{
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   "cell_type": "markdown",
   "id": "ae136e42",
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   "source": [
    "# ECMWF (IFS and AIFS)\n",
    "\n",
    "This tutorial demonstrates how to download the ECMWF Open Data Integrated Forecast System (IFS) and Artificial Intelligence IFS (AIFS). \n",
    "\n",
    "Recent and archived IFS and AIFS data is freely available from ECMWF in GRIB2 format ([👀 Read more ](https://confluence.ecmwf.int/display/DAC/ECMWF+open+data%3A+real-time+forecasts+from+IFS+and+AIFS)).\n",
    "\n",
    "> \"The data that are becoming available are based on a range of high-resolution forecasts (HRES – 9 km horizontal resolution) and ensemble forecasts (ENS – 18 km horizontal resolution).  \n",
    "> \\- [Media Statement](https://www.ecmwf.int/en/about/media-centre/news/2022/ecmwf-makes-wide-range-data-openly-available)\n",
    "\n",
    "> 29 February 2024: Update from 0.4 degree resolution to 0.25 degree resolution  \n",
    "> \\- [Media Statement](https://www.ecmwf.int/en/about/media-centre/news/2024/ecmwf-releases-much-larger-open-dataset)\n",
    "\n",
    "## Data Availability\n",
    "\n",
    "- **Jan 18, 2023**, IFS 0.4 degree resolution first available\n",
    "- **Feb 1, 2024** IFS 0.25 degree resolution first available\n",
    "- **Feb 1, 2024** AIFS 0.25 degree resolution first available\n",
    "- **May ?, 2024** IFS 0.4 degree discontinued.\n",
    "\n",
    "### Model Types\n",
    "\n",
    "ECMWF provides data for two different models\n",
    "\n",
    "1. `model=\"ifs\"` ECMWF Integrated Forecast System\n",
    "1. `model=\"aifs\"` ECMWF Artificial Intelligence Integrated Forecast System\n",
    "\n",
    "### Data Source\n",
    "\n",
    "| `prioriy=` | Data source                                                                  | Archive Duration      |\n",
    "| ---------- | ---------------------------------------------------------------------------- | --------------------- |\n",
    "| `\"ecmwf\"`  | [ECMWF Open Data Server](https://data.ecmwf.int/forecasts/)                  | last 4 days           |\n",
    "| `\"azure\"`  | [Microsoft Azure](https://ai4edataeuwest.blob.core.windows.net/ecmwf)        | 2022-01-21 to present |\n",
    "| `\"aws\"`    | [Amazon Web Services](https://ecmwf-forecasts.s3.eu-central-1.amazonaws.com) | 2023-01-18 to present |\n",
    "\n",
    "### Products\n",
    "\n",
    "> Note: the `aifs` only has the `oper` product.\n",
    "\n",
    "| `product=` | Product Description                                                                                 | Available model runs       |\n",
    "| ---------- | --------------------------------------------------------------------------------------------------- | -------------------------- |\n",
    "| `\"oper\"`   | operational high-resolution forecast, atmospheric fields                                            | `00z`, `12z`,              |\n",
    "| `\"wave\"`   | wave forecasts                                                                                      | `00z`, `12z`,              |\n",
    "| `\"scda\"`   | short cut-off high-resolution forecast, atmospheric fields (also known a high-frequency products)\", | `06z`, `18z`               |\n",
    "| `\"scwv\"`   | short cut-off high-resolution forecast, ocean wave fields (also known a high-frequency products)\",  | `06z`, `18z`               |\n",
    "| `\"enfo\"`   | ensemble forecast, atmospheric fields                                                               | `00z`, `06z`, `12z`, `18z` |\n",
    "| `\"waef\"`   | ensemble forecast, ocean wave fields,                                                               | `00z`, `06z`, `12z`, `18z` |\n",
    "| `\"mmsf\"`   | multi-model seasonal forecasts fields from the ECMWF model only.                                    | ?                          |\n",
    "\n",
    "**Model initialized** at 00z, 06z, 12z, 18z, but not all products are available every hour.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "b51a1150",
   "metadata": {},
   "outputs": [],
   "source": [
    "from herbie import Herbie\n",
    "\n",
    "import cartopy.crs as ccrs\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np\n",
    "\n",
    "from herbie import paint\n",
    "from herbie.toolbox import EasyMap, pc"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "75f8c69e",
   "metadata": {},
   "source": [
    "## Integrated Forecast System (IFS)\n",
    "\n",
    "IFS data is only available at 0.4 degree prior to February 1, 2024. After that date, the IFS is available at 0.25 degree resolution.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "b6a467e6",
   "metadata": {
    "notebookRunGroups": {
     "groupValue": ""
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=oper\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Mar-01 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "('https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-12h-oper-fc.grib2',\n",
       " 'https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-12h-oper-fc.index')"
      ]
     },
     "execution_count": 2,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2024-03-1\", model=\"ifs\", product=\"oper\", fxx=12)\n",
    "\n",
    "H.grib, H.idx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "8ff011d2",
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   "outputs": [
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       "      <td>925</td>\n",
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       "<p>83 rows × 17 columns</p>\n",
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      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range reference_time  \\\n",
       "0              1           0    798588           0-798588     2024-03-01   \n",
       "1              2      798588   1327999     798588-1327999     2024-03-01   \n",
       "2              3     1327999   1817293    1327999-1817293     2024-03-01   \n",
       "3              4     1817293   2534675    1817293-2534675     2024-03-01   \n",
       "4              5     2534675   3268614    2534675-3268614     2024-03-01   \n",
       "..           ...         ...       ...                ...            ...   \n",
       "78            79    58285210  59656192  58285210-59656192     2024-03-01   \n",
       "79            80    59656192  59759143  59656192-59759143     2024-03-01   \n",
       "80            81    59759143  61078909  59759143-61078909     2024-03-01   \n",
       "81            82    61078909  62399470  61078909-62399470     2024-03-01   \n",
       "82            83    62399470  63520541  62399470-63520541     2024-03-01   \n",
       "\n",
       "            valid_time            step param levelist levtype  number domain  \\\n",
       "0  2024-03-01 12:00:00 0 days 12:00:00    tp      NaN     sfc     NaN      g   \n",
       "1  2024-03-01 12:00:00 0 days 12:00:00     r      500      pl     NaN      g   \n",
       "2  2024-03-01 12:00:00 0 days 12:00:00    gh      850      pl     NaN      g   \n",
       "3  2024-03-01 12:00:00 0 days 12:00:00     u      925      pl     NaN      g   \n",
       "4  2024-03-01 12:00:00 0 days 12:00:00     v      925      pl     NaN      g   \n",
       "..                 ...             ...   ...      ...     ...     ...    ...   \n",
       "78 2024-03-01 12:00:00 0 days 12:00:00     d      250      pl     NaN      g   \n",
       "79 2024-03-01 12:00:00 0 days 12:00:00    ro      NaN     sfc     NaN      g   \n",
       "80 2024-03-01 12:00:00 0 days 12:00:00    vo      250      pl     NaN      g   \n",
       "81 2024-03-01 12:00:00 0 days 12:00:00     d       50      pl     NaN      g   \n",
       "82 2024-03-01 12:00:00 0 days 12:00:00    vo       50      pl     NaN      g   \n",
       "\n",
       "   expver class type stream                   search_this  \n",
       "0    0001    od   fc   oper     :tp:sfc:g:0001:od:fc:oper  \n",
       "1    0001    od   fc   oper   :r:500:pl:g:0001:od:fc:oper  \n",
       "2    0001    od   fc   oper  :gh:850:pl:g:0001:od:fc:oper  \n",
       "3    0001    od   fc   oper   :u:925:pl:g:0001:od:fc:oper  \n",
       "4    0001    od   fc   oper   :v:925:pl:g:0001:od:fc:oper  \n",
       "..    ...   ...  ...    ...                           ...  \n",
       "78   0001    od   fc   oper   :d:250:pl:g:0001:od:fc:oper  \n",
       "79   0001    od   fc   oper     :ro:sfc:g:0001:od:fc:oper  \n",
       "80   0001    od   fc   oper  :vo:250:pl:g:0001:od:fc:oper  \n",
       "81   0001    od   fc   oper    :d:50:pl:g:0001:od:fc:oper  \n",
       "82   0001    od   fc   oper   :vo:50:pl:g:0001:od:fc:oper  \n",
       "\n",
       "[83 rows x 17 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show the inventory\n",
    "H.inventory()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "061d5d68",
   "metadata": {},
   "outputs": [
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       "      <td>0001</td>\n",
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       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:10u:sfc:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>47</th>\n",
       "      <td>48</td>\n",
       "      <td>29068335</td>\n",
       "      <td>29928681</td>\n",
       "      <td>29068335-29928681</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>10v</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:10v:sfc:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range reference_time  \\\n",
       "46            47    28201794  29068335  28201794-29068335     2024-03-01   \n",
       "47            48    29068335  29928681  29068335-29928681     2024-03-01   \n",
       "\n",
       "            valid_time            step param levelist levtype  number domain  \\\n",
       "46 2024-03-01 12:00:00 0 days 12:00:00   10u      NaN     sfc     NaN      g   \n",
       "47 2024-03-01 12:00:00 0 days 12:00:00   10v      NaN     sfc     NaN      g   \n",
       "\n",
       "   expver class type stream                 search_this  \n",
       "46   0001    od   fc   oper  :10u:sfc:g:0001:od:fc:oper  \n",
       "47   0001    od   fc   oper  :10v:sfc:g:0001:od:fc:oper  "
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Show just 10-m U and V wind\n",
    "H.inventory(\":10[u|v]:\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "e9acd907",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "👨🏻‍🏭 Created directory: [/home/blaylock/data/ifs/20240301]\n",
      "📇 Download subset: \u001b[48;2;255;255;255m\u001b[38;2;136;33;27m▌\u001b[0m\u001b[38;2;12;53;118m\u001b[48;2;240;234;210m▌\u001b[38;2;0;0;0m\u001b[1mHerbie\u001b[0m IFS model \u001b[3moper\u001b[0m product initialized \u001b[38;2;41;130;13m2024-Mar-01 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3msource=azure\u001b[0m                                                            \n",
      " cURL from https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-12h-oper-fc.grib2\n",
      "Found \u001b[1m\u001b[38;2;41;130;13m1\u001b[0m grib messages.\n",
      "Download subset group 1\n",
      "  41  \u001b[38;2;255;153;0m:2t:sfc:g:0001:od:fc:oper\u001b[0m\n",
      "curl -s --range 24427114-25090915 \"https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-12h-oper-fc.grib2\" > \"/home/blaylock/data/ifs/20240301/subset_e0127a9f__20240301000000-12h-oper-fc.grib2\"\n",
      "💾 Saved the subset to /home/blaylock/data/ifs/20240301/subset_e0127a9f__20240301000000-12h-oper-fc.grib2\n"
     ]
    },
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01T12:00:00\n",
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       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0127a9f...\n",
       "    search:                  :2t:</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-7cfd9162-271d-4097-8bbb-a599ee15f131' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-7cfd9162-271d-4097-8bbb-a599ee15f131' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-85c3c222-b838-440b-88c6-21a7cbeb3f68' class='xr-section-summary-in' type='checkbox'  checked><label for='section-85c3c222-b838-440b-88c6-21a7cbeb3f68' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01</div><input id='attrs-89994439-905c-48b1-a4bc-22bd59a9941d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-89994439-905c-48b1-a4bc-22bd59a9941d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2bcef5e2-2547-448b-bcd9-0643d64a2067' class='xr-var-data-in' type='checkbox'><label for='data-2bcef5e2-2547-448b-bcd9-0643d64a2067' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>12:00:00</div><input id='attrs-fb3cb41a-8925-462e-a1f1-e6dd4142043b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-fb3cb41a-8925-462e-a1f1-e6dd4142043b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-87386466-5a83-4e40-a162-ac9cd667c683' class='xr-var-data-in' type='checkbox'><label for='data-87386466-5a83-4e40-a162-ac9cd667c683' 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(43200000000000, 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-f57827e3-862c-4b4d-a5f2-5c133d163afc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f57827e3-862c-4b4d-a5f2-5c133d163afc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0584c48a-07d1-4196-84ed-f70aa15b7d7d' class='xr-var-data-in' type='checkbox'><label for='data-0584c48a-07d1-4196-84ed-f70aa15b7d7d' 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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-4ba9fad7-c4f1-4e3f-91a8-7a22d205f158' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4ba9fad7-c4f1-4e3f-91a8-7a22d205f158' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-d2ec6bf4-f135-4716-8b6c-4de613a7ffae' class='xr-var-data-in' type='checkbox'><label for='data-d2ec6bf4-f135-4716-8b6c-4de613a7ffae' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.8 ... 179.5 179.8</div><input id='attrs-dd8d09a7-3c3c-4f74-8ccd-5243336b509e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd8d09a7-3c3c-4f74-8ccd-5243336b509e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-81c3970d-9a4c-4e07-8a94-35442f8ef63f' class='xr-var-data-in' type='checkbox'><label for='data-81c3970d-9a4c-4e07-8a94-35442f8ef63f' 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([-180.  , -179.75, -179.5 , ...,  179.25,  179.5 ,  179.75])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01T12:00:00</div><input id='attrs-4e04c7c2-cef3-49c1-8d86-dcc54687d9fb' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4e04c7c2-cef3-49c1-8d86-dcc54687d9fb' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c6187c46-ab53-4a30-94f1-535041db2efb' class='xr-var-data-in' type='checkbox'><label for='data-c6187c46-ab53-4a30-94f1-535041db2efb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-e56ca8a5-3f3f-443e-9ea0-a7eeef04e7e7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e56ca8a5-3f3f-443e-9ea0-a7eeef04e7e7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-63d46f35-9dae-4c9c-b5f1-653aa3c8b291' class='xr-var-data-in' type='checkbox'><label for='data-63d46f35-9dae-4c9c-b5f1-653aa3c8b291' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-b4924a8b-496c-4af9-a173-155111080adf' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b4924a8b-496c-4af9-a173-155111080adf' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>244.9 244.9 244.9 ... 224.6 224.6</div><input id='attrs-6c6103aa-1a8b-4339-8702-49ce3a0cb855' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6c6103aa-1a8b-4339-8702-49ce3a0cb855' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11e5c48e-ce10-4f2e-a200-7c7ae75fa9be' class='xr-var-data-in' type='checkbox'><label for='data-11e5c48e-ce10-4f2e-a200-7c7ae75fa9be' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.75</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>12</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</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([[244.92726, 244.92726, 244.92726, ..., 244.92726, 244.92726,\n",
