOIKjhw7Gvmt4Xq12xG1q0iTXCwavRBM7SqKckqSGK9oJh7IuerAVFFVFTrR9PKBD3oWlWimdoJRhrHd9QYDjjzPyLs521vbzC3MEZWqgnVcUPbi0gA1rKPb7XLLzbdw+sxpTj96mvF4zDXXXDMDcpu5t2GdqRV8EImiodFGds7S63e55dZbuPvOu3nX7e/mioNXUI9rHj7xMOc2z7bO0ZfuHTEj11qhPXNAJ2LN195sJCQzQKn2uf9L0C9+KsflYPsERxuZLFQA/2jMIJWNgKOCTB14WkTFiVMn+azP/ize9jtvY3lppfkVLxB+880388mf/Mn86q/8Kq/9rtdGNRjnzZg1hjPFCYxKGG4tsZGvRVWcfdlhtNMsmOW4yx+kc0zKMafPn+XwgcP0zSBmgdD0XkGE80WgXMfAWdopmeuASuJnHNTz2LSmWJuCVmSDFNIGJ6aMKDOF7DYEHFtZ0Io0ESBT7SoMCZNiF5Ma8Z+FiNZuB3AVypqAmzgBbWkl5W3TJyGlo7uceudZyrJmd2vMeHtCWVSkWcK4l4t8Y6LJBin9laEYdKuxVCUew+wgKCEpJ3rBzkJi5FrUnhRkjC8NalD1bAZiPY80mhz4xVOCnzilaDTOCsgnSmGG81AKFSzfPBI3aDYHib12mbr51dkNYPhMj1Xmu0ixynNV5Wc2tg5Sncf5ggZXNVlwuFfVqI5uPrayIkOpwGIuyuCUQTZnRqF8Zn361KPknYxDhw7JazxgSz6VmzlGaUsy3fHmCK2+c+1IjWAHElJy3UFZQzkpPC5AREryXkegjE6UxgK4L1FpJB8MB0O2treYW5ib7anHa3WxUYByKmpXC/Jec+jgIZaWlnjXu9/Fvn37GAwHM9d3r+KT0zUw+36yUSO+R2gRiQmBiscIdLA8y7nhmhu4573v54d//If5y7/7SzpZzvLSMs9/7vP50i/9Uh9om02W6ILrWHUILaBwzRSGTCcYGgpVqI7s3fB9uOkXXxJ0+RgVoadqXA62H8SIARdi0MXvdGNfC6EYSJZmqZ1kvMv7lgD41td8K2/82TfGB8dahy4tGMUXvvQL+eqXfTXf+erv9ML4UpYKFcNT45NMqgk71Q69uscgHZDpjK1qnaFawtWWebOMTSs2i3Xuu+tB5pIh1xw+Tup7ku1FN/QONVoyEQTt65wj0ZkERZcA8rAV21PGaxNO3HeBo9eukA1Sduot+noQFx6nLCY1lLuVZC4tWoZk90Kt2S43gAQ6lpIpmerMuMIEGorSSnqz1oHXZ9ZpQleLl6shYXxhTJqZxgvXo1PLQhaEpQNDdjcnTNanmNwwN5gnsdK/C7ShGYm+IHjeClK2cuSpp0BQoX0pzehEFLBM08eMwCHrAnW1kUZUzcKoUAx6A+697z5SlXD06FGvuyz3XNPKmFrORHEuhmsVSs2+OtB2xgnC9Y9X2lOmlfm2VakcGP/5x3bXl++1r2woynFFNkzFUhGxkLSVjRlvcKtSSjp9gY8bBEyUVuiutBlcLRrcK6sre6QRLw60CkXPDGbK5NqXXa0VFLUIL2TSEohqXw5V18Im04o095Z8La3ueE0UzM3Pce7c2Usuypfsu4ZA27bm83Ka3U6Xo0ePcu+993Lrbbd6o3l5XdA63hsQ6rLGpIa9tAfnPHVtT7Bv064AxuMJP/lzP8GZs2d53Td9P8evuI5OP2Ow0CFbyGOrQikvlhKdr6Q9ohPt1x8Rbwko5aRjSLJsxn1oL8Duw2nsbQnF8SG6E32w43Kw/SDH3swHmMl2aVlcNXACyDopH/txH8uf/smfcvbsWfbt2xd7XBZQznH8quNMp1MurF1gZXlFFlgl9na1qriidxV/d+FvmFQTrLMM0oFkXTgqNUXXCVgrJc4dQ06HW2+9NXqwBoJ72JVWlBR2SmLmY28t/My6msTlDU/PqyRtnN8l76aMtqfMuQG79RY79Qar6aF4fVQO3eWO8IUhlqJKBFx1rjjNxnSDC+fXGCRDQUJH0/imPB3OQ6kgRqFxtdB4bCkbm3JaUk+FktOby+ltd8g7GWVRMdmV91s7vcX8yoDJuCTbrTBpTq8zN6OFe6mHrl3CrMsaY8IuXkQTgiEFHrgkHFIncKQY/FrHcwJ60a1Fcv/+/czNz3HXe+9idP8IkwgS9vjVx1leXJ6Ri4xz0Jcwg3Va831E/MS1+36C5rVOsmSZpy0KjapRaVvSsZnXQksS4FZX9QVQFV1kFPlc5lHH0s9FcXGgDGIQ/utgCiDv54Ol0kwmUzZHm1x91dWoVO5/myoWNygtg3GlPMraW8wZElStyRJpU4TNGD6G2u2CpGM8pcVnh/64xmffIqAhgXs4P+T+++/HWedtEC/uq4ZzEtcrNxNo98p/Hjp0mEdOPMLtt9/OrU+/JWbU8fUhcPl74VIxXVC6ZcvuK2FyCX2lY1rjtPSvpaomi8qrvv2bUVbzn77nJ6FuNqMRF5A05ymB1d8PT29Dq0bMpKipJnUMzGmaxjVj76bjw2VcTPtyeypCjZzpP8X5Xw62H8JoB15oLXBRQEDN0Cx+7Md/jI0LmywM5mc0g8MYj8dNbzP1GYoTKsVaeU4yoXTAhdEaK90VFrIFenpAprzrTMeSkGGtE/5qd56O6vlerPRn0iyPiOKaOvagQgZn8KXRWri2QFQQQiuWDs5hS0tnMYfUoUrF1KvlzMgTppDMG0pXMnET6YtaQTf3kj5bxRamNsx3FuU9TFiUfYDz4hmBKhE27MF5RaUelFZrko6hW2dopcjyhLqy1LVlZ3PCaHuKSTSZL1UH6caEBJ0209/RaNcG39ZwP7USOckQbDPymQc5qF5pbSQLx/pSXzNc7dFOSuGi6YFc26yTct1Nxzn56EnKespwZcD77r+T5z77uaR5RuJMBDAFL1WtEnDEEmpjRODBTP68lW1oI3KuLS6vh7tWtphB2cq5yddaSzZbe0s1hVQN6rKmLsHlLgZpO5ZgZfOW36oL4B3rtYSLuOFr82DvfO972beyn7nFfixXh2wkDa5K9Ww50PkNhNaGxPkesVVkSU7tKqY4AUZ5Gchup0O5XZL4rK3yvXrJLIVV4Dzv2OHodDokqWFnZ4f5+YVW9hiy7AbUFgGGuulhBzUyebFcz2fc9gzufN+d3Pme93Ld9dfRDS2UupkPQPS4Ds+CQdTclFIz5V9L478suuDik/w7v/M7nD5zml/6yf9CYhOKaSXqZonXwfaI8uBJrVKNsc1cmm0ntCaylwsVTrN8tgTBHVwKPf3PNSKlzd+vdvWxHWDbph1PdcC9HGyf4Gj3IB7TpUP5wBtKxIroLamVlN6WlhYjp9TVTfajlOLEoye83VyK84U3jWQmq+lBzhQn0GiuX7qOo/1jdPWAjurEElTlKqZuM5b0drZ32N7cot/tR+6cnUjAtUqoJ+BLja7py4hurfDtkkEi1COjZMFa7pB0ErbUOg+NTpLpjLlknqkde2MD6WlqxOu2dhVTOxEBCj/J9yUHWR7u4+G1R7DUrFXnGJhh7CeHEXq40YKtqKnyciZD7+b9aDKvjKafyzFc7RisTVg7u0NV1mR5gkk0bU1eLR8+/m6QTQyUDrmlAoIqi5I0SYWvGBqwevZhbmfhl5wjwhRruKmeJmNdDalj9ehylNE7u3GGv/6Hv2J+sMDhA0dITcZcf4irAkdLxYpFvF7+j5x32L1ffBrRS9ZnnCFja/f9FAprW33WlvgCCkEBl47RySn9/T1Uqhjnu3RcHzVxVLkPmDQypqHbXbtKUMCuoHY1D977ELWp2Hd0hcJNSRAf4HY/sN0H3dvb1pn22r0yb/NUWiZd3Zf+thNObkDGh3vtnPC1O7oXWxy1my0Pz83NsbOzy8L84kXl7HAt4/CCHkGpLGgQg+g+a2XIuznPesazeODBB7jz3Xdyy823kGVN+VqukwhvhLmg0N7HVXrKsy9uslGnNLayTEdTfvpnfppXfsMr6Q96VJOaXCvJ0E0jWdo+b+3/jp+j9RLlKzeiWw06Ca2KZk7Ihl0T3JQ+XPq2sdXnLgGf3zOe6gz9crD9IMbeBbQRjPc/90Ez+JcGhxVoFr94LE9cb9ukre5bBeAnf+on+bZXfysKofVkWoLh/uwIzMmiuJSswlTFcmWSJ1QE3l9JMkg4ePgA97z/Hp759GeikpYVV+3QaQPi0spQF7X4fIbhj1tulyLwbxSJMSiVULgJzjqKuuD06DS3LDydxHN22xmSw7FTbzGqdyOfcTlfISUnUwpXQdXxi5Ev47XLns119ijJjrz31BXx3KduQrcjATedSzGpYdduk+mcdDeh28+wzpGmhixP4k4+3D9lw/WXh610JYWbxoVEdGAVdV2TJlmkSMiFk6DT2jejHWiV+J77xVzUmUBhEREPoHRiGjG10iI4esMh3ASK3ZIHHr4fVUtAmezKz40xfNTzPmpGxnBvn/bx1pe2dKQIE+zpB1uZJyaU2H3pul29cImlf7Av3sGulI2KLlEdycSCRaMcU8e2ipyr513XJWfOnuXm226ioqR0jQGGUUmcC84j5QPwjFYWBmByMWTHy4wGEf5UpRI4lBh96GzWKKKr+zPZck0NrmktLC4scf78eY4cPvLYFxOaAKVFk7h0hVhl+ufAqCRuCo1KuOrKq6jrmrvuuotrr72ObrdLoIZddJ/2rv9ePCQGR+sEoLZbMZqMeNEnvIgjR47wSZ/4SVSjCp3NWgTqRMX+fmzb+EPttZhEg7JSZlZeslMZPbOJumQL5p854F6ElA5f72kFhJ+HteepDLiXg+3/4bgUNUO+5W+Wgr26ymH3FykuqumNKCVenl/+5V/O1tYWJ0+eRLuEsdkREYqkDyV00jmU0WzubsvioTVpNyVzKToPtlcWjWJuYcDJR07JAuMR/I2Iv8gXJir1mYOLAuTKiHSe9PKMlJs8paRyZcz6ljrLXhyiJNed+DnDAlvYKUYljKoRhS24ee42Nut1D2RxlEXJ0sIK82axAYg4i54Rx3eiBuWEBlVZAeMYv6lJ/BRWRhb/E+UDACR1Qj9blJKhlvKyyQ06u8TOHiI6u3IFlROFIYWmVhVaaYqqoJt3Iw0JiKVC5TWVle9vyr0F2hKDnup10ZxRvteHZEGBJw3Q6/dYmV/m6JEr6Ok+F86skac53W6XO951B/c+cC9Hjh7hxIkTHDp8iG63E8vH25s79Dpd8S8OTk5eBaw9hwWEpSmmhfjApib2BWfLz60spmWaUOuKGpkXQbITxG1HJBvrmU2d3Ltm2bnrfXfT7XRJkiRWB4I5Q3imJFMkOiy5slHW0okinUuxpRhOYBWpyRqkrjN7NkhNeVcMA0bx/s/MBxSGhLn+kAceeOCioBFK5xKMiM9H8LgtXUlpp/FZcf6ZNJ6io5Xh6quu5uTJk7zr3Xdw3bXXs7S0KAh1jzSWPc+l5qqvioQf+ZaK6SacuO8kAIcOHfJAJ6nMzKiwaYVO1MxGLX7+2OJova/HaDWJAf7ZI27YmpbarGvVP0XAfaxKYxu0pf29iusfs+cTz/9yZvvhMaSUc/Gkuuh1bk/A3XuMCD5wzKA/cRw6fIhz58+xvLrMqNpF1T26rotRKWVdMhlPKXYKpltTyrKShyZVJF2D7mpKCipbsH5+A1VrDhw8wJQJ1tZM7EgW2BbyNlWVh/srIJSJxDx+6mQhStIUEGuyuFBq2aFnnZy+nmug//6zpDpnTiVsVBdYyVc5Pz3HPbvv5Vjv6vjgTaZjOvlBTJGiOjLN231beR+huhRuCi0t5IAiNiRYHwDPuUdZm1zAYlnOl+kflPJ5/2APZTTFViEBd6/Sk2p6UJUTOz9RunJRhrKsCtFeDj1XGxZ+camJx6K9eLnZRTFQmFqVEAmzTZ80qGKF3m/bQm/fgX0xW73p5pu5/Y53cn79HFmWceHO8xzcf5Cd7V06eZczZ04z6AwwuWF+bp7DRyQzG4/HXLhwgaquWF9fZzyecPDAQc6ePYu1NceOHePAgYOeDzvrUxuCYdpC7Yb5sLe82dE9dust2g5ZDhsddlA5icvo6C5HrjzCIB/E9wq9U0st0pSxhCyIYltZEXzZKbGV/E41qYTCZhVZnkWEuS0FSRszYecEaWuM9KpD391vko13szEk1NOa3GToWrO1tc3c/OCizEihmnZC60/bDSkMb85J4C8oozhy7AjGGB566EHm+gOSJEEb8fXFQu2vifFI8GbONgFR5r9sKJZXhPXwpV/ypSijMalvkbRsINvCJRcFV33pYCP3zDWAL9RFoLUPZnyoAfjizc9slTFcj5lKklFRXGdWFeyfRv3qcrB9nPFEJ0TgwF0K8r43eDg85cH50o2e7RVcf/31/Oc3/mdGxS6mq0idIdc5PTPAZp4ysaK4cP8Gzjo6g4ykk5ANxBd3Uo959PSjHDk8x/LiMlknZb0+z261w6gaUblKVKR0QqISct2hchW9pC8T0VUUVGxXG+xWPqvWA9EQpuOVlFOUUmQqZ07NSxakpL+qXVNGV9YwnyyxVp1jJV9lp96WRbyU61GVNb28j+5oGo6Mf3g9KlQ4v0WkkaQ6mymTVkVFXVqSTIJvohN2yh1Wtg8xZULaF+eStKvIF70kY0B0RlCLD4y+IFxRMbXi/KOMonIFRVmQ5mkEktjK4vzCr0oBtYXNWDsra8p0rYe+NRfaZdYEkdLUSji4qU69SlG7/SB/9/s9rn/adaAdg+Eca+fWuHDuAlub22zYTY4dOUpVV4zGI06cPMH2zjbKKDY2NlhYnEcrw5HDR3DOsb2zw7XXHifLMu677z42Nja46sqrsFU9E2z3BtpAB2pXNdqjb4YAzWYJImDJOdg6fxY9Sdk/fxBjjKcQqdiTV2j0jNuQi/KB+WJOvpxTjQKX2+FKMQoYzImmsnIqSg42dCzpY5tcNKZxXgEN4kYutFXqUgCKC6sLbK5vSLDlsbOfdrlSMr80fj+4U4U51gbqHDhwgLXza7z//e/n+muvF3BdoiP3Nx7bf6amxdJ4+GI0b/6t/8Ybf+mNvPSlL+XFL36xXJdUo2sL2swGnlb7am+A3buOxcQi2lMqeJxl8Ylkt09Gpjvrle3/Dk5ZdXPP29gYOtJykKrBPy2i63KwfZyxd0Ls3cHNiuTPfv+Sx2v1BXwa19r1y9+33XYbt9x6C//1l36dr/36r22M3ve8d97zAW/oe6X+QUh0AjWkaYpJEkpX8uj4FBvTDdYmaxR1SVGVHJjbh0YzzIbyXzpEY1grLlDZitPj0+wUOwyyAYd6h9jfOQiGKHsX3X1CluaUVM19qVn4lbLorKQH2KrW6Zq+iLYrJRJ5dU3eEWRv09O0QtfQskiLcpEjVSmJl2d0tVB/qqIG60jnMpSBvO6ynItgSJImmG4ivFxvqlB7ilZwz0GpGBDblno6LphNJlHZUvT+DWDkGPGBjqhtv/tvoYTDPIr3eU9bIVorKhG0Ny6JwSt4xiYqm+Xc+rG0tBx7zgf3H+LA/oNsbmyysb7B0auOxkV9PBnz0IMPYa3j5qffRKfT8Z9TNi372BePeeutt/LAAw/wrne/y9NdmnnXDrTW1XR0bybwBPGLtsNNqqW0nAT93FJRjERg4v4772dlZYWhXkAbUXKyLWBayG4DuDAMpaDYKkh6CaOzI+YOD2RTk2pKL69Y2Kl4NuepzC3fJpF7JhQW0xWUufbPZbgeWLz1nyzWc3NzbKxvzHz26OW6R+2sjYxOVBKzZYCgoR6Cb/w8WnHdddfxzne+k7vuvosrr7yS3pzokeNC+0nm7F4aWNBRft973st/+sn/xKu//dV8+qd/etz4zbQzWr96qUw2fOtS69djrWkXnUt4fagYhKD7FJaR43uUVnr6Re1BkHv7+9JSSSpZGxJj4jNyKdGSJ3tcDrZPcOzNWtrlZNjTE9kzQnYbJd5CwL3UUPDiF7+Y//XHfyyITE8SnO25INq7/kFJuwkqlYUx0SlXHLuS9Y01Tpx6BNW1kMG7T9/FAxdOsDMdUVuL0ZrDC/vJTMpSf8h8d45OkrM+2mRttMW57TXO7axzeGEftx25gWq+4mD3EJX26jdYhmaRUk1JdOazA8Wo3qGiJFUZlasYMEShGCaL1K6ScqOCYlKQZslM8LG+b+mYkLgk9kBxzUJvC0s1qb0Os6N/uOfR0pqu7gFwoJNR6iljtysUJBISl8wsdiou4E2pNJSmE5XR9yCQxIsj2NKRpmnDzTXS/6Wwze55T3kjtAjsJZBKEZyhtP+sSmz/XB7vs0KRqBRRGU6acmH4ue+5OUnPUFoxvzDPwsIClStJVMrETdC54urrr4rvHRCyoks2u7vXWnPV8avYv7ifrWKL9/3j+/iLv/wLNJrVfatce+218jofLHbrrZne+cSOsM6SqpSxG1HU0rdMVUaPDrWtKbYKinFFsVMxSaaMzo/JBinZXAenGx54vE5aAqlu0ZyyhYzR6TFJR/yf035KpabsljsMVJftWpC7qUrJkpws7VDrBtUslQ3ZUDnVCoBe/Srew1TTnXZ5ZOcRf81k7syCa/wmzAqYKNU5xiUzQXLvxioygpRszIwx3HrzrTxy4hHuuvsunv6Mp4t3bqQRWjQe12CbbP/ChQv89V//NW/8xTfyGZ/5GXzGZ3xGU1lRoWLm2xmP0f8N8+lSo906C1/P/P5jiKXEr1sJxZM1ZjNauZehj19Pa8pxRTWumIxLoTwFzEKiRSt9kJH0EpJOItzkpOHZP5WbgsvB9oMYe8sg7Zv+gXZ+7YA7c8y2nZx/zfHjx/nRH/lRHnrgIa6++prmGKmOD5rxQvdaC0cucERDmXphcYG0n3Bq7RFOnjzFZHvCuc0Nzq1vUZbypJ84s0aaGNLEcHhlhZ3piPPr22xuS6+2k6dYa9g3P4IAAJvRSURBVDkwXGGps8QwHeJMoI1o1t05ctWVRcZbeeW6w2Z5AYUWKpBu0KuJSmPJfDwZkfiydfuapCoTyhA1Zg9KFgAL5XbJdKegKmv6h3uRB2x0Qkd1KFBUrhIwimqV9kIpro28VUEtSkJaSorTnZjpGiXHxCnSJIsl8r3DWgnkbeOJxwq0M/PBL95R21a1xCggUrLqum7AWVoh0sN+gahpOJPGu7CgqVwZ36fJrNulRL+r90jhXHcp7BTtFPlSxiorzH/i87CVpSwq7r/v/vi7o3qHnhnQY0g9qdFdYKqoMyk9F25KqjJ2623RKcaI8EJHfICn45KO7nHh7CaH95dSNs1rko7YB9bhuoUAZRJP25HScLVTkfSkepL0fKC1O2wW6wzIqctCjDh8NaXWNZ1OD1WqiGyWEqwmYAXk+vhrYzQaqdwMhgNUrdjZ2WEwGMT7UlNFtoEtbIP4tbQMB1TjE+wDuit9+0EpMF5us3ZkWcY1x6/hvXe9l9NnH2X10CoWAaOlKpP1p72xM5rb33k7r/mO1/AlX/rFvPKbXxm50zOKW0o9Jgd2piffSiT2rm/tn3+g78WftZ6T9nx/skYMtLVktHUpG/HRxoTt9THbG2NGO1OqqWzekjxhbr7LcLnH/FKPbE7cwJIMn6wQn8GnYlwOtk/C+EC7vzAuAv9wcTBRKJ72tKfxb//tv+XrXv4K3vyWNzMcSu9LAqq8LulIGVMynBZAw3M+K1fhjGWw1GdODTCbip0zu2xs7bAx3o1bWq01k0nBI8vnmRQlo3FBOSlRWnFg/yKDXofaWgpbUNiCVKckpBilqV0tnqAOoTX4srHGRF6tw2GcjhuBwMMdT0foVKhN4ZKkKkWrhI7uRb5r6QoSEpQTpZzpdsFoc8Lu5oSyqNnHcuzBaqel1Ow0u/U2fROy8CYLEaqLjsCdiMb0C2FGLmW/uOPX4n5TS4k+iG1IP6h54ANPsa0X/IF6Qg2YKnjmthDAvvRVu8acIJTEZFH3wRxxDaprn10hwiTBrMB4vW7rGtqNYrY87LBYZxnV2yg01vfYAExq6GQdJmoas7PCTVFKMba7KKUwHUPtgIw492pXUdkRDsdC0tICB5x11JXFWelg1i3vXiCWj51zWKWiNKaIL3ixjlp658ooSiTQbtcbrI8vkE7lHmcmY5gOWcwXY680S3J06g0QnBiphyw9ZptGY5SDvEHizy3OsbWxxWAwuGgDFalFdZNx6raus18PAs4gIKnBeSUo4tfaGPYd2Mcjjz7M/MHhTMk6nqdz1IXlL/7qT/nVX/tVPuZjXsg3f8s343Cx7x2eNU3gK+uLAJ0XIbB9kH2igbaZPxerabXbQv6TXrxxfrKGr0bU05pyVLJxfpfzj25x4dF1ti5sM90WvEDaz1jav8DywQWKScXygTk6yP0zACHgPkWuRZeD7ZMwPpib80R3dmVZcvbsWcbjcQy20Dwgwhf1jX//kIxHY0wi9I3aL3i1qyGBlf3L9M/0cBfWmV6YUlYVLlFiwD2tmW5NKbanTHem6MTQXexQLg85sLTIIO+ykC14e760KW0GNKJSsZ8KMGcW2K43yFRHRAoCvYg6LgLjYkKSGipKrLNRBSvwbI1K0Npgreg0W9+Pyecyzty7xu72lOm4ZPuhHfLFnESDtRLoEpPS032UlcXSZE1/zdaSJcZraZCso6VYtVcneTwZe9/VWZPsGQMAn8mGQPuYG67HEq+3LpoR7OVtB2DQ7HFUXFwdOlr9xXO7RPYdSpqhhxjaGjUiUCA0nYpgYQh7ZBL9IYNzFDCbPTsrrjBe+UijmTPz7NRbzJn55jxSTZIZlpdXOHvfezHeurChz3ivVk8xMhhsOGeUCERoI0pWWMZ2xNjuiAToeA07stiJo5vmTDoT2fTksnEpdeHpN77t4hXTtJO+ZjgHq0WJyympPA2GA85fOM/BIwdn+7Utvm+7i9D2Fo7PvAdr7W1fxPtrpMc6XJxj+75tHj17koWVeRInfefEprzh53+BclJy7333ctc9d/Gpn/qpvPwVXxs3AFFe1W8utHOkBCnZ2fkzM18uUQZ+IutaG3MiJXWZv8q3Ndzea/BkDw9+c7X0ane3p2yc2+X0Q+c4+/4zbDywxnhDWhvdYY/d4ytMJ0JzyzoJSW48DUo2b0G/fG/b8MkYl4PthzAutQN8ssb29jZXX301+/fvn3k/kIdc6wZFGL7/3a/9bv7wD/+Qt/7eb7N4cDFmVolKMFpzZHUfm6MRa+MR1ZmSamPKeFpQTMqZ91a6orvYYX7QY6k/z+pgmcwITUN6milaSZk4VZlX76m91hJ0TZ9UpdQIiCb0GnVmYj+uKAqSLCXwgmtqOqobH8q6lLJpluS4ysWFarJVxPPUWnHX35/glhdfCZkv79ZSqpfAgtCcvUBDsJILSGTRg22WgQA+0boBojgc1lqSJJGNgZeoMzrxvFUfMPeU8iPilNnMOvzdnjch0NrKzmhEB1u+sCmIKj8t+kUb1ep8divUBuvlEBtnmUQJkjy+h8YrHcln6us5irMl1UpBXw3Zdpu+wGwFsFbVlGVFXYt0Y20rH7Dls5Z1QUVFWZdUtmSg59kcbzPNxkwpsVau/876LsWo4ML6OlmekKQmOszULpx7E2wdQpcBaQU4JUEkoJatk8rL1nSLcTlCTQ3TumSQd0lNSmYyMp1Bim9bSBskUYls8iyyWVQqgvImbkLlxVO0MnQXczYeWGcyHdPL+lJpaG/aImKamB3NAIa8MlWcb+3AZ1UUuAm9+CuvOcbd77+LI+owK0srnHzwUf78j/6Cn//5NwDwWZ/2WfyXN7yJ/Yf3oTNpGbTvt/Pc7bbOeDzXxxiPhxh+rMBzEdvCP1vOMy6eyiFc8FBaF0BUOa3YXt9l49QG5953hpOnHmF9ew2A+f4CzlqSTsrcQp+5xS6DoSjiudriEgUeVPZUrOuXg+2H6VhYWODQ4UOX/Nne3koYX/8NX88f/uEf8jmf+bm88lu/kU/7vJdglKGX9ljuLXF4YT/jcsr27oRHtKM+bTG7BUmlqLWLmr0mM6S9jDQ1HF89xoHeAa7sSe848QCi8G/jEmxphVKRhaxMwUhMv6220ZBaeVpQ6Fv1Br1Yss1UflE25hygFa6wUSy9s5Qz3OxRe/u6vJtG0Fg0XJ/W6EwQoUEW09UuUjkiwMQ60YNVnk4RAqySBTNkmJWtUAYKN/VIWyegK5UIjQBwQb5gz3rU7peCDxY1ONtCMO8Vu7AOlUigRfsqRjheiz+onfSfS1eSAiqiXgPQLAQocbRxhWM6KeJGI+klM/NHK0OxvEVna8DW5jbmqGR+4iFrOXPuDP/4D/8YF+yAkNZagwKrJBO0riYrOqz1N6mpSFWG1puIupqYR9jakWaGeqeiViKxqFJN7Upf7fA8Vd+3D+VUi4umBzLTpARvlMHWUlIPn6j21zgE43E9ptbBfMKbEGif8Ts5TuUqJnbE2O4ytROhxZkeaZIzWOrzyCMPc/01T4uLe7jLM+L9rdHO6AJNxyk/yeIPnP+cKpb/F5cWufKaK7jvvvuZH85zz13v5+d/5g3xV77x334j/X5f9JCN9p/bUrUC7d7xeCCo9t+P95qZ410iACuFeGPj56ieBZOF33u84z6Rsbck7hzY2lIWNdNJwejCLutra5xeO01RShl5WhYsDBdZ2F5mMppSFTV1iypEkFP9AJ/x/3RcDrYf4rgUOu/JuDmf9dmfxS//8i/z9re/nU/8xE98Qu+9urqKMYan33Yrv/Grv8mZc2f50pd/EcN0SJEXXLsK890BB4YrvOM9t/NgcharHNOHt0hqhbNQG4dODPNLA44dXOHI8BAL+QK57njAUQORj8L0SoBBwmcVEYJip6R/sEexIabrTuEzEgH8VOOa4YEFOrorfVsuXpi0FgqGUj7geJrswlVD0k7C1oURJtGkc6lo9daBsiH9G9FybagZtrAzJu9xYWgvkL7vKucqf0/LCc40vUixTqyoVBJ5xfHXfQm2DXqLn8lntNaDnZRS3iQCH1Qlzxf+tYpKXlbZCKQzvrQOfjFTOqoU7R2hBGtUgisc1agSj+EYGIReVLpCApkPaHreMTeco9yV3r3ryT04cOAAz33uc+XYLTs5ZeR4Tgfd4zLqS1tnGZhhI3rh+dTT9QKnLH/zv/8GWgAVi2NoFll356S025oP4MUdlPZIfdFbSlRCqjI6dOhmXea6A4q6ZJCLDWUv6ZGoRNTOAtLZSZmz8jrN4b4VbsrUjVkv1tgpdwAYmRHDbMi+Iyvc/56HOHbkSjIyz/kNgUpQ8/F52JMVztwXX0aWeyj3PWRUModkTi0vr3Dm9Dk2L2zxsZ/wYn44+w8URcHrvvN1dPMethJQkE4suhNoTAaranBSJg+KVY81Ptj16/EyPkFfN71hwVGE9szFx/w/WSefkKhQyHSdjZUoIP7b1e4iXfFLHudyz/bDc7TBBU/GGAwGvOY7X8MPfN8P8OIXv5g0TT/g77zlv72F533U8/jJn/oJTp99lH/7sldQTKZ88dd+Ib/wXb/ETc+9ked92rPZN1ihqEv2Lc/z8Op5Hlo+y+nbH0Vb6KQpw/1DrrviALccuo5e0mNg5gBE6alVLhVZPeWDqZMS5lTEALCwdf822TD1SFPDVr3OqN5hpTjIeGuMG4PNHJ1+F6ssyio27t1k/up5ds+MyOczr8kqZfOJHVO5AmU0gyv6ZMNMAmbt2K43SVVKp9fDldqfhwcUecnGurTRk1M7jU4cLnGokOnqkHlINmq9Tm5ZFVJa9mU6KbvWXqKx6YWJCIMW0Q/UTOAN4KygduVqqSToFqhK+fkTKgHiTFOKqAfSskhVhjFJlB9USsceLEgpOTFpLO8ZlUCtqIsqAnMUkM4JMryyRTzPylUkSnx+UVP0nCYlxdqEStloTDDjvqNFvWl8YcL8FUO8zpiU8n2PfmxHOGw0czckdBZyyrKUFUg32r1GGUb1jpx3K3sNyHJRMfMexD4Y57pLTc0wmWf/YD8HFvdT1AW9pMdCvhCDLUgwr2zpN06h7NpYYVpXk6suO+UOG8UGwcpSK81yvsLcsM/5s+c5tM9bSqpm8Ve+7H+p8ViBIaqZ6ebnRiVk5KBheX6ZrQvbnLr/nfR6PV71ylfxyR/3ydRTL3BjxIEpqCMpFNYprHIxaM9YA36AXuwHWr8e6+ehZWJ9NSnaDtrG2vGxjvEhJyj+udWp9GH7wy6Dg0OWH15he7TFhc0LWFuzOLfE3HBIZ6FL1klJOwnGI/gvJeH6ZI/LwfZJGk8FXPwFL3gBC4sLvOMd73jM7LY9/v7v/56XvOQlaG04sP8gP/OGn+Y13/6dfM6LX8qBwwc4++g57vy79/JV3/XlPOvoTRwYLjPsvp/5uR6LiwPOnlwn7SZcfWgfq8kcK2qBYSJuPIlK5eGZ1oLa83qsQR3IWUdHd1GpgbIm6SWiWVs0fS3jDPdt38tq7xCj7TFqKgu1TjQq1Ww9tI3JBNTUW+lGSoTKgouKfy/nRI95vktSZJzTp0SAXgmVKDM5aS/HFo3coTKKzkLOzqldyRJb5WVnHLq1aM70oBC7wjRNJYP1Zc1Qpgv+rEEpRzILEeZIpfEakc6S1TflY90CVcUs27kop6yUiqhsi/NAoXoGXSpBfZbOFGhQEbRCczzlD15ul5iB/E5HdePmqY6Zg+SNNZUEkdJvKixxs6W0PwejGaQN6MqQeDndRM6XhlcesmdnoRgV6MSQdTI5psNnrclF2VjI0gPFLFRIQDYXueqS2Q7LnRWO9EWaMtMZHd2LIC8bXHg8VUzH6kOzYdFKNoXWl86ts1RW+shGJcwN51i7sCbBtuVVu1dz5FJc0Jl2QWtjZ2X3Et9fK0PYWl959CoeqU/wX3/x13n2s5/N533O51ON5DMo22TDzjmME4UqqTgF3esm0D0WdfFDBQMpFJeUpRXURERaf6Ay9hMZs5K58j+lZLNmUkPeTRkuD1g5usx0a4I2isULS1R1Rb/TZ3h4gbl9Q/rzPTrdlDRPBCDlW1FP5bgcbD+Mh1KK66+/nkdPPfoBX+uc44477uCbX/XN8rsoDu4/yBt+8edY21qn08+ZFhO+/PO/grX3r3PkpiP0kh5LvXneO3c/+5fnWTu6g9GaY/v2c+3qMVbyZcbnpuzOj+nND1AVXmfVRTDLxE14w7t/kS+76V+Lw8rYiRReykzJ1ilx1Llx/mb+7NzbGW9Yyokl7Upp1wBzV8yJ+kthGZ0d09vXFTSyz/DEVq8xHreqZjO54BfDGtyU2lX0zBxKa5IspZ1QKCAbpkzWpxKIvWm6AKXkNQFUFvivICCrzGRkSqwJnXO+RFrHUml0i6HCUpPREQWh4Avrg0MU5feBVrVBUDT9473rkouigiGL8Atpu4ytAkBnltOoFOi+oi6bg5qBZmLHdMoelau8aL2JPea9tKQ2Gjn4/crn8JsJ3aCFg88rgNMJprVhCOevjaE712NufsD27ja9gQiShEAT0MczfNGQqdEqIfqee6ZzUpfTz+ZYTFdQaBG0CF7PSBugcNO4YQDhdScqiQHZOBHoiKAqJGhnJhNhjnTAud01v2nyYBozm9W2NaXbgTZYBIa5iOdEB6/fRrlMtJm1NhiX8Mtv/BX+4R/+kdf/1OvlXiY6HnOvi5XWJgLLZgwCWoH1Uj3aDzVZeLxSdXsuP+lJSXAv8qYLvUHO/FKPYrIk7IVhh4ULy9iiJu1nLBxZZPXwEsPFHp1+5o1J9EX38KkYl4Pth/nY3d2lqqoP+LpTJ09R1RXHjh1rdprOYnTC8vwSNTWZyTh2xTF+601v5bO/+DO56tZjZCajf6zP9fuv5OTGWQZ5l9XBEkudJQ71D7FiDlBsl5x+9AwdOszPz6My6