       "        244.92726],\n",
       "       [245.11476, 245.11476, 245.11476, ..., 245.11476, 245.11476,\n",
       "        245.11476],\n",
       "       [245.33351, 245.33351, 245.33351, ..., 245.33351, 245.33351,\n",
       "        245.33351],\n",
       "       ...,\n",
       "       [224.45851, 224.45851, 224.45851, ..., 224.42726, 224.42726,\n",
       "        224.45851],\n",
       "       [225.02101, 225.02101, 225.02101, ..., 225.02101, 225.02101,\n",
       "        225.02101],\n",
       "       [224.55226, 224.55226, 224.55226, ..., 224.55226, 224.55226,\n",
       "        224.55226]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-b2d96fc7-455d-440f-a984-5ea04b73bde4' class='xr-section-summary-in' type='checkbox'  ><label for='section-b2d96fc7-455d-440f-a984-5ea04b73bde4' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-48d20c08-7754-4465-bbda-a36174a08539' class='xr-index-data-in' type='checkbox'/><label for='index-48d20c08-7754-4465-bbda-a36174a08539' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
       "        87.75,\n",
       "       ...\n",
       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
       "        -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-580b397f-d764-43ee-a17f-968a1861e121' class='xr-index-data-in' type='checkbox'/><label for='index-580b397f-d764-43ee-a17f-968a1861e121' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -180.0, -179.75,  -179.5, -179.25,  -179.0, -178.75,  -178.5, -178.25,\n",
       "        -178.0, -177.75,\n",
       "       ...\n",
       "         177.5,  177.75,   178.0,  178.25,   178.5,  178.75,   179.0,  179.25,\n",
       "         179.5,  179.75],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-c05ed3a6-d3a1-412b-9e60-1cb90e31c126' class='xr-section-summary-in' type='checkbox'  ><label for='section-c05ed3a6-d3a1-412b-9e60-1cb90e31c126' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>oper</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-12h-oper-fc.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20240301/subset_e0127a9f__20240301000000-12h-oper-fc.grib2</dd><dt><span>search :</span></dt><dd>:2t:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 4MB 244.9 244.9 ... 224.6\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0127a9f...\n",
       "    search:                  :2t:"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Get 2-m temperature as an xarray Dataset\n",
    "ds = H.xarray(\":2t:\", verbose=True)\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "4bb079fc",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7fb7ef104da0>"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds.t2m.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d4f924ca",
   "metadata": {},
   "source": [
    "### 0.4 degree IFS\n",
    "\n",
    "Again, the 0.4 degree IFS was available starting January 2023, but will be discontinued in May 2024 in favor of the 0.25 degree data. You can still access these files as long as they exist.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "d2015301",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=oper\u001b[0m ┊ \u001b[38;2;41;130;13m2023-Jul-04 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "'https://ai4edataeuwest.blob.core.windows.net/ecmwf/20230704/00z/0p4-beta/oper/20230704000000-12h-oper-fc.grib2'"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Accessing historical\n",
    "H = Herbie(\"2023-07-04\", model=\"ifs\", product=\"oper\", fxx=12)\n",
    "H.grib"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "f4782e73",
   "metadata": {},
   "source": [
    "## Eccodes-style Index Files\n",
    "\n",
    "The ECMWF index files are different than the wgrib2-style index files, so pay close attention to how you should select the field you want.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "9d4f1633",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=oper\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Mar-01 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n",
      "\n",
      "Use regular expression to search for lines in the index file.\n",
      "Here are some examples you can use for the ecCodes-style `search`\n",
      "\n",
      "Look at the ECMWF GRIB Parameter Database\n",
      "https://apps.ecmwf.int/codes/grib/param-db\n",
      "\n",
      "\n",
      "product=`oper` or `enfo`\n",
      "======================== ==============================================\n",
      "search=                  GRIB messages that will be downloaded\n",
      "======================== ==============================================\n",
      "\":2t:\"                   2-m temperature\n",
      "\":2d:\"                   2-m dew point temperature\n",
      "\":10u:\"                  10-m u wind vector\n",
      "\":10v:\"                  10-m v wind vector\n",
      "\":10[uv]:                10-m u and 10-m v wind\n",
      "\":[tuvr]:\"               Temp, u/v wind, RH (all levels)\n",
      "\":500:\"                  All variables on the 500 hPa level\n",
      "\":gh:500\"                Geopotential height only at 500 hPa\n",
      "\":gh:\"                   Geopotential height (all pressure levels)\n",
      "\":t:\"                    Temperature (all pressure levels)\n",
      "\":q:\"                    Specific Humidity (all pressure levels)\n",
      "\":r:\"                    Relative humidity (all pressure levels)\n",
      "\":v:\"                    v wind vector (all pressure levels)\n",
      "\":u:\"                    u wind vector (all pressure levels)\n",
      "\":w:\"                    Vertical velocity (Pascals per second)\n",
      "\":lsm:\"                  Land-sea mask\n",
      "\":ttr:\"                  Top net long-wave (thermal) radiation\n",
      "\":ssrd:\"                 Surface short-wave (solar) radiation downwards\n",
      "\":ssr:\"                  Surface net short-wave (solar) radiation\n",
      "\":strd:\"                 Surface long-wave (thermal) radiation downwards\n",
      "\":str:\"                  Surface net long-wave (thermal) radiation\n",
      "\":swvl1:\"                Volumetric soil water layer 1 (depth 0 meters)\n",
      "\":swvl2:\"                Volumetric soil water layer 2 (depth 7 meters)\n",
      "\":swvl3:\"                Volumetric soil water layer 3 (depth 28 meters)\n",
      "\":swvl4:\"                Volumetric soil water layer 4 (depth 100 meters)\n",
      "\":skt:\"                  Skin (surface) temperature\n",
      "\":d:\"                    Divergence (all levels)\n",
      "\":st:\"                   Soil temperature\n",
      "\":stl2:\"                 Soil temperature level 2 (depth 7 meters)\n",
      "\":tp:\"                   Total precipitation\n",
      "\":ro:\"                   Run-off\n",
      "\":asn:\"                  Snow albedo\n",
      "\":msl:\"                  Mean sea level pressure\n",
      "\":sp:\"                   Surface pressure\n",
      "\":cape:\"                 CAPE\n",
      "\":tcwv:\"                 Total column vertically integrated water vapor\n",
      "\":vo:\"                   Relative vorticity\n",
      "\n",
      "product=`wave` or `waef`\n",
      "======================== ==============================================\n",
      "search=                  GRIB messages that will be downloaded\n",
      "======================== ==============================================\n",
      "\":swh:\"                  Significant height of wind waves + swell\n",
      "\":mwp:\"                  Mean wave period\n",
      "\":mwd:\"                  Mean wave direction\n",
      "\":pp1d:\"                 Peak wave period\n",
      "\":mp2:\"                  Mean zero-crossing wave period\n",
      "\n",
      "If you need help with regular expression, search the web or look at\n",
      "this cheatsheet: https://www.petefreitag.com/cheatsheets/regex/.\n",
      "\n",
      "Here is an example: https://regex101.com/r/niNjwp/1\n",
      "\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\"2024-03-1\", model=\"ifs\", product=\"oper\", fxx=12)\n",
    "\n",
    "# Show the search_help\n",
    "print(H.search_help)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "912c28ce",
   "metadata": {},
   "source": [
    "When considering search queries, pay attention to the \"search_this\" column; that columns is used for the regex search.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "66a65101",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "<div>\n",
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       "\n",
       "    .dataframe thead th {\n",
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       "    }\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>step</th>\n",
       "      <th>param</th>\n",
       "      <th>levelist</th>\n",
       "      <th>levtype</th>\n",
       "      <th>number</th>\n",
       "      <th>domain</th>\n",
       "      <th>expver</th>\n",
       "      <th>class</th>\n",
       "      <th>type</th>\n",
       "      <th>stream</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>798588</td>\n",
       "      <td>0-798588</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>tp</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:tp:sfc:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>798588</td>\n",
       "      <td>1327999</td>\n",
       "      <td>798588-1327999</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>r</td>\n",
       "      <td>500</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:r:500:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>1327999</td>\n",
       "      <td>1817293</td>\n",
       "      <td>1327999-1817293</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>gh</td>\n",
       "      <td>850</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:gh:850:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>1817293</td>\n",
       "      <td>2534675</td>\n",
       "      <td>1817293-2534675</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>u</td>\n",
       "      <td>925</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:u:925:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>2534675</td>\n",
       "      <td>3268614</td>\n",
       "      <td>2534675-3268614</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>v</td>\n",
       "      <td>925</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:v:925:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>78</th>\n",
       "      <td>79</td>\n",
       "      <td>58285210</td>\n",
       "      <td>59656192</td>\n",
       "      <td>58285210-59656192</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>d</td>\n",
       "      <td>250</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:d:250:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>79</th>\n",
       "      <td>80</td>\n",
       "      <td>59656192</td>\n",
       "      <td>59759143</td>\n",
       "      <td>59656192-59759143</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>ro</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:ro:sfc:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>80</th>\n",
       "      <td>81</td>\n",
       "      <td>59759143</td>\n",
       "      <td>61078909</td>\n",
       "      <td>59759143-61078909</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>vo</td>\n",
       "      <td>250</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:vo:250:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>81</th>\n",
       "      <td>82</td>\n",
       "      <td>61078909</td>\n",
       "      <td>62399470</td>\n",
       "      <td>61078909-62399470</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>d</td>\n",
       "      <td>50</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:d:50:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>82</th>\n",
       "      <td>83</td>\n",
       "      <td>62399470</td>\n",
       "      <td>63520541</td>\n",
       "      <td>62399470-63520541</td>\n",
       "      <td>2024-03-01</td>\n",
       "      <td>2024-03-01 12:00:00</td>\n",
       "      <td>0 days 12:00:00</td>\n",
       "      <td>vo</td>\n",
       "      <td>50</td>\n",
       "      <td>pl</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>fc</td>\n",
       "      <td>oper</td>\n",
       "      <td>:vo:50:pl:g:0001:od:fc:oper</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>83 rows × 17 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "    grib_message  start_byte  end_byte              range reference_time  \\\n",
       "0              1           0    798588           0-798588     2024-03-01   \n",
       "1              2      798588   1327999     798588-1327999     2024-03-01   \n",
       "2              3     1327999   1817293    1327999-1817293     2024-03-01   \n",
       "3              4     1817293   2534675    1817293-2534675     2024-03-01   \n",
       "4              5     2534675   3268614    2534675-3268614     2024-03-01   \n",
       "..           ...         ...       ...                ...            ...   \n",
       "78            79    58285210  59656192  58285210-59656192     2024-03-01   \n",
       "79            80    59656192  59759143  59656192-59759143     2024-03-01   \n",
       "80            81    59759143  61078909  59759143-61078909     2024-03-01   \n",
       "81            82    61078909  62399470  61078909-62399470     2024-03-01   \n",
       "82            83    62399470  63520541  62399470-63520541     2024-03-01   \n",
       "\n",
       "            valid_time            step param levelist levtype  number domain  \\\n",
       "0  2024-03-01 12:00:00 0 days 12:00:00    tp      NaN     sfc     NaN      g   \n",
       "1  2024-03-01 12:00:00 0 days 12:00:00     r      500      pl     NaN      g   \n",
       "2  2024-03-01 12:00:00 0 days 12:00:00    gh      850      pl     NaN      g   \n",
       "3  2024-03-01 12:00:00 0 days 12:00:00     u      925      pl     NaN      g   \n",
       "4  2024-03-01 12:00:00 0 days 12:00:00     v      925      pl     NaN      g   \n",
       "..                 ...             ...   ...      ...     ...     ...    ...   \n",
       "78 2024-03-01 12:00:00 0 days 12:00:00     d      250      pl     NaN      g   \n",
       "79 2024-03-01 12:00:00 0 days 12:00:00    ro      NaN     sfc     NaN      g   \n",
       "80 2024-03-01 12:00:00 0 days 12:00:00    vo      250      pl     NaN      g   \n",
       "81 2024-03-01 12:00:00 0 days 12:00:00     d       50      pl     NaN      g   \n",
       "82 2024-03-01 12:00:00 0 days 12:00:00    vo       50      pl     NaN      g   \n",
       "\n",
       "   expver class type stream                   search_this  \n",
       "0    0001    od   fc   oper     :tp:sfc:g:0001:od:fc:oper  \n",
       "1    0001    od   fc   oper   :r:500:pl:g:0001:od:fc:oper  \n",
       "2    0001    od   fc   oper  :gh:850:pl:g:0001:od:fc:oper  \n",
       "3    0001    od   fc   oper   :u:925:pl:g:0001:od:fc:oper  \n",
       "4    0001    od   fc   oper   :v:925:pl:g:0001:od:fc:oper  \n",
       "..    ...   ...  ...    ...                           ...  \n",
       "78   0001    od   fc   oper   :d:250:pl:g:0001:od:fc:oper  \n",
       "79   0001    od   fc   oper     :ro:sfc:g:0001:od:fc:oper  \n",
       "80   0001    od   fc   oper  :vo:250:pl:g:0001:od:fc:oper  \n",
       "81   0001    od   fc   oper    :d:50:pl:g:0001:od:fc:oper  \n",
       "82   0001    od   fc   oper   :vo:50:pl:g:0001:od:fc:oper  \n",
       "\n",
       "[83 rows x 17 columns]"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "277a94a4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array(['tp', 'msl', '2t', '10u', 'gh', 't', 'u', 'v', 'st', 'r', 'skt',\n",
       "       'sp', 'lsm', '10v', 'tcwv', 'q', 'd', 'vo', 'ro'], dtype=object)"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.inventory().param.unique()"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "48a8f6cd",
   "metadata": {},
   "source": [
    "Ok, now that we have some understanding of the index file, we can read the 2-m temperature data.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "24b519cd",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 4MB 244.9 244.9 ... 224.6\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0127a9f...\n",
       "    search:                  :2t:</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-d303e7e6-46c2-4d4d-b943-f895d8031491' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d303e7e6-46c2-4d4d-b943-f895d8031491' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-458fedcc-4baf-45c1-9dc1-ab3449b91f6e' class='xr-section-summary-in' type='checkbox'  checked><label for='section-458fedcc-4baf-45c1-9dc1-ab3449b91f6e' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01</div><input id='attrs-acc0616e-cadd-43d7-a7e1-93875a2ad0fd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-acc0616e-cadd-43d7-a7e1-93875a2ad0fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-987af1b5-d947-41c5-95eb-a0a57535abf9' class='xr-var-data-in' type='checkbox'><label for='data-987af1b5-d947-41c5-95eb-a0a57535abf9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>12:00:00</div><input id='attrs-bc242291-4e66-4a20-a22d-a33085b181ae' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bc242291-4e66-4a20-a22d-a33085b181ae' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-da0b50ab-e992-4978-9822-da1abc327f81' class='xr-var-data-in' type='checkbox'><label for='data-da0b50ab-e992-4978-9822-da1abc327f81' 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(43200000000000, 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-df9a87fb-1a37-4a1a-891b-d444ed98977d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df9a87fb-1a37-4a1a-891b-d444ed98977d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0a2edc44-8a5c-4b3b-9bbe-5805ecca7075' class='xr-var-data-in' type='checkbox'><label for='data-0a2edc44-8a5c-4b3b-9bbe-5805ecca7075' 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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-25a6c8a4-3cc8-4600-88d6-780a3acaff26' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-25a6c8a4-3cc8-4600-88d6-780a3acaff26' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-307ae1a1-6343-4f88-8bc1-053a113986eb' class='xr-var-data-in' type='checkbox'><label for='data-307ae1a1-6343-4f88-8bc1-053a113986eb' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.8 ... 179.5 179.8</div><input id='attrs-7b619273-3a43-400d-939a-b5561ed13d0f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7b619273-3a43-400d-939a-b5561ed13d0f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-71bbb12c-0083-465c-a8a5-6bb03cf4b7df' class='xr-var-data-in' type='checkbox'><label for='data-71bbb12c-0083-465c-a8a5-6bb03cf4b7df' 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([-180.  , -179.75, -179.5 , ...,  179.25,  179.5 ,  179.75])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01T12:00:00</div><input id='attrs-4bf4b03e-f15e-4d84-a821-650dc08cac86' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-4bf4b03e-f15e-4d84-a821-650dc08cac86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7284c677-c603-4612-9ea9-40b616d7f0c2' class='xr-var-data-in' type='checkbox'><label for='data-7284c677-c603-4612-9ea9-40b616d7f0c2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-a03d36e6-cadc-412c-96fb-a9c220e1ccf7' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a03d36e6-cadc-412c-96fb-a9c220e1ccf7' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-351a7dd8-5715-4ce1-b9af-5f82a1590464' class='xr-var-data-in' type='checkbox'><label for='data-351a7dd8-5715-4ce1-b9af-5f82a1590464' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-d29ff46f-5822-43b0-ab91-c983f3ea2cb6' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d29ff46f-5822-43b0-ab91-c983f3ea2cb6' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>244.9 244.9 244.9 ... 224.6 224.6</div><input id='attrs-5a1e1083-f532-4319-a2b9-fb74cd3e694d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5a1e1083-f532-4319-a2b9-fb74cd3e694d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2782ec32-48f6-4b7c-a883-341670a94f3f' class='xr-var-data-in' type='checkbox'><label for='data-2782ec32-48f6-4b7c-a883-341670a94f3f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>167</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t2m</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.75</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>12</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</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([[244.92726, 244.92726, 244.92726, ..., 244.92726, 244.92726,\n",
       "        244.92726],\n",
       "       [245.11476, 245.11476, 245.11476, ..., 245.11476, 245.11476,\n",
       "        245.11476],\n",
       "       [245.33351, 245.33351, 245.33351, ..., 245.33351, 245.33351,\n",
       "        245.33351],\n",
       "       ...,\n",
       "       [224.45851, 224.45851, 224.45851, ..., 224.42726, 224.42726,\n",
       "        224.45851],\n",
       "       [225.02101, 225.02101, 225.02101, ..., 225.02101, 225.02101,\n",
       "        225.02101],\n",
       "       [224.55226, 224.55226, 224.55226, ..., 224.55226, 224.55226,\n",
       "        224.55226]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-10832dc5-8ee3-4a78-95d1-3f76a6ac1632' class='xr-section-summary-in' type='checkbox'  ><label for='section-10832dc5-8ee3-4a78-95d1-3f76a6ac1632' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-169f0c4f-264e-4aa8-9536-9385e479398b' class='xr-index-data-in' type='checkbox'/><label for='index-169f0c4f-264e-4aa8-9536-9385e479398b' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
       "        87.75,\n",
       "       ...\n",
       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
       "        -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-191ef23d-b61e-4eaa-b7ef-6b2d2cb53097' class='xr-index-data-in' type='checkbox'/><label for='index-191ef23d-b61e-4eaa-b7ef-6b2d2cb53097' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -180.0, -179.75,  -179.5, -179.25,  -179.0, -178.75,  -178.5, -178.25,\n",
       "        -178.0, -177.75,\n",
       "       ...\n",
       "         177.5,  177.75,   178.0,  178.25,   178.5,  178.75,   179.0,  179.25,\n",
       "         179.5,  179.75],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-19654ad0-7ee0-4310-9732-db5ffb58a5a1' class='xr-section-summary-in' type='checkbox'  ><label for='section-19654ad0-7ee0-4310-9732-db5ffb58a5a1' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>oper</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-12h-oper-fc.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20240301/subset_e0127a9f__20240301000000-12h-oper-fc.grib2</dd><dt><span>search :</span></dt><dd>:2t:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 4MB 244.9 244.9 ... 224.6\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0127a9f...\n",
       "    search:                  :2t:"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\":2t:\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "4e58339a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '2 metre temperature')"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 10]).STATES().BORDERS().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.t2m - 273.15,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSTemperature.cbar_kwargs2\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": "82d43752",
   "metadata": {},
   "source": [
    "Now the same, but for wind. Use the Herbie accessor to compute wind speed and direction.\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "06053033",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=oper\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Mar-01 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 17MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 10.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    u10                  (latitude, longitude) float32 4MB 1.654 ... -1.237\n",
       "    v10                  (latitude, longitude) float32 4MB 0.9546 ... 2.361\n",
       "    si10                 (latitude, longitude) float32 4MB 1.909 1.909 ... 2.665\n",
       "    wdir10               (latitude, longitude) float32 4MB 240.0 240.0 ... 152.3\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0ef1f8f...\n",
       "    search:                  :10[u|v]:</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-09b3f788-e6dc-4b1e-8210-a4f5e6c12502' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-09b3f788-e6dc-4b1e-8210-a4f5e6c12502' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1961a192-b205-4a83-b242-f2b9f2f4afd7' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1961a192-b205-4a83-b242-f2b9f2f4afd7' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01</div><input id='attrs-16483047-1fb6-4d3e-bcb5-a8307af10a46' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-16483047-1fb6-4d3e-bcb5-a8307af10a46' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c2345ac5-ec3b-484d-b7e2-67ff9d7cff07' class='xr-var-data-in' type='checkbox'><label for='data-c2345ac5-ec3b-484d-b7e2-67ff9d7cff07' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-0a0315ad-b01c-4a90-9cdf-5ea83be10869' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0a0315ad-b01c-4a90-9cdf-5ea83be10869' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9154ee86-21d6-4056-b363-3f9b8b4112d1' class='xr-var-data-in' type='checkbox'><label for='data-9154ee86-21d6-4056-b363-3f9b8b4112d1' 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-153d3b89-f355-4889-b9f3-e0a1c3b5e3c1' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-153d3b89-f355-4889-b9f3-e0a1c3b5e3c1' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c160b8ac-539a-4d00-a09e-11514d1c17dc' class='xr-var-data-in' type='checkbox'><label for='data-c160b8ac-539a-4d00-a09e-11514d1c17dc' 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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-ee4eca69-30f4-48c9-913b-665bebae0f67' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ee4eca69-30f4-48c9-913b-665bebae0f67' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ae12994b-0bd1-4c95-93e9-058e3d8d5d4f' class='xr-var-data-in' type='checkbox'><label for='data-ae12994b-0bd1-4c95-93e9-058e3d8d5d4f' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.8 ... 179.5 179.8</div><input id='attrs-6b1e7dc5-a180-4a17-b1cd-34f72e28ba1d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6b1e7dc5-a180-4a17-b1cd-34f72e28ba1d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b5ec879-1b12-42b5-a2bb-ad4a525e5e52' class='xr-var-data-in' type='checkbox'><label for='data-9b5ec879-1b12-42b5-a2bb-ad4a525e5e52' 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([-180.  , -179.75, -179.5 , ...,  179.25,  179.5 ,  179.75])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01</div><input id='attrs-9218f08d-e481-40e7-aa12-de7d420e17e2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9218f08d-e481-40e7-aa12-de7d420e17e2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbb30e54-d504-4063-8468-9cc12050e89a' class='xr-var-data-in' type='checkbox'><label for='data-dbb30e54-d504-4063-8468-9cc12050e89a' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-6e108073-9596-4e63-8789-148d3f31f57c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6e108073-9596-4e63-8789-148d3f31f57c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7a75363e-b928-4a07-a3d7-77b03d05b12e' class='xr-var-data-in' type='checkbox'><label for='data-7a75363e-b928-4a07-a3d7-77b03d05b12e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-870160ed-5fb0-4b4c-adc4-7f366753c108' class='xr-section-summary-in' type='checkbox'  checked><label for='section-870160ed-5fb0-4b4c-adc4-7f366753c108' class='xr-section-summary' >Data variables: <span>(4)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>u10</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.654 1.654 1.654 ... -1.237 -1.237</div><input id='attrs-129272a8-9d91-4811-901e-c9cd3f55e916' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-129272a8-9d91-4811-901e-c9cd3f55e916' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-57124ecd-1e33-4c17-b5f7-eb3d0deb0299' class='xr-var-data-in' type='checkbox'><label for='data-57124ecd-1e33-4c17-b5f7-eb3d0deb0299' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>165</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>eastward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>u10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre U wind component</dd><dt><span>GRIB_parameterName :</span></dt><dd>u-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m/s</dd><dt><span>GRIB_shortName :</span></dt><dd>10u</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>10 metre U wind component</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>eastward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[ 1.6536407,  1.6536407,  1.6536407, ...,  1.6536407,  1.6536407,\n",
       "         1.6536407],\n",
       "       [-1.0182343, -1.0182343, -1.0026093, ..., -1.0494843, -1.0338593,\n",
       "        -1.0338593],\n",
       "       [-1.5026093, -1.5026093, -1.5026093, ..., -1.5182343, -1.5182343,\n",
       "        -1.5182343],\n",
       "       ...,\n",
       "       [ 2.5286407,  2.5130157,  2.5130157, ...,  2.5442657,  2.5286407,\n",
       "         2.5286407],\n",
       "       [ 2.7786407,  2.7786407,  2.7630157, ...,  2.7786407,  2.7786407,\n",
       "         2.7786407],\n",
       "       [-1.2369843, -1.2369843, -1.2369843, ..., -1.2369843, -1.2369843,\n",
       "        -1.2369843]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>v10</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.9546 0.9546 ... 2.361 2.361</div><input id='attrs-318580f7-4f7a-4dde-b085-24ad9453fc4f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-318580f7-4f7a-4dde-b085-24ad9453fc4f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6a493621-7886-4acb-a1aa-ca16d0c82167' class='xr-var-data-in' type='checkbox'><label for='data-6a493621-7886-4acb-a1aa-ca16d0c82167' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>166</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>northward_wind</dd><dt><span>GRIB_cfVarName :</span></dt><dd>v10</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>10 metre V wind component</dd><dt><span>GRIB_parameterName :</span></dt><dd>v-component of wind</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m/s</dd><dt><span>GRIB_shortName :</span></dt><dd>10v</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m s**-1</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>10 metre V wind component</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>northward_wind</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[0.95462036, 0.95462036, 0.95462036, ..., 0.95462036, 0.95462036,\n",