cvWpub09AQfffRZPutyZIOmR2ScwqYykR2Oru6zVa/zjN5zedvaOxjvFuSdFOakBD29MEUPxE+3u9qR3bpXxnKeJxqQ0KnKuPs9d7O2uU6RTlDGgVEMsj79fEA/naOTdujkPdIkJU9zydRqi05lw5ANMlTHL3iuFWRDoPW817qwdLIeqUpxnsPqnKWkbHiNHv1rPM/YqeZ4WpkZsfi90oPNYtmUG0MJTszbPYDHizA0GfaebEQT+8xtzvXUTcAhwDafUVWbNVnSweoAXqGhP+0FquGiLGD7e7Wr0T5TnVnc91gkGp34LNjGYztkE3bF1Vdw9113k/c6LMwvNL8TvXXbAvpN4G/K2CpyrCmhnw3o6YH0c50YESijMVo2BNrLW2orm5WAqA8bFuP7v4N0EN+3Yzr0kz4LyTL3n/kHrr7yah80A5CtyTDjvXwcpoJzLvZ35WvPK/Z1CoX0f13l2N3a5fd+7/f4pm/8Jm69+VbZKLTs8kIJdHZOXdr67qmgs8Bjl4Gb7PbJHRddW43PbB22axgu92QDnxjmFvpMRlPqqibNEvrzPRaWByys9OkNczEmSWavX3iPJ3tcDrYf5uPLvuzLeMUrXsEtt97Cs5/97Md83fLKMnVV8+ijj4q9VjvgekFzh+U//NgP82u/8l/5hR//z2xubPCFL/t8nv9pH8VKZ8qRucMkKqGTdBimQ/rJgEynzC8vUM9ZLpxd49Sjp5gbzjEcDsn6OYvpMsNknq7pS9/PFg0PEQWi9Y5Ck7kOg7UF3vXX95BlGVopqjKAFoA5x6lTJ1m7b4OFI/OYxJDlqagKUeESR2ISjE4wWcrCYInppOTqa69gWk4YF2OKsoBaMSp2GY1GuOoCthKkYlVWTLemKKfor/bRW0r0jhOFNpokSUiSjG7aIUtyUiP84MlkwjCbRzsTA1wwQk90Sm1rX4psL3RRGDLSloCLEatemEL5LCniW50gj41JSGnQpZfSSG7TjOR3XQyGgT87MENcz6ELS1026O5wuGCoPhMEcBB0g7UvBWuYldh04O0FxRfXzGRySinBRGmNVRBN6J3kufMLQ/pzfcajEXPZQFoKnbZlm4nn0i6HxuvV1qB2kHsueNgozQQhxGigQ4fEiI1joLK5WrJdowypzhkm83SMaEinKiPXHcbViGJcMr84Tz21vnysMC2B/vZGp63e5LQHwzUXTlokqZ655uE8XS0iJr/yq7/K0tISn/bJnxbnS6CsRaDfnjl1qQA3I+H4JAfcx5NwfCzmxJMxYjXIaLCi4JVkhu4wRytF1kmYW+xSFTXOI/A73ZTeXE7fU35MKpSzAJh8qji2cDnYftiPW269hVd/x6v5wR/4Qd7yW295zNd1Oh0+4RM/gT/4/T/gK7/qK4GmpCfkdnBKMdcb8tUv+yq+8mu+gne84x28+pWv4VnPfiaHrjgsHp8+MBuv5JSoDEOC0pZ9q6tMhwWbW5ucPHGS4co8adahiyg/JYOMe0bv4erudRGYUdkiUmXcVFHslOjUsbx/Xh6MJVnQbFFjnSPv5Nz2sbdSjkvqusZqEY4vraKuaqqppahGrE83qaYVdVGzfWrEVddfgVWWcb0rSlAqJ9N5NCEPG4B6WotRezlhWk59kB5R1gVFNWE6mbK7s41x4o1ajAqqqmLf0r4IalLK69sqR+1SQQtjY9AMPUcVeqmhB2sEXBbQxdBkgOH3Lhq+t6h1GvudM4uZX9iD8H+A+oRSNxD7kY/Y+zjMVVItCBnRHmCI8hu0meDmpGwc//YfSF9iUQ9jxvWFxq4vbiaQXuXJkyeZTiesHljFJMZflwZgI+ek2PtWYUFsB9O6qkV4pL0p8K5atQeYNfdH6EoaTSt5RqG8G1ZXQEpIRSBTOfXE4gpHp9fB5VCPq8jPDIjbtgkDzvdgte/X+w2vsq2yrw2qZ5UEaP/ZrTf5+Iu/+HN2tndYWVmJQDqUQ8C0bXDdxXiDx7w3T5Ec4eMd/6l6z4BKFiT/bMafdhPmpp7eY0XGNsslwJrceH9rc/Fm5SniB18Oth8B47prr2M0Gn3A1x0/fpwTj5y46Pshy1XIAiQaxZZH7hdx9WMHriL3/Skg+sVmOp/tjwF5nrFvdZVxb8LOzg7l2FI7ESmo65puf4HT6RmMMWIIri1KK9I0JS97mK6mt5DSHczTn+/E3plzUE5LKQdaSLsZqUcJz5ZaXaScuNpx+MBhLqxfwO4ohguLGAylK2NwDf6hwdzd5LKgq6xD4jSp02TWUHp3JcliunR0l1x3cYWLfMq2Ji1IiTf11xKgQihMorLVssbTeDUd6RtaW0cLOfmx18xVvgdXBz6wfzuVxIUb9vTaXGPZVnv0b1BfsuE9FJwqHuKK7Foe4v0c5ZpINYqZbejJKmJFJJRtI7jJU56AWM5u/zxYwEUOMbNo3XYJ2eGoqoqzZ89x9MhRtFFNf3bPnLvUiBuOEMSVo6xKOt2cyoq4RuipyzEFBCWSoI03bFOS95sXvzkIvV7h46akZOwWuwAUOwVuKrSbpGNiayCqtvn7IMhgh3Z1s+EzeobLGUvgKpFArLSoUvlLeN/990lFa0adbE8m3CpdP971eqqD7D/F2AvqAiK4UGlFYPSoVGNSTdpNYntGKRXVonSimox2Bjfx1G0MLgfbj4BxYe0CS0tLH/B1w+GQ7e3tS/4sPpy+3IfSKKf53M//XJb6SzOLkkbkF6NJQvvh9uWrvJuTGi/lZxQsekBU6nDaMa0mTKsJdVVTFAVu12HsDnbsGLsJaZqwtnuBpExJO4IKLOqSxPtuKsuMKs8MICYAehNNnuQssMD5M+fpJB163SG1KSldYwweM0J/LUKPLBjFj+pddsodLFaoTkntM5wUY9IY/MJCHKX1fJBMyGI1AJrgCYLWbmec4XyCA5G8zsQ9eQDcUHtATWnFk1R7MQzdGM2H9w9BrHZ1pCc1CGkRHzmYHkWhOJZeO+MaQ7wmXmZPSYAJAvshs07TjDzPeeDBBzl25VGMAxMsD0OwRbUUsJqMK5TK2+Xnqqq48z130u/22LdvX+z5AtGztV3W2yuMcOlJ7ijrgombUNophZtGh6MgM5rrLinpTJ+2kYms4jlqT6lqm9DneU4n73LqwVMcOnKI/lKP6eZUsmcfqNs61FLZcKG9i9JNeTwE4xAwtGtdc/9M/fpv/hpFWfAd3/Ed4jCFv45cbF7ygcZTWc79pxyXFNdo8ZYxGpMrdO1wHpsBLdBa2LyHPne7KhCqJU/RNbocbD8CRpZlnD9/njNnzszIN+4dzrkZX9ZLjXZp+d3vfg8f93Ef5w3KzcxroMmkwE9o/6XTskMEM6vG5HeTKlVkLiV3Wfuto6buoSOHRM3JQFkUWK94o62iN+ihzONg8AM9BhXLsoNswGQ64ezZs6wcWKXTy2O/8qLP7sQCrawlIJeuYFSN2Cq3qGxFUUuGm6QZmcuFs3oJAn0g7EuwlQBrSOIiG7Layon2c9CADucxK4Qxm6XI57ctLq1fLAwovOSls3Ifa/kdo0UyM9M5u3bHL/TEezuTwWklYC1J5+RNglCGloUrZJeulkBnjOGmG2/i9nffztz8gJVFMRcIjjbh323g0t7SZtBiBgH05VmHG2+8uQk6LlzbWZRsKF03FZpZV5oQjJMsYTQdRQOLcT1iUk9k7pmMnumROKk67A12IdsOiGnjr1k0oTeCvF5YWWicdTzlJGZEe4KewxJk2SpVSc+/da8dzaZpZvhKyNb2lnyZai+m0hxftdoPjwWIutT4SA60jzeadoKLWa6yQusDophKW1qznc2G8VRen8vB9iNg3HLLLXz8J3w8X/+Kr+fNb3nzY77u2NFj/MZv/MYTOqZCsbKywoW1CwSbsb0/v+h3WhNaUJgu2pWF/lHg34KUZEP5lvibkhXb3Gcu/d5FmcteQ+72EMUdv7gYbzBPxdL+RXa3Rpw7d5bVA6ukWdKoBbWOKwIA2gN3akpbMqpG7JQ7FLU4GyU6oWu65LpD7jp+M3Gpc/GlKV9ODUKB7UxT+oU1sxJ6TQlTt1S5nCBlJBsMht8pje6tFRu8eG+sgKiUV89KTEZliyjgAF5S0/d5Z66p9ecZ79/F973RnpW/+50B+/cdYH1tnaXF5eZ3AgLaXRxow89DgAwl6s2NTa44eiXKqhjQZ/pmISMOso17zm2mp+vfP01Syu0C62oqKgpbxGBrnSXXebwHsTfaAq4FLLBt8VPDeYegX7oJqcnI53Ns7TDdRARTPCo9yI+6mevoy/C+nNx8xj3cVBoEuXU1P//zP88nveSTWNw/L05L/phhMxfnTcum8/+mcSmVrtkst7WZDOy4sDFsBdm96OanKrP9v+8OfQSOJEn4qq/6Kh599PH5tg89/BDHjh17wsf9+I//eH7nt38HW9u4sIQ/7XEpublYgkm174F4VF8oi3lyvmRW+iLhhcAznaGphP6jco2EoX+v5j9f6gwlZsR4oHYV/WGPxZVFzpw5LajkeL6aIJiPT+hC5japJ4yqEZNqwqgcy9/ViHE9prBTSlfO8u9sCECBPyklQNMCYvmlMOKRE28CYPx/qTc1T5B/h9+LAdeDsFxioVbe1WZXOKK18qIRSXz/elyLvV4t5f9w3BmjiHC+8Qa0/u3NGtr3V/6efY21jm7eZTKWa+ucnUWctn5vpsduQ59drtXmxhZlUbEwv9Do0j7OCHMjBl3XuMu0y/t5LqpUFgFyVbaK/+2t+ISSt9CxGvCUiHk0ykuxv2wLpnbCqB4xcjts2Q2maoTVstkLx9Teuzf4Eyu/Ce3qfpOBtvrdMxsImrZHTU3eyfn4T/m4KClpw/Oxt2Lzf2GgvdQIc7G9XmjdrBlhXl6qN/tPUWa/fJc+QsbOzg69Xu9xX3P33Xdzww03POFjvuAFLyBNUv7qr/7qcV/3WDKUYSJHycE9Iyxeew3bL3W8va95rBEelvhw+H1+oqUHN+gPmJuf4+zZM5R1ExSCtKJKNWNEZD6UkINSEDCjHBQUq5S5uNwUP4uTIBT8beNn9n8nKo2gq67q0VU9QUqrnFTnGEROMXqlt4KCsrIdH9sdhtUi43oXV1rqso4ZWdiQ2InFlRKcU503aGyVetBZs0EIUpAq9f9FZHLLuUgFQEnzGhD97elkwtr5tRiIwh+5PxdfHxfF3kXR6/zZ8xw5dKS53x78E0cwSLdNIJHqgI0BPryXlNhlkcyznKJoHKy00jP/yX3RMy0TOcdAU9Iz9y+8X2ULCjdlYkeojmVt9zyjejuaFVjfQ21vMI0PumHLNbEjzxHfW0pulTlt8xycPn2a6WTK/3zr22IfftaPWM+ib59ACflf8nhccFgr+O597d7fu1xGvjx473vfS6fTedzXJEnCdDJ9wsdUSvGZn/mZ/I//8T944Qtf+AFf3979xSHA3Md+jyewCDzeaz7Q5N/br1JOMT+cpyimrJ3fYN++Vc/vrCmo2XFb1LamdFOmVgzuE53QS3t0EkvHdBikg6ge5HyWpIyORt+XPg/i+6MgANFmhBh0a/fsHM4iNm2xn6QFRONmXYj2pYepypqlcj81te8Teo5lAM5MbARUidVe4KeC89Z27cWmLTigPIQzVhki+riWsrZugq1xmqNHjnL69Gn2r+6P1z5UJB7vXiqlqKqK7d1t5ufnZ74fso62yhZuNihFBLfzylWtUrJzjiRJqGsRFklVRsd0vERjRaKTWGkIQ6wUGxBee1gsVVUxLaaMi11G1YhRsc3G7gYPPfQwywdXWJ5bEh6083193z9XWvrj4iFbk+qelKDtlFTn1K6K0qIRQ+Hg/PnznDj1CN1eh52xIJ+n02mLt66jNnSoFP3fHmQvNdo82Xam2v73U8WlfbxxOdh+hIznPe95vPa7Xsv6+jqLi4uXfM2LX/xivvd138tXffVX0e12n9BxP/bjPpY3velNM4vxExlPhrbqkzHZ9y42TokU/vLyCo+efZQzZ0+zsrpCT82x6S4wsrtM6nHUvO2YDlppeolUDUKw7ZkBue6QqVwCevAhbevh7j2XPQIKbRUqR8gs3UzJNpRDNaKEFMrbUUdXS9balK19VUBQWTIsHsHsS9w10KLfBC1gp2eDYeinxwXINVzh8HP5wSyQZ3l5mUceeoTt7R3mh/MzIKkQsMMGI/afjQS3CxcuUFYlK/tWUHjKhu/PSkvAvx58L7TZ4YR2g1FZ025QQCmgmG63JxrZdUrHyPlaLEVdUBUV65ub7LoJympUrcFKD78sSmprqWxJWZfUdUVZikWhMgoSR61KrKmYUpJ0DI888jDzNw7ludFCV3OlwKuUUZgkiUCq0krArKlJadSxwvUXCpjixCOPsLK6Iu5J1nL4yGGe9cxneu67mkFHx3n2EY4ufqrGE5Gk/Ke+bpeD7UfIWFlZ4YYbbuAdf/oOPudffc4lX/O85z2Pa6+7lh/70R/jNd/5mid03GPHjrG7u8v6+voTohfBE5vIH8xxnoqR6JQDq/s5de4Up06fZH5ZKEEb0/XobpOZjPl0gUx1KNyE0pUM9BCAvpkjJZNeY+WDgFYIqHcW9S3qSToGzouGD7LBbzcguEP5fW9vFIiZpFIieYl1TLrbdHYHBIciObRknzo1jbnCnoB+KXBXOO+2wX2gJIURjMgVCuNA+RJonuUcOHCQM6fPMD+Yv4imc/H7+M+hLMZoqrJiMpmIx3Dd0pq2tWgOO0VVVzjrQUlViXaG/rDL6vL+GVSuK+W6Ki1Zay/vk9QZeSa9aocjURPuvuseXKFYHi7Tybp0TJc0ycizHDOXYIwhy1J0qtFGyX+JIL+nbszEjtipdhhVI5YPL/LAux9k/cIarquolcNYMd0Ijk1OyzlZJIhbJ+YUm24bay1TO47tCm01g+6QNEvJOzn79u/D4fjyf/Pl/NEf/BFf+7KXN8YLrikkKYVUHp4kQ4HL46kdl4PtUzTGozGPnHiE66677kk75qu+5VX8u2/4d8zNzfEJn/gJF/1cKcW3fdu38fmf9/k876Oe94ScgowxZHnGZDJ50s7zn3uEsmaiU/at7mN9a40zj54hW0ywxqLRZCYTxLHq0tE9Bmooi/NEAEr1uGbqiiiJZ1KDSTSlK6Ixe0CXGicSf4RAGs7DB0ynlWRfe34ONKIS7ay4xS2VbE8Cc1/PUc8Ew+aPdVYCd+JpRSGjLlvOR1Y19K09gCEXQ6tF7ekFRhqM72cCpFnKaDQi0KLkLTyaei/ALnAYUUwL4T+/9873eiS3l4xUEpy0lzg0xmCMeNAaY9jc3sQ6y6oHQdvCYgvPiU18rxmhKE13p/Q6PTqqQ6mmOG3pZh3mlha5+oqrZvSQ2+5BwIzCV+0qrFKolq+uRtPpdNh3YJVHHjjJBbNBN+mTkOLKQE+Sc1JaZEAl+Ekmnukc5TdKUzcSAwenOHXiNMuLy5RFGSsFL/qYF/FjP/JjTHemZEnWVEGCW5QXV2mjvi8H2g/fcTnYPkXj9a9/Pb/yK7/CW37rLVxzzTVPyjGf8Yxn8BM/8RO88pWvZHt7+5IZ7sGDB/mJn/wJvvXffytaaT7+Ez7+Ax736bc+nT9++x/zZV/+ZU/KeX44jVSlLA6XUAmcOPMICwcW6KadqHfb0/2GjlELbaCe1tGeT4IJmFQUoqZ2zMju4rBoDElwlrGQRsWthroix5W/lPJZSchqvUxcm44gusuNAETpSnLdkax1okiHRs7TOq9XbGfch5RSJK5BPtcaXIVsGhLlz+HSC7IQwNrgocY2b28ArauaTt5pPpdHBqvQf96LYPdfH9x3kIP7Dsbv7zVNCOemEcCRE5NZbn/X7dGowNVgKxfvT0C1W1eTZ4JIdg7+/M/+ksWDQ45cc5hjV1zJ/e97kLVskSuOXCklZldH/9XwPpZW3xWR09RKeqWZzqi0II+vueYaOlo2aqHdIAjxBpkdK0D+84V/h/k2qncIHr33vu8+1i6sc+TwUTmGgoP7D3LgwAH++q//mo95wcfEqklbXCXyoj+IFtDl8c8zLqORn6IRSrJ33HHHk3rcZzzzGfz8G36e//gf/yNvfvObL+kI9KxnPYvXfvdr+aEf+iHOnTsHNIjLS40v+ZIv4Xd/93ef1PP85x4R/OP9Txf7yyz2l2DsmDML0ee0omJix0zsGKsrVEeR9NKYldalR4CmmqmdsFNvMap32K622K23mVopMZaulIxXO5yuqVXV9DwhooZDFhYCbeNp21jXtbPOVHlnU62g46hHFlvUIlRv3QxFpSIIdZSUrsQqOyMQ0oCJZkvg4XoFJGykbKlgAn/xMrG9vc1gbtCiWrR+aNsI3xbIKdCA7MVzMebo7XNzElDKacl4MmY4P2wuZyLVBpHcayg6aZ5S2QpwfPM3fTNf/5X/DmoY9odce/W1bJzd5MF7HuRlX/0yvuorvppJMca6mgtr53nTL7+Jn/6p1/Pm//Zm4WMrHVHFRiUkOqWX9OglPa7oXEuqMoJM49RNmLgxJVMqVXoRkzrOgYjKR0VVK610pGndcN3TeNbTn0k/bxgHSik+4RM+kf/+1t9u5k2LVrVXBezy+PAel4PtUzRe8MIXAJJpPtnjuuuu4yd+8id4y5vfwhe89AtYW1u76DUvetGLeMmnvoSv//qvZ3t7m1e/+tW8+EUv5vz58xe99jnPfQ5ra2v83d/93cz3g3TZR+oIi5tR4lE6NxhiJ5pcd4R76sS4YLveYK06y6PFw4zqbayuSDpJLJGKvBsUbspWtcn5yXnWJmusTdfYqbeZujFTJ7zcyhZSfgyC9DgfXD3FpkW3CTQb4OJAs0cIRClQpW5pSTspEdfMmK3H/qf3242c5BY9q833DNzQwA8OGWWksgTUa4sbur21zWg0YnlZarrtgBsyXDn+bFmzXUafkeDcc89iVusDdpIk5EnO2dNnJfM1DpOaeC3FeN5f60QzKcfc+8D7Gc4PUQoeuv8RyfKLmmJS8Bv/7Tf4u7//O26//Xb+8y/+Z/6/H/4RPu/zPo8f/08/zhve+Aa+7we+j7f9/+2dd3wUVdfHvzNb0isQklADSFGUqjyoSFNsYC8oTVB8UVQQEbsiFrArFmwItgfURxHEgor0jjQpNjoECJCQXnZ37vvH7MzObEmBNGB++SzsTrlz5k4595x7zu/89JOeB+suUZm5wqRwwuUIImyqQkx0JCEh48FDiaKmBhWJIm9+donO+uTvstegBzwJG7gFNu856/eDJLj5pptYsWI5ufl5BorB0KloJ/PzeqpDEmUxfgM5OTnExcVx8NBBYmNjy9rcghd79uypEMlERSGE4Mknn0QogmefezZgvaIoPProowhFsHv3bvLy8ujYsSMTnpkQsO2sb2bxxRdfMGPmjFPKJWWsUuNR3Ozet5v69euj2D24hYtiUcSx4iyOlRzDrbiJtEdSN7wuTSNaUnykGMUtCItzooS5OeI+SHpBOpnFmXokc2J4IolhiUTIUUTK0V4SD7X//Ou8Gl+EJiVEaItTCMVXVKFE0ckljEFWtjAbJaKIElGsp8c4vPm9dhx64QZVyWO2tjQlXYqy11OXvK+K7du3Y7PbaJrW1NTX/pV6jJHJ2hyyMcraGDilKUudWELIaolEARERERQVFbJx8wZatWlJTEwshflFHMk4wk8//sSixYtIa9aUFme0YM+ePRw5cpTMo5k4nA7i4mPZtXM37300hSt69w24P9p1aEeLM5rTp08fFv66iJWrVrJr1y7iYuO4uM/FFJcU893s7/jg4/dofXZrPddVy6HVShi6FRduxc0/W/8lfd9BevTqTnRENHZ8hCVaPyvCg1RkR4S7vXSfDtxFboRHHSzYwmw6UYYs2Rg0cBDXX3cDV/e7ykcAUgr1oDVvW73IyckhuX4y2dnZpepHS9me5MjJyeHmm2/mnpH3cGXfKwPW5+Xl0a9vPy666CLmzp1LfHw8L770Ip06dTJt53a7ObfzuSxespiYmBjTOmPOGgQ+zLU5MMNfkR05cgSHw0FkbCRFSgHH3EfZk7eHI4VHyCsuwKN4qBddh17JfbDnO1FKFGwRdohQ2F+8ix05OzhaeJQSj4u48FiSI5NJikgiSo4hwhalv1yNx9fo9DR3bLA5UKOcwbhuhUcNdlIUgS3MhmQDd54be6Q6/+eW1PlkLZpYY5CyYdcDgGRZwoOPY9cY8GSkCdRkNOVyGpTltj+3EZ+QQGpqSqm+MeNxtIho/7eNMe3HeM67duzitqG3kZOTQ6/evXj48Yc4fCQDgL+3/cNTj48nPDyC/3TpwuWXX87yFctYvnw5Xbp2oai4mF/n/arW0FXMVmWXLudx08030ahxI5o2a+Itj6imizkkB7JQrcuNmzby7Zxv+fabbwF4+Y2XuPAi1VtlM8xru1HZnf76axsP3P0QsiyTkBhP1tEsbuh/A7fecguxMXEBylYLRjNat8KjBuMpkkdPwZIlG9M/ms7atWt58/U3fQxm4LNyDQxn/t6E2vxsVgVq4nzLq2ytAKmTHLGxsUyaNIl7Rt5D53M7BxQqiI6OZshtQ1i5YiVJSUmEhYXxf3f+H2t/X2vazmazERkZyffff0///v315f6K1rhMQ21+mHWFpbmUZfXF5hRqAXGXKEGWZLILc8krLiQuIpqkiCTC5UjcuL0pOwoeb0EBRSgUuoop8biIcrq97EQ27LJKv2jXyDC80ax6NSWt2IJkA6Ho8vjLqRVLN5aQA7yWLOBWCxIoRWoBeMWtFs2WkYmQoygRxWrtVaFaTYpH6BHVQtJSR3yuSln45ks93rJ8QgiNPkFluJJkL7G7Glntdrt1613nRdYsWC/8lacvItlwbTRL2FtZyIhnnnuGq66+isFDB/LYI49zcfdLAOjQqT1/bv2L8U+NJzo8mh4X9UC2y6QfSGf27Dmc0aoFySnJrFy+kh7du4Osxjm0b9eeJk2bgOS9NvjK76nyessHekk8zm7flrbtz+Khh8dx5WV9efWF12jWpBlNmjbRBylazdp169bz2ouvcUarFrzw5vPYZDub1mxi2vuf8MuPvzL942n6S1hToGpEllYGUlGP6y04oHF627z3Qr++V/HBBx/wz5//kNa0mbc/fTEASGqglBxkDrc2P5uVjWCKtjYNNqw521MA7dq14+qrr+bFF14Muv7mm25m48aNPPTwQ+zatStoUNXHH3+M0+nkpRdf0oOqIJC8wvi/hpNhnkh76TscDkrcJbgL1Jq3dslBUkQSjeIa0CG1LckxSSRFJKkv5GKPnhvrEirnrizJRDjCiAuPJtIRiVPnInYaisZ7c2DNyTmAORDI6OLW5TTMk+v8v97cWdmpkmt4ClWFaIuw+aKlsSNJMuFyJAqKGvGqW5OB+b9GLmrtt1Z20IPHVJdVdy97OZujYqIpKik2tel/PsZ+AExz01rgkCIpPtengQkqJyeH9evW43Q6+feff4k3kLis/30D7dq1Y/zT4xn7yFg8xR6mvDuFcGc46zeup/+tt9C9Z3fmL/6V8c+O5+kJT3PNNdfQNK2pOVhLj3rWeIxlk3zaOYSHRfDr/F/pc2kfrrvmehYtWKxb+3v37uO5Zyby8JhHaH1ma24d3B+7rHJdn9elCx9MfZ/mzZpz/6gxuL0BV9r8uF12YpedOKVw7MKhXj9vypqZmlEiMTaBq/pexfsfvu+dpw+8nsaZn5PheawMaM+K8ZkJtkxbXtOwlO0pgrtH3s3WrVtZuHBhwLqIyAjq1KnDmjVreOSRRwLIK7Kysnh3yrvceOONyLLMsWPHAAKUrPGG1lCbRo7lQURkBAWFBeAl2AqTw0lyptAsthkNoxpyTkI74uyJKIXoEb+SBNG2WMLkMMJt4cTIMTiKHMQQ46V2DPPNzXnLzCnemrL+0JSSov0FUbhG+Mg0ZIRLmIpeC5dAcniJNiQBLtVgcuBULVK9DcOLyKsonFK4by7Z4E4GvNILk+LRlbIkyMnOxmZwXRqHFHoB+DJebnq6j+He0dzdMTExTP1wKuvXr+eZ8c8hCejW/ULCw8OpU7cOK1eupE3rNkx4bAKKIvj626954aUXkBS16INaCMCn7I3/a65xu/dP5W+S9Co6ep95/2Sh1n0eceddAIy5fwwfTf2IoUOHcu3V1/LtN9/y+cxPeeypR/nPf7qq8+SSXa2fKzuY+PxEhCJ47NHHkBSvElAklQ+7SODKd+kf4RL6VIP/HPqQAUNYsXoF23dt10tZyk41QCygNnEwWtVTEAGMUGXPiNYoLGV7iiAyMpJHHnmEic9P1JWlEffccw8rlq9g27Zt/Dr/V9O6BQsW0KlzJy6+5GKEEGzetDlg/1BWLZxcD7XdbicmKobsY9lISERK0cTY4khyphBvr0OkLYYwORx7pA1bmE2tz+tNnxEFEnKuDVuujQaRDZDzbOQdLCQ7I5fMo1kcOnSII5lHKHEV6zSDWkStQOiuSw8eX9m8INGqeqEGWVX4erEHm4Ts9FZYcsp6OUN3npuSHBeuQjeeQjeKIvC4fIpejWL1fve6Md24fMFIeiSyjzzfJI/B7fzss88ydNhQte6w5FNi/i5k7T7RrVjhIb8g3yeT/5y18P0vBHTs2JGpU6cy94e5PDfxOR58+EE6nduJhg0acnW/q3GVuOjTqw8ogqaNm6r7eoRuOfpHc+vH9c5Fm1KbJANph1FJ61HbEBYWRtuz2gLwzf++Yf269SiKwvU3XE+D1IbY8eU2q0pc5bh22By8/urr/P3337z08ksoimqZKiUe3EVuXIVuXPlu3EVuPMUeb0Un1X2s3SdyuExK0xRuvPFGXp/yOvZIu+rVcKoDLa1Qhn+Bj1CD4JPpeS0NvupPwuQZ8Ve6tcUgsOZsTyFc1P0ilixdwuhRo/ngww9wOBz6ussuv4zwiHCeevIpLux2oYldasf2HSgehXnz5tG+fXsmvzmZzud1plGjRqVat7XhBi4v9BeMgIT4BNIPpKvF5hPrYrPZibTF4FZKUPCmYHjAFmbTrYaC/AIKc4pJjk+hUf1GOOxONc/SrfLsqtSDCi5XCQcPHaBeSj3dFQg+ZWKkQ9ReqlqBdQlzKhCA4lawOWyqAnN7t/EWNBAeVAIOt4Li9rqpbTL2aECR9NQlZF+hAluEzTdviC94SZZt2LzWeGFuIR6Ph/j4eBSE6twUChkZGXz9v68BWLRoIW63h/y8fHJzcznjjDO4qMdFRESEe93TPuzdt5fHH3mcbdv+5M7/G07Xrl05s+2ZvqAhLUrZQPDhX+M4NSWVJ598ghuvv4lt27Zx/8j79T5ft3EdF11wkXp+wmbqd/36G6PCJbU/EUqA0tevl3e9os2NColPP/0MgD//+pOPP57OfaPuIzU1Vb92skFefb4cNa7irclv8X93/R/79u7j6aeeJjo8WlW63khxkNXrqAjvvLJ6/i7UylUyMnf83+1cc9W1/LZoPt26q4VDbJI6fRDiNIKf20n03JYHOomMaZm58EZtgGXZnmTYvHkz69atC7n+oYceIjc3l1WrVgWs69GjBzfceAObNm4yLb9j+B2Eh4cz9cOp3HPvPQwcMJBHHn6kzDmPUNHJtRFC8tVVlWwS9VOSEJLCocOH8Hg8yELGIYfppO+STVW2dqcN2S5xLOsYyXWTqRtTjxinSooRLkcQHRZDTFQssbFxxMfHUbdeXWw2G0cOH0UzWBWvVesSLlxKsU6EUSwKcYsSncjCaEFqc6pyhNe6ElKZtV+1cnYlx0rwuBTvuXrzdMMlvS3wWaPG63r0yFFGDL2bK3r15YrefVUSCjx4hIcNG9fz8ccf69vOnfs9ixYtYuu2rWQfy+bj6R/Tu2dvJk18wUek4v177ZXX8SgKvS/uxZrVa7n7rpHs37c/8AS0Qu4mIgxvqo1kZ8L4Z8jJyeGDz9/j8oF91Plr4eHC87vx3NPP+c7NEHzmb3Wbzt9Q/jFoKUjD/LKaS6wub92qNZMmTiI1NVVvS89V9rOqtfNp2KgRM2d8gd1u56ZbbmLdhnV66pY2LaDlXqvHVrxlBYXXC+ImIiqC/7vrTl5/7XWKi4t9fSzM0QEB53qKWLJGGNPM9GWGMnq1TdGClfpTbfAv+XS8luHoUaNZuHAhq9esxul0Bt1m8huTKSouYty4cQHr5v86n+nTpzNt+jTsdrNjo6ioiPDwcArzC+lzaR+mTZvGGS3O0NeXVRmopm5s/0jYUDAODrR50yOHj+Ip8RAbE0t0bDQaQ7As2cClWpaFxYXkFOSQnFJfDxxySGrfm4q+4y38rbg5euQoRa4ikpKTQBK4hVvnVXYJ1VpxSE6d7s8YYOUvs87dq6h5mFo1GUmRUEoU3CUenQNZq9lrc8j6S9yYWhO0X7zH3Ld/L32v6Me111/LrK9nccVVV9Cy5Rn89utv7Nyxi4t6dCO1YSrX3Xgt8fHxXrpK1XUqCYkdO3bw1ttvsWTJEmLjYklISCA+Pp41q9cQHR1NXl4eADfefCNLlyylTp06hIeF88G7H6iDCG8ai0b2UVhYyEXdLuLMM8+k35X92LlzJ7/M/4XnXnqGTq3PVRVRkcfr6pdM52ti78LgEg5ynxgtaKNb39hn+nX2NmskJAl1r4UqTPHVl1/yxptvMOCWgdw++HYkobr6bWGqa7hYKVSJURBeXmq1LrKs8lIybNgwmqU147EnH9XlLu38ykrdOxnhr2xDFcEICECsiAugnLBSf2oYpVmCx+uK3bRpE6tXrwYgMzOT5OTkoNv99ddfQQsVAPyn63/45NNPuPqqq3nnnXfUdAgvtHq5kZGRDB06lGeffZbp06br63WyeeM51TABhmk+rrz96XWbythIrptMYWEhOTk55OTkkFgnkfDIcPWhdKjuu4LsQqKionSrxWYgmtCPjYHIQpZISqrPgYMHKMguIDohGhl1LkkrWC9LMrLd7PL0z2c1Ve+RVXJ7IRmCkGSbrmQUQNKILuyyIcoXZC+xvR4F7eVeVhBqcJBXkaSmNiApKUl/Yfww5wd+AO4bcw+vv/0aYRHmwZ1eukB4kCUbzZo149VXXiU3P5d9+/eRcegQh48cZtgdQ0lIiOfNN95CCHjgwTF07tSJn+f9wvz589m9ZzeNGzRWz1XS+Ikh3BlOs2bN2LhxIznZOTRp1IQrLr2Ce+68j1ZntKJTx07ceP2NJKcmmwgetOtQXgSkYGmWaRDmJ03J+uckB2nU226gwr3plpvo0LkDo+4bRVi4k2HDbld3seGtcavNo6tQ59ElNWdaCCY+N4nLr7iMc887l0sv66OKasjPhsD3zylp3Roi2f2nX/wHTur2fh6Hap4Ks9zIVQQtWMFMVyfwn9CvyEPgdDiRbTIOh4OkpKSg2+zatYuNGzfSq1fwAgRRUVFMnz6d5JRktm7balpnlGXI4CEcOXKEyW9Opri4RLU8vDVVzZ/QqSvVAd1dGMStFHIfyUuyoKjfIyMjqV+/PvHxCRw9cpTMzEx9zuxYzjFKSor1+sCm+c5gAyrD3GD9eskUFRaTdywfQ9wvsiTjlJ04JIcpXUh3FXtdwEqJ4pvH01zS3qAqLZJZckiG6FQ1oEvnW/bC2C8KCi5RQpEoUikmRbGe1ylLMv369eOrL74C4Oabb2bN76sZPHgIUZHRelCRypJl05WAP2KiYmjdqjUXdruQa669hvPOO48WZ5zBG2+9weS338Bmk7m4z8X0v0XN535+4vPqjjJk5+Zw/5jRXHf9dbz86ssMuHkAZ7c9m5eef4l/d/zLjC9n0L1bd/pc2oe169dy3wOj+PPvP81BYCd4D/quk83kWhYInQRDuw6mVCbN5ay5dYPwRmsKtVHzBkx6bSIfTv2QfYf2IGSP9xrYdEISlQHMrt9P2rtkx/btADzy8CPs3rU70HoLce6napSyJBlSf7x/wQIPTfvUQMyJpWyrCb5oudCKqiy0btOan3/+mTnfzUGWAy+d2+3mpZde4tYBtxIfHx+yHUmSSGuaxubN5qhj481nt9uZ8s4UNm/ewr333aPPFwqPt5C5R/F+zAMH/wFGVUB3hxnmqFSLr/QXiVE24/yOhqioSJKTk3G73Ozfv5/Dhw9TUFhAampqUJe95poLyPXzvqidNiep9RtQVFBEUUExdi+FYrgt3FspRq0WY/cqXW1OWXEr+pyr4lYCyvIpQp1H1TiYJYfkU7R2jXvZnBLiy91VcAs3blHi5fB16SlKX3/1NR999BEFBQWMumcUD419CKctTI2w9abUqKktDuySj4YwqGVH4NypdnztHBLqxNOmTRtWr1nNoGGDeOPNN3j8iccoLi5mzP0P8NNPP/Heh+/RplUb0pqlMeebOXwx4wuOHD3Clm1buHvk3fz77z98N/c7/XqaShVq10QbWB2HEg4252tk21KEmpusK1pDCpRR4cre+Vlte5dw0fSMxiQlJ7Fj1w6fJe6RkBQbNqGmD6lxBA6VKxqV0OSstm11WQYNHIzb5Tb1bWlRyCd7NoGG4zkPU8R8DbjSLWVbhfB/uLUAFv3jVbgVeQlERkayauUqOnfqzLgHx/HTjz9RVFRE5tFMBtw6gGVLl3HNNdeU2U6dunX0hzSUvA0bNuLN1yezc+dO1m9Yr7s1VSsXQ3UXjstSPx4YXxiKV+GAGpkrPIqPzagCfaq9EEEdZCQnJVMnsY5aJL1+MjZb2S5JkyL3vuAVRa2vWjexHgXZhTilMJxymMqjbIsmXI7Qla1Gx6jl9gbUvcUXtazo4TNe8gnhBpvwBdpI+NKFJN/ATnMdq2xJvmIFAEePZvL8xOcRQjB29FgG9h+I4vZWFhKGSkDeP90aN/IrB/HmQOA8mRYw1qhpIz6b8SmLlyxmwK0DOJZ9jIiISCY8/QwXdD2fe++6l2bNmnHb4Nt0asImjZvw/PPP8+MPP3LXiLuIjo5mxN0jgh43VKWrUPeF/8DJfwAVzIrX+xMvBaMh0M14b+j9491aky8iMoLCwgJVUWv3gEZc4fHe1y6BUqIge+vqxifG6bnyeXl5bN2yzSePlnJWijIJ6KdTYA4XSj+PUAPC6oQ1Z1uF8Kc5xOsO1AONJAG2ihNExCfE43a7SUhIYMbMGTz++OMAOjNUeZRD40aN2bB+Q0h5tZeUw+Hg1ptvZdrH03jj1Td8p6Lx7SKZSqBW14OrvdC0YCO7zYFWaq4sOULST0q+F3FkRCQRkRFlkzOUcb5CQHhYuNpfbgizR4CkchfbZadKbqAIs4dAAmw+K02zVtWIah+lomY52b0iSN6CuaZITD/xBIpvX6G6RYsKi3n6qafp0rkLEx6bQHRUtPpyd4LwSChoStzM+VzqeWtzZ15aQ10h+22nCA/RMVFc0fcKrrzySv2+Eh6Fq/pexVV9rwqocpOUlMTNN9/M9TdeT2xsjCkoRQ8+DKJkQwX4GQOHyoq61+d0Nb5roaB4bRbj/Lc//7V/KpMa+CQRHRVNfk6BarkqAjlc1tO01HbUmrra4E3jt/6/Ef/HxOcnAtDWa+lqgYJqtSfZdD/XJoVa2S7cgFKOAXElNa9owbJsqxymEbc/04ufVVhe9OjRg7EPjmXhwoW89upr/LbgNxYsXECXLl0A2Lp1axktgEfx6AFRGgJeNN7BwXXXXM+OnTuYM3eOXo8URZvDLd98UWUhWLUcPRq4AnezvxVWWalNJiUuaR+JmOgYcnPy1Pk4OcynaL3uYl3RegOetI8tzKZX69EiVINaa0imgZLZXR5ETq9i2LBqEwNuHEhxUTHPPvkckWFRukWrpxp574NQc9Qh+0JzIRsiZVUL2eZjeTKm2hh5oMEbnWzuD+3z8KMP06JF85CxC0HlCZEOUt7rq1u73vPQyDHUCkvq4MmOWsxAUqQA17VmHWsRxjbJTvaxbOLj4tVtZDW6XBtcaPeOOiXg6yMFhetvuE6X69DBQ755XW2waXAphxpE+J9bVSBYu5Wt+EMpWuN8e1VEIVcUlrKtLnh5ZSWDxaLB5+Yr+6HQMHDgQHr17sU999yDx+MhJiaGyW9OZtjtw8r1AmrXrh3r1q3jr7/+AswPhf8gICoqionPTOSV11/h8ace439ff8XmLZtNqQ3BGGyqAsYXl02y60XgJUVNywjl7iutLaPcFX0R+18v/zlhzf0ZFxdHUWER7hKP6ogVfixNhn5UmaJUJSvbZbAJfX5WoJjaNio00/UQEkVFRcz+bjYlJSUGtic1UjnrcBYvPfUqTz88gdtuG8I7k6cQGR4R4Hr13Zvl6lJfv/jN1ZqK1GuWn04yoTE1eftSr/9rSOWRFP1jtJqN5euM18D/GSvNotX3Ka/C0eaAFZv6ccvgklAKFVyFbtwFbtxFHj3AzfhcS5KmoJ24iz3s3LGTDud01PN4tfPWBuZCMtRDlkDIXgINWebll14B4KknnzL1u3++sNZOaaiq57Yqg7JM7vnSXMi1QNECVp5tdcFohenpHX6oaE1KRVGYOHEif/31F5988kmFZfriiy/4/LPPef+D90mp7yty7yPAV0zzsplHj/L+1PfJzMrkj81/kJ2TzXfffEf9BvWrNYk8GKuVYpjjrEDWR7naP1FoATO5ObnkF+STkpKKLGSv9aiYpxYMJdO0AYwegewtzaZBswz1YuveHFBt302bNzFo4CDatm1LZmYmjZs05p9//uGstmey7vf1/OeCLtx3/700qZ+GK9+l11QFg0XptKkve4dcZm5pefoBfFaXBmO9X//cSQj0ZoTaVp+v1xR8Oayqiihc43OhsT8pbpV6UfMEaLLIdjVvVqfWtAX23+Ytmxkzegw//fyjqR80uUwsSN7vxnNU3IKOnToAsHDBQuIT4wP2C3Xe1YUT5RWoKEzv2WpCefNsLcu2mqBdfEV41NGpjYCSWBUNNJJlmXHjxrFp4yaKiooqLNNNN93EZZdfxuBBg9m1Z1egzAY2FlmWqFO3Do889AgvTXqJRx96FIfdQUxcjOmlWB2RjcE4YH0u2+NvV3P5VaaS1VJBACKiIiguLvbL/ZNMc5JaX6v8BT4LTrPk7YaPzmks2Xz5uNqxhaBt27bUr1+fzZs3c/kVl7FyxUqOHjlKRkYGk155nmcmTiAlKUW95+RAd62eTmNwYZ5oSo1+Pro161dqMERUsQZZyPr8pU53GDAvHdriCTZXXx6PjFHRKiUK7iIPrnw3xdnF5B0t5NiBPI4dVD+5RwsoyXPpnMdKiRYQaY5eT9+XTlL9JLZt24ZHUe8TfWDlrYjkSxVETwHT+kCSJCZPfhOAsWPH+volyNRUTUQcB+MVqPJjVsCzVd2wlG0Vwz+qUXsBq0xE7pBWWHlf+A6Hg1atWvHKK6+wa9euiskmSdx999107dqVX+b9EnwbL42c/2fZymUMHjyYiKjIaotELhWy4XOcKM2dXOG2DHl+WjqIzWZDtskUFhaa5vE117FWwcVosUtCrTxjw5fjquW76vSAQjIpHCFg7e9ruX3Y7ZzX5TxALYuXltaUaZ9NZdrnH9Hp3E5qeTnJ5ktN0dKGdPYpWZ8zrCzuEuPL0F/Rlrqff3R5kHgB//Y1hLqu5b3Guhvdq+A9LgV3gZui7GKyDuWRsS+bQ3uPcWB3Fhn7szmSnkNWRh4F2UW4izx4XIovT9ob86Aogv3795Oens6AWwZyxaVX8t1335nnsL3ucCG83hptgOFVqJIEF3XrRuPGjVn7+1rS09PL7MOaRm2QoaZgKdsqhClgRYsu9EYL6mXWhCdo0eeK3JRvv/M2hYWFDBo4iOnTp1dYzmbNm7Fn757AoBpZMn30l68kERYejqIYifZrT7RjbYPx5R8fH8/Ro0cpLi72XXetoo8smQZfQvhezIpbQbiE+vGApGjl3wIjbwsLC/n5559Zt24d3835DoDomGhmfPNf2pzVRp3z8y9Dp3HzGqxardJQVfVJMKVYGvRgH21wos3repsJlbZT3vaN2wTbVncdl3hwFbjIPVZIVkYeh/dlcWDnYdJ3ZnBg52Ey9mVx9GAuxw7nU5Lv0udt9cvkDS48lnWMzp0643Q6OXz4MJ998rlvTtu/b1zmwYU++JHhyfFPAjD8zuF6uhdgsIoN+1WHdal5iIKQ+FSXDLURVupPJSCU67HsOSAFJFl3gx4v6taty7PPPsvevXu55ZZbKCoq4pZbbiEuLq5c+1944YV8NPUjsrKySIz31brVcjRN8CqIs9uezaeffcJdd93l3bb2pRjUJCRviohOreidX42JjgEBhw8fJiUlBbusPoJCEjqNoppSIqMI35yuBmPUsr/FmZWVxauvvcrcud+ZZHn7vbfoeF4H03yWfySwpvAlAz2kRoFojCWAyp/T9kewoBpdCSJAAiR0deSfrga+OdzjRbDIfCF8lm1RoYuC3GJyjuaTmZFNzpFc3IUubE4bkfFRuEvc2Owy0XHhhHvCTIpWm9u97trruPraq/VD3DKgv2nO2XhOeo47AgkQXpIMgaBTp06kpKSwf/9+Dhw8QEpyiq7cjYrXWNe42lL0DDLoy6rw2NV5bhWFZdlWAsqMWPWbgwrG2xosoKGiI8BGjRrxxhtvsHnzZlOEIkB6ejo7d+4Mul/z5s25/PLLufWWWzl0+JBJnlDzoL169SIjI4Nff/3VUrQhYIwM1aJmbdiJj0kgIiyC7GPZZhenPyGCIS/bOHenujQNx/F6Ivan7zcp2hF3jWDV7yvpeF4HnbnIpJBMkcBaJKzPagymaKHs6M8TQbmszxCkEZXB022cxw15fI/AXeKhpMhNcVEJRfnFFGUVkJ+Rp36O5lGQV0hJkVsP3AtmbTZq2IgFvy3guuuvo1OnTgFkNPr0gOE+0L0cHpXGU0tFen6SSnl56623ml3lwjdgNh67KqzLoKlhmtchGLNXNaG2WNKWZVvFCAjQMCTEB5uvMuWMHccLrVOnTrRp04Yrr7iSpUuXUlxUjEAw9oGxtGvfzlQmzYiHH3mYVatWsXnzZur3rG+SRR0Vm7d3Oh28MOkFRo0eRU5ODpdfebnOH3y6IFikpb9lYrrGikZQIIiNjePAgXRiYmP0usPavaFDVl0LkmJoz6b9L5tI8f/59x+chvrFgwcN5s7/G67SMQqVbcpYFN6f+Un9LsAmmayRmi40UV7oCpcTG/gFBN75u6L9mpVlWU/NkTVXvNOGza6WZ3Q4bT5XfJASgvv27+ebr7/h2WefNQ3CjdMDRlYxlZAEJCEjo4Cs0ji2a3cOaWlp7Ny5k/yCfKLCo3zHlH1z+mVdTklI5OTk8P2P3xMeHk54WDhd/tOFhISEUvcJ5o3QvAtlkYZUJkJ5GGsDLGVbQ5DxRWNq8B/9He9NEhkZyaOPPcqY+8fQuk1rwpxhgJpbWxo6derEtI+mgYDevXxVg0K9cDt16sTrr73OO+++w2uvv8bAgQP5vxH/d1wyn0zwt34UyVt7VrJhLJwekMphsMjsso34+HgyMjJITvZRQhpJ51UmKVln6JJlCUVS8Ag3QrhQhEAWEqtXrWXkiJFERUURGxtLu3btGP3AaDzChVuU6IUGNCvVRvCoPKM3IxRq8sVVnrSOypQvlKUm2SSc4XYiop3EJERRXFSCJMuU1CnBZrcRkxBFnZQEYuIjCI90qiUANZc8Eki+Ocy2bc7irhF38emnn3LF5VfonOfaoExnFjOSyci+HhCSGoinoPDyqy8x4JaB/Pbrb/S9sp86BQHq1ICWt6t3Twh3NYLrb7iejIwM03l//t/POeuss8rdV+UJRKvNLt+qgJVnW80w5hoa8wv19YYR4oneiB6PR3+JL168mFdefoVvZn0Tks4xLy+PCy+4EIAnHn+CG264oVzHEZLgjz/+YNDAQazfsP6ksYYqA1qqhuaSNdZRNRIumCwVg5WReSyTvPw8kpKScDp9Fq5/rqiQVGILlyjBJVxopfls2FBcgjsG34kkSfz55598+tmnnNm2DSWiGJcoQQi1Pq9dq9bjTRkKdaxgqMmXoj64MUR4GxmTqirVwxzgCMKl4HGpKT/uAjc5mQXkHiskN6uQvOwC7zytjYiYcOLqRJGYFE1M3UjC4pzYw+26hWsKlAJcLhc33nwjAwcO5IYbblS30Yt84LNovd+d8U6UIkWl8JQ9+ly/LNlYtGAxE5+fyE/f/+RlpfKei/8z6Z0i2LRpE3a7gzZt2nDgwAEOHTrI0mVLueSSS2jRvAV79+7l2uuuBeDOO+/kjuF3BC3KESqnOdS7zX/ZyQwrz7aWQnsxGF/EVeX6MCrVbt26ERsby6uvvhoycjgqSnU9SZLE5Dcn6+xSwWCM2pSExFlnnUVUVBTp+0tPPzjV4D//rufWGhWDzh7kNw8uQ0JiAgkJCRw+fNjXhmHuVkhCt2ZdosRbEq8Et+LSC9nbnXbantOWP//8ky5dunBW2zN1JWTzFng3Ktrypt5UVhrUicLoIvYveWccKFT53JyXcMTmUGk0o+PCiU2MJCEpmnqp8SQ1SiSpYQKJ9WOISYggIsps1Qa2py53hDl5YOwDvDPlHXJzcwBVAQOmFCdJUnmyPYUencLTP8WsR88eAGzYuCHk272oqIjDhw8jBDz51JPcOuAWevXuyRVXXs7QYUOZOnUqP/zwAw6Hg7Tmafzyq5oW+P7773PN1ddw6NChUrtJjz5WfKlO+jpvDnF1sM3VNljKtpJRngfe/wXnb8VWSfCCJPHGG2+wdMlS3n/v/ZDb9O/fHyEEDRo0CKlsg1EayrJM9+7d+ezzz9TSdAUFlX4OtRmyZFNTcYIoL18AlDlaFtR7ISY6BsWjoHiESZmA72XqU+Be1zUKD9w1jjUr1iKEYO6cuQC88eYbers2fHm5duy6ojUGRgWTtTLzjSsbkt9fwPpKfHb8U+H0fGSnjC1MxhHpICY+gvh6USQmx5CYHENCUjTxdaOIjg3HHmFXGbjsZjpKIwGLlu7VrXs3Op/XmbHjxvLEU4/T5fwu/PTLT748bO9H48vGJnAb5uMVXekKOp/bmbW/rw08Ia9yX7FqBX0uvYRLL+vD3r17ueyyy8jKyqJx48bcf/8Ypk+bzn333qfvVq9ePdasXUNCQgJ2u53f5v8Wus8M3hv/Mb1e6zdIZaTTAdacbSXjRKjJqvoFl1gnkXffe5ehtw3F7XYzbNgwIiK9RdG9L6lxD43j5v4388fGP/jf//5Hv3799P39Uwf85bz3vnsZPWo0s7+djcfj4fU3Xqdr165Vci61CbJiR3GpuZSy066yPxF88KQFH2l516BWa5KEhM0WvBg7eK1Q4S1cL9Tf61avZ93q9XQ6txPFxcV07NiR8DC1uIQiPF7viZmTWGtLW2ZEVSvWqpqjqw63pCRJCLWQjs5r7eOxlgmLdKgR4t6UKdnptYAdss6LHsDqJKlz8Irw4BIlPPzEOEaPvJ+536kDp7POOQubQ1ZJMfAqaIeMInlwKb46xCoUQA2WatqkKXv27Al6HrIs0eviXox7aBwvvvAiALl5uXw8/WPat28feN7evnU4HERHR+PxeNi9e3epfRXMcSYkAcLwXHjTHqH0OfhTCZZlWwWoyANvjGitDqSkpPD+B++zZcsWrr32WlavWg34LBpZlklLS6N169bs2btHL9vnTwEXTN6UlBS++PILlq9YzsuvvMzDDz1cYVarkxHuApVXWCWeULAJdQwb0noUvv5Uy6bZsNvtFBUEp9zU+I/t3uoyTjkMpxTGa2+9CsDva34HYMLTz6j8yAo+hil83Mkm8v8aeMEFey4q476vSq+QqW0JHwGJ18K0h9twRNhxRjtwxDhwRDlwRNmxh9t1bmSNBSrgIwld0RYrRSjhbl76YCKjHh5JeHg4P8+fR9cLuyIkRbWCI9TIZxt2PfDNWLReC82rV68eR49mqkIrQc4JQf9bbmbh4gXMmTubt95+i3Yd2pm8GsFoLvfu3cv+/fsZcdeIkP2lWf9G612S/AafpXhWTmWcfmdcy1AT7rrGjRvzzpR3GHnPSJ4a/5SuUI1o1aoVhYWFHD161JCnFzg6D4Vu3brRr18//vfV/ypT9FoJR4xDdxfKThmP5MYuOQIq+/jckepvXw6lAE35aRVlDNWNtPxcB07C5UjCpHDC5Qh6dOvJ+nXriY6OBiA1KcXLwettA8lH6ViK67UmUZoCPh7FWdnPkSmtRbt+Nlm/1rYwG7YIVbk6ItSPPdKBPdyGzWHzUohK3shiRf/gzZFVla2LIqWAHPcxjpYcIf1IOkVFRbwzeQpFRUU4whyqFVyo5ta6KEFCxly03nfeLrcLp9OBiXfbMGes3QOxsbE0atQ45D1hfDft2r1LXx4fHx90W/PAxOz+1hSsPuirpfdjVcJStqcx+vbtS0xMDAsWLAhYJyTBeeedx/IVyyksLDTUry2/wm3cpDGfffaZuv8pCC0ox1PoUV+uETY8khubZKdYKVK5rw3RxKEUgRCCyPAIMjOzfAT7ijApHSNlo1baDY/E4kWLsclqkFZxcXGAfCcDghUHgOrJyywL/tNCRipTXenaVbex/rFLemlASZJ8QU4KapUgtyGlB7VOcYkoJs+Vx7GSY6xe4ptvTW2YigePqViF7C2TCN5gJBQ9Oh2guKhYjRiWfeQkquy+8zIOwsB3L/sHmmnn/dbbb+nnHwr+hR38reTTUcEaYSnb0xiSJDFo0CBm/HeGb5n2sCkQFRnFkiVLOP+Crhw9erTs9gwPa3Z2Np9+8ikAK5avqLJzqEloLxJbmM0U8ASo6TWSLTDdwVAYXIMkScQlxGOTZHLzc/zyKtF/61VuXAYLCXRSjJy8nIDyfCcbQqWLmLbx/vnvV10yGT0UJo5m/49k4AfWS/Kp3Moel1rv1ibZkZBQhEKJp4QSTwnDnhlMs7PSePilseTm5LJly+aQSk4LmlO8jmSAkpISPbceJbTnQPvuz2Psvw3ApEmTGDxkcKnpgOW5Bv4KvaYHU9UJK0DqNEf37t15evzTlJSUBOTPZR3LYuXKlYB5RFtWHq3H42Hcg+PofG5nZsycQWRkZOULXgmotIAdWbVOZDXRBgUFu3CYSQP8mYnw5t16o1GFB53kIiY1Ri8SDuaAE/W7l1VKhg7tO5CZpc7PHT56mPoNVPYvPXWoBup7Hg9Ks2iN7FzG8oQCc+pVdSlcH+OWTxJNsepLVOHA47VivZzKitvrQvYydTkc6hy8XXbgtDmxe+zEJsTy4JujSYpMonOXTixdsoyzW5+jB1ppbmNFaBatjKZuAWSbjNvjDqpoNZiD9gRmZ5W32IPhmthsNsaMGXNCfXg6KdZgsCzb0xwxMTHIskx+bn7Aw5BUL4nIyEi+/uprEuvW0RPhg8G47+7du/n777959NFHiY6O1llxtO1q6qE7niowFYFA6C/istxtYMi3VdT/wyLCUYSCy+0yb6/P8foFrdhk4hLiSEtLA+DXBb/iFmr+rRY4czKgrJzLgOtmsGyrM4XEf8Dkz8ls5EDXL7+iKl6fVavgKfaopfcK3XgK3YRJ4URIkcQ744l1xhLtiCbSEYlTdtLjku58O+tb8gry1SL0kuQ9e3XQ4REe3MJlYoDKz8tn7569hnxXYzqO+Rx8chvuRwNKe1Zzs3O59ZZb+XPbn2X2Xah2Tkbvy/HCUranORRFLVKdeSwzIMChT58+JCUl0dT7Mg9GSg9B8oQlCafTqbs3tW2Cua+qE1X5YAeQW1QkIt3Qp5GRkeQV5Kk/9Dly9KotxrqzsizhwU2DhqkAzPh8hp57abRoq4v4oSpyXI3E+TqphYlmMEi4bRUiFAFN0AGDZll6r6OmcD0uo9J1Q7FEpC2aKFsMdcLqkBieSLwznnA5kt69e9GqdSuG33kHC+Yv9N0bgFonyqMPPjRF+umnn7J121Y92M6ocI0InIuWTAMG43bBsHnrZrZu3Ur//v3pc0kffvzxRzyesgd4p5OCNcJStqc5bDYbzZs35+DBgwFK84ILLgDgtddeRXMtadDcasHI+G02G8XFxXq927y8PNLT0wPmhWrDQ1eZCqK8rlr/+p7G7/Fx8RTkFbBv3z6OHDmCx+X2cdx6czolh4SQPbhx4RIu0lqkkZCQoPa5UPQUEK2wvDYHr8tZRUq3St243gAjo8INcJXXgMfE+BwEHN/IGmWs4KQIlcRE8RaiL3ITLkcSKasKN9YeT5QthjA5HIccxiuvvMIlvS/hjcmv06N7D5YvVWMgfNason8yM49is9n4bs5c39tdMWxrsG6Nz21FvQsAZ7U5iynvTmHkyJFkZGTwyMOP0KljJzIzM4P20+nIGmWEpWxPc6xds5Z///2XM888M8BNJssyU96Zwpzv5pgS2cuKEk1NTSUpKYnnnn2O9959jwsvuJBRo0dV6XkcL0I9/MEs8eNtW69F6gHhEiglZmvMVzZPYLfbSU1JJaluEkIRHEg/QHZ2Nm7Fo1L1SW5cSjElophipQi3KKHvNVeQl69aPNv/3oHdyxolPD5rSnvJljeSvKphmjMM4grWaP3U1BmD9a8EDmqMv2tK4Rr/DzqFIPuikyVZ/aj3hDdwqkghwhZFpBxDlBxDpByNUwrDLtlx2JwMHTyUb2d/yx3D7uDtN9+mqKDYEJQnI6MSmPz808+cffbZNGzY0JxjqxBg3QaLWShNIfo/D3FxcXTt2pXhdw5nw8YNfPDBBwD06tkrIDI+VJ+dTrCU7WkMIQR33HEHsbGxphJaxpdHamoqLVq0YPuO7fr6UC80bbnNYeP1N15XlfWUKYCWaK9GNIdyRdfEizJoZZcgSjYgqricEJIwp4B4zG479bvf8b1u+Lp16pIQn4DH4+HgwQMcPXaUElcxHjw6L7KCILVBKhf1uAiAFUtWYhN2lBI16lWtfepL2yrr3IMhKMm84a+8MFrZxpqqmpXq36ZGU6kIj2Hggs6kpaevGO6dmnqJhxyAevNsfdSMvo/29tVczHgkHF7iEptkx4Z6fkZ+5NuH3U5CYgITn5lk9o54+ywvL596SfUM87QGT1KQgVYwmdesXsOff/9p2k8IQXZ2Nvv37w/ZB+eedy7Tpk0D4MjhI2X02OkHS9mexvjrT5X7uFu3biG3EZLg3PPOZfXq1aZlxv/9H1hJSKSmpvLY448x+v7R9L64N//88w9zf/C5toKx/lRHXuXxtH8iL3OTq93hS/8xeRFKaTIyMpLExERSU1NxuVwcSD/Avn37OHQgg8yjmRQXFmGT7IwcORKAg+kHvYpW0aNgjYEyFTVsQ6VoVDRnUu8/rYKOCPHy1yOwA+ditUAe3aWsSKr1rpjvx9oGX4qQ5M3LNX/0ADiPgg27l/nLwLLkVdIAjjAHE559mtUr17Bl1Z9Ey3HqMZAQKGzfvp3Nf2zG5XKZooz1vi4jV14IwfDhw7n5ppuZMGGCV36J559/nou6X8SVV1zJ+nXr1W2D9Pe///4LQImr5IT77VSDlfpzGkNLVL+kzyWlbnfBBRfwwJgH6Nu3Lw0bNCQxMTEw2T+E9TPktiEAbFi3gVGjRlFQUMDw4cOx2323nr/7uipxvO2fiFzGvpKdsmm5yTCUJSQFhCxM82ySovImJ9dLxiUSKXEVU+wupri4mJxjeZTkuYmPjqdf334UFxbjLvEFqUgSILwqzK/yzPEMHI5nP22fUF6EwFQaTHR+JjexVzMZi6mrOcVQ09lNwc5RkiTwBhZKNhlJKNgkWefI1hQw4LP4JXMgmCxLKMjqelmQkBjPWWefyb0j7yOtWRqf/+9TDh/O4OOPPmX+r79554MVZNlrFYN+b/mXMg6gZZQkrr/+eux2O7NmzaJ///60atWK5JRkOnXuxLXXXEu79u2C3gP5+fk899xzADqr2ebNm5kzZw733nsvMTExJ9zHJzMsy/Y0RWZmJkuXLCUyMpL09NLL4p1zzjm079CekSNH0rNXT3Jy1DJgZb10jS/J9h3bM2PGDFauXMno0aPJzc098ZOoBATjgA22TUUtYn/FVCKKKFaKVEVqeOr8CS60Ki/aOl0GL4+yXXYQ7owgOiKaOvF1aJTaiIiwSIrzi4kMjySlfoqX9KJsS7Y8rvtQfLnH4/YXkl+QXQjZTMoVg+vZK4MiKcjeCja1CaX2h2y2bG0Og2Vrk/Q5XUDnwlZzsRUUSUGyoRe4kCQZp0PNid+5YyfDBtzBgBsGs2fXHhSPQrt27QgLCzPUwfUNTLRpDKPM/nK73W7q1a3HA2Me4OFHHqaopIhhtw9j6tSpXNnvSnW+OQiioqJ46eWXACjIV6t+/f3333z5xZfcNeKu4+jRUwuWsj1NkZujKruCggImvzGZjRs3lrr96FGjKSpSifL/+uev0BGYBFfCEhINGjbg/fffJzw8nG4XduOjqR9RUqK6m4S3DmxtQLBAovJac/5KVptLs0l2ZCRTWo5pP/9uDFb02xvRKktq6TxZsmGXHcTHJlCvTj12795NanKqKdUjcD7Y71wrOJA4US+EqnANv0UIi1f7Ez6yCEmo/Sfh9RL40xHWAtIEcwqc94uXjEKfs3XI+kdVtrKXvN83h63PR0uyee5aKEhIjLhrBB06tufKq67ktjsG8+a7k1m7Si1I8dabb/mmD0xTCV55/FzJRpkzj2Yyb948ruh7BTf1v4nGTRoz/I7hqlu6HPPzl1xyCbO+nUWjxo0AuO666xg+fDibN2/miy++OMHePblhKdvTFE2aNmHo0KEAjH1wLKPuG0VeXl7I7ZPqJ+F0Onno4Ydo2bJl0G2CRTL6z+uFhYUxduxYACZPnsx7U94zt1EDdS6NA4dgKTkVDSTSFa6huLks2XDIYTo9X7B2dVIB7cUb5Ok0BgjZJDuykBEehaOZR1m/aT0XdLnAr03J9CI3tSUFvmzLi+PaR0vRCWLdlkV64Ms1lk1BUxUhYagOBEv/0fNXbd48admQL+1dplu3WhveHFn/YhagPlOtWrZi6kdTeWbCBPr0vpQ92/ciyzLvvD2FqLAoPTBOVbQYPB0GSkbJ734Vgh9+/IGioiIKCgqQJIlXXnmF9PR09uzdYzp+aUhLSzMR2Yy8ZyStW7dm4vMTeeedd4Lu4/F42LFjR+mde5LDUranMYYOU5Xtk088SX5+Prfeciu7d+0Ouu28n+bRrHkz+vfvT2xsbIBLsSKWX0r9FC684EJAHfka0zmEUNT2XALhqd6Xp9HNaVR25T23AFcrgZZ/sICjYEQCJhkMlVu0zfwHBx998hF9evchoV6ij/RCd1Gi71sW1WZlIpjnQ2PZkmWjwi0j/1KvB6vOX2tWn34co6Vcg0FSpeap2tRrrCtYu2yKTg52fbSCFFrQlFYiUZZUWlAbdjIOHmbsmAdZuWIlU96awnkdz1N5l/WUL6HnaQd4a4T5Gc7NzeXll14GYMuWLRQXFyPLMnXr1mX7v2o2wvHSfn76mcqT/v5777No4aKA9dOnT+e6a6/j8OHDx9X+yQBL2Z7GiI2NZfmK5XTo0AGXy4XNZuOxxx6jsCCwSs+evXtod067AGKL401UnzTpBRo3bszatWt1a80IY9pBVStc4zloqTrBrL7yylGaq7XUF7LO4IN3Di84o48/0g8eYO73c/m/O0d4S7/ZTPOB/vPC1UUu4B88p72oFeHR512DDQBCDVCMv/WPgfWoNkUjm85Jm1/WBk624IMo7Rz0QZ/sCwbTGLQOHjjIncPvZO/efVx8ycVcdtllREfHMPre0XTu2NnnIvb4PALlgZAEsbGxzPluDt27d+epJ59iyjtTePaZZykqKuKss846IX5tSZIIDw+nZ8+eJKckB6w/ckRNFaqtPOqVAUmUI8s9JyeHuLg4Dh46SGxsbHXIZaEaoSgKjzz8CAcPHqRu3bpkZ2fz6muvmq71nDlzWPDbAl57/bWA/SsSpapZY0LAtI8+YueunUyY8AxqOqE6ZytLNrTpW80Cqk0v0spAaYo7kBjeu49m1foppyeffJKYmBjGjB7jIzIIZg1Lvr6siDfiRGAir5BEAJWkZqEaXe7B7iftvinNHV5bYHTLajDOl5pgKH9nHDAY+wPUZ/TLL75k0qRJAFx3zXU0bNCQRo0b0btXbx87lVYZSuBjHpMknd7Tl+dbenWo7du3c/1115OcnEx4eDi7du1i9P2jue222yqjiwKQk5NDQUEBycmBiri2Iycnh+T6yWRnZ5eqHy1la8EEl8vFhAkT+GPTH7wx+Q2aNGkCwJ/b/mTkyJF8N/c71q5dy8KFCxk7diyyLBPmCDPN0ZSH9k1RBHv37mXgoAEMGjSIq66+iqT6SUDweaqy2i0L/i+vmkZZUc+lPZZGhZOfn8/Fl1zM1//7JuiLKpSCrk4FZVSeivCgoKjTBd6oW5+ssi8oqpxR4rUNoT00IbY3XB+jotXyjAUCt8vNpZdcRtOmTcnIyODdd94lMS6R8PAIk2dAV7ZaWpRH+Kxmr4I1KVyp9IHsjz/8yCOPPMIFF17AsqXLAPjhxx9ITU09/g46BWEpWwvHDSEEn37yKR999BEvvvgi53U5D4CxD4zl6NGjHDl6hL179tK+fXu6d+/OG2+8wepVq9V0A8qnbDXrbefOnVx3/bUANG7cmPffe5+UlJRAmY43P9b74tKUrT+RfU2iwqkzQSy7H374ga+/+ZqpH041vdiDKVmjW7cmrFtN2XqEGwWB7LVsdYu2FGVrbEdrq7rkryhCKVz1e7AI8dCKVqDmYi9dvJSOnToRGxOrUn5qzGBGF7TmETGm+ejKVvamS2GyanW5QvTj66+9zryf5/HUU0/x5Rdf0rlzZ24dcOtx940QgqVLl3LhhRdWa/xAVaK8ytaas7UQAEmSGDxkMBMmTGDs2LHs2aNGIj7zzDM0bNSQvXv28vprr5NUL4lVq1YBsGrNqnLNBRr5YyUJmjVL46UX1dy8PXv2sHXbtqBpN8c7b6u/3A0WVU1EPAeDf3+VNQcebL585aqVXHDhBfp6Y/Sx0XIJNo9c3W7k0qAp3VLd6379UxsVLQQnijDNx/ut84dG6KGnP0kSF3W/iOjoKAQiMMjKENTns1xlfb32v6Zo/Y9bWj+Ovn809ZPqs3PHTrp27cqaNWvK3Q8bN27khUkvcODAAX2Z2+3m3nvu5e677i53O6cKLGVrISQu6n4RQ4cO5d577iUjI4OIyAiefPJJZsycQc+ePXno4YfZsWMHtw29jY6dOujzcWXx5poVrlrKb+bMmQBs/uMPFG1kXkkvVpdwefmEzQq3NijdUPPdpZ278feaNWs4r/N5ZQ50ajolxnfNZZ2OEMypXsE4qUvjrq7pcyoLQVPhTIo3tBvXX+HqbXpJLoyR5v58y3qKkTFIzquA1bYDZS2tLwcPGcyHH37IDz/8EDS4KRQ2btjIjBkzuPyyy3nqyafIz8/H4XAwcOBAVqxYwZrV5VfcpwIsZXuK40RfSLcNvY3u3bvzwJgHcLvdOBwO2rRpg5AEiXEJTHx+Et9++y2yLPtctuWsMWp8ybRp3YZ5P81j8ZLFjB//FG63+7hYivzhEiVoBbdPRhgVrv9Lef/+/eTk5NCqTSvT9sEs5JpOiTFGJGvufPAqDxRTsQENoZRqbXYhazDNv5ciZ7C8dP27N9UnKHQlKxuinb2BTzbZpIC1bbQ87mBWbWkyXnjhhdxy6y1c1P0iBg4YWOa5axg8ZDALFy2kc+fOzJ49m99++w2A+8fcD8