       "        0.95462036],\n",
       "       [1.5796204 , 1.5796204 , 1.5796204 , ..., 1.5639954 , 1.5639954 ,\n",
       "        1.5639954 ],\n",
       "       [1.6264954 , 1.6108704 , 1.6108704 , ..., 1.6264954 , 1.6264954 ,\n",
       "        1.6264954 ],\n",
       "       ...,\n",
       "       [1.5796204 , 1.5952454 , 1.6108704 , ..., 1.5639954 , 1.5639954 ,\n",
       "        1.5796204 ],\n",
       "       [0.98587036, 1.0014954 , 1.0014954 , ..., 0.95462036, 0.97024536,\n",
       "        0.97024536],\n",
       "       [2.3608704 , 2.3608704 , 2.3608704 , ..., 2.3608704 , 2.3608704 ,\n",
       "        2.3608704 ]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>si10</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>1.909 1.909 1.909 ... 2.665 2.665</div><input id='attrs-9232f91b-badc-4806-8a3e-7d8b9483978a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9232f91b-badc-4806-8a3e-7d8b9483978a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f1de5024-35ea-4c1d-a791-b7678c22fe0b' class='xr-var-data-in' type='checkbox'><label for='data-f1de5024-35ea-4c1d-a791-b7678c22fe0b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>207</dd><dt><span>long_name :</span></dt><dd>10 metre wind speed</dd><dt><span>units :</span></dt><dd>m s**-1</dd><dt><span>standard_name :</span></dt><dd>wind_speed</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[1.9094051, 1.9094051, 1.9094051, ..., 1.9094051, 1.9094051,\n",
       "        1.9094051],\n",
       "       [1.879362 , 1.879362 , 1.8709425, ..., 1.8834804, 1.874819 ,\n",
       "        1.874819 ],\n",
       "       [2.2143445, 2.202893 , 2.202893 , ..., 2.224977 , 2.224977 ,\n",
       "        2.224977 ],\n",
       "       ...,\n",
       "       [2.9814801, 2.9765847, 2.9849877, ..., 2.9865315, 2.9732313,\n",
       "        2.9814801],\n",
       "       [2.9483528, 2.9536142, 2.9389198, ..., 2.938051 , 2.943165 ,\n",
       "        2.943165 ],\n",
       "       [2.6653028, 2.6653028, 2.6653028, ..., 2.6653028, 2.6653028,\n",
       "        2.6653028]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>wdir10</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>240.0 240.0 240.0 ... 152.3 152.3</div><input id='attrs-17ccf0f4-71db-4628-bb8f-462105d59814' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-17ccf0f4-71db-4628-bb8f-462105d59814' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-2862a6c9-9152-4bfc-b20c-5509a470f871' class='xr-var-data-in' type='checkbox'><label for='data-2862a6c9-9152-4bfc-b20c-5509a470f871' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>GRIB_paramId :</span></dt><dd>260260</dd><dt><span>long_name :</span></dt><dd>10 metre wind direction</dd><dt><span>units :</span></dt><dd>degree</dd><dt><span>standard_name :</span></dt><dd>wind_from_direction</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[240.00285, 240.00285, 240.00285, ..., 240.00285, 240.00285,\n",
       "        240.00285],\n",
       "       [147.19388, 147.19388, 147.59607, ..., 146.1373 , 146.53381,\n",
       "        146.53381],\n",
       "       [137.26724, 136.99147, 136.99147, ..., 136.97171, 136.97171,\n",
       "        136.97171],\n",
       "       ...,\n",
       "       [238.00732, 237.5929 , 237.33969, ..., 238.42038, 238.2627 ,\n",
       "        238.00732],\n",
       "       [250.46516, 250.1795 , 250.07622, ..., 251.0395 , 250.75183,\n",
       "        250.75183],\n",
       "       [152.3476 , 152.3476 , 152.3476 , ..., 152.3476 , 152.3476 ,\n",
       "        152.3476 ]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-8642399c-e3e5-4733-aa82-a75481349fc2' class='xr-section-summary-in' type='checkbox'  ><label for='section-8642399c-e3e5-4733-aa82-a75481349fc2' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-6e8b3053-17c3-4578-9dfa-259e13621d2f' class='xr-index-data-in' type='checkbox'/><label for='index-6e8b3053-17c3-4578-9dfa-259e13621d2f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
       "        87.75,\n",
       "       ...\n",
       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
       "        -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c6ac50eb-9567-425c-8389-fc14a9730cba' class='xr-index-data-in' type='checkbox'/><label for='index-c6ac50eb-9567-425c-8389-fc14a9730cba' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -180.0, -179.75,  -179.5, -179.25,  -179.0, -178.75,  -178.5, -178.25,\n",
       "        -178.0, -177.75,\n",
       "       ...\n",
       "         177.5,  177.75,   178.0,  178.25,   178.5,  178.75,   179.0,  179.25,\n",
       "         179.5,  179.75],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f3f256a4-cc88-4c61-b2eb-e5de8579aab2' class='xr-section-summary-in' type='checkbox'  ><label for='section-f3f256a4-cc88-4c61-b2eb-e5de8579aab2' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>oper</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-0h-oper-fc.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20240301/subset_e0ef1f8f__20240301000000-0h-oper-fc.grib2</dd><dt><span>search :</span></dt><dd>:10[u|v]:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 17MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 10.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    u10                  (latitude, longitude) float32 4MB 1.654 ... -1.237\n",
       "    v10                  (latitude, longitude) float32 4MB 0.9546 ... 2.361\n",
       "    si10                 (latitude, longitude) float32 4MB 1.909 1.909 ... 2.665\n",
       "    wdir10               (latitude, longitude) float32 4MB 240.0 240.0 ... 152.3\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0ef1f8f...\n",
       "    search:                  :10[u|v]:"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2024-03-01\", model=\"ifs\", product=\"oper\")\n",
    "\n",
    "# Get u and v wind component\n",
    "ds = H.xarray(\":10[u|v]:\").herbie.with_wind()\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "6f53f49d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, 'wind_speed')"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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ZM6bRc8vKyoTD4RDnnXdexLnffvutACLGipaMTSYmJiZHCofF/Gz+/PmsXLky/JszZ074mN1u55NPPmHjxo387W9/45JLLqGoqIhHH32UAQMGsHnz5nDe8ePHo6pqs6vty5Yto66uLmpVrlu3bpx88skx1fm//e1vI/6+9NJLAWPlD2D27NlIksRll12GqqrhX0ZGBsOGDYvyMOX1ejn55JOjrrN9+3YuvfRSMjIyUBQFq9XK+PHjAaLMfFrKwoULGThwIGPGjIlIv/LKKxFCRGlBpk6dGtaUAQwdOhQgwrSsurqaO++8k969e2OxWLBYLHg8HmpqatpcT4Czzz474u9Y127IkiVLiIuL4/TTT49InzZtWsz8kiRx1llnRV2n/jVC2sPQr76ZHsDJJ5+M1+sN/+3z+ViwYAHnnXceLpcr4twzzjgDn88XNoUZM2YMa9as4aabbuKLL76I8uBXU1PD999/z4UXXhhhdqkoCpdffjk7d+6M6PeHgta+My1p49YQ6qMNr3/RRRfhdrujrj906FD69u0bkTZ79mwmTpxIVlZWxPOZMmUKYPQjgLlz5+JwOMImoY2xevVqzj77bJKTk8Pv6hVXXIGmaWzZsgWA3r174/V6ufPOO3n55ZfZuHFjm+6/Jezbt48bbriBbt26YbFYsFqt5OTkAK0bO4YPH06XLl3Cfw8YMAAwzMHq7/sLpYee6ebNm9m9ezeXX355WPMM4PF4uOCCC1i+fHnYZHfMmDHMnDmTRx55hOXLl0eZ7IWIi4uLGhMuvfRSdF3n66+/jkhvbtzaunUrmzZtCo/lDd/RPXv2RL1XF1xwQZNtBYbjhcrKSm666aaDModu7hqlpaVMnz49alw6/fTTWblyZYSJcn2WLVuGz+eL+oaNGzcu3D9CNDc2mZiYmBxJHBahZtiwYYwePTr8C32M6jNgwABuu+023n77bfLz83nmmWcoKSkJm2u0hpCJQyxzraysrCgTCIvFQnJyckRaRkZGRFl79+5FCEF6ejpWqzXit3z58gi79sauXV1dzYknnsj333/PI488wuLFi1m5ciUff/wxYGxUbQslJSWN3mv9ewjR8F5DJhH1r3/ppZfyj3/8g2uvvZYvvviCFStWsHLlSlJTU9tcz5ZeuyElJSURpn0hYqUBuFwuHA5H1HV8Pl/470mTJkU8w4YT3IbtWVJSgqqqPP/881HP/4wzzgAI94G7776bv/71ryxfvpwpU6aQnJzMpEmTwvsTysrKEEK06pl1NK19Z1rSxq29vsViiTKPkySJjIyMqOvHqufevXv57LPPop7PoEGDgAPPp6ioiKysrIiJeUPy8/M58cQT2bVrF8899xxLly5l5cqV4f1Tof6akJDAkiVLGD58OPfccw+DBg0iKyuLGTNmNDqRbwu6rnPqqafy8ccfc8cdd7BgwQJWrFgRFqRb804mJSVF/G2z2ZpMDz3T5vqIruuUlZUBxt7B6dOn8+qrrzJ27FiSkpK44oorKCwsjDgv1jvccOwN0dzYsXfvXgBuv/32qD5w0003AbRonG5IUVERQHh/TEcQqvuFF14YVfcnnngCIQSlpaUxzw21U6jd6tMwrbmxycTExORI4rDsqWktkiTxhz/8gYceeqhJm+XGCH389uzZE3Vs9+7dUftBVFWlpKQk4qMZ+viG0lJSUpAkiaVLl8a0i26YFmtFb+HChezevZvFixeHtTPAQdszJycnN3qvobq3hoqKCmbPns2MGTO46667wul+v7/RD2tHkpyczIoVK6LSG06QWsMrr7wS3vMA0W3U8Pl5vd6wJuXmm2+OWWbITbnFYuGPf/wjf/zjHykvL2f+/Pncc889nHbaaRQUFOD1epFluc3PzOFwUFFREZXecMLWGlr7zrQ3ycnJqKpKUVFRhGAjhKCwsJBjjjkmIn+s9yslJYWhQ4fy6KOPxrxGSGBMTU3lm2++Qdf1RgWbWbNmUVNTw8cffxyx2v3TTz9F5R0yZAjvv/8+QgjWrl3LzJkzeeihh3A6nRHvz8Gwfv161qxZw8yZM5k+fXo4fevWre1Sfktoro/IshzWbqakpPDss8/y7LPPkp+fz6effspdd93Fvn37mDdvXvi80GS+Pg3H3pYS6qN33303559/fsw89feXQMsc0YT6Y8jxQ0cQqvvzzz/PcccdFzNPY4s4oXaKNR4WFhaGnRNA82NTe3noNDExMTkUdDrvZ7E+kGB8JCsrK8MTkdYwduxYnE4nb7/9dkT6zp07WbhwYcwNl++8807E3++++y5wIL7HmWeeiRCCXbt2RWidQr8hQ4Y0W6/QB7ShAPTKK69E5W2JBiPEpEmT2LhxI6tWrYpIf+utt5AkiYkTJzZbRsN6CiGi6vnqq6826pWoIxk/fjxVVVVR3nzef//9NpfZr1+/iOdX/8MfC5fLxcSJE1m9ejVDhw6N2QdiTcISExO58MILufnmmyktLSU3Nxe3282xxx7Lxx9/HPF8dV3n7bffpmvXrlGmVfXp3r07W7ZsifA0VlJSEuG5C1rXh9ryzrQnofIbXv+jjz6ipqamRdc/88wzWb9+Pb169Yr5fEJjyZQpU/D5fDG95oWI9a4KIfjXv/7V5DnDhg3jb3/7G4mJiRHvo91uPygNZ0eNHa2hX79+dOnShXfffTfC1X5NTQ0fffRR2CNaQ7Kzs7nllluYPHly1BhVVVXFp59+GpH27rvvIssyJ510Uqvr16dPH9asWRPz+Y8ePToibEBLGTduHAkJCbz88ssdFmLg+OOPJzExkY0bNzZa95DmrCHHHXccDocj6hv23XffNWkOGmtsMjExMTmS6HSamt/97neUl5dzwQUXMHjwYBRFYdOmTfztb39DlmXuvPPOcN4lS5YwadIk7r///ib31SQmJvKXv/yFe+65hyuuuIJp06ZRUlLCgw8+iMPhCHupCmGz2Xj66aeprq7mmGOOCXs/mzJlStibz/HHH8/vfvc7rrrqKn744QdOOukk3G43e/bs4ZtvvmHIkCHceOONTd7ruHHj8Hq93HDDDcyYMQOr1co777zDmjVrovKGhKQnnniCKVOmoCgKQ4cOjflh+8Mf/sBbb73F1KlTeeihh8jJyeHzzz/nxRdf5MYbb2xyghyL+Ph4TjrpJJ566ilSUlLo3r07S5Ys4bXXXjsswfymT5/O3/72Ny677DIeeeQRevfuzdy5c/niiy8AmjQjak+ee+45TjjhBE488URuvPFGunfvTlVVFVu3buWzzz4L7ws566yzGDx4MKNHjyY1NZW8vDyeffZZcnJywh7EHn/8cSZPnszEiRO5/fbbsdlsvPjii6xfv5733nuvyRXkyy+/nFdeeYXLLruM6667jpKSEp588skoj1pxcXHk5OTwv//9j0mTJpGUlBR+ng1p7TvT3kyePJnTTjuNO++8k8rKSo4//viw97MRI0Zw+eWXN1vGQw89xFdffcW4ceO49dZb6devHz6fj9zcXObMmcPLL79M165dmTZtGm+88QY33HADmzdvZuLEiei6zvfff8+AAQO45JJLmDx5MjabjWnTpnHHHXfg8/l46aWXwuZVIWbPns2LL77IueeeS8+ePRFC8PHHH1NeXs7kyZPD+YYMGcLixYv57LPPyMzMJC4uLqw1qO+GuzH69+9Pr169uOuuuxBCkJSUxGeffcZXX30VlTc0djz33HNMnz4dq9VKv3792jShr48syzz55JP89re/5cwzz+T666/H7/fz1FNPUV5ezv/93/8BhqZ34sSJXHrppfTv35+4uDhWrlzJvHnzojQoycnJ3HjjjeTn59O3b1/mzJnDv/71L2688Uays7NbXcdXXnmFKVOmcNppp3HllVfSpUsXSktL+fnnn1m1ahX//e9/W12mx+Ph6aef5tprr+WUU07huuuuIz09na1bt7JmzZooL21twePx8PzzzzN9+nRKS0u58MILSUtLo6ioiDVr1lBUVMRLL70U81yv18vtt9/OI488wrXXXstFF11EQUEBDzzwQJT5WUvGJhMTE5Mjho7yQNCU97OioqJGz/viiy/E1VdfLQYOHCgSEhKExWIRmZmZ4vzzzxfLli2LyBvyBBXLm1MsXn31VTF06FBhs9lEQkKCOOecc8IekEKEPDGtXbtWTJgwQTidTpGUlCRuvPFGUV1dHVXm66+/Lo499ljhdruF0+kUvXr1EldccYX44YcfwnnGjx8vBg0aFLNO3333nRg7dqxwuVwiNTVVXHvttWLVqlVRXrz8fr+49tprRWpqqpAkKcLbTUPvZ0IIkZeXJy699FKRnJwsrFar6Nevn3jqqacivBQ15olHCBHVrjt37hQXXHCB8Hq9Ii4uTpx++uli/fr1Uddurfez+v2jsfNjeffKz88X559/vvB4PCIuLk5ccMEFYs6cOVHek2J51hLiQF9sCYC4+eabYx7bsWOHuPrqq0WXLl2E1WoVqampYty4ceKRRx4J53n66afFuHHjREpKirDZbCI7O1tcc801Ijc3N6KspUuXipNPPjncl4477jjx2WefNds+Qgjx5ptvigEDBgiHwyEGDhwoPvjggyjvZ0IIMX/+fDFixAhht9sFEH52DT0ohWjNO9OQlrZxY+fX1dWJO++8U+Tk5Air1SoyMzPFjTfeKMrKyiLy5eTkiKlTp8Ysu6ioSNx6662iR48ewmq1iqSkJDFq1Chx7733RrzPdXV14v777xd9+vQRNptNJCcni5NPPll899134TyfffaZGDZsmHA4HKJLly7iz3/+s5g7d27E89i0aZOYNm2a6NWrl3A6nSIhIUGMGTNGzJw5M6JeP/30kzj++OOFy+WK8kiVkpIijjvuuGbbbePGjWLy5MkiLi5OeL1ecdFFF4n8/PyYY+Ldd98tsrKyhCzLEfVtrO1i9fnGxotZs2aJY489VjgcDuF2u8WkSZPEt99+Gz7u8/nEDTfcIIYOHSri4+OF0+kU/fr1EzNmzIjwrhYaJxcvXixGjx4t7Ha7yMzMFPfcc0+E97LWjFtCCLFmzRpx8cUXi7S0NGG1WkVGRoY4+eSTxcsvvxzO09h4VP9Yw3djzpw5Yvz48cLtdguXyyUGDhwonnjiiajzW9KGjV1jyZIlYurUqSIpKUlYrVbRpUsXMXXqVPHf//63yXN1XRePP/646Natm7DZbGLo0KHis88+ixpLWzo2mZiYmBwJSEJ0kP78COXKK6/kww8/pLq6+nBXxaSVPPbYY9x3333k5+d36CZeE5OOYuPGjQwaNIjZs2czderUw12dQ8qECRMoLi5u075JExMTExOTTmd+ZmLSEkImHv379ycYDLJw4UL+/ve/c9lll5kCjckRy6JFixg7duyvTqAxMTExMTE5WEyhxuSIxOVy8be//Y3c3Fz8fj/Z2dnceeed3HfffYe7aiYmbebmm29u1JueiYmJiYmJSeOY5mcmJiYmJiYmJiYmJkc0nc6ls4mJiYmJiYmJiYmJSWvoEKHmvPPOw+l0NhlE8re//S1WqzVmsLXGkCSJBx54IPz34sWLkSSJxYsXN3vulVde2WzskeZ4//33GT58OA6Hg6ysLG677baYDgWqq6u57bbbyMrKwuFwMHz48FbHUDkU17ryyivxeDyNHvd4PFx55ZWA4WZWkqRmf6FYH5WVlTz66KOMHj2a+Ph47HY73bt35+qrr46KTdEYzz//PP3798dut9OjRw8efPDBqKjsO3fu5LbbbmP8+PEkJiZG1KGlbSBJEnFxcTHbNy8vD1mWo/peRxFqtwkTJpCRkYHH42HIkCE88cQT4Uju9QkGgzz44IN0794du91O//79ef7556Pyvfrqq5x77rl0794dp9NJ7969ufHGGxuNCxVi7969JCcnI0kSH374Ybvdp4mJiYmJiYlJe9IhQs0111yDz+cLB6xsSEVFBZ988glnnnlmo1GRW8LIkSNZtmwZI0eObHMZLeWdd95h2rRpHHPMMcydO5cZM2Ywc+bMmJGqzz//fN58801mzJjB3LlzOeaYY5g2bVqj7XE4r9VSPvnkE5YtWxb+XXPNNQDMmzcvIn3q1Kls27aNESNG8H//939MnDiR9957jy+//JIHH3yQvXv3MmrUKCoqKpq83qOPPsrvf/97zj//fL744gtuuukmHnvssaj9Blu3buWdd97BZrNxxhlntOnerFYrqqrywQcfRB174403DjqeR2vIz8/n2WefZeTIkfzzn//k008/5cILL+SBBx4IB3ytz0033cTjjz/OzTffzBdffMF5553H73//ex577LGIfDNmzMDj8fDYY48xb9487rjjDmbPns2oUaOaXFi4+eabcTgcHXKvJiYmJiYmnZkJEyaEg663F+2xyH6k0L179/Di+CGhI/xEq6oqsrKyxKhRo2Ief+mllwQQFYOjOWhFTJqGxIrZ0VJUVRWZmZni1FNPjUh/5513BCDmzJkTTvv8888FIN59992IvJMnTxZZWVlCVdVOc63G4oOEcLvdUfFvQjQWc0hVVTFkyBARHx8v1q1bF/PcOXPmRMSnaEhxcbFwOBzid7/7XUT6o48+KiRJioiTUj/uzsqVK6Pi+zRHqA0uueQSMW7cuIhjuq6LnJwccd111x1U32uIqqrC5/PFPFZdXR0zHtJTTz0lALF06dJw2vr164UkSeKxxx6LyHvdddcJp9MpSkpKwml79+6NKjPUXg8//HDMunz44YfC4/GIN998UwARsTFMTExMTEyOdjZs2BAVm+1gOZj56JFGrDiKHUmHaGoURWH69On8+OOPrFu3Lur4G2+8QWZmJlOmTKGoqIibbrqJgQMH4vF4SEtL4+STT2bp0qXNXqcx87OZM2fSr18/7HY7AwYM4K233jqo+1m+fDl79uzhqquuiki/6KKL8Hg8fPLJJ+G0Tz75BI/Hw0UXXRSR96qrrmL37t18//33neZaHcGsWbNYt24dd999N4MHD46ZZ8qUKbhcrkbLmDdvHj6fL6oNrrrqKoQQzJo1K5wmy+3Tha+++mq+++47Nm/eHE6bP38+eXl5UfUAWtxvc3NzkSSJJ598kkceeYQePXpgt9tZtGhRzHq43W7cbndU+pgxYwAoKCgIp82aNQshRMx2qqurY968eeG0tLS0qDJHjRqFoigRZYYoLS3l5ptv5tFHH21TJHcTExMTE5MjnYEDBzJw4MDDXQ2TFtJhjgKuvvpqJEni9ddfj0jfuHEjK1asYPr06SiKQmlpKWCYx3z++ee88cYb9OzZkwkTJrRor0xDZs6cyVVXXcWAAQP46KOPuO+++3j44YdZuHBhVN7Qforc3NwmywwFgxs6dGhEutVqpX///hHB4tavX8+AAQOwWCK9ZYfOrZ935syZUXtAOupah4ovv/wSgHPPPbfNZYTqPWTIkIj0zMxMUlJSOuS+TjnlFHJyciL662uvvcZJJ51Enz59ovK3tt/+/e9/Z+HChfz1r39l7ty59O/fv1X1C/XfQYMGhdPWr19PamoqGRkZEXlb+vyXLFmCpmkRZYa49dZb6dGjB7fcckur6mliYmJiYtLZ2LBhA5Ik8d///jec9uOPPyJJUtQ38Oyzz2bUqFFAtPlZaKHyr3/9K8888ww9evTA4/EwduxYli9fHnXd9lpkX716NWeeeSZpaWnY7XaysrKYOnUqO3fuDOeRJIlbbrmFV155hb59+2K32xk4cGDMfdaFhYVcf/31dO3aFZvNFt63rKpqRL5AIMAjjzwS3t+cmprKVVddRVFRUUS+YDDIHXfcQUZGBi6XixNOOIEVK1a06V4Phg6LU9O7d29OOukk3n77bZ588kmsVitAeNJ49dVXA9CvXz9efPHF8HmapnHaaaeRm5vL3//+91bZMuq6zr333svIkSP55JNPkCQJgBNOOIE+ffqQlZUVkV9RFBRFCedrjJKSEgCSkpKijiUlJUUIRSUlJfTs2TNmvvplgaFlUBQlQtvQUdc6VOTn5wPQo0ePNpdRUlKC3W6PqbFISkrqkPuSJIkrr7ySV155hUcffZTKykpmzZrFK6+8EjN/a/utw+Hgiy++CL8HrWHt2rU8+eSTnHfeeRHCbklJScx+4na7sdlsTbZTVVUVN910E926dQu/iyE+//xz/vOf/7Bq1ap204SZmJiYmJgcLgYNGkRmZibz588PW7fMnz8fp9PJxo0b2b17N1lZWaiqypIlS7jhhhuaLO+FF16gf//+PPvsswD85S9/4YwzzmDHjh0kJCQABxbZzznnHJ5++mkqKip44IEH8Pv9rfq21tTUMHnyZHr06MELL7xAeno6hYWFLFq0iKqqqoi8n376KYsWLeKhhx7C7Xbz4osvMm3aNCwWCxdeeCFgCDRjxoxBlmXuv/9+evXqxbJly3jkkUfIzc3ljTfeAIw59TnnnMPSpUu54447GDduHHl5ecyYMYMJEybwww8/4HQ6Abjuuut46623uP3225k8eTLr16/n/PPPj6pfR9OhwTevueYarrjiCj799FMuuOACVFXl7bff5sQTT4xY/X755Zf55z//ycaNG/H7/eH01q5mb968md27d/PHP/4xQlDJyclh3LhxURqZ1157jddee63F5Tcm/DRMb0pIqn/siiuu4Iorrjgk1zrSOBz3ddVVV/HQQw8xd+5ccnNzsdlsXHTRRdTW1sbM35p+e/bZZ7dJoMnNzeXMM8+kW7duvPrqq1HH29JOPp+P888/n7y8PBYuXBjhAa+iooLrr7+eO++8s1HzQRMTExMTkyONSZMmMX/+/PDf8+fP57LLLuPDDz9k/vz5XHHFFaxYsYLKykpOOeWUJsuKi4tj9uzZKIoCQFZWFmPGjGHu3LlccsklrV5kb4pNmzZRUlLCa6+9xjnnnBNOv/jii6PyFhcXs3LlyrATrjPOOIPBgwdz9913h4WaBx54gLKyMjZs2BA2L580aRJOp5Pbb7+dP//5zwwcOJD//Oc/zJs3j48++ijCUdWwYcM45phjmDlzJjfeeCObNm3izTff5A9/+ANPPvkkAJMnTyY9PZ3f/va3Lb7P9qBDl2EvvPBCEhISwlLfnDlz2Lt3b9hzFsAzzzzDjTfeyLHHHstHH33E8uXLWblyJaeffjp1dXWtul5oZbqhOU5jaS0lOTk5ovz6lJaWRqyWJycnN5oPYmtgDte1LBYLmqY1elxV1VZPxEMvyI4dO1p1Xn2Sk5Px+XwxhYmGbdCe5OTkMGnSJF5//XVef/11Lrnkkkb3/rS232ZmZra6Pnl5eUycOBGLxcKCBQui7rux519TU0MgEIjZTn6/n/POO49vvvmGTz/9lGOPPTbi+L333ovVauWWW26hvLyc8vLysKvr2