Dw4cN1UpvTAZayPUVRWVVQJEnivlH3IdtknnjiCRPxhWST6Ni+A82aNWPGf2cGLepdlnVrVArJyclM+2ga6QfSufe+eyksDExBqijC5AgcktP7cejMS/4WQ02homk4/lZtx44dTTzTpW1fE/CPKNYr9nhfPYphTj3YvRKqf/zTimoj/GUMNmVQGnuWaZlX8RrntdXlIT4B+buYrGlNhvL0n9Pp5I477mDo0KE0aNigQn0QHx/Ph1M/ZMPGDfTr1w9Q611rCnfu3Lm1puxjVcNStqcoKvMla7fbefPNNxGK4Oabbubff9TKHsgg22X69+/PksVLvMEfx3dLafLGxsYy5Z0phIWF8fgTj+sF6CvcnoH+0S45sAsHkmIDj1opproJM8rC8ciydu1azj333Eprrzrh707WEMy6Lc3DUdODiWAIZomHQqh1Jve6/xyuH9OZuk3wfGz/+Xt/OWuq/7SB9ISnJ9ChfQe9/OapDEvZnsaoyAs5NjaWiS9M5IYbb+Dpp5/WlwtJ0KFjB/Ly8hg0cBBFBUUmF2FFZNEefEeYg4kTJ7J7926+nvV1udsI2i6SNwcRL0G/T6bqIMwoL4Jab2XMK2//dzutW7cud3s1CX8LVVMcOgewwZrzd4VXFwlHZaE0S7xcQYR+19zYN6EUrfG7/5xwMFnKmxNfVRgxYgSLlyzWqwS9MOkFfV12djavvvIqmzZtAuDQoUPk5+dXmSzVBUvZnsYoyxUXzKIYMHAA27dvZ9euXfq6+MRYPpv5KQnxCXzx5YmRjWsyRURG8Oijj/LO2+8cV4Ug7UWuvpy8yxyGCM0QfMH6/rVECZeG/fv3k9rg5Mp5NClczbr1UhGGwslwLSoLxriH0garJ+J5Las/9SpLVTwYjY2N5cq+V3LPvffQsVNHfXlOTg6ffPIJgwcNpn279lza51I9gPJkhqVsT1P45yyWtl7fTijY7DLX33A9n3/+OR7cgBrt65ZKaNG6OUcOHzmuudCAiFsE7Tu2p/O5nXnrzbf0ZQKhk7SXBiN3sF5xRfIdqzwWU3W/5P1dpqX1Y25uLgUFBdSvX7+6xKsU+J+f8c9/Ow0nk1UbDJV1H5n5tMu/X7AqVsHa1H5r+brGXaoyev+OO+6gf//++u9GjRrx0ssvMWDgAG644QYA5n43N2C/r778igsvvJDOnTozetRo9u/fXyXyVRYsZXuaorz5sAHLEbQ95yx27dpFiSgG8KbVKCxdtIzzzz8fKCOSsgIYN24cv/32Gz///LNptF/ekb1G5i8koX8vD6rbdVkWH7A/Dh48SL2keqUGR9VGnGwu4cpAZZxvqMIVQekrha+6j6L4FKd/4YFQsulUj4pZSVdnjvoll1zCgw8+yA03qspWI8wxYs+ePeTl5uF2u1m4cCGzZ8+uFtmOFyfXk2qhRiFJMrKAJk2asm/vPpyS+gDs3bGX115+HYDO53VWtz3OSF//h7lenXo8/9zzjHtoHN26dSMiIoLyPO/+6SHlLiIQZL5MW64p+qpgoQompyQkkAhKNZmVmUVCQkKlylCbcNop5BABUQDuEjc2m81UcMHj8bBx/UZatGhBbGwsGRkZ7N6zm/3793PB+RdQr169AD5mIUtACH5p7fiSJoN3bliY7zwhFPCTr6qQl5dH/5tVi/flV14OWP/A2Ad4YOwDgOp6joiICNpOTk4OYWFhQRV2dcJSthZCwj9tAwGyZKdp46bk5uWybvV6du/ZzeQ3JzNw8AAGDBiA0+GsdDk6d+xMqzNa8c1X3zBg4AD1ReBRVF9aKZZqaWQQGowKWVOoGvEF+JiNNDeahATeF05VvGyMSrc0hZOVlUV4WHilH99CzUG7zyQkdu/azcyZM1m1apVe59XhcJCYmEhUVBT79++nuLiYlJQUFEUhLy+Pxo0bExcbx9tvv03/m/vTuEkTtm/fjtPuoGePnigImjdvZrZwMdz/QkEANtmOkAChxjYYB5radpXhtSoNLpdLL8P56Wef0rBhw1K3D0WTePjwYS65+BISEhO46aabaHlGS3pf3LvS5S0PLGVrIQD+L3pJSKo7yhvJG+YI5+677mbM2DG0atWKV157hY4dO1TJAygk1ZV1+9A7GPfog3Q9/3yaNUtDeAQel4I90lZ2I5TiFvdTtKC+TFzChSRJ2IWqcBXhwYMHCRm7ZK/yDF3/yF1/5OXnkZSUVMVSVD9qO1lFVUFCIi8vjy1btvDD9z8wf/58rrnmWh556BHObHMmkk2muLiYrKxM8vLyaNi4IXFxccybN4/U5FTat2+vW6zLly/np3k/sXrNapo2acqx7GwmvzUZgEGDBvPpp5/w9lvvcP75XQ1FDHwuYkVSVCua0HO1ogoHnABFRUUATP94OmeffXaF9//tt9+Y+uFUmjRpwl133cUnn3zCe+++B8C69etMhVOqC1YhAgsBCKlsXYpOhq+V7FIksxVYWTCWYRMeNW1n5lczmf7JdD7/7HPqxNVBcSvYwmxIjhN/4AUCj3DritaNCzsOnHIYEhIlohhFqMrWSI5R2TCed2mYMmUKhQWFjHlgTKXLYKF64HK5+O2331i1ahV/bPqDXbt20bx5c7p2PZ9bb7mVuol11A39yiQGeJzKgJAERUVF/O/L//HxJ59w+HAGAOd3PZ8pU6YgJF81pu9mf8fOHbtIT0+nefPmjBgxQp3K8IuM9nd11zb89/P/8uKLL3Luuefy7nvvoigKRUVFFBYWVvog1ar6Y6HSYFS2inf+R5bNClffthIevmDKXgiBkAUvvfgSO3fs5M1X3wQkZLtGUXdix9QKFrhx4xZuXEoxEbYowuVIJCSKlAJcwgWAQ3LgkJzYpKpzDGlK11hu0NgnEyZMIK1pGoMGD6oyGSxUDTweDz/+8CPvvvsusXGxXNz7Ys5pdw5ntTmL8PAIdY7VW+e2rOerLGWrKVKBQJZspO9NZ/CQwXRo34G+V/alZ6+eKJJKl6kIhR7depKfZ85pverqq3jyqSeQZblK4hWqAkIInV62qmEpWwuVhgBl630ZaAq3Mg08/3qu2kheG3kXFxczdNAwevXoxfBhw5GdNnXUXwleIY9wUyKKyfeoeb3RtljCiURxKygOD8VKIQoCu2TXlW1NvXgefvhhOnfurKdGWKj9UBSF+fPnM+WdKTgcDkbeM5Ju3br5gpIUiW3b/uTvf/7mWFYWx7KPkZmVybFjWWRlHqOgIJ8zzzqLsWPHEhsbW26rVnt2JCRsws6h/Yd4/c3XWbJsCZ06diI3P5c9u3eTm5tHQkICaWlp9O7Vm4aNGnLffffp/MUzv5hB69ZtqrKLjguHDx9m9erVXHrppTUSnV9eZWvN2VooFyQJhAwykjnFVRFgiJI8UYTia9UsvbCwMF5+9WVG3DmChMQEbr755kpLYJMlG3ahKlJZsuGQnCguBaVEweFw4pZcINw+mYSCVMmu5PLOWYY5w3CVuCr12BaqDkuXLuWtN9+ipKSEu+6+i969ewfMG/4470eef+55zj33PBITEohPjOeMM1oQFx9HQkICkZGRvPbq60ybNo1Ro0aFPJYwJ8giyzbfMhmSUuvz/HPPsy99Pxs3biAmNoYmTZsQGRXJoQOH+GPTH3zzzTfsT9/PVVdfRfaxbH755Rf633wLTz71JGe2PlMvRlIb8Nyzz7Fw4UK6detWq41BS9laKBckyVs9xAY2xfCQyeZUlcp6AP3LjxmJDxo1asTkyZMZNmwYnc7tRIsWLSrnmF7WKYfk9AaISAiPmquoKAKH7PQVoTdUrqlMlLf/nGFOikuKK/34Fiofb7/1NrNnz+be++7liiuuwGYzD9CEELz6yqv8+OOPvPPOO5x9jhoQpAXtFZcU88WML/jh+x85dOgQo0ePNu8fIr1NZ05T1Ahj3Z0syyhAo0YNady4kemeq1+3Pme3PZsBAwbw745/mTt3Lj/P+5mzzjqLLVu2MOHpCTRr1oxZ38yq3E46Adx0802cf8H5tVrRgkVqYaEc0B5GjYXJWL6rLNrDisKYbG98CfjT+jU/ozn9rurHt99+W2mJ9lo7Hjy660122nDGOhCy+qKyY8eGmcu3JugEDx8+HDKv0ELtwf+++h9z587ls88/o1+/fgGKFmDq1KksX76cL7/8Ule0GiRJ5p+//uX1196gTZs2/Dr/Vzp16gSoz8i2P7fR98q+lJSUmJ6XY8eOUVRUqHqkBHq1Jf2eNdyyAWxdXhKYZs2bcd+o+/jqf19Rt15dYmJiqFevHrIs0659Oz777DPcbp+np6Ywa9Ysnn/u+VpfPcias7VQbpSmVMqbH1oZ0JTi1q1bGXXfKObNmxf0JXY87ZYoxSh49GV2r/NH0QKW/MnzK6mUoYby9N++ffvo378/33//PXFxcZVyXAuVj/379nNz/5uZNm0aZ5xxRsB6RVF4ZsIzLF++nPc/eJ8mTZqEbGvFihU8//zzFBcVI4QgL0+dX23atCnLly/npptv4j9d/sP+9P3s37df5xKe9/M86tevH8Tq9cVEQHC6VCMkJDZt2sQP3//Al19+iaIoNGjQgDp16nDjTTdy5ZVXVls6jdvt5pkJz7Bhwwbq1KnDunXrAFi/YX2lDvzLiyoJkPr7n78tZXsaI5hiqcm8SCEEV191NW++9WapL6ryQotI1n8bFKwbDzIyMpIaGOUXlVmd/fDtrG9Zt24dE56ZUC3Hs3B8mP/rfObNm8eLL70IqKk+u3fvZveu3axYsYJDhw5RXFzMK6++QkxMTJntud1udu/ajTPMSVREFOvXr2fzls307NWT7+Z8x5EjR0hOTiY1NZWU1BS2bt3CihUrGTdunJ6HGzQeogxFC8GzDD777DPef+99AM4++2wefexRGjSoWL3bikIIwa233kpUZBSjRo9i3959LF22lNiYWB56+KEqPXYo5OTk0PKMlpWjbIuKikhLS+PgwYOVKqQFCxYsWLBwsiM5OZmdO3cSHh6a1a1cyhZUhauFgFuwYMGCBQsWVDidzlIVLVRA2VqwYMGCBQsWjg+nfOrPH3/8QZ9zruCC67vUtCgWLFiwYCEIvl75EzuXbqZp06Y1LUqV4ZS1bPfv30/nhv8hg3SSaUQEUciSIV1DkvXINdlLyuCrEelbJyEhGdJbZAzrZAlZb08y72doT/YuN6/zcotK6GxM2gJJNtSqNPKiGuSQZEmP35dks4zGuq36ctl3rtp3SWvbK4ss42tT7xN8v41y6dup50cwGaXA2pt6tKDslcW0rbdPZAKObSz9pbchaW0Y15m/+7YNbE82tGPsVwlM56D3l/6Ptz2/3yY5TOswyexr2JyCgd+xCbLOuNwXyOIjixcAwvhbaEu934R5P/3p9y73LlAMQTLCQGOitacv8TuWMP1W9KhXIQQKvvqoRjm0ffRCEIZ1ivDbJ1T7iIBtFb2whPpd0WXxfdf20bY1thFsH3Ob5u1K20+IwPNRhEAo/uvwta8I07GEEqRPhN95Cx+PsVbLVjFua2gTv+Nh+u7dTiHIdr5jmWreCvzkEGg3ihCKX/uY9iOnBDKKoFEUmev3nJLlI085ZZubm8vZsR3Zy07qkEQzWhNBJACyLKuKAZVVRQtVt0myus77W5Zshu/mdTbjOlN7stqm6bex/cA2QctZlZFt2steRrb5rdNe9jYZybudbJORtPZsknmd7Puuti3rilK2+a2TvWQVePNoZfN32cDRGmo7WTa07/2tnksp62xl7SeZ1ukDF8Py8mwnG7bVt5MC15m+S35tmgY/6N9NirjUdQYFKpe9zjggCdgPH4WlT1kpBgWklQk0KCSTUvNbZ1J+vt+Kcb8g2ylBjq0qGbVEofG3aZ32m1LWldVGedoXCh5FTeHyeL97FHWdR/HgEYbvilLqOuNyvU2lYu0r+jph+K6geIS+n6IoeDSFGvBd3Vbfz6+942lfKD4FXtZ332/FvM4TfD+lrP38jgFAbgn8k6Mq3rQYiv7IqPEatJWJU4bUwuVy0VJqS53Yuhwjk/b8h7PoqCtaCxYsWLBQixHjhI514exEOFBAeEIUM2fO1AcPJztOemUrhODbb78lzpnAfnbRinNoz3+IJb6mRbNgwYIFCxVFnXDokgRpMdxy2wBsCeEsWrSopqU6YZzUAVKrVq3i0v9cTgH5NKUlKTRCPvnHDxYsWLBwekOSIDUK6kfAnnx69O4JCWFsXbyONm1qX+Wh8uCk1Ezbt28nSUrl/P9cQDx16UJPGtDEUrQWLFiwcCrBJkNaDFxQH8JtnNn2TKSGUSclwdJJpZ2OHj1KQymNli1aYsdOF3qQRkudv9aCBQsWLJyCcNqgdbzqXnYppDRMRWoeS35+fpm71hacFMq2sLCQ5lIb6tdNppB8OnEhrTiHMEpn7LBgwYIFC6cQohxwTh3oUAeOFhOdGMsHH3xQK6oPlYVarWwVRaGN1J6EyEQySKctnTiH84iibNJuCxYsWLBwiiI+DDrXhVbx3DnqLhzxEXz//fe1usxerfa/ptoac4SDtORskkgNWnnCggULFiychpAkNYCqXjjsy6dvv77QJAaxM6emJQuKWm3ZJlIPGRvp7CGX7JoWx4IFCxYs1DZkFUN6PoTZ+Ondr2pampCo1ZbtVrGenJwczo7rxAZWBjBCWbBgwYKF0xS5Lvgn+6RhnKrVli1AbGwsu8U/7Nm3Gxs21rCIf9mKC6vcnwULFiycdijywJYsWJMB0Q4yM44i/s6u1YoWTgJlq6FBgwYcEHvZsGkDBeSxigXsYTsePDUtmgULFixYqGq4Ffg3G5YfAiHY8e8OxO7ck6ZowUmjbDWcffbZHBUZ/PjLj2SQzmoWcYj9hkomFixYsGDhlIEiYE8eLDsE2SWsWbUacaCAtLS0mpasQjjplK2Giy++mGxPFmm0ZAd/8jtLyeJITYtlwYIFCxYqA0LAoUJYcQj25/PdN7NRjhbRuXPnmpbsuHDSKltQS8ltExvIKsgkiVQ28zubWEM+uTUtmgULFixYOF4cK4a1R+CvY7z/xhRcxwrp27evr+TkSYhaHY1cXkRERLBdbOPIkSO0r3cuv7OU+jSgKS0tlikLFixYOFlQ4FYjjDOLoUk0uRuPEh0dXdNSVQpOasvWH3Xr1mWf2Mnf//6NGzerWMhO1O8WLFiwYKGWosQDfx6DlYfAKXNgXzpie84po2gBJFGb+a1OECtXruTSrldQQB5Owrz8Uz43hL9LIpiLQkIy7mJisSprf31byX9PVPYT3yrTcv2n/xfJf5HfcuNKo8z+56XvJvkd209K/6/B+sfvBMybSP6imDYIECuknMGEMcoVuCJAVCmQfyxAVp/IQY9VavsB25qXBxy9NG9YiPst1D7BgwOF4V/jIuG3ReA+gev8twx1RGHa1H+rgN+i9PUVblOEaEMI87bCfKZqtwT2l1E+bV/zMn1DU2+LIPIG38+7hfkU/NoM/luYGwl6TP2/Uo4d2F7QDQPXB1kY2Ibfcf1vRuPvIs9JX0KvLJzSyhbUG23RokV8+OGH9O/fH4fDUdMiVTlcLhczZ860zvcUhXW+pzZOx/P97rvvmDx5cq3PlT0RnPLKFiAnJ4e4uDiys7OJjY2taXGqHNb5ntqwzvfUhnW+pyZOqTlbCxYsWLBgoTbCUrYWLFiwYMFCFcNSthYsWLBgwUIV47RQtmFhYTz11FOn9OS7Edb5ntqwzvfUhnW+pyZOiwApCxYsWLBgoSZxWli2FixYsGDBQk3CUrYWLFiwYMFCFcNSthYsWLBgwUIVw1K2FixYsGDBQhXjtFO2V111FY0bNyY8PJyUlBQGDRpEenp6TYtVJdi1axe33347aWlpRERE0Lx5c5566ilKSkpqWrQqw3PPPcf5559PZGQk8fHxNS1OpeOdd94hLS2N8PBwOnXqxJIlS2papCrD4sWL6devH6mpqUiSxLffflvTIlUpJk6cyLnnnktMTAxJSUlcc801/PXXXzUtVpVhypQpnHPOOcTGxhIbG0vXrl358ccfa1qsKsNpp2x79uzJl19+yV9//cXXX3/N9u3bueGGG2parCrBn3/+iaIovPfee2zZsoXXXnuNd999l0cffbSmRasylJSUcOONN3LXXXfVtCiVji+++ILRo0fz2GOPsX79erp168bll1/Onj17alq0KkF+fj7t2rXjrbfeqmlRqgWLFi1i5MiRrFy5kl9++QW3202fPn3Iz8+vadGqBA0bNmTSpEmsXbuWtWvX0qtXL66++mq2bNlS06JVDcRpjtmzZwtJkkRJSUlNi1ItePHFF0VaWlpNi1HlmDZtmoiLi6tpMSoV5513nhgxYoRpWevWrcXDDz9cQxJVHwAxa9asmhajWpGRkSEAsWjRopoWpdqQkJAgPvzww5oWo0pw2lm2RmRmZvL5559z/vnnnxbVNQCys7NJTEysaTEsVBAlJSX8/vvv9OnTx7S8T58+LF++vIakslCVyM7OBjgtnlePx8PMmTPJz8+na9euNS1OleC0VLYPPfQQUVFR1KlThz179jB79uyaFqlasH37dt58801GjBhR06JYqCCOHDmCx+Ohfv36puX169fn4MGDNSSVhaqCEIIxY8Zw4YUX0rZt25oWp8rwxx9/EB0dTVhYGCNGjGDWrFmceeaZNS1WleCUULbjx49HkqRSP2vXrtW3f/DBB1m/fj0///wzNpuNwYMHBxSyrs2o6PkCpKenc9lll3HjjTdyxx131JDkx4fjOd9TFZJf1XohRMAyCyc/7rnnHjZt2sSMGTNqWpQqRatWrdiwYQMrV67krrvuYsiQIWzdurWmxaoS2GtagMrAPffcQ//+/UvdpmnTpvr3unXrUrduXVq2bEmbNm1o1KgRK1euPGncFxU93/T0dHr27EnXrl15//33q1i6ykdFz/dURN26dbHZbAFWbEZGRoC1a+Hkxr333sucOXNYvHgxDRs2rGlxqhROp5MWLVoA0LlzZ9asWcMbb7zBe++9V8OSVT5OCWWrKc/jgWbRFhcXV6ZIVYqKnO/+/fvp2bMnnTp1Ytq0acjyyefMOJHre6rA6XTSqVMnfvnlF6699lp9+S+//MLVV19dg5JZqCwIIbj33nuZNWsWCxcuJC0traZFqnYIIU6qd3FFcEoo2/Ji9erVrF69mgsvvJCEhAR27NjBk08+SfPmzU8aq7YiSE9Pp0ePHjRu3JiXX36Zw4cP6+uSk5NrULKqw549e8jMzGTPnj14PB42bNgAQIsWLYiOjq5Z4U4QY8aMYdCgQXTu3Fn3UuzZs+eUnYPPy8vj33//1X/v3LmTDRs2kJiYSOPGjWtQsqrByJEj+e9//8vs2bOJiYnRvRhxcXFERETUsHSVj0cffZTLL7+cRo0akZuby8yZM1m4cCE//fRTTYtWNajJUOjqxqZNm0TPnj1FYmKiCAsLE02bNhUjRowQ+/btq2nRqgTTpk0TQNDPqYohQ4YEPd8FCxbUtGiVgrfffls0adJEOJ1O0bFjx1M6LWTBggVBr+WQIUNqWrQqQahnddq0aTUtWpVg2LBh+r1cr1490bt3b/Hzzz/XtFhVBqvEngULFixYsFDFOPkm8CxYsGDBgoWTDJaytWDBggULFqoYlrK1YMGCBQsWqhiWsrVgwYIFCxaqGJaytWDBggULFqoYlrK1YMGCBQsWqhiWsrVgwYIFCxaqGJaytWDBggULFqoYlrK1cFJh4cKFSJLEsWPHTqid2267jWuuuaZSZKoJ9OjRg9GjR1dJWwUFBVx//fXExsbqfR1s2amIqVOnBtQMrmrMnTuXDh06oChKtR7XQvXCUranMBYvXky/fv1ITU1FkiS+/fbbgG2EEIwfP57U1FQiIiLo0aMHW7ZsqXLZ3n33XWJiYnC73fqyvLw8HA4H3bp1M227ZMkSJEni77//5vzzz+fAgQPExcVVuYzvvfce7dq1Iyoqivj4eDp06MALL7xQ5cetDEyfPl0vP2iz2UhISKBLly5MmDBBL0qu4ZtvvuGZZ57Rf3/88ccsWbKE5cuX630dbNmphuLiYp588kmeeOKJSmmvsLCQyMhI/vzzz1K369u3L5Ik8d///rdSjmuhdsJStqcw8vPzadeuHW+99VbIbV588UVeffVV3nrrLdasWUNycjKXXHIJubm5VSpbz549ycvLM9WhXbJkCcnJyaxZs4aCggJ9+cKFC0lNTaVly5Y4nU6Sk5OrvIbr1KlTGTNmDPfddx8bN25k2bJljBs3jry8vCo9bmUiNjaWAwcOsG/fPpYvX86dd97JJ598Qvv27UlPT9e3S0xMJCYmRv+9fft22rRpQ9u2bfW+DrasovB4PLXaevv666+Jjo4OGOwdL3755RcaNWpE69aty9x26NChvPnmm5VyXAu1FDXMzWyhmgCIWbNmmZYpiiKSk5PFpEmT9GVFRUUiLi5OvPvuuyHbGjJkiLj66qvFc889J5KSkkRcXJwYP368cLlcYuzYsSIhIUE0aNBATJ06tVSZUlNTxcSJE/Xf48aNEyNHjhRnnnmm+OWXX/TlvXr1EgMGDBBC+Mjps7KyhBBqsYW4uDjx008/idatW4uoqChx6aWXivT0dH1/t9st7r//fhEXFycSExPFgw8+KAYPHiyuvvrqkLJdffXV4rbbbitVfq0fxo8fL+rVqydiYmLEnXfeKYqLi/VtFEURL7zwgkhLSxPh4eHinHPOEV999ZWpnS1btojLL79cREVFiaSkJDFw4EBx+PBhfX1eXp4YNGiQiIqKEsnJyeLll18W3bt3F6NGjQopm9Yv/jh06JCoW7eu3p9CCFNb3bt3N5Hgd+/ePegyIYQoLi4WDz74oEhNTRWRkZHivPPOMxV80GT47rvvRJs2bYTNZhM7duwo936lXVMhhJg6dao488wzhdPpFMnJyWLkyJH6umPHjonhw4fr16Vnz55iw4YNIftLCCH69esnxo4da1p2Ivf6sGHD9PY2bNggevToIaKjo0VMTIzo2LGjWLNmjb7trl27BCC2b99eqowWTl5Ylu1pjJ07d3Lw4EHTHFVYWBjdu3dn+fLlpe7722+/kZ6ezuLFi3n11VcZP348ffv2JSEhgVWrVjFixAhGjBjB3r17Q7bRo0cPFixYoP9esGABPXr0oHv37vrykpISVqxYQc+ePUO2U1BQwMsvv8ynn37K4sWL2bNnD2PHjtXXv/LKK3z00UdMnTqVpUuXkpmZyaxZs0o9v+TkZFauXMnu3btL3W7+/Pls27aNBQsWMGPGDGbNmsXTTz+tr3/88ceZNm0aU6ZMYcuWLdx///0MHDiQRYsWAXDgwAG6d+9O+/btWbt2LT/99BOHDh3ipptu0tt48MEHWbBgAbNmzeLnn39m4cKF/P7776XKFQpJSUkMGDCAOXPm4PF4AtZ/8803DB8+nK5du3LgwAG++eaboMtAtcaWLVvGzJkz2bRpEzfeeCOXXXYZ//zzj95eQUEBEydO5MMPP2TLli0kJSWVe7/SrumUKVMYOXIkd955J3/88Qdz5szRi5ALIbjyyis5ePAgP/zwA7///jsdO3akd+/eZGZmhuybJUuW0Llz54Dlx3OvK4rC3Llz9VrDAwYMoGHDhqxZs4bff/+dhx9+GIfDoW/fpEkTkpKSWLJkSZnX0MJJiprW9haqBwSxbJctWyYAsX//ftPy4cOHiz59+oRsa8iQIaJJkybC4/Hoy1q1aiW6deum/3a73SIqKkrMmDEjZDvvv/++iIqKEi6XS+Tk5Ai73S4OHTokZs6cKc4//3whhBCLFi0yjfiDWbaA+Pfff/V23377bVG/fn39d0pKisl6d7lcomHDhqVatunp6eI///mPAETLli3FkCFDxBdffGE65yFDhojExESRn5+vL5syZYqIjo4WHo9H5OXlifDwcLF8+XJT27fffru45ZZbhBBCPPHEEwF9vXfvXgGIv/76S+Tm5gqn0ylmzpyprz969KiIiIg4LstWkxEQhw4dEkKIACt51KhRuvUaatm///4rJEkKuHd69+4tHnnkEV0GwGRRVmS/0q5pamqqeOyxx4Ke3/z580VsbKwoKioyLW/evLl47733gu6TlZUlALF48WLT8uO915ctWybq1q2r7xcTEyOmT58e9NgaOnToIMaPH1/qNhZOXpxWxeMtBIf//JsQosw5ubPOOgtZ9jlG6tevT9u2bfXfNpuNOnXqkJGREbKNnj17kp+fz5o1a8jKyqJly5YkJSXRvXt3Bg0aRH5+PgsXLqRx48Y0a9YsZDuRkZE0b95c/52SkqIfNzs7mwMHDtC1a1d9vd1up3PnzohSqkumpKSwYsUKNm/ezKJFi1i+fDlDhgzhww8/5KefftLPvV27dkRGRur7de3alby8PPbu3UtGRgZFRUVccsklprZLSkro0KEDAL///jsLFiwIWth++/btFBYWUlJSYpI/MTGRVq1ahZS9LGjnfSLz3uvWrUMIQcuWLU3Li4uLqVOnjv7b6XRyzjnnVHi/0q5pRkYG6enp9O7dO6hsv//+O3l5eab2QA1Y2r59e9B9CgsLAQgPDw9Ydzz3+uzZs+nbt6++35gxY7jjjjv49NNPufjii7nxxhtN5wcQERFhilWwcGrBUranMZKTkwE4ePAgKSkp+vKMjAzq169f6r5GFxioL+5gy0oLiGnRogUNGzZkwYIFZGVl0b17d12utLQ0li1bxoIFC+jVq1eFZSlNkVYEbdu2pW3btowcOZKlS5fSrVs3Fi1aVKpbW5NBO/fvv/+eBg0amNaHhYUBqruxX79+QaOcU1JSTK7VysK2bduIjY0NUEYVgaIo2Gw2fv/9d2w2m2mdceAQERFhUurl3a+0axoREVGmbCkpKSxcuDBgXXx8fNB96tSpgyRJZGVlBaw7nnt9zpw5TJw4Uf89fvx4br31Vr7//nt+/PFHnnrqKWbOnMm1116rb5OZmUm9evVKPTcLJy8sZXsaIy0tjeTkZH755Rfd0iopKWHRokXVluLSs2dPFi5cSFZWFg8++KC+vHv37sybN4+VK1cydOjQ424/Li6OlJQUVq5cyUUXXQSA2+3W5/EqgjPPPBNQo7w1bNy4kcLCQl0BrFy5kujoaBo2bEhCQgJhYWHs2bNHH0j4o2PHjnz99dc0bdoUuz3wcWzRogUOh4OVK1fSuHFjALKysvj7779DtlkaMjIy+O9//8s111xjstYqig4dOuDxeMjIyKhQ9O7x7mdETEwMTZs2Zf78+UEHPR07duTgwYPY7XaaNm1arjadTidnnnkmW7duPeE823/++Yddu3YFtNOyZUtatmzJ/fffzy233MK0adN0ZVtUVMT27dv159DCqQcrQOoURl5eHhs2bGDDhg2AGhC1YcMG9uzZA6ij8dGjR/P8888za9YsNm/ezG233UZkZCS33nprtcjYs2dPli5dyoYNG0zKo3v37nzwwQcUFRWVaUWWhVGjRjFp0iRmzZrFn3/+yd13310mKcNdd93FM888w7Jly9i9ezcrV65k8ODB1KtXz+TSLSkp4fbbb2fr1q26xXLPPfcgyzIxMTGMHTuW+++/n48//pjt27ezfv163n77bT7++GMARo4cSWZmJrfccgurV69mx44d/PzzzwwbNgyPx0N0dDS33347Dz74IPPnz9evUXkUpRCCgwcPcuDAAbZt28ZHH33E+eefT1xcHJMmTTqhPm3ZsiUDBgxg8ODBfPPNN+zcuZM1a9bwwgsv8MMPP1T6fv4YP348r7zyCpMnT+aff/5h3bp1eurMxRdfTNeuXbnmmmuYN28eu3btYvny5Tz++OOmVDN/XHrppSxdurT8nRACs2fP5uKLL9anFwoLC7nnnntYuHAhu3fvZtmyZaxZs4Y2bdro+6xcuZKwsDDTvWXh1IJl2Z7CWLt2rUlRjRkzBoAhQ4Ywffp0AMaNG0dhYSF33303WVlZdOnShZ9//tmUd1mV6NmzJ4WFhbRu3drkuu7evTu5ubk0b96cRo0andAxHnjgAQ4cOKArqWHDhnHttdcGkDsYcfHFF/PRRx8xZcoUjh49St26denatSvz5883uV979+7NGWecwUUXXURxcTH9+/dn/Pjx+vpnnnmGpKQkJk6cyI4dO4iPj6djx448+uijAKSmprJs2TIeeughLr30UoqLi2nSpAmXXXaZrlBfeukl8vLyuOqqq4iJieGBBx4oVXYNOTk5pKSkIEkSsbGxtGrViiFDhjBq1ChiY2OPszd9mDZtGs8++ywPPPAA+/fvp06dOnTt2pUrrriiSvYzYsiQIRQVFfHaa68xduxY6tatyw033ACog8gffviBxx57jGHDhnH48GGSk5O56KKLSp0eGT58OB07diQ7O/uESDtmz57NkCFD9N82m42jR48yePBgDh06RN26dbnuuutMUeszZsxgwIABpvl/C6cWJFFZk1sWLJxmuO222zh27FhQZi4LJyduuukmOnTowCOPPHJc+x85coSUlBT27t2rx0SUhcOHD9O6dWvWrl1LWlracR3XQu2H5Ua2YMGCBS9eeumloJHh5UVmZiavvvpquRUtqNM777zzjqVoT3FYlq0FC8cJy7K1YMFCeWEpWwsWLFiwYKGKYbmRLViwYMGChSqGpWwtWLBgwYKFKoalbC1YsGDBgoUqhqVsLViwYMGChSqGpWwtWLBgwYKFKoalbC1YsGDBgoUqhqVsLViwYMGChSqGpWwtWLBgwYKFKsb/A4QZ/9NuQ52vAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "crs = rtma[3].herbie.crs\n",
    "\n",
    "ax = EasyMap(\"50m\", crs=crs).STATES().ax\n",
    "\n",
    "art = ax.pcolormesh(\n",
    "    rtma[2].longitude,\n",
    "    rtma[2].latitude,\n",
    "    (rtma[2].si10 - urma[2].si10),\n",
    "    transform=pc,\n",
    "    cmap=\"PRGn\",\n",
    "    vmax=3,\n",
    "    vmin=-3,\n",
    ")\n",
    "\n",
    "ax.set_title(\"RTMA minus URMA\")\n",
    "\n",
    "art = plt.colorbar(\n",
    "    art,\n",
    "    ax=ax,\n",
    "    label=\"10 m Wind Speed Difference (m/s)\",\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.01,\n",
    "    shrink=0.8,\n",
    "    extend=\"both\",\n",
    ")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "7d22a8b1",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "herbie-dev",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.3"
  },
  "vscode": {
   "interpreter": {
    "hash": "503f34cf80fd035ef48c05dab4c75d5c0d1a8f68786b036cc40813258a46572d"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}