tpaysvLozywmZiYmJiYdHYmTZrE9u3b2bFjBz6fj2+++YbTTz+diRMn8tVXXwGGoGO32znhhBOaLGvq1KlhgQYOmH3n5eUBBxbZL7300piL7K2hd+/eeL1e7rzzTl5++WU2btzY5D3W9yqsKAq/+c1v2Lp1a9hUbfbs2UycODGsmQr9pkyZAhim6aF8iYmJnHXWWRH5hg8fTkZGRtjUPrRHuKEAc/HFF0dtj+hoOlSocTqdTJs2jXnz5rFnzx5ef/114uLiIja2v/3220yYMIGXXnqJqVOncuyxxzJ69Og2qaxCAkFhYWHUsVhpLSW0t6Oh0wNVVdm0aVPEivaQIUP4+eefo+wSQ+c2t/p9KK+Vnp6Oz+cLC0H1KSkpwe/3t9rl9mmnnQYQsZm/tTTWBoWFhRQXF3eoBuHqq6/m008/5aeffooyy6pPa/tta7VLeXl5TJgwASEEixYtomvXrlF5hgwZQlFRUVTfbuz5+/1+zj33XBYtWsSsWbOYNGlSVJnr168nNzeXjIwMvF4vXq+Xs846C4Dp06fj9XqbdcdtYmJiYmLS2QhpX+bPn88333xDMBjk5JNP5pRTTmHBggXhY8cff3zYrKoxQvPNEHa7HSC8qNmei+wJCQksWbKE4cOHc8899zBo0CCysrKYMWNGVOy+pq4XqtPevXv57LPPsFqtEb/Q3qLi4uJwvvLycmw2W1Te0HysqXu1WCxR7dTRdLjB/DXXXIOmaTz11FPMmTMnavVbkqRwZwixdu1ali1b1upr9evXj8zMTN57772I1eS8vDy+++67Nt/DscceS2ZmZlRQxw8//JDq6uoItdx5551HdXU1H330UUTeN998k6ysrKiV8cN5rdALHis+y3/+85+IPC3lnHPOYciQITz++OONblT/4osvGjXpAjj99NNxOBxRbRByrHAwTgia47zzzuO8887j6quv5rjjjms0X3v224bk5+czYcIENE1j4cKF5OTkxMx3zjnnIEkSb775ZkT6zJkzcTqdnH766eG0kIZm4cKFfPTRR2HhsyHPPvssixYtivj97W9/AwyV9aJFi5oM2GpiYmJiYtIZ6dq1K3379mX+/Pl89dVXjB49msTERCZNmsSePXv4/vvvWb58eavnPbFo70X2IUOG8P7771NSUsJPP/3Eb37zGx566CGefvrpZssOpYXqlJKSwqmnnsrKlStj/kLWVCkpKSQnJzeaL7SvuLF7VVX10O/tPhR+o4cOHSokSRKAWL58ecSx+++/X0iSJO6//36xYMEC8eKLL4qMjAzRq1evKD/eNIgVsmjRIgGIRYsWhdNeffVVAYhzzjlHzJ49W7z99tuid+/eolu3blHlXX311UJRFJGbm9vsPfz73/8WgPjd734nFi1aJP75z3+KxMREMXny5Ki8kydPFl6vV/zzn/8UCxcuDMc5efvttyPyvfnmm0JRFPHmm292+LUa4+yzzxZWq1Xccccd4vPPPxezZ88Wd9xxh7BareLss89u9LzG4tQIIcTWrVtFz549hcfjEX/+85/FnDlzxJIlS8Rbb70lzj77bCFJkigvL2+yXo888oiQJEncc889YvHixeKpp54SdrtdXHfddVF5//vf/4r//ve/4oknnhCAuPnmm8NpzdFcrB4hhCgqKorqey3ttzt27BCAeOqpp5qtixBGPJmePXsKu90u3n77bbFs2bKIX0FBQUT+a6+9VtjtdvHUU0+JxYsXi3vuuUdIkiQeffTRiHxnnnmmAMS9994bVWZzPvhD75kZp8bExMTE5EjmpptuEikpKWLEiBHivvvuC6dnZ2eLU089VQBixYoV4fTx48eL8ePHh/9u6ptef56gaZrIzMwUo0aNErquh/Pk5uYKq9XaLnFqEhMTxUUXXRRxfafTKQoLC8NpqqqK/v37i169eoXTrr32WpGVlSVKS0ubLP/tt9+OOW9vyMaNGwUg/vCHP0Skh+IrHso4NYdEqHnuuecEIAYOHBh1zO/3i9tvv1106dJFOBwOMXLkSDFr1qyYwYlaItQIYQg2ffr0ETabTfTt21e8/vrrMcubPn26AMSOHTtadB/vvvuuGDp0qLDZbCIjI0PceuutoqqqKipfVVWVuPXWW0VGRoaw2Wxi6NCh4r333ovK98YbbzQaLLK9r9UYgUBAPPbYY2LQoEHCbrcLu90uBg0aJB577DERCAQaPa8poUYIIcrLy8XDDz8sRo4cKTwej7BarSI7O1tcdtll4ttvv21R3Z577jnRt29fYbPZRHZ2tpgxY0bMOgGN/pqjrUJNS/tta4WaUJ9u7NcwAGggEBAzZswQ2dnZ4f7+97//ParcpsqsP2A3VSdTqDExMTExOZL56KOPwt++JUuWhNOvuuoqAQiv1xsR1LutQo0QrVtkb4rPPvtMTJkyRbzyyiviq6++El9++aW44YYbBCD++c9/Rly/W7duYuDAgeK9994Tn376qTj99NMFIN5///1wvt27d4ucnBzRv39/8eKLL4oFCxaIzz//XLzwwgti6tSp4cVTVVXFlClTRFJSknjwwQfF3Llzxfz588XMmTPF9OnTxccffxwu87LLLhOSJIk77rhDfPnll+KZZ54RWVlZIj4+/ugTakxMTExMTExMTEwOJ2VlZUKWZeF2uyMWSUNahfPPPz8i/8EINUK0fJG9KTZt2iSmTZsmevXqJZxOp0hISBBjxowRM2fOjLr+zTffLF588UXRq1cvYbVaRf/+/cU777wTVWZRUZG49dZbRY8ePYTVahVJSUli1KhR4t577xXV1dXhfMFgUPz1r38Vw4YNEw6HQ3g8HtG/f39x/fXXi19++SWcz+/3iz/96U8iLS1NOBwOcdxxx4lly5aJnJycQyrUSEKYroxMTExMTExMTExMjlQkSeLmm2/mH//4x+GuymHDjKxnYmJiYmJiYmJiYnJEc2gdSJuYmJiYmJiYmJiYoGlak7HfJEmKiIdj0jSm+ZmJiYmJiYmJiYnJIWbChAnhYJexyMnJITc399BV6AjHFGpMTExMTExMTExMDjGbN29uMti83W4PByQ3aR5TqDExMTExMTExMTExOaLpkD01Pp+PQCDQEUWbmJiYmJiYmJiYmBxB2Gw2HA5Hh16j3YUan8+HJzEVzV/d3kWbmJiYmJiYmJiYmBxhpKWnk5eb26GCTbsLNYFAAM1fTfxxNyEp9vYu3sTExMTEpMUkdhl4uKtgYmJiAkD5ro2HuwqHBaH52bf8RQKBwJEl1ISQFDuSxRRqDgXebuYmMpPDQ1nBusNdBZNfCeY4Z2JicqST1GP04a7CYUEP1FK5vOOv02FCTWKXgcg2V6vPO5yTJPOjeWSjjszqkHItq3ajjszCsmp3h5R/JNOZ3xlT4Op4OvPzNzFpLR31DWkp5rfGxOTg6HTBN82PZMdzuAfuI41Qex2t7Xa0fkBbM5b8WgUgc7w9+jlax62jkaP9W9NZOFq/eSadUKgxOcDRNLD17Gs93FU4aLZvCR7uKnQIB9PPjpaPQ/3J/dEo4JjCS8dzNI3XJiZHM4fzXT1avpmdFVOo6QQciR/Do0FIaS1N3fPRKvA0R8O+aw7YnYNfoxBTvy/G6odH4jhrYmJydNHaccj8prYOU6g5xHTWD+uvUUhpC79W4eVI5mjQvByJQsrhHOs66zhrYmJi0hoOdiz7tQlFplBziAltBOxsbN8SNAWbBvxaBZhf2yDYmehMwktnGKeOtjGpvceUztY+v9Yxsz3obM+ys2H2rbbRmnH8aPj2H7FCTWtXXzvTZKGzmka0ZtDoLANwR04Seva1HjUD6dEwWLWGI0U7cyjGpc4wtkDnGTMOJ0d7G3SG+6s/ZrfUZDhWvtDxznBPJu3/HI6Wb3t70tS34kiZQ0hCCNGeBVZWVpKQkEDOxf9qk0vn1tBRE5fOJAB1lgmJiUFzA+vhGCiPlMHmUHO0u4c/FGPDr3VCd2JGXZvPXVrobMeamJiYdAZMIahxWjIH0QO15P3nOioqKoiPj++4unRYyYeAlkwc2jKxae6cQyn0NNdZOovQc6gm1u1xvx05UWtJ2e09OB5tm/XbI05DY+9wZ1qwaCud/R1oLw5GsDicdKZ6mwJW+/BrndAeCeNER/Jrfe6tJdY36XDNQ45oTc3BcDCruEfDxKgjaa8V8ubaubnJ3eEekA/1gNjZhZmG/eJQvUcH2x8Px/veXosV7fkOdKbJ+hj3zsNdhShW1HQ93FXoEH6NgpE5mT28HO5vd0PM/tA6Ys1FTE1NG2jp5MXbbQjebkPaPNkJnRea7JQVrPtVCzrtbebTWFu2ZKJ3uAdDc/AzaEmfaPgeHep6NHldXQN/OShWqN2LpPmMdCFA84NsAdkGai1oPiNdkuoVIKP1TgWrA2FzgjMO4faCorTLfTWkvfv94RRgOqPA0hIOtt6dVSg6MaPuqBZszDG789Gez6Q9xsam9lyZRNMe1hZtpcM0NV0em41tY0V7Ft0s7TG5PtggfC05/9csAMWiNavSh1JoOVyDVpsGg2ANqHXGZFxoICkgK6DYwBpHed4qFLUSWQ8AAs3iRtbqkHUN0NEVB5riRqCAJCPk/e0cMVFvvu8eCgcesa4RLkfzI9UVIxQ7UrAKAlWGQBKoQgpWg9Dx1VWjWTzosh1rsAxLsAyQ0RQ3sl6L3b8vXK4uWQEJTdk/qZMkhGRBEjqSUNFlu5FHAotajUWtbPX95Jx4LGkD+9B1zAisTgfQsavj7S2wHKlCCMCgvoINW6SIv+tT/1hT5x0pdAbBqbMLSEfqZLUjJpGdxbz9UNMe84wjtR91FLqvhl33nNnhmpoOFWpkhzvq+KGQ3g6lA4EjxctSfTqjUPVrGDxb0/fLCtahBCuw+ffhctiQy7eApCAFyiPyCVs8SDKSPzI9NBmXhIqQLMgicOCYKwu51qiLQCZoS9ov4PiRhRqzPgFbCiAha7XoiguBhD2wj6q4wdS5euHtOsjQXtQTgtqiJWnr+2QJlqEEKkmo/LFV59W4+xC0pQACi1qNolbjrMsFoDTlZFRrYtQ59TW09UnZO3u/0Ng6hDMNYfUgVe9ExCfhSElEstmQbA5ktxs5PhHn8DFMHNJxH4KW0BHCS0uFiCOBWAJDW9rsYASP1lzvcAs4nV24aYzDYVbcXGDZXxO/hrnC0chRK9TEoiNe0o4QNtprVflIpbMIQ519UIvqz5pKRf4PgCCh2yjQ/Sj5XxjaFa0OSfWh6Tq67ECXrATsabirN6HovohifPZMHP49B4rtMgE9sQ9VhZuxBspw1u7AolUDUJo8HtWWDEJgCZbirN2B3bebqviR+F1dQQgUtQLNkhAhiCjBCpKLF0Rc129Lw+/oYlxTcaJoNbiSuqHs/hopEK2ZCA65GZwp9e4/CIEKJLXW0CZpfmqLdyABCBVFq0XW/YCEaonH78jCVbMVXXEQsKWgWr24q3/GVbMVIKwdEbINzeJGVeKw1+Vj3X/vsQhak5CEavz0ILIIUufMoSphZJQ2ChrXuDaZHhpKJck4JgTe5BSkYI2hPdM10APUleQD+/MKHVdCGggNyV8GgUrQylGCNYjAAQFpzCnDePD5KYAx8S/ZW84muRdWl7PZiWz9yesY985WTWYPhRYmJNj0kB1Rx6R9q8P/F2kjANjR4L3oDLRUGGsoxLW2zM6kIeoooagxYaehhrFhvtDxQyEsmV4uj2w6+xziaORXJdQ0pL1f3kO1cb2lHE2CTltpTwHpUA1Q9VfM6qunt28JYvmhAKn4J4J712INloPQELINSQ+iaDUIScHQnASJNSUp844jLjEVX/Ev2HyF2IKljdZDIFGUfjbenOHGuQ0m1/XtWWPtW2lV/xMCWatFEjqyVoOi1QKgaHXIeh3WQAmyHkAWQYQ1DmH3gj0RAhWgq8g1uyKK0xQnqiURIVlAAoGCprjQFQcIHbt/D3b/XgDqnNlYghVY1EokIoepqvhhaBYPilqNolZhUatQ1Gpk3YeQZEBBEgEkoCJxNH5ndqO32B4mdQ3LKCtYhyVYTlLxwmbPrY+wJ6KrRp+JSJck4s+6CM+E0xmhFDDn9zMAyD7+GIIX3BjON9pRyJ6fNlBbVEqwzodsUZAkCdlqweZ24UiIxxbnZlxOkKR0L7Lc9AS5NZPw1hISYmIJKU0dO5hrHQ46ixB2MMJQ/X7QVDl+X4APnpvN1nX51FbVkTVyCCfcfkNEHqHrbJ6zEC0QxB7nxup20mX0MCw2W5vq1tk0Ph0p8HSkYHM0zEs6cuHVFIQOjl+1UBOiM73AHfWyHA0DSUs5VJqejg4gJRWvQd73IyDQeg1AeJIRVhv2xW81e25l/HAC9gwS0nsil29BqthCMBCgInEM3q6DQQ8YG9AVa6TJwcpc8FcgV2yFQBV6l5Oo2b4EZ+127AFjD0h54hgCzoNbPXXUbMdV8wuWBpPqhtQ5c9AU5/79JArOrOGUlxURX7YSRauDnlMNc7RAJfquZdgCRVFlFKWfdWDvTug+g2XEVaymztULnyvHSBQ6lmC5US4CWavD5+oedW4orzclg7qCFbhdTvR0D+oxZ9FzgOGJcfuWYKv6QHMfMsuq3Y2/w0JgUSuIS++FNrwnys/llO3eDEiAAKEjoYPQkUUQm38fbioRyQlo3Yej9RqFVFlMStVaqud+grVbd+QEL/5N65BkBREM4EiIw5XsxZGYQFFpHcGCXLQuA9AT0/FmukHXQdfpYq8jwV9Eyd4Ktq3LC1fxxRcvocfE7s22Q2smxB0pCLWU+kJMZxEqWsLh1sIIISjZW0G8143N3vi+Al0X7C0oZtmnX1NZXkv+thIqy6L3aiX368mkGX+KSOtZtZ7/u/6liLQT7rgJu8eF4rCTkJWBJMvtc0MtoKOFIl1VCeZuY09BECErhtOQxPTojEKArxo5fwOS6kP3dkGk9wClcX9O7fE9O1rnIIfLsuRIEH4Ox/4rU6ipR2fYh3OkuJ/tLHQWU7XWEtN2OVBN3fb5xFeuicqvuzLAGodUsxthi0cdfQqofmzf/afNddAlCxWJxyAJzRBShEDS/ShaNZZgJXF124xN8A3rnnMGIv0YIFJD05o+5a5ci3u/mVdDNMmOLtsQsgVZDyAJDUX3IRQ7GhYUrRZdtlHpPXb/PpUY/SBYC44dSOV7CY67GKzG6mxrNmY2XAltS0DUtowpbflYNaxbSKhqyvNbWcE6kuUylF2LItK1nCFo3Qaj9RyJZVM1lTu+IyG1O1oPFydml3FKv0ouOGkAzsoNABSV+MjdWc3033+HzaaQlB5HcWElWdlJnHBcD7xeF9PPcJEQZzyDkHlXQ2IJBe0x+T5cws/hFhwONaqq8e3eRPxV1QSra6ktLadsez6+yiq83buSNmQAFbk7KcstoGjzVsp3FBCXlc7QS84la+RgJFlmaaGTEzPq2LthM0se+zu08NHZB48gUfaxd+3P4bTk3j3IOeEYdq5cg6+8gkB1Lb6KA2assjuOC//1f+3dDE2y9oNP2fS/LwBQklNJvu0vKG5Pi86tP76E3vf6aZn+9ZS/8XzEOXVXPo1UWYzj48cBEM448BkLSSIpC+FKQC7ZCUJH6zYI4YxH6zECkdEzZh3aOkc6kucbnSnAcUvav6P2RXWmGDEhYtXJFGoacKgeUptdwB7CenRGjjQhJvTSNexXUQNPoBLrT3+LOl9IFtTht4HVbTwrXcVZm4tbL0Gu2YXuSjeEkbqiKNOp9kBICpLQItLKvMcRdBj1ry/MNLaxXVZrSSmaR9DqxW/PxBooxhYoRlNcqNZEY/+MWmlsoNdq0GUnAXsq1i7HUllegkDCUZdPnbs3uuKM2FNS/7pAo2Z7HeHNrjnzj0Mh0MS6r/p7ApYWOmNqjULXSV77Hu6yXfQ9fSIJ2V1wpyXzzV6Xcc6Pu9D62OnaTXBCLzsWlwOEYLgll/umPRMuy+2ykJXu5JcdVdx73xRGj86mWzcvHs8BLUasPSv16SiBBtpfqGltvTb/tINfftrB0HH9+f6rNezcuofhJw6k95AcHG47Cclx7NxayNrvNlG0u5Sp0ydSXlSB0CEh2YMnwU1CShxSjD1ZzaFpOrVVdfhq/SRnNG4GeLD7VroVr+bpW19t8/n+U69HCvqRyveComD9YTYAwuZCCtTGPslqhWAQ2WpBD8Z2PBILS1Y3UtLiSR/Sn35TTm5zndvCipf/Te7Xy7E47EgZXUm68c/I1taZwzU57gQDEPRj+SkfqewX5OIfkesMDbtAQh10PdjiwWJHHWUsZKEGkLevxr7oDaOIQeNRT7y0yTq0dmw70uYZITpqvtHeWpam5hexjh9t1L9fU6iJweHqAIcraGBTdehImrq/xjZNHyk0FGakkg1Ytn0IgHDF4z/1BkRGLyPPt2uxrnshZjmlSSei2lPDf9cXIuRgFYpWhazrJFSsiDq31tkDV90OBMTcX9OQgDWZgD0dXbbjyhqKcHdt0iQhVA8lWIWzdhu6bEdT4gjaEtFlB2l7P406R08ahHBnoScPoWxvLgDuqg24qzcbx+NyUP012ALFAAiLC3Xkn1uk4Ywl0DRHe9qlH+y40Zogr61xlxwSbKr2rxCD0V7Zl+RE5Au1hWXVbqjdi2XzO0jBKnTJYjg+iFH23XefxgmXDUeWJXrIjgjhpSENhZmWmmt1lMajpRP52tJyVJ+fYG0tI7wVgMBfF2D1PmPvkDs9BS0QxJWUyL6ff+HnWV8Ql5mGzeMGIdj4ydyoMvW4HCRfCSiA6jfcm8enIZcUGMfTuhsmfUEfUl0lUuBAWwUmXYPWZ0yTJolpez6OSqtIPBa/s0uziwBtZcfyfKTacqTqMqSdP2PdGj0mxSI4aALCm4ntm/ci0h1jJ2BJSqH68w9bVI7daePUaSdQVVZDYko82f2yyMhO5Se1R1TekCnYodr035Jxpq3jVqzzKmd/SPXCOeF3VkiSEcfK7gE1gOSrMhyKEDZSjXi/tcw+IHSEJxk9pRvawPFgs8esS2u9bXYmYu0B7SzzjfYQfDp6LttZLI/qc6iCb3aYUJNz8b+Qba6IYwfbGdqzI7QmUGes8442waazDBjtgr8CND+VezaTkJptbBy3J4ItLqoPSnu2Yl3+EXJxAZIWxD/pavQ+xxoHhY5t7oso+dHtXhk/Al2xo6jV+90mW5GEir3PGajH9gX277fIX4us1SEJFVmvw1v6rVE0MhI6AtAUD7XuPvj2b2a3BEux+/fENAOrihtEnadfVLolUExi6bfoigufowtCtuOpWh+lzRFIEZojrdtk9IyxMT2AIXSk6l0gVAjWINXtQ9m9lFpXL6y9TkM9fhhw6GIHtUbQaa+xItaY1ZwWJkR9z2EHo5XYsEViRU1X3vzagnXxd1g2vRm7rn2mETx5PNPHa1w1oiC8r6QpgSZEWzyLtVWoCQktLfGsFsobEgBDWFbtxrriQQA02RHlKRAMbSaSgkjojVSxhYA1BdUSh8OThLL3+yavW+49DkWrQ1Gr0BQ3PlcOQrICuhGLSOgoWh3u6k1Y1EqE1UNgwqXovUY1Wa6cvx40FeFORHi8YHfTc0D7TtzrawBDgaEj+rGug6Yi796CcLrJHpqO5PYQKNhB9acfoBbtQ3a6cI2bgGfCaQhdR/f7kSxKhPbixIw6FizbhV5bDZKE5PIg2x1INhuKN5mKD95A3bML+4AheE4/t0mNVkdsro9aJe/rwPn23QeawZOE/5KHwdK+McibGg8rZ71PzddfNno8OPx09LgklL2SsWdQsVKxL5+EsmVY1Ur0xH7UaFZsgWLs/kIAMp95ne0/1yHv+QXqKpHUAHpKDiJ1//ekk2hvDucco7UmWu25eNtZzMPa+lzb67kdlUJNU7Sn7WJzHOxL2xkFgMPdYTsNtUVY178YkaRLViR0JKGhJw9BT7AiEtLReh+Dsi0Alv0rXaFXQQugjuwKFuPjZFmZj2Xts4Zr3maoSDgGv6tbRJq32xCqf/kSu38vAVsqrpptSCKAdX+gxoarcdVxAxHIyHoQ0PE7MomPiwNkRNIgyvZsAV3DW7IYq1rRrMZHSx+Lr7qYOlfP/RMzQWLOqEhBRgsg1RYiVeVCsIZAZSGK5gN0AGP/jFqN3mMqwVOnhE87FAJNZxFmQjR3z81pa0KT+aZcGYeEizdWdzswoRcCy4ptSNX5WH75AICUOx5h/EAP35XGh835/tTrFwb1FVHlxhJu6mtpGgo07aWJaY0JVX3tVdw5p8XckwSArmP738wI4aTW1RNdtqNotVgDxVQljES1JuKpXBeOPRRyTpFYshRdcWDz7UUWAYQ9CdQ6JK0OYXGhp3ZBqg5EaCd12WYsCFg9IFsRFifqqAloOUPA4TEm9mWFKL8sR6qtRMSloCdlofcYDhzawMEhmuqLIS1IQzPI1nxL2uP7Uf9da03k9la/60IgFy5DKl5rLES5MtB6nQ9S804J2mN1vv696QE/elUlvWu3svbtj3GnpVCeV4CekILPkYZUEQSL2+hnzlSEK4PyvdsRkoWUqpXItYZrf99Zf2Rcyi5WvfEBQrYi6QfaSndloaelgZ6JOnYsynY1POa3JuJ7Z/Me21Ja88xauyemrRwt5mZtCSz/qxNqmqI1L2BLOFJf0qORqL0twRqkyh1INbtB8yEFqo2JNhLCmQpWD3rGWER8TiMF+pH3fIuyZ2lEspY2Gnnfj4jEvtRoFjxVP+/XlBiaC7XXBYjkwSib3kKu3AGAUOxg9RgfFU83hMWFSOiJVPozlvx5keXLTvShN1G2dwcIgbNmC5LQqHX3w1O5Flfd/jIlBYQOCAQyQrIiC3+jQolApijjHLzZQyP7rRDEl32Pw9/0eyEsTtSRdxjtrAZRcn9C2bDJMLERGlKgClFXFBF0U+sykdqqUnTZgTutF1ovL0gyemYfsMY2dQjR1olbe6zUttfKW2vMzRqj4WQyllaisZgjsYSdr776mf93ywdYbQq6x0vAPZKayiKcvc9APSabnn2tnJhRF6GhaYymtDH16xOqR1PCzYqaruF7ayi8xDIdijClo2kzqyYns74SrGv/EZGuKh5KUyfhzR5OWcE6Eku+Dgskfnsm9v0xnsq94wg4MsKxhaTK7Wi588Mr3+HyBo5H6zkCPbM3+GqRtCDZfZ0o8YkH6qYFcf7rFgDqLn8Cx7v3ImkH3iUhSfiufznmfbSGtr5XrTGHbEhjQk+Ijvby1Nj73NKV75aYjR8uT1WxHAoQ8KNs/R581Uj+Wgj6kdQAcskupKpiwzxN1w5o+a3xhiAdqKDW1RProMuQSjdg2fYRWsZYhKcrUvVOlMJlgGFi7L/4VtBUQ5Br4GGuuTlWUxPZ5vZv1j/W0RwJ3sfawpEkEMV690yhpgPpLPtTjhYOahCprULJW4tUW47WfRjWxW+hFOXFzKpLMrLQ0ZKHovc6r8k62D98BLm4IKoMYXMhLFYQLoQni1Ipg9R9nwOgdT3FCIy5+4BApHU9GaEUo+zdZQgCQN0Nr0AwgLLxa2zL/nugbHsiwu4NC0VR9Y/vgVy5A4GChGEWpimucOwXn6MrlYnHgNCwqBWolkSQlagPRcP9O4mpXRGSgq/ge+KqDvRtx7BjcE88jUljMgH45M6/EizYgR7XHZHYB2GNo6p8H5rFgy47QJLD1zrYD0NbPJIdLI0N+m35wLbk/ls70ay/T6D+ZLM5MzVfbYDrznqDOlXhzr9dxnqpD3PfXkjVnI9InH4Tk08dyGhHPkMHHpwb3JZoZmJpXZoSXhrSnl6aLIEykkoOeIgLWhJQtBqkkKvsJtiXcR4gSLb7UfLmovYchfBmYv3R2AivO9PQu/dD2fQtIi4FuXIfgZOvRssZagj29SaEUnEBcnEBWr9GzDg7kMb64MEIM81RX9hpjEPlAKR+f2rM+UtjtIc3w6Zobn9Nc+fEZL9AYn//SeNbYnGieweiVeQb3w2bEe9LUmsNywPdZ5zjcKMOHA+qH+va+eHi1D7HEpx0ddQiQ0uExJZgxo059HRW4ccUajqYjhZsjlZh5mAHEql4J3JxAcIVj57RG+XnpRGCge7wIPuq0ZO6oLu9IMtY8tYeOB6XbNhBK0o4LfwS15VgXfcPQ+2ecRwirjuotajDu2FZvwQ5fxdK2YYDZXm8SLWVIFmQND+6KxNt8O/C5YSIZd4V8j4WHPg7cKZA3T6kumLk4jWg+RHuLITDC/YkqkoLUNRa4it/arRddMmGz9kVhIarzhDqilMmIyFISO1GaVl59IRJV0nb+yma4gIhEJKMnJyGOzsTz2nnYElOjcgeyNvOvg8/RC7aDYFqdNkW3otQud9UxxIsx5WcjdavK1JVsbHXqEIicNp59BzqbbT+B0tHamra4tGwpf28pZOVpvbcxBJk6gsY9z24CN+q5VF54rtkcOUfTuP5O95C6IJZq/+E3dG6yeSGLVKzGpmWCjIh2upCu81jsjD2uajWRGS1Bq9SgVIY3V4h/PYMKhNGkmStRd7zLXrGOPSuE4yDuoqy5V/IlfsQznT0xD6g1qIUrYooQ8s8gcA5l7etvh3I4RByoOM39DdW/+au29Zx5XCYCsIBj5BN1ttfg2Pmn0Cxoqf1QPdmIlK6Iax20HWkkp1ItRVIqt8wg3R4EN5MRGIGQrGgbP8JZedmQ/ueOhK9y3ig5ULh4fIQ29mEmPbuIx0ZtLUhh0PwMYWaQ0B7mqEd6V7BWkqLBhY1iLxjNcqO1cj78gzXn1oQ7G6k2oqIrIEJ09EzeiMV54HVibxnK5b1C4zNrFYb+OvCG9u17CEEptzc+GqoGsD+7qPItYYZiUBGHf571OP6A2D5/hek8i2gqyBbUMeOMVyT1pQjHB4sm6ojyw7WQPUelLzPkQPlUZcTSKjD/wi2/fEMqndh3XjAfaouKRSnn40lWIKjNi8srAjJQlnS8Thqc8NpEeUqdtT+V+DL/564qrVRx0P3JqEj7EmoQ28GSW7WY9L2zQGcrxyI7u1zdMHh2xW7LRug9r4QkTQIdWRW2NQJWj6Zaemq5cEM7C01P2vIwQg2B2OK1pTzgPoCxuOLLexZnYfuzcTxyRPhdMVqpd/gNBKSXJx89iAuP304YJiX9ZAd7ebFrL5Q05Ln3fAZHswHNLTRPVY6xDZ9AbCs/ccBzaozB78jEyHb0SUriW4r8s6FqLKLmriBuHufElnfH59E0upQLfGGUwCMdx3Fhp4yDGyJ6EkDUMcObNZla1M01y5tncQ11SdbItyMce9s1plDS/ZJNewrbRGstKBKXWkZgdo6HIkJOBPjm3Wh3fC6LR1T2nuSKnSdosfuQgQDpNz5GIqrZfOhQO42ChcuQ6oqRiR3RR1zTtMnBP0oW5ajbF2JvC8XkZCKntYDqVyAHkDZ90NEdi1jHCKhF8rWDxHOFLSBV0eFMmhOwDmcoS8Op3DTkcJurPhrHS3oHErhxhRqDhEHI9gczcJLqxE6Usl6pIptyOVbELZ4hHcAIq4rUtlm5KotqIPGo2f0RN6xBuuGxQDUXTwD538eDBcTHHoK6riLoK4KyVeL8CQe2McR8KFs+hZlx09IviqCx5yN3nNkRDUsP+5CKtuMsBUiF+SBMw0R3x0R3/OAQ4CavSg7FyBX/ILuTkQdMQWRmIFUXgiBOvSsvigFCnLBApR9B9yfCkcywl9heBSTZJCt6MlDEZ4sw4lAoBJ/5T4swTJsajm6zYsUrDQcFEgW8PZDqi0koCvUePoR12uiIUSpPghUIVUXUOqzgCRh9e0h0bfV2HfjzqDO5w/vD7AGSiI8mNVd9gSWLbUtG+z9NUhVpSB0HB89FvkIJRlJ6AStXioTj0GX7UgiiKzVEddzPOqoLodtBRMO3mHA4RRs6hOa3DXcixLaJB/a7L9tfT6vPfYJIjWTOnsayra1SGq0s4oLLxzBo7/PbtSDWcN9Mm0xM6s/UWxJ8NO2fozbzQ2truLw7cQSLMMZLAKLm1o5ASQZd/WmmG6UYxKsRqrehfB0A4vzkJmXxQrU19jEs6U0pcVpaBLZUhrbT9VWAtU1VO4qRFvzDT//sI2iXaXYHFYcLjs1lbWoQY0T77yZzGEDI/pkwxhQnYWq+bMRdXXETb0ASW6Zeei+/7sHbZ+xMKf2HkOXa69m50dzUUdOMfpfbeV+l/4CBNhnPYlcXojW7VT05MFgiwuXVbf5M+IrDmgZhcWGpAbCf2spwwEJkeo2YulIklF2wAdWGyIuBSFJKAXF6JnjwBodpqOtnmTbQksCWLa30NMwtlrDtMYI7ttDyTMPIgIBvNf8HsegYe1ar/r1aU86StAxhZpDSGezFe2MxGojOVhFSvFX6JIFWagIWyLIVrTuU6nZswG7byeO/ZtzAVTZhYIKshV0FUn3h48JQMSn4szugiUpDWvPvuyx9A97IJN3rMa2cCbC7kQdMgnryrlIag2+c+8w4sqoKlJ1KcIVBzYnlpW5WH98PKK+elxPhGxBqdjS6H1qWf2QC7eDxYV/6o3YZz2JJPT95+eA1UOwphhLsCJsuiUcKQhnGnLZxha1pS4pyEJDWNwEJQcWZyJSoALJV2y4nxaE9wSE2hZAyzwegrVIvmLk6gKEZEHrMZQuN1yPbIkceFsy4Ft+3IlUlW+4vf3lY6xq+YF8faYhXOnIRasQjiSEN4hIzAChIxfnQ9APQuBSS7CkZtDVK2OPj8Me5yEuM424rHTscZ7wqmpjE5CGtGZC0tIBvaWenTrSFC3WHpqQgLGipmvM1WW5YCP2uc8bWksgLjOdMm9/RFwSGccNouS5RwB45L0/cuHI2B+JlmhrGgo5sTQzoYlvW+kI88IWj9tCwxYoxuYrxBooxu/Iwj7w4taV0QSNuf1v6/mNaVzbcwLTGkH8YE3Xgj4/Zdvzqdy5m6JNW9F1HUd8HJmOOvy+ABXFVdRW+ygpqcNXUYnmSiQQtONzZqPLNjxDupOo7SaYt51gwQ6OveVKcsYd06o6tJeg05K2aM21tKpKtKK9CATCV0dhbg1ywQasm/dv7rcnI7xJyMX5BE66FLlwO9aNS8LnC0lCqjeFC46ZAcQOPRHqV/a370auLjXOt7rRvYPAYkfrmoSyqwKEBrId9CDCWYNlm6HpEYoVPasvJYHeeHOGR9xHZ1ocbpVQIwRSVTFSUR5SdRlZxw/Bktk1/N3a8cNupLJC9NTu4Ipr1Xvj37qJ0hefBEkm+eY7sPXsG13X0mJ8q7/HNf5UcrfHLudgFhI7yvKhtagjs4784JtHglDT0LThUK44HAk0NwGUyjZj+eX9iHQB4EgOm34Iixuh1iHvn6T7bRnYA4U0JDjoBhAbDa2MGsCyeSWSWouW1ZfAyVeBGsT63X+x5K9DuOLR0idi2fG/8DVCK9hCknD0G0z5hFuwLHoT6+bvWny/wcE3gSsVedfXKLsWERz6e2OAD1aDALnoR5TSdQjFgZ42BuFMQqrcgVy6ET3rJBAayq7F0e2YeCxCsgECSeh4MvqDK83Yh1O9C4KVSLoGmh+Eip6ZiuSvMVbO7E5AQs7/xRAaJQml4hcAfOffhUiLDmAHrXNRaVm1G9Q65NINBPauwxosQxEBJO2A0KmlH4tUVwyyQl3QMKFzJmYgHClIvhLqyncj6z7sGV6k8kKkin1gc6IndyNhQC8G9U2m6zHDUWwtH6DbYtrWFM1Nipt6rw9WsGnMBC0k0NQXRLMvyQnnf/NrC5bv1iOXbULr5kWqq8S6eh49B3XjjAsG8I+HvmTtuvuw2YxYG9K+1VHBNKFx4aa+QNOUdqa9BNEQTT2z9viYtna1tq2by1uy/6CxQILtLby0h1vag5lAhfrInjUbKd6yjeLN26grraCutAx7fBx1tQHsfQdi7dYdvaoSoQZJpQotEKSoFmorAgiLDbm6DKm6FMlXjRwXhyU1A0tmVwYOyCB73Cgs9kgPjIdSYGkrtWXl1JWUEaipY10haCV70WuqqVkU6UVTT+2OVFGGFDhgpi1kGUnX0b2Z6MndkHzVKDuNBbTgMX9BHdU1HHvIsq640To05kW2sdh7B4I4V5JcPD/iWHHqaST0OC5m/vampfOtZt95oWNZ9hF6Wnf03scglRXi+MAQAvW0HgiHG0vRdiSLlUB6XxACJfcnRHwqcpmxOCt74rHm9ECy2qm0ZSKSutJtXB/ydjvp3sOYSteP5dQcuXOXYVs4E9+0R8CT2OLzWsPBji+tNZON5bwDQF6+1dTUdDSH2h//kUyje4aCNYaXFasLOW8eWNwImxsUJ0r+F0jBKgB0T3c0X2k4Nkt91J7no+5ajsO/Gz2xL1rXSUi+UrT8RViDpYYWCAkRl4RcZQhLwcET0QZNRNm4BD2zD9bVc/Gfej2WtQtQ8tcROOU6rMv+i+SvRY9LQS7fg1y+t8l79J96A3JZGpbVf0VSaxH1hTMkkPcPVrof4cpC6z4FPF2xrP0HQlLQhtwYbitJC5C6b3a47JDr6P3DHrpsRdH9+4NvuhGyDTmxp6HeD9agZ2cgbC6U/H2Iwh+NODG68dENWrxIvc9p3K11O1GWvwZvZu/9Zjet9KwldCp3LCMhIQGpKg9l3w/obi/+yx5n+nit+fNj0F6bgg920tzSGDYtcevccO9CQy1J/ju/gGwBzY/eRSXZ9wvdXAF2zF/MZTcdj6+wmn37qjjjjMFMGuLDZj3wnGIJNxAp4ISEmsb2zbRnZPeDWTU8GM1CY3Vvb9ONxj7mh5qO9P5Vn559ragVZez8IZ9kNZdA7lb0qkrU3QWo3YeD1A1tcB9EXBIiPhWpdA8ppT9Qvn035G02xjOrHRGXjDPVi+xNwuJNQUlJx5KajpKSimxv2j15e9CYMFO47me+ftxwGHPBm8+hWJsO0llTVEJV4T4sdjvluQXs+/kXKgp2E6ipJVhbh+RJQHI4kSwWlKQUJKcL4fcjWSxU6olofY5DJKZhWbUbqXQTwp6IFKikvLyMhOxR+03ODOQ93yEUByJtZMy6tGcsvrKCddhr80moOLA3JzjqHlAafyc7UiPeVuS8ddjnGs+z7uq/43z9VgCSb7kbW88+gLHvVNrzC0lla/Bv3kDcGRdgHziEvXdcHy4nbuqFCF2jZvEXiDrDc2naA39j3wN/AMDWqx96bY0RoNebjK3vIJAkZIcTa7fuSC4PloRE43qH0DlAW2nr97Lh8zzihZouj81Gdhywv+ysbuaae/l/rcLMwfiZj1j50YIY+hsZZcu/kavyw/mEbDNipYimJ7lCkgmecAnSvlwkfy1KYQGSrwQ9PgXJr6N7vUhBf1g74D/j/2FZtwBLSIWf3BX/RX+BgN9wxWqxGv1R+wHrj4Y7Z6E4QFJADyLpAYRkRe19IZYd/0NSa9ET+qLH90Qk9ABJRtn6IVgcaAOuRFn3MnLdXoIDr8Wf/x1BWxJBWypIEvbafGz+QqyZIymtBYTAm9UHqXYvtXt/xtn3TKO99qu7XdWbcSkq/gtuxrKuJKJN0/Z8HP47OOpuUFq+InRYEYLAxvdxBXYj7Db0Lv0489pTiMtKR5KkqI3JbdmE3BjtrRGI9eFtOOFuzF0zRDoHqB9PJqRh2aH7IgSNDy7/E5IWW8sy6ZxBLPjfAW9+N1/Zj1vHzzH+6P3HRgNrhjyeNSfQtJSO8DDV0d66QrT2fmPda1u0Gx05mWlNv27NRDLWfe6583oIGveiDjgRPTGDbueczPhsncU7QC8txrfxJ6rnfgKAY/gY+vTLIKl3dxK6ZeGIj4sqEw7vvphQ36vcVcjSv75E2oC+jL52Wsw9MUIItn61hNUz/xuRnjFsANWZ/bBl90LyxLGzKhUUS9Tm75YKwqE9VI2Z0jb1bW6zBYqmUpn7LdZgOTb/XqzBMmTFQvC4s9EGjW9RmfXrD4fZg5m/BmXbKvTkLoikrtg/eAC5ugS1+3CSjh2BJSUdtXAnZd98h0jKwuMIotfVoFdWoO5uEB5ClkHXsWb3xHv9n9BLiyh56SlEbchiREZJSEQvL42qhpbVl8DZfzoUd3xQtPb72Fz/PeL31BwpQk1DGvO20xlprV/+hrRacPGXI+9ajEhLAH8NcnEl6AFQfUhanbFx3t2F2gA40/uD1Y1wJKN3CUIwgLC7UXZajA37gUqqCn4krstwpEAllk0zw5cRtnhDK6LWgBYw3BV7uiBcXcBiQ7iMvR1IMlhcEKwCyYJwZ4ItHnVUF6Og2irQNXAnRG3wDbdZoNL4yQcEBMlXimXrBwRHnA5qL6TitVj2LDUCZ+7fD4TQ8NkzsQy9BnQNJfdTw1FC6B6QEbIFWT+wKTNo9QICa7AcAFWJQ9ZrkYWGqngitDG6ZENX7AjJgkUEwsIWgNZlPHrW+EMeEyMWjZkuxMybvxaLWk6CXBX2yHPxuy+0WJBpSHtMSKH9Bu9YWpox7p0xg2lK+1aH/19fmAnlfWN1N5YWOil4/d9Y1i+i2jMQT/VG9PgUsvt3Y+eK1Vx2ywlMG2NFy30LXUCPjCAOW73hvPcfw+XDAcGmqT009Wmt2+aW0JQAWJ/GvG41Rmv7T+je/Fs2UPry0yROvwnnsNHNntcaYasx719tnbAf6lXdpoQ1PeCn7I1/ENhsCNXBQTeAO92YeP+4C2XDP5HqipH27we09RvEabddhjOh8cnMoRZkWvoshRDoqoqkKMiyTE1xKZ/f+he6jB6Gf/JvKH78noj86f/3ErLNMJFrzL15w293cxPCjjDtijlm15Ug712BVL0TyVcEyEAQYXGAzY6ITyNw+o1ga/uzakkMs1ib81tTbqwN/VptDfmrdiFSc8KWB9np1dQu+ZLgrny0kiIAXCdMIliwg+oqQWK/HKwZWWjlpaiFu7F06YZrzInotTXk7bRFBTBFDSIV5SFX7EMu3Ap+I2gvgHDGo3szjXhWztjCfGeivTQ0IY4qTc2RItD8WmgqMnCTVBVg/fl1BKBnjEXYvYa2QHEhrC4kzYdUmYdUtxe5/MBmfD0hHWwOpMpK8Fcg4rqhJw+hrBYSu48yMgXrkKp2IPlKDaFBsSGscQhHEjjTI1TvMRHCEG5UH1rvOITHC56kRrNbVuYhlW9BLvsZqbYQLS0LS/6BdtGd8QTHXYRc1dUouzIXbcc8bMGy/ZolnVD0Gk1xoytOJKEam/dlOz5HN3SLG01x4s3qR82Ob5B0P5LuR9FqcXiSDCFJsYE1DpypiND/FQdU7jD2FHVLQKR1h2AdqEGUPQ6wONos0DRmV91SYgn9rVoIUH1YVx1wS5xw8ZWcdq6x6bctws3hEGwaDtqNTdQbum6uL9TUFzD+3z9rqV3+E0FbMt70HNRj+2FZvQeEwLryoZh1SO7dg+tvGcb0UfuH763PGELM1mcOZNov1EC0YBMi5KggFq0JqtkcLRFmWiPI1PcY11h5jVH/vrSqSir/9z6eSWdgzWy+73WUBqm9+nFbaKmmSQiBb91qAlt/xrf2ByzpWdS4s5FqkghOmoDl27UoBfORKncg6QE8p5yJ+5SpSFYbJ2Ue6HedwTtZa57jD6++y/aF34b/Pu2Z+1n79sfU9D0GS0o65f9+Bb2iLHzcd+kjiPjUWEXF1LjEGpPba+N9i771/nLkolVIZVuQ65o20dYdcfh/++gBj6Rq0LDGkC1gsTRrptxUX/PvzKNmwRw8J5+OrVvsvaL1hZXWvgPKpu+wLX4TgOT/dw+2Hr1j5sv9alXYTE2O9+IcbewdsmR2xT5gqCHMHMV0lHn2Ee8ooMtjs7FtrGj+BJNmOViNTEMOxuROzpuHsvd71OzTERnHNl6IFjSEE38peLocSA9WI+9bhbz7ayShoaUfhzpkMNhc6N0GYFkd7USgUfwVSLWFCGsc1o3/AkDIVmNfSqAKkdIN//l3RQkAcv4G7HP+HpEmFCeSVodABsVuaJ44sAJpWfciUp2xkhMceA3Ykw3hQvUhVReAWkNtST7u6p9RdD8VCaPwu3JA13DWbsdRV4BFrURTnOiyAyFbsfn3HojBkzoKuSofyVdk7B+SFEA2VjptCUiBMoSsGBoqFOOedMOTnLB7EZ4u6GljKCvd1/k1jaoPFBvS6uewqJUExl9OzjkT2zxhbO8JYVs2XIc+1vXv4aoRhsnChi0Sv3/UFn7vrIFinDXb8DuycGWPxbo2si8CaF0mUlmnomg1OOoK9rvxNpxt+H7zAD2OzeZPvX7hzP72CK1Pa4SaxpwEtPcelMb2GTVmmteYJqmtbodj0do+c6jM4UJ0hol/QwJ791DyxL0AyAlegpZuCEcq2OLB6sKy5R0A1L7HkTX9MhRnx+2p1dUgNV/NRi3eB0LgGHEsjsHDG41hUz3/c6rmfISkKCAEU59/GJc3MWbedf/9jPxvVqL6A2h1dWi6blgLCAxvWYqy34GLQPf7kTQ14vzAiZfGNM9qTRytDhvDtSBSdQFSVR5y8U+gBZA0H0JxIpwpyNUFUacIm8s4Tzvw/uvxqaBrSDXlYe+gQpLA7kbs1+LIlUUIh4eMh56O8M7ZkLqfVlL+1ksHAmoLgeJNAYsCmo4vrb9RlisePbU7XU4ejcV7YMGyNeOSVLILy09fEBxzDsQlR2cI1GFdOBNL7k8H7jW5K8LuQqoqQa4qwTl2AqXDprX4moeKtlgcHAqFQ+hbecQLNUeCo4DOTkt8sjdHW1d8Yg2qyua3kSu2ofa6EJE8qGUFCUFF7nIS3Xbk0g2I6l3Iut9Y0RG6MSl3piEFKqixd8ORlGNoa2zxhithT1eQLCj5cxCSDRHXDZE0EBQb1hVGfBtBvQ+ZJKHH90EKVgIC/xUHYuAoG79G2fYjCIFcXGAEBd1P3RV/xbKpCjn/S5TCZQfKtcWjDrkZ5efX0bNOQsT3pGzXz0h6EAnVqJNsxRIsIanka1TFQ4V3LJo1Dknzk1SyCIEC2ScjvAPBYoNgNcq2WUi+4ggvN7qnK3XCSa27D0K2G4KLEHgqfsJVtwMhSdQ5srH2mkrVnvXEJ6QgBSrBX4oo3YxFqyFoSYBhtzSv2eoM1BVjXfcCAJ7Tzua0305CsbSt3q11BV1/pa8tq34tNaOq79msrGAdilpNctGXjZbrt6dj90eulmqyA9JG7n9XUhDJg8NBUF+fsiVCAwTRpm0hmvOA1lD7UZ/WargaevZqTJhpGDenOU1dU8851jNoD21TU84f6tNaTWNDoS7WuU0JmG2ND9TaPUBadSUVH/4b/9ofkVwedL8fFKfhrVELICHQHR70niPJPPcMLClprSq/tfQtWc3ad/9H2Y78iPSRV/2GzJGDcScbE96iTdtY9JAh5Hc/6VhKtucTn55Kxc49TLjv97iSvQCUF+xm0/++QFdVjvndZSyY8VcqC4vwnXcPwukBWSGnt7E6n7cDeg42gi1v3xIkO6mMosfuAgzPZf4zbmnUtKg9zXla4wzC2D8aRN73A0pB9NgjLDaELQnsiQh7EsLhRUhWsHshPvtAxnrjtdrjHIQz5cDintBRBycZwbX3m1zZZz8LgJbcFaVkJ9gduE+YhKQoCE1D9sRRNecjlKQUtL17CA69FRxe1EGJKFuWI1WXoexYhZ7aHT2rL1JNBdZVn4erk/nM6+1vkumrwTnTWAzSEjLAZkfy1SIF60ANIKkBhMWO79rohajDRWe3hDKFmiOY9pB82zMidYj2cFUtFa3GsuNT1AEnEhx/WYuuXbfpU9zVPyOL/ftKJAXhykDE90LEdUU408DqQSrfEnYNLawe9KTBSIFKpJodSIG6sBYFIGiJx6pW4relGUEq3SloPc6lbOd6FLUaZ+1WnHX56N4B6D3PRT1mv4cwNYjz1VsQsoJwxiPXHDAXCEyYjtZ/HJZVu5F3fY3kK0ar3Ik1WGZ4J+tzCXLRaoJ15VR4x+EtXohVNYQR4+WRQLFT7epNnbsPSBKS5iOx7Dt02Y489PqwtqisYB2uqo14qjcROPFSbEvfDdej1tWL6oRhUeYDslpNyv6JsLC4Qa2pp8mJHNQlwGdPx5o6BD39mEPiTKAlfTZWfwkJpSFKU07Gdeokpp3i4Pjk4lZNEA82hkpzNtzNTQSb2hsS4bb5x53UbfkcRa3GXRMdL0m1xEOPM6gs24eiVhLvz0M4UtH6XBSdd79gE9LYNEVz8WoaChbNCQMtdfPZUKiJJdA8va1PuPyDDe7a2L6Vg538NHUfTdFUH24ucGVn0dbs+ePVAGjpPQmcd2c4XdmwBNvSd9HdXjLufgjFFR2YsT4HG+sIoPbHZVR+/A5IMpLdjtuhoDjsyBYLvrJyaovLSB86gPF33ULVnn18/cQ/qNlnOFzJOWEMx940HTUQIO/r78n7ZgXl+btwZ6RRkWtoKBKvvZV9v5RjW/IW/jNvQ8SnIOJSIrT9ob5Qf1EksDMfyW7DmprR4e7KW0KUm90V/8O6ynAiEhh/BXpad5AtCIvFMNPef3/h+lUVGEKrKwNshhAn7/kOpeAr4EA8nCavq6pIRbnIJbtQNn+LcMaBK8HY56pYkPflIpfsRI/vQfCEs9Czm14olXf+DDXl2BfNBMB/yrXovSPjFbUlKG0YXUfe/qPhvjngw7puAYBhISHJEPpXUQztlcWKVF2GcCegJ2agdxuI1vtYCPqQAj6ExQZ2FzTj4rmzCyVtpeGivOko4AikqRWVjvb6cbCRuJsSaJT1ryDXFqIlD0XveW7M/Rz191UE171lCBayBb8tA5cvD78tjYqk4/FmD42+gL8c347FODOHIJz7zRkg7FVMlyzUePqjyU4C9lQUrRZv3SYCugW7vxCtx5mIlAPReqXC71EKl6MOujYcAVkdmYVUVoiy+TssG5ciBWoRdhdq37Gow08Fd6JxsqpiWWOslMsFX6EULkPtdSGlVX5S981GuDPx6RZcdfloWSdSoqcg6X5jZUtWwm2prX0Vh28X+9LPiUg3rhHAsvF5hKMLcvnmcL3V3r9BJPWPalPLiofCZmpgCFINn4AR5yeIr2Aljrr8cCBNLW0MepcJYD30E6Tm+rxUUYTjvfvCf+/LOI+0QsNLUvCYv0TYZ6sjs5h+khpVRkMO1Sbs1sSjWVHTlTe/PqCBsqzavd9pQgWa7AQJUvd+3rCoMNWegdTG9Y/5joba+IUpuQzqK8Jamx26L+L/zdHQ5AsihZvtW4JU/e8L4s45LXwP0LgHppDABY1raRq2SyzaS8iBxrU2rb3GiRl1UcIZxG7D5mjK6197CjWtFSh0VaXmq88I5G4l8MvPqH2OJTjp6vDxnn2t7L3/NpSkFFJuu6/RcprSYLaGEzPqqCuvYN6fH+a4/3c1mUMHxsy35t1PqCjYzYl33ER5/i4qCnaT+/Vy9q03xtkxN09n1/c/seuHNQdOslhREryIgB/h96EkpaAW7kKy29F1CcVuo+64ixHJ3RCJ6c3uZ2zMo1mrY4fR+nnDQU3q610XXYWqPGM/qeIAdwZIClL5FoTFBXHdgMjvfnPXbaxuDe+1/vuY/35eON35yg1Gffajewei9bkoukxfNWjqgW96C5E3LwsLTABqv7Ggd0ck9oZgDeqgFCxrd4OuouxaGLFvuCHC5jSENzUIdhciLhm131i0ISfHvPejjVgL/Ee0UJOdnY130jQkiwXh9qJ3G4xIjFRJt+VhHnLPZIEqsHpavCm7sb0vh9qNYXu/KPL2Wchlm0CyGFGGXRnomccjvPsj5ApB5falCMmCNVhKXOUaypOOR5NdpBbNDU/CtW6T0T3dkPQA/p0rsATLqfX0IWhPb1E9vIlesCdStncHSrCKpJKFYXfQEZNgIYw6V+Wh9rscnAdsZ9WRWYbZWzCIvG87yvrFKDs3ovU5FuE8HsuaZ5E0H3rSICjbgiyClHhPwFu+HFmoaJINWQQQyNS5+1Dj6Wt4RCNyUqdsfhetZi+MuC1m/5HzvkDZuzwiTe0z7UCb1quvVFmE4937qPb0x9FlNKUVNSTvm4uuOKlIPAZLsJKAIxNv9lCqty7AW/pN1PX0uBwCgQDWuHSwuAyNmbd/k7EGwu3VjjT8sNnfeRy5Kpfi1NOQhBYV5A1A7XU+InkIZQXruOXpSR2ywt0WDzuxaDiJe+fZfUCkl7jKHd8RX/6D4e3O5kZPGYqeMhwsDsryVmMLlmANFOOq2YokNIQrEd9lj2P5qfH9ZurIrCYFm9DfsWhqMl7fJK1+gNCm6gEt02zcPLc7Vf/7IvzeZF/S9rhLh3rPS4jWemmLRVOxihrSEscIsfK09p0I5G6j5O+PYh8yEqxWqlw9Qehkn39qeN9K8d8fRSspJuXOR1Fc7W+VERLEtNoa/OtWUb1oLtkDe3LM734bkW9poRM9GKD6848J/LiUMTdOZ/Psr6jcWUh8Vjp1Gb2p+fpLLF2yUXflg6wgu93oVUbMtIRLr8PWsw/qvkL06kq0shKC+Tvwb96AJSUVtfBAn9cTM/BfEqlhhrZ7UDyUro7bNC/Qdaq3LSBoS4rwEArRixhNXSuWcNeUwFd/UQQIa7mTexRQ+Z+ZgGEero65P7K+1buxbHsX1ADqsFPRegxFuJOQasqQC7cjl+4CoSNVOxF6ALliB8LqAlsc6EGUYkPYVXtfZJi5N4YaQKrchpI3BylYfaC54nuh9b7YMDMHpMpcLJveDB8PHH8JWs4QiEuKcqpwtAg4sfqCOjABacdP5P/rviNTqOnfvz+uLiOQHBpScT6SrmHr1Z+KyX+Iyt9ZHmR4xVEIrIEiEoIFyFV5AOhx2YbJlCvDmHQKAWotyPb9KkljkO/Igaklq4mNuY9sN4QAfzlS+RaUXYups2ch6UFswZL97oYlcCShp49GpBnuUaWKbSi5c5D80f7aAXyOLlR6m3A4sB9vtyFQtRPsiWF1eNW2JcS7HYjkwWGNTP3nmFr4KXqXE9G7HNi0GVpBiHhWlcXYP/snUlUeEiAsTvSMcQhnKlLFdpR9K4AD5mGyWo3NvxdnXT6y7kcffluUcCBVbMOy+e0DTSfJ4EhBj++JnnU88q4lYbfGALorC23wdeF7iDvntEZNomKteIVXzvNWo2i1OGt+wVWXF5FHU1z47Zm4arcdaI+e5xE89fRG272jsX4xB2XXYghWGxN4gP2BSuujZZ/O088NR5YP3h1xY7SXtgYiJ5QhwUaq3EH13q14vBlYtn8ckV8go1rjqXX3w+80HGvY63aSUG70vcCka5Cqusb+YNQTJP7U65cIwaYhsQSbhkLN7tx9fPzRetxpqQw6fwpAhMamKZrTzoRYUdOVf/xpAd5uQyLq39LAmc0JMbEEhKYEkJaaOi4tdBLcXcDIZD8bPppN765Oxp8zBk+Ci59/3EZ1eQ1F3r6kDugTnvy3xatbR9IwuGqsNha6TuX/3se3fjV6WUnEscSr/h/OISPQgwHK//0KwYJcPJPPwjl6HLLN1qzr6pYKoJW7Cpl356OGmXFWNs4xx+MaOyFmvBi1rISih/+MnODF1rs/vh+XEXfmhbgnTkGSJPY++KcID2UR5w44gaRBPZETk9i7W0f3eCE+DVQf8r48rCs+QS42zNN0bxb+38w4ZAFO20KsurXVNL4sbw3WQBEgwoJNWxaWGwpx2ZfkhBdJ6h9rrL3qC0LS3u3YP30GdI3guIvReo4EixUCdTjfuQct83hEQh/kwmVINbv2z9WsCE83wxJEtiDVFSFVbEPSD4xnWupIY87nK0Prf0XLglvXFSP5ShE2j2Gq19D7mxZAKt2IpPpQCr4IJwvZCrIVddDvwJ6wP1EHXylSoNzwdqoHw8HLkWQjbIXFYex9cmYcsL4Q+n6TvoPTareEVm+PCFSi7JiNVLkDFBu/bPzpyBRqBg8ejMPpRlcc6LIdxZGA7h1A8Ixzo/IfjNnUQWlt1ADyroUoe78PJ2myA1kE0SUbZIyh3C+TXLIIAN2Vjly7F2FxgloHyGFvRFrqKPRukw1pNBhEKAqSrwpsbkRCykG5OWwtB+2ytnYfklqDiOvetIaqZi/yvhWgOFFHjUbv0j/ss73htZRfPkAu24SwuAnIbjTFhWZxIyQrktCRRBBZ9yMJDV22o1k8BC3xaJZ4w1UksYWapijLX0t82XLsaqmxCg6IxD6I+J7h+5JKf0Z4KlDHnGusgqt+0P1h8zcAy7qXkOr2GSZAnn54s4ce6Ie6StreT9G9A9ByTo84D0AqXhc1eQXCMUcAhCMFyVeM2vN8RErkyldjq3iWZRuRqgoMZw2STPYlOeGJQticp7YSqaoYZZcxuS3PXYWilpNUujSqPsKWAJKMSEhES81G7z4cvVsTq1TtTM++Vnas3I39f08hqz50xYZUVxWVL/Xux7GkpvOnXr+E0w61UNMaszPYb2K1WMK6+Nuwd6hYaMnDEd7eKDs+ozJuOAF7Co7afFw1W3EPGoglPZOySsP9eWOrns0JNS3R1KxcuJYPnjNM4Y47bTjZ0w1Bu7k9Ns25tY7FFTdsDpuzxRJoGrtu/fIbEjLjaqkA05R2pHR7Hqtm/ofSnfvAV4uS1RW5vJhgbfPmfACe9BRSB/RBsdmYckoO2X2zGvXOFatubaEtLq7rn9cQPeDHt341FW//MyLdMXwMstuDCAaoW1FPM2y1cf6/nsBis7F4m4bi9rQpPs8J6bV8dMsM9LISbP0Hk/y7PzZ7jlpRRtWs90GWcZ8wibJ/v4y1Szbeq25BqEHUnfmoZcUIXx16TTVqUSG+Hw9oy33n3oFwxSOX7wOLDT3L2OvlfPlANHnhSkDtd32z5rwdsTe2pQ4DWhOyob4GOfz/tGzDSkUY8diqivJBklAtCXhzRkSV0RYaE2SaM92rr8HJ/exrLD9/g1K41QjkLSvGXtrsKRGOchoV6IRAqtyBvHcFWvephramCZramxzRfo3MS6WqfMOLXlw3Q4Oz+d9GNSwuQ/gRKkKxG06SLE5DiLEacx2J/YKL5tvvHKgM7F507wDDMmXv96ij72m32HXtJYxbFy0NL+4K2covmzYcmUJNQkICx//nCywud/jD19jqQYiWvNgHteHdX451zXMABGypWNWKcDBDgDLv2P2udm3oiuvAxFcLADqJ3Y+BYDX4K8CRDIrd8GK15T3k2j3AfulbkkESCIcHyV8LQke4E9G9mYjEdBK9Ckggu9xYu3ZHSU1HBPzo5WVotdUM9Kok5nTlJ6ntphgtmZxJpbuR92xB2JzIlcWow08DWcb5yo3GvdhcBE65NmLznmXJ90h1exGpo4xBrqVeWYSOVL4FqfRn5LKNSHrzeyNC1Dp7UB1vPE9LsBzV4jFsfGMQeu4Rdv6JicjFq1GKDI9QwuI2NG6eLqAFUPYuJzjs94awFAPL2n8g+UrQ0o6hROkWfTxQSlLJYmC/cNvjzIjjUuFylN3fAEH0lG4ohfW0JH2mgVDReqchEtJRfqkByYI6MB5c8cZm2KJ85IL1iLTuCHcyIi4Jz/8eQSsyTJEco8Zi69UP93EnRUz2n97WJ+rdK8tfixKswKvtDNsD1zm6ErQlE19Zz8YcsPUegHvCqTgGDmt3DzMNJ8DbtwSxffIa8r4fw+aEYCwySAjDW95+0h56ljcvKmzWY1ZH7K1pjelZaLL8+0dtSPt+xJI7O+Y5AgUUC8IaDw4vetVuLFp1VL5adx+q44dEjW3138GmhJqWmp6pQZW6Gj9xie427fFoTkNTn98/aosyOas/AW5oPtWc57HWsqKmK8e4CvjyvaV8k29F11Ss8YlYu+ZQt/ZH6n7eECVcC4uNwGk3Yv/c+JZoWf2wVuxCr6km/jdX4Vv1PYFfNtJ1zHBqS8qoqAqg7TO+Dz1PPp6bfn9SlLlZwzq1hdYIf03lbeoZa1WVqIW7UIv2ohXvBSHQqivDgoG1e2+sXXPwnHUxJU/+Ba1kHwnZXegxcRzZY0fhiI9r8XsphKDkpaeQbHa0PTtJ+8tTzZ6zfUuQ+LlPYklNp3TU5VjnvYyyexO+6c8YMVSaQtehtgKppgzJX4fujIPUbCwr87H++GhEVrX/lS1axT9Y76UNtRsh8/uWTq5bize9B9TtpXrfdjzdRoPFCbKNsl0bYl6nLdTfQtCqwM0x8obL0jVjr48tDjzNvz9NXbc9vcU2tt8wgoARW6987w5DiJEtsfcdN0QLIFXmoeTNRk8ZgZ40EFwH4XUwWANIYDXMSNWRWcg7N4G/xnDT7faSPTiRvJ3WZhfpGyJVFiHsbnRdY9e9Zx/5Qk2IhpOFjnRR3LADybuWIO/5DkkPoLvSqbZ0IWhLMrRIahWqPaVVdYjZQUMBqELsd8er9VQM/+ZFuVBTTnyCMYlI0iooz92Jr7wC2WLBkRiPze2i0icQRXtwpSTh7d4Nb89s7PFx2FxOJEVG6Dq1peX0mng80PgHSq0ow79xLY5hxyA7ndR+s4Dyr5ciXPEoBdGDVH30+F7oSQNQCr5Cy5lCcPJpWOfOwpJvqE8DYy9EG3oKto//CbY6kCSEYkXEp6Jn9kLPGYplzb7ogqt3Yd34KgGLF83iQcgWhLT/h4QkVCR0JF0DBEgQtHrRlf39SOgxbXubQwmUYg2WI4sA7qpNYQ2b7sxAG3J9RF5p70rk4jXGikryYMMEoXA5wpVGjZSIrrgI2pJIyBlN2c4NOGu2Eldl9EmhONB6nkvwpOOjPJ5I5fuwLF+Osuc7JH+ZMYmVreAvMf7VVcLOqSUJZAUlOTU8IYL6DgIkQGDpmoO/JohctgcJgZbeE63vcRExEqafpIb7SP77+83RNBXflv8hZBvOfmchb/sEpWRtzLYbe+s1dDtuZIvNj0K0ZsNq9SezSd37mfF/Tz9kXcVetwtZUsP3Wl8Qnvuz4UK1oSvihrR0AtUw+nRLvJ81txK+tNB5oL3ZP24Jgd23k4TylWiyHb8jC9XqRbXEEZ+ag56lYFkzH7kkMlbE1Ocewp2aHN7XEotQe08/SWWMe2eEN7SD2UvT1P3VpzFNVVPlv/m1pdV7lBoGNG0JDQVg1R+gZl8xezds5qe3PozKX98RR52zO0FbEvEVqwgcex6X/f4UVH+Az598A+fI4xgzJIWv/7sIvbbGWEkFvFaNil178JVFxmnL7puFnJlD7hLDZXzOCccw+rrLGJtYGK5bRxESChszNROahmxtH4uB7ZsDWOe9iCUvckzx9sjG4nRQ5UxCstqQrDZkTxxKcirWzG5Y0jMjTMu0ulr23XsLkt1Byu0PYkmOHdASDryz9g8fJTjkZCRfDZZ1C/BfcE+LorfL+cY3Ud4lGwGQ65u46RpywVfI5VuMhShX4/VoSFNak9ZMoNsqrDTUIJQVrDMEOAACyLqOrPsAQVzy/v4X3xNkuc3Xa0hje6Eb1qulglJTwl1LAo/GyhdzQbSRspp6Fk3dQ1NlN3Zek89A10jb+z/0uO7oyYMRcT1ArTVM6nzFSJrPME3TAghnMtgSDA+0ss3QSsl2pOo85J0LkWsP7NfUkwajZRyHdeOrCGuc4UE1WAOaD5ARkoKk2IyFfVlBOG0Q9IGs4O7bF2uPXlgSU7Bkd4/wiKjW1vDtxacdPUINND0hOljvXfUJdxAtiLx3OfKur1EHXgvulm1Ij3WNttqRNqcejvmC6Co2/z7inApS2S9gE9jcdoSuoRXtA12j16nj6XrMMJL79MBisxkbKisrqPzf+/g3rUPUHYjBoniT0RrYRYcvldQFdeBJWNYsQ8R3R88YF7bNlEo3oRR8iR6sQ9F9CHtSeG+MsHsBCS3zeGpLdxqbntUqLGoFFrWaoDURXbZjS+xq2LIm9ALZipz/BXLRaoQ7C+Hw1hNQjJgwgUmnYVlbCFjCm+0atllD5GAV8ZWrkDU/NZ4BaIrTEJr2a3RcVZvC5l4R9+7KQOs/fX+Q0DKkml1hwU1P7GfYgUoSwuJC9pehS1Z02YZFqwmX4bdnYPdHb+DWkrsSPO0GlI1L0bv0Q+86MKZq2Pny9eiergTHTkWqLkEu2QkBXzj4l2PEsVRpcchFeSh7DE2M7vZiTfCg7TYmv8FBE7FuWBQuU+01GpF4KuqwNNgfCC3kOayhi2E48O41dLEc4qS7byFjyIAWCTaNmQ80iRrE/p+nkSt3AMb+EpHYJ+wZLv7caVTOeg8wAtv9/XZjlbR+jJNYWoWWenyKZUbVmGlVU5qIht68QvFvYkUPD5lRbN8SxLJiG9rGd7ColVhUQzOgdZuMiMtGuLtE7NmLVb+GphknZtSFA3/Wp6XeuQ5mct1SjcnNc7uH/x9LsGmNxqdhrJuGx9Zs0Hj3o19wJMThTEpkyWPPN1lewJaMz5GNKzmbLtediuyIFiZ79rWilZdR/t6rJFw0PSI2i1ZRRtrPi1n/4Rw0TxJKdQlyfCKBhG7EpcdFmmsBWaOGYnU5KXGkIVQVOT6BIqU73cf1jpjkd0Rw2oqP36FuxVJEIICSloklPYvES69BtsfWhodoyvQwxI7l+ch7tqBs+xFl92a0zD4knXQCWmU5BIOIgB+tuhKtpBh13x6EGkRJTMZz8hRsvfsjOV0UPXqn8S2zWHCOHkfCRdORJKnRMcj26TNovUYhbE7sC17Df+oNiLgkw63wlh2GWY8rE+HOityD4K+AUMww2Wo4xUE3VtJtCeDwRi5aEj0ZbYkmJUR7CSn1rx0rreG8pSxvJdZAOZ7UHmgDslC2VoDFRdmeLcj7zb8jTL5jlB1rbhTTjK2FGpiWCkKx2re+QNRcPRurc1tpSV066loh7LV5WAMl2P2FKPsXrzTZgaa4sMRl4K+tQkgWLGolsggaVjNCRdYDSOgIuxfdmYZcvgVdsiKLIFr2ZJAsWPLmGHueE8eEF+m96dlU569El+1IQjMWiIWOJ6M/kh5AqtiOVLvngImcxYY1NRV7v8HYho7k+5unH5lCzcCBA/GOOg5b1xxcJ0xCiU+IyNMeEb1DhB50slyGVLHNkB71ANg0pLK9CEcKFfbuePqcGpG/Ic29CE0NII1J+u2BY78HpDpPPyNBCKz+Quy+3dgDRci6HxGfjB6fhqVgPQBKajrVU25Hyf0JqXQP1vULw+Wp3Yeh9T8By+of0NOPNQbrekTdixAkeROp2b0OV8+TwV+C5C8H2WYEotz9c+RKS2UB6AGkQDm+4m3Img9boBhFq0aXHUhOL5LqQ/KXGnoJqwdh9SAcyci1e4xVhwYmXKg+ygvWIYsgCSldqN1tbF60Bsv2v6BBVEscsu4Pv6wAAUsSQraiKQ5cdXnhFVih2FH7XIpc8QvKnm/QHanIvqLw5bQuE9FTR4DVQ+WOb4kvW4FVq0KP742ePADLDkOrELQkUJY6KXyeNy0b65pnjWN9j8Oy7SdEfA8k306E1U7w+EvQc+oN1P4aHG/dg6T5DM9wmeOM2x2ZBTUVxC9+kWBBLgDpT7yCbLWyfXMA2+xnUXZtMoqYcgvICrb5ryJkBbmuMqLpjrn+MvrGVTHs+AHhTfYNgyyemFFHXUUVn914V8S5skXB5bFz7rWTCYw8tU2xP+pPwhub/ITKyUmvJu6bT8hJ1LC7bMiShL/PGFwpSXy6v2617t68+O5FMd3ottUlbqwJa1PE2sze8P5CWpqY5hZdBlKZt4KEpDTDprtwGZLQUbufSfCkk8CV0GrhsKHgNca9M0Kb0XDS355agZYKMiHhY0VNV955dl+j99USZwMN762h5mbDFomVC9bywd8/NzYRq8Yz1lJyUIqNsQCrBz1tNMKViYjPwbf5M+KqNyBkG1rPYYaZhcODOngiwpXA2T130kPNo2vvDL7d6WbOy5+j9h6D3mtUuN4nZtQx76PlVH70b7SsfgRHn4lIzoaGQoK/FvvsZ5GL8giOPsuw768qNq7pq8ZWmosIBskc2JuMoQPY2esEJvRSmmzfUH8fZd/Dsl/qsHbtbizKqCqSxRK1n0foOoV3/A7nmBOQrDZqlxqeB5P/393YehwwX5V3rDGEk4INRgwPIOmG27H1GYBeXYVeVUHBHis44pDz16P88j1y6S7kyiICY85FpGZjXfkZ8r4d+C64F5GaHfWOCSGoWfIl/s3rEXV1BHfl40yMw5Oeiq/PKOx9+lP66nPo5aXoaT3wnx85VoWwf/QYekIaWr+xWL/9D1JVGZLmj5lX93RF637WAbMdXacs/0e8Wf+fvb8Oc+s61//hzwZJQxqNhmfssT22x8wxhBkbLgRKaUqnjKdMp8w9ZUgxxbRpkqbhhhyOnZiZPcyj0Ugj3Hvt3x9L0gi2YGy3/fa8731dueLRprVp7ed+4H4W4u/dLTvbi4S3G04oS6AQTsZmsCMcdv/O2W7GUggNEBg4gOGoxTt75QmTs2KkpxBZyXdMu38XO372/v9dKEboTiTLqBDS96dHBqj1PQ/AUOO1OOLDmFo5wuGx3dbbthxf53a8s1fh696FI9JPebhL2lRON5ZnLkp4BNV/iJGGSxF6Vc72xc7J27oI4kHCx5+lyhFD8R34z62paWpqonX9a9EHpjxSZksHzW9+a04IeTrpLPmQ9DBHXK3EXA1U1LeDVo5V3oBv+OQlN08lSg2PJpFDarKgmBE0I4AjOirTq0KHiTnqGK9PpCAlitmt8gbMmZdgeTtOyXnYwde9Cz02iqFV5tS9KGaMmvpmlJhfFrsFe7HqVkBoAK3vaRQjhFm/CmV0D0pCXhERTyh7xEDRZBhUK8dyeSAWQI2MFB1ToHIRKgJQEIqKO7gPgPhpn0CZOI469BJm09koZhAl0Inq259SHLFQEmIGcRQsQhXziDvq8Pg3p/Y/1PLK1L+T91bf+g0wolieuZgLX4exvB7X3V9BCfmJ3PJtlOEulNA4as8+9IMvYzkdxF7xHqy6KUOz4fB9BB+TdRiqrlH/mW+jueVEENryAuEtL+K+5kaczYluvUacsZ98C9M3glJZjdmbqXxWO38Oa9/+OmpmThmSt67upl0t45iIEIsavPMtj9C3Je2ZdDghHqN83VlUXnxl0cZydiilG3u2wXrPbf/guQe25KxnzrmSfzy0PG9PlXQU6sRe6nhLRdcdnYQP/J0q4UPMvACraiaK/yjmPC96oj8G0TGU8EjCgzUOejmWq0ZGMWuXYLlnFTwG2JObQlEOu0aXYE9oToU0cfqx8mHPQYU3vuNARm+LfCQmvfYke5/J5zYbQljs2NTJs08N8PhfnicajuWsA9KxIRrXYYwdxlJUTK2SyslDGIvOIr7uGpxPPAzKQKI4Nw6uSqrnzkCtriHefQyEYHzBFVi1MpKWTt71F+9B9fURu/xdJ1y4296hYwz00dqzhf7te5g41knTaSs5bM1l5mWnc2argbMyU0Y5+cxP/P0vTG58OOt8dZwzZlH9qtfjbJuT+j205QUi219CrXLjmNXOEO2oXbtQx/tRR3tSql8Z17i+DbOxHWfnVqxwGLWyEjMcQTFi6M2tOOcvxrVgCWO/vQ3FkITCMWc+ZavWU3nORRw7ZFNTKQTKwBGIBGmqN3F1LMYcHSbWeQT/c8+ihCYwm+aid+7EbDkH0XZh7j4AQsNovU+i+vYRO+tG9N0vo0T9mI1rwenGctWh+vag9T0jGxi7ajFWvAso8D0WMRyxMSli4/Tar5OF6RCWQh7/YigUNSkEPTqM4fDYkrQTSY3LHk+hiNF0ozPFxnQqIiGnGtOJ2E0bQgAJu0gYssxh/58pi/YTKptFqGoBmhmiqu00fMO9JY8XANMgeuBu6SxXHDjnXACVTScdVQQg6mP8xZ/9Z5Iaj8fD7Bt+jr//AOWhY1M1B6oDHFWYc5dhzlrKrAtWoTrlSzVdYymd5Gi7foIaHsJSdNBdCE8HVt1yxvzBnI/Kv+IFmM4xiq1bjNQkocd8CLUMoZfmnT7Zfj92qXWS1IwBFu62taBXZOQmZ09aSqALfd+vU39PVnYQdbaiCpk6p1gmimWABQ5jHE1MYqrllJl+LL0SNZyb9mXMfaXsQ9D7NGp4EEt3gzGJqVUSrphFectKJkalVr1uBKms9soCPWc16ujOvA21Yo46dMOPYlnEHR4m3YuJO+pzG2si0/YU3z5E28XgdGPOd1D2x09jzF5B/NzXU/67jwJgKQ7MRa8nft7pOUpnLZFdjP/mh2iNLdR/+HOoaTU60SMHGfvZt6h77ydxts3BDE3i++m3sUwDx8w5WApEtm1G0R1YYZkqp2gqjvJyvvPbG5i3uIk9B5WMugtlSAopHK1fzK+2zOCP3zyCEhpAP3RHzrUQnvmYc6/F2LAgZ1k27BpmFjKgJydCfO4N37NdNtJ4BZWvvI6N7z82baGA6Sqb2aWuJSMgyfS95DrG6DDDX5ad1i1nDcT8KFhYzmosz3zAwnJ5scobsZzVjI/0UTP7tKLjgfxRmulGk6aL6ZCcUupb9hxU+PaRDnZ88/6UjHMyspEeMUyvmSnUPNSO1IwMBnjD+T8qOA5L0VKEEmCkah0g8DbMQMxyoA5WpdJvjDWtEJ1EHelB3/w3xKxlGKddabvfDPn1lwdwPvMHMKIYi85BdKxLzRPZSH/vkz177O55m3uI2j1PMt7Zw9AeOUdVnnsJruWn4ZzbwbktkYznNd7bxch3voDnplsZqFxFc2QXk48/iNHfQ/VrbqHyDOn0OrpzHMeTv4GyStSh4yj+ESz3HKzKFoyli2QK98BRmi48A9+vfogVCuJctAzhH6f66htxLliMoqpYloUVi3K8c+o8lZEe1K6d4KrEXHKuPcGLx2B8UEaYVQ3L4UTbdYyAbwhDr8I7+zRptM2Moh3fiRKoKtw/BFA7H0YJdGMufD3K+AG0zocYbrgcVD01T2v7bkcNHMcqa2DYc7pMN7MZn7e2kWDfTixFw3DUZdba/ItQShbJdG0aPTqC4ag+6cjTdMhKqWlz6b//X0MptUB2SG6jGkE0IyjVStFwNy9gYvCoFKRSAcWJp7kDFLWoQ3+6kcKTtp1jAcZf+NF/LqnxnPVBFF0aTamL17md2ho3yvhh1LFtKPEo0as/hJhR2GC3Qz6VrcDRp/HoEVTfPkxTYC17K76hrpM6p38nSiU1atyPKgwMV11J+z1ZUgOZxCb1sAsDVYTx1M+UXgS9XPaQ0Svw9e7LOPbE0edwT+xAL6tORXCEGU8oYCkJNTodoTjQa+eDoxJleDtERlCxsBwulHhUyiEn5I0zEJtINVBVAl2Yvc/jVMxE5EeVho1eAZbADA6gGQFUa8oIFxWtWHXLU/ryhl7NuPd021BsIc+asboFz8YfYI4MU3nZNYzffy9KYIzoK96L1bY4tV62obpgdDtbf/VnhGlw2dc/je7K/AAljZjQtk0E7v4jF37yXYi4QWR8gt1/vR/PrBkEegcIjY7hbZ9F/aIOeh5/nO/feQsbZjaljMJ2tQxlaBtH6xenUnmSRmjXr7dg7f8TcaeXyskjGcdXPV7C61+DmL2SOQscqDYKQ9MtIP/8O35JoN9GZCKB8Ft/yMYP9xSN1hQiNYU6WGePO7unR/r4v3VoHj2/+SPa3meJOpsIVc7FPe98WVSpOmRksQSU0qfhZGXfT4TklFLLUire/NCCVEqeXV+a7KgSUFLj0HQM9vr57uc34j3/cuoWzqX7+ZfZ9GPZ+M7SK7BcteCoZNTVgaWoKBZYafUDhaRl1b6DOJ69g+hrPlN69CUcxPW3ryNq1mI1rcvYn761L9WrI/2YxVIN5y5wYIZCmIO9DD74KNrxHVRf+Uqqzr8sY73QS88RuP9Oat/1UYa/9zUwYojm+VRUO5hoOwsxZwWuO78omxECwtMhU/Gq52Q8t/nquE4a8RhMDKGGJrB0J1ZVLfqhSEKFrJ9g/16qWpdBZUvpReRRP9qRu1BCg5hzrwWtDK3rYRAGwzXngqql9qMefyCjTxjIqHu2wa3HfCgiiqlXI/TSGoyeylT0fHUa+dYrCcLAERsh7mw85SStEDnJV4xvl3r2LzO0/x9AKffY27Ycon6CXZuxFD0lblWKaMGJXp8TiZoVXP5/idQkkeHN9h9N6XRnwyqrwpi/HnPRmVj1UzK6ycLa7H8nkf4h8nXtpM7sQh3bQ1ytxBmXhfKGXs1Y3fk5RX//r6JUUpOcqCzVhQVUN8s0M/9QV9HJuNAHo1DTrqKSlcKAWFA2vzLDoLrwj3Qj1LKSr79tnm54BO3IX1FDg6n1Ijd9EasmU9Iwn5FQKJUxeRzFjGOpOmWhY1RPbE8tz043K/bBTR3fsmjyvcDEXb/HOX8RVeddRq+6EEyD6ke+TbzrKHXv/QQXnTFlmA/vP8zwIw9wdG83n/nVe9gWn2N7jKe6dXy//gHqQBeaw4GjsoL6BXNZfsPVOCqmjPIdf7yHA/c/xs3vOJM3vv/cFDFIkpj0modnBsr58LxDXLXIxTERSaUNKWaEhqEHc8ageusoW7qKi157EeU1Mo/XzgOfDrsC7w9f/w0UYSKq27FcXka1NmprPPIZ0sqIX3AOG98vBQUKEZt0MlKI0EBuj5T0seYTILCE4E9f/SvKvs346s9HaPJ4eYltAWP1VPapKhWlkJxCpKZUQrPnoMK7H5pj22ci33OR3H++BqJJ5Gskev/mEBu/8RNpOCdg1q9GHT+AsfD1KUM5iZLuWTxK2a8/SOR1X4HKmoLjAmRdzKM/x2zpwFx1mazrAZTRHsru/OLUbhe/GcrqMTbMAzLnrHxd2dPX0fa/gHPjb2j8wvdQnE6scBjNU8P4nbcTfuEp4ssvQuvdjzoxSHz5JYjG2bJH21An+v7nMJa9B2NDR8b90bf2SXIRGwcjIvuVKFrCaSSNYGNJ6Qpg+t7hzB9EdMrh5aqbEoQxYgQ6n5dNeBUH7vYzM74Tvu5deFsXo0wcBTOKVd4oe4NZcdngOdiNqF2CmHkRysRxtM4HEE0bEM1n4OudEopJ3e94ECI+SVKd1Tl9xnzdUinMEZNOFlP3ZGRClOoYPBUCAqfCeE95+QFLdWGUmEo3XRSrPy603T/r3P+ZKLX+KJ+IQBJFz1EYeD1ugiOdmKorVS9zohGXE03pK7V2Kgf/6aSmdsNbQXOhIDDzFCtVTuykcvJwzu/CPRurrB51dBdi5gLMuadhzl8HuiN/l/UtvRDoRQn3y26xoQHUoMwH9nvW4vG/nHMcU6tgrO4irH9BJ9YTRa0jRNjXXZzUAKoRyvrFRDMmixY4lhoSzUdw0rsDQ548384dssGmiKFaUSxUhOpEaGVFuxTbFkM2z5WNMQ2ZXhVf+l9Q2Zx3H4WQL5UOpLJa/cijAIQq5hH0rEyNxW4/hTB3gQNLCGbse5wjjz1DxNuKCAWJHj+OEpP3ztHeQVt7A5HjhxntG0c/8yLOumwNNW2Z+y7WtyM1pmiUrhe2sO2ex7AiEWpueSfO9g5bBSF9ax9YFr6uHdRpPpTxA6ihQcZqz6H8hten1pk4+hymViEbj6IhtPKM3irbd3yKfqeZIkhQuCdHOgGZc/xZXvj+r3LWDVXMJehZBYD72sv40RXHbc83e5/ZCm920Zn0aMHSBRa7D8CX/jyMWl7BofuPILQy3FdfTOwvvybmbGDBNR2M3nkHZijKuPcsauastR1LNnGaDuKDfUw++TDO+YspX7kWxWE/72VDGe5C3/MUlrcZY/E5aMe3I5rn0b428/k5mZ4vpRKaX29ry1CDSyJJIvPJMxcjM0mkk5okwf3pj5/n8CNPARC54XNY3maU0V6cj/we0bAaq245vh4pqOK+9jL0rX05jolsZ03yb8dzf0F4m2UqVTEEfbge/jGxc16H1ps595ozo7ju/7Gsr0qD5azBWLwOZbJGNsTVyqT0qk3Ez1jsxvHko2j9z1G2sIOqS65m6A+/Q/EPYay/FtG6CG33E2iDRzDnvhkmB9C6HwMjKL8FrhpE7TIsb1oKqRGTzicjJP+zLFlEr+pTefxFzAVjWRP67sHMH9O3URRJkJINlI0IxCYI9O1GwaKqeTG+0cGMVLF0iKYArvu+Y3vsoHspzugQjtgoplaB0noGovkMUJSSSGw6Mr5hQqCKsGz/oNfIru5F9lXMOM9XR5O931JUtPI513LWNSM44uMylc5VOin9/+Pfi+z7rkdHcNfNwDcRBlUtet/tUv/sBBvstsv+3Y4QlUyq/pNJzcKFC1ODtsrqMFa8B8g9acWMUR4+RlVgDxYKwy3XZyxXjSAVwUNUhKVnNl0hSv5goIT6UEZ2oo7tRTHlhzq+9DyUcC360XvkarOWYzlc6EcyiY1wz2G0fDk1c9aUrLjxr0bJkZoEsl8AR0TWnQi1HEtREFqVbcjZbsLN/tDbebkL/QZ5rqUQQAzVjEmig4VQXFS3rcqpw0nuI/tlTO2qbhTHU3dhLroFY3277RhOFKmxWxaqOZlKO8tnAKnde3G8dC+idgZWZQ11s2soW7kWzT1F6s9pDrPzz39n/70ypc25dBWxg3sgnmmotp21lrW33pQRaSkVScITCQT5+399DL28jIprbqZi3VkcO2zabpM07hr7785ZZqkOqX2fhsi1H0Hr1jHWtFL2yw+kmma+8lWr+OoHZmM1rk5FeIoRm3TD1/HwfRmNKkVlK+aC1+LrP5JK+3Ffe5ltrU76+UOm8Z9er1AoMgPwl4d62PxTGUWOO7wEqldQ3aKhJ1QErfIGzKYNWPUrM+sv0lCIxBQiFPFIhHve/OGM3yxNR7R0ELvyfWh7n0H19WOVVaF17kKZGEKJhjDnrpENdccHpJS5qwYl0XvAWHA6be94e8njONEITXqdy8W3yCh9NonMJpDJ7aaL5LOVRNehfr7/kdszDGhj3qtQR3ehRH0Y816Nb3Rw+mm3yf4MzhrUvjsxFp+NaF1QWrRmYgTXvT8h9opbM0RAQL5v2TWFxtw1uGvLMAb7iY35IB6V/7lqpYS+6gAzjBIZAyOI7qkh5qgGVwVq7yFE3XJJlGJ+1LCMLhgzpHAFqhNUB/6hI3hmrpJEKTYB8VCi2Dgu60r0MjkHa+UZkvqnHEJA1EewdztVrSvwDXfhbVtdUjqUMrIbdXiLdF4mnFqWXo5ihIm6mlAX3QwuOefmM9TyIa8HOy1iE3c22qqGJb+RpdoS+SIadoX12duUmgqUjWS05p+RelYKigkE/L9ke00HpUZroJBNZOCtqSM4dEjW/pFwAFgCFAWhaKiWgWoEQdEwtcqUcMV0CHOh3/KOL8+5pK+fr74qudxTP4POu977n0lq1qxZg+ooRxExLK2cYOUCKqo8KOERwrEYhu4lWj5zKjdZmDK0rSjUDT2MZoYIVcyjIjSVwx9z1DFZtZB4mfTGe8aeT/UHEdXzEPUrCQ0fJVbWhKf9dDmWo8/iqZATc8SXyOfWqog7G2QDIkXJy1xP1ct1sgVwSVJTtvjVJzYmM4K3fob0wFkWft9YSWIC0/3425GefNGPHAgDVURQRRR3fVvig1qOfKkTz4ii5RCeQqlxpaCUXO18Hj7btLaX/o5jywM5v7tbm5h/6XnM3LAaIxxl95330bdV7teMyhQZxVWGFZUGYf3CeZz/mQ+gqmqGChRMGZzpv4V8fsYOH6Pc62G3cx6Kw4llxDGHB4n/5Tb8Xb1UXXYt7suuBQpLGB97uY+yP3566jwXvI4Zbz6b1gd/wLanZQpH9OK30nbucoY++/6M/fzud29i/RwfQA6psevpYtdMUn+5G8fLX5LXpuUstP7nUsuGmq/Ffd0rcgrM7ZCvViE7SgAw1DPKE795hKrGSvwBUueZjUD1Cso6rsJYl9lN/FQV7Q/tO8TGL34373Ln/EXEDu/HqmhGCQ0QqF6JbvgpDx0nVDEPZ8sqKZFeOUOSreg4jp3fB0BrbKH6qldzycWLio7jZNPOsiM0heSm7epmCpGc5DrphOaO+7voeWk7A9tlA0Vj0ZuwKpqIHH6ECm8ro1FXxlxfEowIat9TaAMvpn5SVNn8GMCcu4b46suxGgp3lnc++AMUf4TozR/J+D1j3jIN1O5/oPr30PrVH2asJ6IRYkcOMLh/SEZSyqpomOFi7PHHUYe6sGoWYFXORNQtmUqfEiZK4BjKZD+i5SxpFBkRSV5ETJI0EZckyVUL0QAoFlTJd+Rkv4GFvMEYEQgNMNm/m8rGDnwTE3hnryuwN2zHZHsvLSELpPN4kJN/5/s+pa9ri0Sko6qhXUbQKjL73pXi/U5HPkddSWPJs69StnVEh7BQ/m3CB/D/fkrZyaKUyFs6krVbAKZejadtJb7ePaiJptOe+hYmho5jauWggB4LomBgahV4Zq2WTr9pjOdE4b52qnYvkHDMFkPq2P/JkZqlS5fialyMmP8qtM6HZU6u5pI5sDG/bPRTtxzRdnHmhbYs6oYeRBNRKadb2QKaC9F6jlQyS4Mr1E1lcB+aiEiFLMDvWUe0oi1jPbuHSTWCskt9wmAu5DEphkI5kukotE6hY6aTmnz7KwVq3I9mhktKRZsu7AQD0j8gdpGbvJ6oGYuld9SIZORtK7EIimUhPA1QXg2qWjRKVNLxTuB8s49pZ9RaQhDe8RKBv/8F4fflLF/6mqsY2XeYpa96BU98/jvgcGKhYVV6qFq9mivedBlaVodvO0Jz/NnNvPSz32OZJuV1XsKjU8dyVlXgcldR2dRA45IFLLrqYttzSTZqTBKQeCjMo3c9R/AhGemMXvoO1BEvxAPUDP6JyaHR1LaqqvD1T63m8rY7cS7+EFbj6tSy7EhNNvKREmN0iPBLzxP8x9/l3+3XoMQDiOZKjLVX50Rp7PaT7BtjR+CShrXHMcqdv3iRwT4/O16UTo8Jz2osxYGl6FR5vCjBPuLnXYnV0FaSPHUhomXX3yb9996XdvDc/96Wd3uhOJh0LyFc0Q5YkugDiohLZck0pJ5rM0Z8/51UJNJ8b/hjfnWwEyUz6X1ikvc7O+0see0+PO9Qan/TjdBkE5pn+msIDAwytPcQu/9yX2q9+PrPSUfJwN2IhleAo6okB0YKloXjpS8AsjHmBz79CiKhCOWVZTzVXcWB+x/j0BPPYTZ1ELsqk9hn1Ka81IVjy5eJr3gvlNUWPKS+68dgham79Z347/gVNe/4MLHd2xl/eRuifjbG8gvAXQuKitq1B9eD38dovxarYVXefZaSUgxAZEz+p+pQ0SyjNXm2LwZb47xzC6qIARaaEcLUKlGsOKqIUtV+Vsogm04qV77jFovMFHKElRpVSV2vqpmpa1UMtinURc63mDfcbsyFPPZAipgBxJ31/7LaYjsvfqFx/l8nPSmICHo8gGKZmLoboVcWXD31nHfuACuGKmJoZhhLdWIha6U87RvkOt27pCMDADWVqlbMxp2OozcFy8IV7qEidBgsk4BnNYazbuo4XTtxBQ8zuPWu/0xSM2PGDOou/wb+YXvVMWe4l2r/FkCBslqsmg7GzBpqfM+mXji7hj92UMw4DUPygxZwr8DQK0DRpZKViKOaYXRjgnDFXMoi3TijgyhYRF0t+GvPAAobvP+MF2s6XhxlYBMIgzGzuuRt7aDGJ9DMkGzIpJUDelEvzYka/MVg5wksqUYl5EfxD8sifs2BdsgHioqxtEVKpqo6aMn/q6Dq6NuHUudZLNxa7HxLqZnJxjnNYUzDIOoP0LtlJ9t+8xeWvvoqRg4eoWFRB0uuu4ywfwJHeRm+I51U9ezkhUe2MeGP4pk9k6tfuZIl6+Zn7DNJEkYPH+OJz3+HS244k3UXrcDb4GEyEOZzr/9uat1ZC1ppXzITV4WLMy5bjbumMmMfyV41SUnndFISDEY49/zvEgpM1S4su+Eazmv0ExjsZvvLe3nXNT4uePU7crZNN0Cz088KNX5MJwWhl59n8vEHiGoL0PqeSv0efuM3uOXyyrzbZSNdySydWIwd6eSxz3wDAGPJucRPfyU45X5KITClnINd5/VsZbX0erT47t9RETqas09jwWuxqtszFAR93btSnjM7r5m3bTnGygZcf/wa6mQP9Yvm8fGv3wBgG/1Lx3SUzdL73xSqoUkeK33fSWKjDG3LeH6yYUeQ//GJrzLeKcduNqzB9PcwUbMGz4xl6Ad+jznzQqyajukRGkAZ24t++E7O/9T7uWp9psjK3zdN8vRXfygVE2ctI/aK9+ZsnzKazTj69v/FWHY2uM7MWS8DsQCO7d+h+sY3E35xIxXnXoL/dz9D1CwEVUfx7ZPS8xVNmO0LcOx6HID46o+CI/PZn7ahIgz8nVvw1LcSHNiPqVUgHCdndCSfTzXux1PbTGC0D7Aw9Aq8s9fh69yB11OJf2wAobnlHJ1IwZHeadkqWagqpJPfZG1PmpF2Qudsg1JrCoiMQ2Qk1WVdLGpBtHbkOO8KZX5Mx+Y4ZXZIUkzo3yRPfaozYaYTFfu3QCSFSlTp2Iep/n2JZ12P+1Ess+R0QNv0w85tKaeBaoZxN7SD5sBsc6IdHoakYFfC1J8Y7aN6xrJErZyJb/C4LblNpmsDtvXSihmjYej+nO2SiDtqMPRqXK5ylGAXllbG4V2b/jNJTT71swyYcTQRxlNTi9m1EVdsSsbVVMsYbXpF6Qc149QpwyiREYgFsKITGLobobpwRQdQrTgWCpNVi9ENP2WRXmLOBsbrzimZrf67XphaRyiD1CRRaNwFcza9dSAMgiOdxB01pzxqk41CBkUxMpGXRMRjYMZAmMyardB1OCJTGIWJvmcAc0EtijBQDwyBJQiOdGKhpNR7DL0880NpMwa7FIXs+hllfABzwengyjR85i5w0PW7O8GI4Z3hZt26OfRu2cmxjS+w+k030Lp6Gfe9+5Oc8b630Lom87h92/agHXqZJcs8GHGTn3/9Ca54w3l4at0sO30BZRWulGG3KLKPH37y9wR8Adra69A0lZ5jY4RDMepbvIz0+2hsrSbgjxCejLFk9Qw+8Z1rGZzwZBiHXzhtWJKaw9/BOlPWkiSNzFjM4A/PDDExPslPPvkHAB56+D3MreyGw9+B+R9K7SdplJ4ooYFMQiAmgwx+5n0564x7z2TxZ96aQTYKRWtgKu3p/V+Wz/u7rtjPzz//59S61a96A4MNZ6dS1ewaQmYjn0paNqmxe4ay63pSqXixCJF776b8istRew/gfPI3qXWGmq/DO2tlxnuTFOlIkRrLoramGrRO1OFOlNE+FDNK9LqP8oYbZtumAWb/Nh1CA7nRmULpfidaR3NMRPj1tjaeGShnXfkgO/5wD11bdmM6KrBqTmM0Xinf4VgAJTyEduzvmO3XYHnm5d1nttc+pSi2eyPOZ//Emz/zGpaslQ6F8GSEX/9iM0ee20b8rBsxO9aTkR6bhox9tqu4Hvw+ovECKTtvc9wktAN/RJk4Ag4Xxvx1UF6Fvv1xFDOKqG7HnHWFrCGd6ASXB+GZD1UzMvaRb+7XjXHc9bPTyIO8D4HhYwm1MS0R+bNsmydPB+nfIJnqpOW2GhAGjviYTBkDqhrnA4LAcKckb6goGCgijqlXAiqqiKVSdED2HHI3zYfyRnz9hzKOXwpKidoU/DYZBsRCqCPdiOZ54CzLVZGbxr7zpc0lMd2ah9y6IANHLBllt7CQ91ux4piaG5Gm/naqHbqnmsik/51Evv0Xq+MptO10xuU/9gKepvn4Bw+hCmPqWU30lFGsOKCQJOxSVt6kqm0dvuHuklIQiz4DSTuvcRaEhkFzQE2H/N0Iyro5I4yxqBZ97wDGgjr0vd0EhjtxNy2A8lppG2U5gm2vlTCpmtiBpTow9Woqq9wo/qNYFU1oQy+l1jcbTkM0rkXobjrvfPt/LqmZfcPPUZ1Txl6xh0YxY2hmAPfM1eDyoIzuJjK4B6FVohkTxB21xMpaC/YIKPjwmnGIjuMb7qUyuJcKY5Th2vMLjqnQi1hqylqh3MpiD6i3bTnh/fecXE2NHYRANYNoZggUNdFEcnpRm+l6P7NRLE0gHekGUrqkN9grQWV4zDp34G1bmiiGFRAZlT1zRnI/ONMhNs4Hvo/WvSdjfUvVqL7q1aCqBP72p6kFqkrZ8jWc/eoLCQwMselHvwGgZdVSFl97GfUL57HxYIzQpqcJPXYf1TNaGD/eTUOzm+GBAIqqYAn5mn7sx2/nWM1Kbl3dTTxm8JFb7+bA1qNsuHAep6+YxRVXLCPW7MLhlAZm0ov+ZFcF3X/6PTufP4CiKrz/fRfwutevZyQt4PHDRysZ/cmHWTo7yr6RDr78sdW0Bn+KdebvOGqGefe7n+HYk8/Lde++lYuXFq4ngNyC7nzIJgXJ++p47HH0w39JLTNnXICYcS7f+1QstV0+QpNEOoH4w3eHmHXTbLr+cAhj7x8oD3chqhuJvvaLts9XEnbCAt8+0lFQiSwpTgC53th04mSHrjs60bd8HcXMlC22UDA7bsDnD1AzZx2+rp04YiOUh46higiaOYmqOTCWn0PTaQvRauu4YEVNztjzIR+hyXcPs8kM5BK3Yj1oCuGYiLB9t8k3PvZnJibjlC0/jcnH7sdyVKHEE/K0eiWR1/4Prvt+JdOcNRexiQH0ha+StQ+lIB7Cqh1DPbYd59Ah3v3Z65i9cAaD3SP87b5DHH56M0ZTB/Gzb8KqKpxKln4tiAXRDv4Rq3YxovWcEsYxCeExtJ5HUSb7ZJTGjGI5qhiuuwTvrBWpVUv9HnjblkOgG8yEkaWXQ1kdoOLv3o5QHSechlTsG+aIyqbYhjPPNUuIxoBOMvqSDtUIoYgoCshxoiHUpLPUwBEbw1IcCK0CoZcX/Y5ky/wn/04W+NudWzZS3/uWDpjsRSxsRjS2g575HhRCdsr2dKI5JwvVCKHF/YCgqm4WmBGC/hHiTm+Os+9UIG/Ei+mf13TJUSnrnyzhSoovVDUvxD/SgyriKJaBhYrhqE09096WDvzd2xCqE2/bany9e+Tzn5UWVmysULw4n2AfYk456pAbVD2vveltW46xopGbTw8TDQT526NjqEf84J5lm+FS6jgVM4Yr2k+1fwsWKsMt1+FpmkfnX972n0tqivWpKfqgDT+Ow/DbLkuX1s3Zrm05WAK18yHpvS+rxSpvRBx/BGd8DJBKKaLlHETLGRnjKbU+phiS+0qfRJOe1GIh6eyHNUlqSlU/KxXetuUQDxE8/hxCdVE979zSc4qzcCoK9vMdx652xa5OIl/PopyxhYbxDx5C6LnGTvqx83lxk5gzFzqfPYgSj+F66Ac5+6o46wLcV9+I6syMhDVuvZ+jTzyHd04bsckQk0OjzD57PUcefwZ3SxOLr7uMpqUL6Qjt4c679qMMHqf/aD+xuGDxafN4zbuvYPUKB7/aOpM7XydVBR0ujXjUBGDvvs/SyVR/jmxj9I/3HGHrbyRJuPXGebz34zdSkRDTeKl/OKcj+7KFNVx21WmseMUCjvY4+PwtsvD8o9+8mguukp7nfOlr6ZK7dh3gCxnKALc/raNv7UPteRJ1eBvGwtdBeSPjXdu5/balGeuCfdpXtgT83AUOum97ismBvbj1OOrIdmLnvo7Z111kO5Yk8jXjLJT2lj4OsCfHhYiNOTFO185hZra76OlVUcZ6qdhyD/GYQAn4ZKAgoTpnLDwTc85KrOp6rJoW5i4um3bjUyheO5OOJKnLPq9CSmdJ5CM12TLNj+y2ePRTX8s7JlHfhjnzBrRjf8evNVM1/8KcdbKdE6m/t/Si9j+LMrEbdWKImfObWXX2ElzlTna/eICGGbU8e/8WRMMcYhfeiuXNlIwv1FMmBTOGevx+lKgfq6YD0Xx6cQIRHoWoD8obJBGxBFQ0paSoTwoJb71QyzB19z83BUnEcMR8xJ0N/7zjCANvYxtEx6WQjKLIa6Y6MVbNRt8rnViytkAkMhNyyVPGty/h7Zbr5b9XydQ6n99nK3ZQSj1p+rJp2UdFHK6FPPlJFbeqeReAEASPJVN7FQzdkyNZ/e9Kwf9nISnlfkqOLwSO+AimVpVRy1KodqoUJ7dtmlnWv7PT7yAxtwkDtfcgWBZzLl6VMUdnE/pZN005JldZx9l0cJK+QR2rcQ6B+x7NO85Sn9eakY0442OEymcTqFiE/4Uf/OeSmtk3/Bz/YGFFhiTsXhzFiKAbYxi6F0d8jIrQUZyxYYTiIFQ5H9eSG/JeyAbf0yiREYSio1oGlqsGUbcS0XymTEHSMht65RtT+jrTfUizvUJ2hfTFQty+7l0FJZ1LCVcWg7e2XnoHq+dKz0GhdbNfHk6NdHI67KIy+ZpoZhuEdopXOeMLDUuFnGlEagodE8B/zx8Jb34G54JlxA7vQ29qof59n8pZL2kEJ409Ixrlhe//CtWhM2PdSmadsZa9dz9Iz6ZtGNEYoZExzrtuPVe96UIsC14OSxGMpHF6cNtRXn50Mw6Hxuc+dikOXcOYORV6efiBfp7622bOu249bR2tKQLw27/20PTy7fi7+lAUuOTSxdTXVXHea1fSOsvL9770HI/95fmc8dc0VDM+LHtr7Nj5Kcr80sjKVwtxTERSxmuhjvCFyM36yh6+faSDzr89juPpP5Bc81v3fiKjWSjYSzkn79eOb96Pt6kdrfcJ1OFtqeW+unPlxx3Zb+lE0s2Sxy6UDlfoWS4UFUoXE0j/99N9Lo7t9KHv6MU3eJyVH72moKpdIQnrbJQSrUlGaOyIWlLIIV8fmnxIEt+dewV3PzEV0UxC1K/CbL8GY1UTxCLoe8Yw1s5C39qHduRXRK98L1RMyadnjy2j58zjT6IfugOAWWeuZcXN11FeW8OGql5eeGQbd/34YSxFJX72TZiLz0HfPpDXeVOsQbG+tU82vBx8AWWyD3PBzcUvxsRx0FyMD/VgqfopLehOisYYeg2WApoZxVIAxVG0UXM6ihm8qhFGM/z/NPngjPk6Mi4V3TQnvoGDqCKOp2mezNAQsanrZyYcPooO5fUY6+eiv9wDCKk2ZUbQEnOVhSL7qFmWlNRVy8kouD7+klRDm33GVN+dBKaTiZBc/19h6KtGCM2YwNSrcmqWVWMSzQikFGbh1JKaUq5B9vonEiU4GWQcIxFFKYhEnVJVxyVFSabd+WRHCe3swuTf7msvy3CO28HXvQv3uStp9fjRmlroORKlpWwQM+DHtWApfY+GUt+59G/UmfUBhvceBOCRQ170o1FmvWExXXd0pvZbKjmrnNhDmbueMeHBUl04ov14fS9i1J/G0ef/9J9NatLTz5I44YfSsmSxlZrfs6kYEar9L+OKDWFolVin/XfRY5dCLrKRfoPtHsqktzJfQ8r04ySZcvLhyR5rsT41+dLCSr7OQuCtqSI4dLSgGsqpqK8pBdke7HzpPdm1D/nUrtLX1bf2pUgN5TLHu5jXJF9dz9wFDkJbXsD/h5+nflt09SUMzVyFY/a8nAhNKcXmu+68n333PMSSdfPpPTqIfzTAmz7xKm58Ywd7Dir0HRvi/tufoK5W54KbLmG/Pp+e3/yIl587jjAFzopyZsyuwzIirD5jDsP9fp79x0HKKl1Uz5nNvIvO4UjTas5vVzDjBi99+et0HezD21DN+Ws9PLbxOBeuCrFqfpi6apOuijdw1wMH6Ov28Y4bZ6L6nuMHf6vFMBV+8pObueDC3GeyEHmZLvYcVLhqkSuVwvalu/2M3/5jjGUXcu3bzufMJj87xFyAHHnobPIwd4GD3V/5A3UjssDaKm/EWPq2jOc9X71LqUgnNvnEAuxQSJQgH1lKfpSS+w7c+wjuay/Lm0J3Ij1pALoP9fP03zejKArX/9ellFeWZchxJ+e3fITQLkqT91hHR/ntj7fy7ANbcpYZc6/DOH0d2uGYrdqhdvRezJYzZXSjCNTBzWidDwFw6dc+yaWLM8e38Z5NPHTvDoI3fClRh5frvEl36pREakLDaN2PIOpWYtWXMJcKA//xF1OpLKeSGHibZhPs3ERV6wqCfTsxtQpUywCUU95l3hEZwNSrp0WWUuOcxjcnX++0nPsihFx3chx96yEZ1VFUUFQCQ0el8IzuBtWJYkRQLLlcFXGUROG3pehYikp1fRuUN6YIzcmmZCf38U9FIlJjKY6cOifVCKAZk5h6pW0mw3RRzBFczE4plNXyz4Yan8BT2yRrj/XqzAL/tPcw6SCoaj8PX/+BjHFn/3s6KBSZSf6Wjoznf/NxgseeoizcSXmkF0tzoJhT36DGz/8v53c4uf1pPdNOFQJjRT1MjqMGRlG7YhhLW9B394OIERg8It8Vy5C1QC1L8flGQRjU1rixKsbQ921Gici6LUvRpL3uqEKJjBA97So6//Sd/1xSM+Mr96OWZSoUTVsXfhrQYmPUjW4k5mxAWfJ6cLhz6m8KFj1ReBK1i7jYRS6SD0m2GlGh2ppCKCVSU4xFF0WqgNDCUh2pSd3uWIWQjwAUK54spCqWz7NdzFDMu79nd2Asa0Y/aqZ+K2miyBqH0neIsr9/C4DGpQs475PvQ1GUvOlIpRjJvs4etvz8j9RWSdWyt39wHT0jlamIxA8/9lsaq3U2b+7kQ199BXr1DL79/l9y551vY+HCJo4cGeahFw/xky8/xkXXLuPxe3dTPaOZZa+5Cq/vCA/cvhGwuPrWC1l3yUrWrZbpocn0sd37fTyysZ99O7fjC2h0DzuIGwqhqJzEf/6NDfzPd3Zy/as38La3n4XLJY3mU0lk0pH03CcjBEs6BJs2Hubz77ortc637v0EkFlbk/7+ZTsfiI7j2PE9xr2nU9lxGdnIJ9V9MgpoyTHZId8xkmSmWAQoe/92aQbFzqMQsfnoq7+JiMvIy1U/+BJb4lP7TR7zlnONvPsoJeqzdIFFX6ePt1z+s4x1su9RelovZJ6r86G/YTmriV90YcYyO2gH/oDqP8yrf/8DVBuiMNE7wMMf+SLh138N/WA4dYxCxCYvhIHasxEl1I858wIpA5yFwsW40hNsauUIhydn2+kgtX8hIDQAioZ/6BhCdeGIjUjhmBMQCMhrxJkmrki3jApoFQg1WTcz/aiTXcrLqYCvc0eqkWZRCANv20qZ6jbZi3/CL1tDJM6n0PfY9tglGPSnGqnWDnb3OpFKZSlaphxvHmdwEqXWgkw3denfhakGpTV4mxdI+W7LBM01VZeW6KtoNYFV4UY9OgF6JcZZy6XiKsUdppC/YWvOdYqOo/gOIGa4qa2K4N/WhVUFVl0bin+Q+Fk3ou8LAGC2SPEK53N3UH39a3Ht20yf3oZoW4Z2oIf4JZelbOP0uk+YcrIf3elD3yJVOP0Dh7DQsVRQhcAzYylKsAucgyj+IfSxLmo9TtwLFtGyaikta5ahO51YQuDvG2Ds4DGOiDr0uQt47obL/nNJzVl/eQS9IpPU5Kt7SOJkHu66wYfQRJhw+WyC7hXUzFmTWmbnxSm1jiMb2cZSemhQ8Q2iDh5B7T+IfuAFAtUrCVfOwztzGePHX8JKFDL6unammsHlY/TJv6cbqUnihK6lEKhiUuqeK5otuck+pl3tSakpaekRrWzkMyCgeBSnIHz96HtHUpGajEU2xoXds6AMd1F215cBWHz9FSx/zVWpZSdDagDbomqQBv7vfreJb33ncTpWzOGNH72el8JtHPrht9j+wnE+d/v7OD1Nfja7hqVdLePeFw/y9Y8+wNigrFULv/VHqeJWyE2DsiyL4y/1oXbvRh3RaYs+Sv/xIWqbavjkbe9MpSD96IrjqfEme5ak9y45EaSPPzuF7fjBYd557S8xOtZz/Qeu410XTrDnoDJVuB8OQFlVauJOj6S6x7dQHu4kvuK9+IZ7bY+d7/4XShOzQzECkr7PfD1s0peV0mw0+ZHKl+JWbMzZ5ORFfwt/feP7cLR3UP/eT2QsyxYBKIT0PjZ2y1584hCff/ddGb9PeNbgivQxUbOOmtlrChqLysgu1OGXEW2XYNkQhxSEgePlL7PklVfgO/s1GeeShGVZ3Pm69yC8i4je+MG8+egF5zrLQvHtR+1/HlG3nPjlV4Oq5dZYJGs9EKjCwtO2DCwFf882VDOCgoUiYhhaBSJfsX0pELJGxDvbphbVCEGwD8pqU+9EyUa1MFBFFE/9DMAiMDglR65YMRQziunwomDI1kpIpTWhuhBqWckEZ7qEoRBKTWkq5ChUjRCqiKYUrtIjadMlYP+K6IxmBOT9sMyCver06HAiWuUtWWLYLopQjAglUezan+y1KdnZKwxUEUY1Y4DAcHjwzj4tsUzIFMZkGqMFga7NuFuWYKxbiL6jF2NVK+F778XdMBufP5A30pJEUrXSTiwi4/pZFnUMoo5swTV3Hh3eOI2NThpbqonFDB68YxvRiEHD575N10AFjkcfwRN8lvDIKEJYzD5nA53PbCJyw+ewau2jmelI1tkkM4cy5rj4JNqB31PpiuBUYixa2UqFt57V5y6ltb0x7z1IpmpHg5N88/zr/nNJzUc2/g1X1RSpsct3h1NHbLxN7ej7fo0STYgBOKtRYhOImmaiN34OFBX9peMyHKYoOeli6WMpFHGwG58r1Inb6kKdGM743dCqiJY1U5lofCeq56FOyDqj+OoPZzSFy3fe+UhNqWlz+XJ7C17nxCSoiojsbtsyn/H+IyhWTOYW6+6T+rDYqdBAfo9nPgOtUMpZPujP7shIPytlrBmwLJwPfJ+qcD9Xff+LKFnRwBMlNcVkdZOG/d92h9A0FUtY/OXhXvbfcTfBiRA3/PFHrK/s4apFmeIc6XUtAPfti/Cne4+x9dd/lg1u3XXgcIGqUnPeeVSeJT3d2XLIAEuMg3Tv3ElDazXnXbE44zhvfmhBqrFiKSiF8CSJjV1dzr7tvXznM4/Sc3gAgKvffBFP9lcz8fSTqJPjGV7+9Ge9PrSTSauSskXXFYycFiK2p4LcpKeIFSI000Eh+ehSxrq+sidVx5ReM+Q73s3WYQfOtvaM/RQiNPc+5+eSlU4qqko7l/tvf4KNd2+yXTbuPV0qX1LAuI2Oox25C6t2GaJ5Q/4DJRprNn7mm2jeutS5ZOOBD3wOf9XZxC+9IoPAFHXaWBaifgzHcw9iaWWI2qWguzAXtWA5y8FRhr7fh6/3EEn1LkikaqCgmBGq6mZIYYChLpn6ZEbRzKCMeKguQE38J+WQFWGgYGChoyDkfkQMxYphKU4URML4VrBUHcsSVDe2y7oSIWRat6JAZWuGNLJ0coUT+5LpabIxrVysihju+lkERrrTIjFTUEQc3Qhkps4JkdhftKRm0Emc6PcmX7E+IoIqLISqSLJlgaWqSBW2pFCAMyWBrYoIamL+EYpDpqMhI5imVp6RrpUvGnFS2RQnAT06gmIZsoaqWLPQZHNORSXuyjVUC9V8lAK7bfKlpk133/mOlQ9Tz0IsoaKnIbRKhFqWit7ZEY10oYEkjFWNEBhD9Q/LRtV5jpfcNl/mT8ZzEguiHfwTCpPUv+09fOJCkfHd3HNQ4b+v/SoAVRdfBbs3A/BfH1hHw/wl3PPkcKousenrP0N1OHJSho8ejHPLuUYqI+D2p/XU3yDnxsnhUZ56ZDvBB+8G4F3vPo9XvHMDmpZJeoupnD4z6P3PJjV3vPTj1AfNrqgWcgu7lZEd6Ef/htm4DtF2Kb6+fUWPp5gxWewe6ge9Cv3oXTnrRG78AtqeJ3HsfhJj/muwapfYvlTpkYN8hnMqVNi6mMDx56gxB1DH98uxVFQRXX0lyqQPdm9CaBW4ov0AWJrOaecsZNfmo8RD8iNquWpRomOYTRsQsy+3fYHLJg+jiDjhivl4WxdBbBzfSG/RNIFSJo/s5RkQBt7ahOGv6AQGDwEWiohj6DXUtBdXe5kOSvFs2XlK/9mkJvu4rru/ihYY4prvfg6XO39zWDvDdLqpP8mUqqQBme7t7jrYy/c/8tvUur957J2c3taUsf0xEeHNDy2wl8G2LIiFUMb60Q5vxrHnKVbcfB0Lr7qYl3/+ByZHxjjvE+9NkbbkOHt2befJO3fy3e+9hpaWmtRxkuNKjrvYuZUCO+KTTtCOmmHedOkvGOoZpaymmrijHHN4EABDc6ObAcLls4k7vFRPbAfA0iswlr8bHIVz/PPND9mYToradAjvyRKbU5VGZzceO1W15D33He/m0U9+DUvTuezLH82pV8mHroN9fP8jtwMQcC/HHZDXP/K6r6Adkt7wgoZiLIB2+E7MxbcWlP0HUHvuQOs7QNnqDVRdfCUXrq4jODxK9wtbaD/vdAD+/p5PY6k6onEuxmlXIFoXZs5twoDwEFrXP1ADnVjlDXI+D/agGJNYmgtj9UdI9oPBjGEs9kA8ir67B8yY7J+l6JhqhTQ2E8aVnaGvGBE0M4BiiUTTR0lekvu3VBepppSWAEVNECDZk0aoLhQhUKw4enwcQ68C1YHH2yAdfdWZ8uy+7l2JonI/oGLq1WAli+w1mY6jOBGqK3/6Vup87OuB9JgPIFXHUyjrYLqkplCKU7Ig3lKdCREAwBIpJUHZV0T2EEk+SzK6VAFYKGYITUSpnH0mvqHMWtgkpjPef3bdiCMyIBuqahXFI2OpdEfZgLWgzSAEqgihiLgkyziwVGfe58EuvaoQTqY2ZTqO3qR4QtW8i/D17smbKpfXvkk0YxXz6xDV9cxdP2XvZjuvkqTBrklxCsEx9O3/QD+0iQ3ndvDK/7oU3ZG7/ubJmRx46Al2/O4uqjwVvPlD53LmJQv5+ice48DWo0QdlSiuMoJnvpE3vkr2s3qqRye6dxeVe59lxY3X8uzGvfj2HqMsNECFajAZh7PXejnzuvP5yfMqjk3/YPzoMc7YMIfrL6zh8puu5Lgl5+NSRICS2HNQIRQMc9O6d/3fIDXpKCTBqox0U/bXLwEQX/oOqGzK2T79gax1l6Ef/CMAQtFQLROzdilqeBglPITZdDqWZy6iLo7zhTvlfk/7JGgO24kynbkCKeWldKM5mX5Wp0+idct/e+rcTE7GCM99vcyZjo6jHX8QVAdK4DiKEUptrzW1Yg724Vy8AisSJn5MesYsFMSsZSgR2Xsh7g+DJWQqWMIrp1oyRBrTalA7XoV/5Lg8fvMC/ANSuSLZNdbTMhXZSS1LrJuO7GX+gYM566Svp5oRVBGlcsaq/KINBUQdjCWN6HuHbDYqDqPDI5tJJT6Q+t4hjCWNtM2WL3x3p5F32+S6in8IFAWtp/TH3liS8FhZFmV//RI1r3srFWtOz7t+vnSh6ZCa7I7vmydnEg+FWW1u4obzl6ZqTQK+IJ9/0w9Yfe4S/vRz2S1eGdrGZ7ovLWoYW5YFv/02Azv2AvDRH72dSk8Fn3v9d5k5v4X3ffMWVFV+1JcusOjvHufNl/4UgHqvi2de+DgPHIhlkI9fb2srem7/TAhh8Y0XKhn+xmdRyL3HxsI3MDYxCRQvXs1XB1eKKl4p5CHdGwb26mrTJTeFFNDyjWu6xygUWQo8dA/BR+8D4IY/Snnw7MhPEum/jx3p5LHPfCNjuahppvXTX+LYYWlsJlPrUnN3QpUKgNAgWueDktQUgzBRgl0oY3vRhl6m+rqbCT52PyIYQJ85m3PefD27/vx3Rg4eS82nAPE1V6B1D6BMDkBsFFQNJRbGKqvCWHmJjMRYFupoD/q+Z1LbmZ75iLZLoCLN8y2EfLbSjX0RwREbL00UIFmwLGS0piQRgXQ53/ZzQC8jcORp3PUzINmkVBhgxpjo2opimahmohdQojeMLCLPdebkGJ2JOs1866fGEx/BQsE999zSUtFEoteYqoOqSfJnCdCcqX4cyfGAvdNOpljpxUURRPJ7kha1SZ5vdQWoTvwj/XhaOpDhHg0clSWdxwk7G08AqhFGMwNgiYJiQAB6bBShOBCOzEacOYj6CXZtxlIlscUyZMNJK07V7DPwDR6z3X+hupFS09jyIV/2SrEaHtUIopphDFemyEipxNRoV9G3HSQ4fIyq5kX4xobwzj5tKrq7uoXZbQZqeTnHDhkZpCYZFem6o5NZN83m2FP7qH3ih6w/t51r33Aai1ZONddNdxqmZ2VEInHKyhw8+ug+vvz1R/BVz+Gc116Gd/ZM/nDbi7QOvkh0IkjNnJkMbNmBYQgsIXCVO1i3dhZr1syiblEdukPDNAUbH9jL7ueP4J+I8Y4rh7nx1tdR55XHyqd0aodsshOYCLPK++7/XFKz3fcj3NXyY5cdlsoXuYHi6WkZsCyU4a2ovgOo/kNYiorZfh1W/XKUsb2oQxtRzDiiqhbRugCtZx+W0sioJg0vu7qYJKFJIukhT3q89Rf3o+76mWxcCURe/WnK7/oyycso6pajjsr9nX/lEh474uXctmGef/Qgay9aTvutb2eDe+qcnjjq4sEP/g8z1q4k0LaU4WAVTa06Q4dGUXv3oXfuxEp0rlYS3ZcBRO1MgvFaymefg3/wEJ7KcrShTZjRSTRHBePlHQi9IpPc9B/I+NtY2oi+Jz/B8CfUPJLbJP9WRIzqliXyo2IHIwLGZKLBW3Fkjytnd0ulMaCMD2JVVDNrgZuu4/kJTCEo45mkptCxk8dNwRKU3/E5Gr/8I7Ty6XvSp6NAlaxLScftX7+bA1uPsG3rJ9E0lWMiwotPHuLz77qLjhWz+a8vvpara/diNa7mggdm5e2jkj6OZ7/9M/q27ATglk+8kuWnZ16LdMJyxWLZL0TUtaGOdjNj3SrO/MBbURQl9Z78s0iNnVFsh6ShLAyTsSPHee7PjxLdL9/HyguuYKTjavTtiWiOTa1dPuTzFp9MzY3d2LORzwmULfFsJ0xgJz9+IupsSeRTVrOMOCIaRS0rQ9F0Ju67k7VndtC0tPTeWs8MlNP/oTen/ja0SsYaL8trjNS5omjHHyC+/nMow9tRxw9gzrwIyutLO2Di26Efvx9R5aXp/R9nUbyTyPgEzSsXI4TF5OAwO31lBB+6h9jRg1SedynG8CAiHCKseVFHurAqa7AqvVh1M7BclWgHnkfrP4SllWNVzYDYBCga5owL8E1MMJU2pgPJOUxPERRHbMhWbjcdtsZeqreKnp/gJPZfVdMIZfX4xsfwNsyQhdBaon+LGSEw0pNodIn07ifGLElKRXFlrIS3X4rOFKnNEALdGEcoGkJzJcafWXifghGB8JCUZU5lKojEuZuyH42rDvQ86WzCwN+5Gc2YJO6sOalGk966ZhBxAoOHEYoqHYEiDmYEnDXgShCmU6RYN22Sk67SlYiYFWu0PSXBLYlP6vobsp7EN3gMzAjeuiaCg4eI69V450xlbPi6d+F1y3llYrQPS1ERWnlG1PFkU/AK1evkIy+pbRKRJVARqoq3ZSHBzs1IgSQnhrO2YI2Qd+YyCA8T6N9LtbdRvjPCIjh8hMrWlSBiRHo2U9a4EKramOzajCoiU1kCrkqU6CSirg1LqUU0nc5rP7GMZ4dkmcaZdQHuuuX9OBwan/r+9Ww4f37OeWanZCtD23j+iIdv//BJ9uz1UX3NDZSvPZNjh02axzfBo3cyZ/FMmpoc9Owb4k23nsGyZTP4zMf+yJtumMel5+U66CzL4s9/P06s7wne+M635C6fBrGBKXLzf4rUJGGXc5fvow3Fu8XnQz5P6uhPv0Xs4F7iaz6GMnEc7xIYO+KFMi/KZD/aoT9Tc/MbuPiSpbz0s98RWHwmfY6lqe0BrO9+jIGuYRZceRG3vmkNiqrw8VdNeRibVy2l/bwzeOUF9ShKbrF0sqA5+xyzyVT69Ti9ZpwV2nGOb9vO7d99Wo7DVYnQvRjxGLqrEjXUj6hoQQtID4kob2LCNZdYecsJK7EU8iAV2qexqAr9pf3gnlk0Jc2uaNNOuEHf2kfz6SZnLa6kzDP1QmRL+abDtr+Nr1+mn9U0ZaxXDMaaVhTfAGV//hyNX/w+nb3Sc1GoeWI6piupa1dsv3d7DyGrkbWrnbSrZWzb1sXNN/2KmroK/utLb+D8870pGeT790d590NzcvZrl4r0VJfG4MffgcOh8fmfvZqla2bidGWe1/9+6gH+cbe8VzVv+yBjf/w16uQ4AE3fuA01ITgwnX4o04EdqSmlED8bhRqqZi8vBSdbb5MdxSiWjmi3XaFIi11UJbv2phTkO88N1WM89OEvEPVPUF5bQ82nv5P32MXGmk5qhGc+0Zs/klMPUVtTjXbsPhltiY3LdStnImZdjOWenRprYWeYQBnejn5cRpTqPvw/OGfMyhnzU0dMJp9+FMsw0Jta8N/xK3m8+pVYTg9YJlblDJSYHyU0AEYYZaITUb8CMevyqVSWzi0gTFQrhmaGE7KoIpHmpKBgYaGiirBMR9OqEY5K+yiMiCBJhp7qlzJ+7CV0YzyxQlpKmqLJ6AGWJHGWgaXI91Sx4sSddXjbVoMRItD1MooVx9Q9CN3mHiVqLZLGX0EkSA2QquOwM0anjM0IuiGjp+76WdIZ5koovcWCkijEgzLlzeUFZ3VutEEYEPVDbFwSnrKGRDQn0RW9cxuO2AhCdWGprhOSmLaDLfEKDUxFearnnNIeQ0VJgIigxwMolimjZKo0mKWMs47hyk/6tZgfVYQxdbcUfhBxks9OBhxufCMDtuTI29TORPd2qls6CPTtwV0/C19AvlP/rBS73CihQDUDaCJKVcMcQAMFgkNHqGpeTGDwMFgCd3MH/uEuPLM3pKKmtnaNEUHtfhR1bC/oGpbDBeXVkuypKubEJE5lEmFaWO5anJFx4jETq7oedVzWfDZ85pt075+g8u9fB8CMTjXIXnPrjex85HnqlAkGe6cazv/x2feypiHTMZwkNMdEBNMUfOod97F9cyfx1ZehxDowNsxD39pHy0UufN/8NK985SrKXDp/u2cb3/7saZx3RsLuOfwdmP+hqX/bIbm8BFiNq1GGthUkPBMTIWo8b/3PJTXj/l9QXV1hm29XKHJTqKg2G4U+XHYf4dRHU1HAsqiZ04a/qxez3IM66cvZh+emN1Ox/uyMehplaAv68fupcJfzjY8v5b5H+/jQ2xcTjphMdizjv19ak1MDkX7OpdQXJfMvs9NTkn+vNI9x5LFnOPjUy1hCRY1N5Iw9VD4LV5WKMT7BRM1arCzP33RyTvMh7z5iQSl76c7vXS8mYGBLbJ7aDK4ajNNz0+OSKKSaJg+QSWpKEapIl1XUd/wABYGlO8FVgefyq1LF9YVQalPHJNIjNflqS9au+xqrz5jNbd+7KUewIPnenf+99pzCRGNNa4YMb7LYEKCmrpJ4zOBzP3oVi1fNYNPGw3znkw8QCspJ+KIvf4wHnwujDB/H+dLfARCVXl79w89wZu1wRt1PqbU1pcj+ZqPYnAHTU8fL6TZfomiFHUolNv8M0leI5ENx0mYn3mGsaUUZHwQs2te3Ed7xMjMmu+gKu4j39xLZ+iIA9Z/7Ng7P9PqcZNRVPrMFx57bAIivuwbjtCunxmtZKCPb0I9JItJxxQV0XHoeD37wfzAb2xGzbgbVkf/+WRb6ju+hxPyyz0ilh4qFC3DMnE3VeZcCuffpoTueIvD3v8jNNR3FNIiv/TRg2Rqq2qE7ERXNWFVtBIcOYakOhOJCM4Mki/SFWpGodUmLqogYimmim74EH7GwFCcoKooVT5CTRI2HJbAUKQhgauVo8UnAwnS4pZpYBgRKghhZqop3xnJ8vbvQjSCKiFE1ewM4q9NqJAwbsiBJlCoMFDOMasWIO5tKU8Zyl8uUnI5LgNIcWBgRmOxnYugY1a2LZWNop1u2aEhLMZsiRAbelnn4+o+lrqUjPp6oOUoQO2GgiSimw3PK+/Ckn08K8ZAkNqoDKltOKamxQ+o6GhEIjxAcPEDcUYNuBFCEfL+qGtoZ9/kKCgV425bjP/YiijCwVBVP2xpAxde7D29dvfxuujz4+o8UHpCQan7elgWy1rl6jtyHnbrXKUCG7SAE3roGqehXNRNfr6zL9rYkHMl6Rcazm88OMda0ErjnAWorNdSxF7Cq6xHuszHOXgWKkvO9UMaHmDlHxdHYwtEDMTBN5i4px5wMcl67gqKqWJbFy7/4I4cPONH6NgLgmTWDOfoRLr7+SspnV2P0hZg1y0tjo5tly2dk2M/pTs4XN01y2/eepLdrnOjVH5Rqn8h5r2HRMLG7f8G89noOHBoiFpEE+/NfuIqbLsjKrkknNyX8niQv+X77/wlSk0Q2uTkVURs7FCqSrX3uLiITAZyVFTgqylh01SVYlsXDf36GyY2PEFl+OatbAuz56wM4Zs2l/gOfThV36c/tpKb2EJNP/YPW05ajD/fQ1SWJUF1jFc/fdREgb2q2lG56r43sc003QrK9yHbRm/RrY/hGqXzqLvpf2ko0HLNd1wIsp5dRz7oMYlMox3Q6k44tsckiNfk8p9M+RqAHXDXgrCroZU9eu/S8VUD+nSA1+lEzY1x2Y7SVZBQmjpe/RPTyd6MERnFsfYDrv/9ZNgUKp9pNl9Skw04J7ZiI8PRvt/Hznz+LXu7gvOvP4k3vXJ4Rlj5avzijsP7+/dEM8YEvnDaMMrSNpwONDPVPcMmKOXz0KxvZeM+UClVdcw2nXbCMJ57qpPZdH+X8uSqL4wfoOzrAb27fQvy4/MCdftkqrn7zRbjKnEXJzIlKPecjOYXSWU8E6eIg+RSvCjVltcN0RSKykU1y7Zwkxc7bbp6BPMo7ScQncWyT/ZjM1oXUX34pvl/9gLjuQaueiTK2FwWL2LlvwFxydmqz7OtQbP5OCrDUaX7U4RdRopNYZfWYM85DifpQx/ZSU6eiXn4DrkXLObdFzrEbv/Q9BobCRF/5SfTtAznvdPr5qp0Pow1uovz0c/G8+o0pQ8McGeaMWVYqApy8jumRIyDVxM5y1WB03CQjBmlRDfXovYiaRVAzH1/3blQzjCM2jKU6iLka8M4+zSZtLIJuhEnM1IkGj1KRy3S4UUQMzQhQOeds0Fz4eg8kjPcIqhFBNwOYWiVmvuhJQsEsKSCgG+OYihOhVWBp5SnvtF0tSrIZY5JEYZkoIi6V6IoZ6mYEr7ceEOBun14alhED/2E515fVQj5DXAgCx57GXTdTpsxproQCnClrOi1QrSiqKZ+VksZtg+lIFAMQGpLRJVdC8CFfOtzJQBjyO6sniv/Dg2CEQS9PRFESKXwzFuPvfFmmE6rOkpTGTqrGJ61uCxRUESWuu/HMO3f6+5omks9rVUM7Pn8gfxpj1jjslM2MRW6q7vsqcbUcUbmM+BXXphrxQp4sEApL9Ce/K7+64mCqN1zSXkz/TmcL74Cc5ztCe+k50s/2p/eyY/NRypavofqVr6Ozx5kaU+tlVfi/+Une8cmLOP3CDv73kw/w2leexmWXLbbtyWVHUIohe5vkdsnzsfs/gL9s4f8tUgP2KgnZNy4dJ0pskjgRZaLqJ/7Igfsf46Iv/DeXr9A5sruL++/bR++2vRieZpxWGHMksw7lPZ+7lPdePDXWdGLTrpbx2S2yAC1pZNt98LP753jblvO6D2TWdOQzguKxOJ+85adYoWDe8zPUCqxlb8U3fGqLtwuRGuO89cD0U3ryeU/SSQ1kSkOnGzLp1zddsvDowXhGpKaUcdkWiq+oT32onPf9L0vXzsZ/3o159zFdOedspJOAiV0jNDRU0dpaA4BpCh55ZC9f/urDrL1kDR/49JmpCdMO940tYfPkzBShAfm83r8/yq9/t4s9f70fgMrGel5xw3o2XLIyJ83pvxp20Hu4n78OzmL89h9T6akkODBMTb2bi779Jc6oGSj5fKaDUiM3djhZopPU7U9HdsPdYqmIJ0ps8kXt7ObO7FqZ7J5OtvK2acgw4CyBe/xlyiNyjOXnXET4mccBGGq+nsaBewAQdTMRTXMBBavSQ9uN16CkfUBLITTJ8XjblmOsbKBu91+J7NlG3NNGVWstqzZ0cGzmBhRdxxgeJPjEg9RZAVa94dXc/8H/IX7aNRirL8txDKX/rQR70Pf+kuZv3Iai64S3bWb8d1L4ovz0c6m54U2pdS0jzugPv0as6ziV516M+6rXcPywgfOB76MO9SFq5qPEg6ComK3nolgWSv+zKCiYs6+Q9QdCoBt+KadsJ5GbStNSMHWZJiRUZ0YNQtJQsyvwluphAlOtQBWRhJqXidDKpFKm4oBQn0zbUh2ABmaU4MixRMRHw3A12AtiCAGhfoID+zPGrcV8gIrpLNAINJGqVtU4F9zt+Hr3ZO47H4QxRQgsIYUVnJnGT8Yza0bw1njx+X2oZhQl0QcHlFRNECgIxYVu+KbVfyUb0yI2woCIT56HGZXpdGUnGSFK1hMBoCR6pjjkdbJMQIPK1pIIVClqctMp1k/fV+DIRhQRJ+5sxNvaQaDzhURvnKYcAl1sn9NdT48Oy/TFikZ8g535HTVZ55hxHpaFMrId1beZtvlNmDe/j2OHSqvfLRShT87LH553iKULrAzlsGxCkz2vD+45wFNf/j56mYtYRR0V7bNxX34dep20K5Pfplk3zSY+2MfI1z+d2v5T372ON1yxyna8xdLF8qEYeUnfZ/qyiUAUz/zv/+eSGv/h9+GeZ68QVShqY0dsoscOY/R2Mth4LtPBdEjNxoMx/H/5DdG9OwBo+tpPELd/h+F9h7jm0pm880PXcdVVP8Y0RM62f/rR2ay++OIMQ9LuYfnsloacnPZ0b2L6S+a+VvbYSFdis0Pyei3nCL/60p0c29stj6/oid4CEmHXDBzxcXx1Z2IVK/ScBk4mUpOEnbfI9jgFSA3YN+XM/q3NM0x3pyiZ1KSPKf1cU2HnoWOU3f01PDe/BXN0GGOwD8XpwrloGa6Fyzl/bmF52WLRjOy6mj/86FnmN3i46aapAk1laBv7j/i5+V3P86EfvI2zznTnEpvsvNn5H+K+sSVA4VqN9H4kyVqwD887xOigj5HeMTpWtfPlO4bw//nXAFx609l88HNn53SMT56L3TmWimI6+OkoVVhgurj9ab2oly4fCpEaO2GI5O+FkB6xKTUNL99zn/ORn7EYfcs3sPQy1Hgg9Xt87afw9e6jjiGUyV4sTwfh8T4qnBrq6A4aPv5l9MaWksiMXUftWTfNzrlWGw9EiOzcgjHYz+SWTSjREIrThRWPsf6db2Dzj39LfMV7CoqTKMPb0AaexNnURP37PpmKxKg1tTR+5psZKZzdP/4J6vgAlt6G6j+MqK4ifvHb0Df/DcVvIuZcKVeM+lAHNhMJ+tDjowi1gkDNaRmy0hkF2JDoeRJNSOG6MHRPweJ+zfCjiuiUgECiUaAeG8NCqkFaigN38wKZdmMJmQLlqJS1KWW1U4Qo4pPqYVoZOKrkceOTBPr3YziqU9EkPTaKIuKYuhuhT/WbS8ohx8ua84w3KRLgwtDLU8X4JSlJRf0QHpYKogXSpKbS5WJ4PR4CI10YDk/hfjdCoMfGEnVDFWled3mfhOqkoMiCDbJVuzKPZ0CgW4rplDfmPZ+S2iAIAcGuRGSwYipNUC+D0CDEAlDRnPoulop8Bn9mfUqEbOW39HGpIgoYeBrb8Y0MyVoWM1GX0346/mOb0IyJtPoe2QS2UMSsUBZJXogIXo+X4PAx4s56vLOn7K9iKW8pMjO2F633KRBR4mdejxKYwazXyWL9UhzqhezNZDlCoZRysLeFjzz+LFt++SfiS94KVTNybMaVH7kq5bxdX9nD154po+zZexnYsZdv/+5GFixtKTr2UtBeorBGth2c/PtfRWr+ucmeeZDd7Tz9ZmcXzp7THObBh3djBgM0uzYx4F5X8sST7qlMGmjZGO/uo+v5lxm69xGcHUtwX30D3rFjjH3tw+i6zt/ufQeLa/uBbs5eEuCpnVMTvHPBUq765Fup2SDVlOyKpdLPc31lDzTP5OhBXeZs3vsIdv4bb9tyDORLcvvT8uF95qaODOnXbKNtF/OY8+rXcOwL0nhVkg3VEpy1PNqL0N00DD/KUMNlkPahmi6mmxNbbNIuRmiSy7w1mVcrud/k/4+Sa2hmT0bdx43UB2066lfZKRpJae/6qFSE8//plxgdG/AunIMIh5l8/EH8v/85f62qomn+LJa+6hVcvlwruSg8HUliYxgmkXCMzs4xxsdD1NTISKjVuJqFjbBw4RFqxgdoV6ekKVOTSiI/Nvls3r8/anusbOP4mYFynqEjZ53RIZNXrooSVlUW1MR5KbHsH3c8y8U3ns3yRbmTdqGu8tmw08CfzvbFlMROFLeca8C5jSSVq9L7DRSK1pQSpbEjsnbkMB/ySYlnE/t8dSfetuUZ78SMljBj/S1MLr8Gbd8z6J3S4RM9cC9ULWCURryLLsLXvQulYjaVgS24r3w1emNL6rjpESK749o1NM6+VpMjYwx9/jOpv81Fb0TxP4977iy0ugbmnL2B8JifHff/CTHrOqwq+/us+g6ihANg1nP0YJxyAN1B/Yc+m0FoQi8+jda9F2PJu8BRgbAuRjv2d1x/+ixWRTPm7FdM7dTlRcy+jMnuXeixMbyjGwlYqxMF+hJCL0eLj+IKdyO0clmorpYjiiqDJbqcW3EUM4IKWKgyuqPoGLoHz8yV+AYS8rlVrRAakQ4lZxVUz53avxGTKUqxoEzNAhlJ0JygOnDXt8lvhf+oNJqTap7J70RCTUu1ybZIXd/4BJoZkqpnabUr9tGMRJd2uaUcUywgU6iEkbt+GtK/F37fKKqi5u3vMzU4FcPhxRkbQLEElqImzjHRKsEMo1gmQi3HTHf6pTUNTf6d/i1I1nEQT5DJRENUIj6IB6B2WcF7XJJjzYxkEpl0VDTJ/04AGeShcxuqiKGIuFR2U3WwLIJDA1Q1tBMcPk5V8yJwVePv3Q8Iub4pm5KGesbQNDeKkpijLFNeG70CLIEjOozQJrEUDcUyE40uyxBqOZLk5K9zSR9vOgnMWM+C4PAxub/suqti+1xUhfPR26iKDuNffxXmgg3oO0cw1sn5Kl3xMR+5KUZoIHMuz57X7coTjGiUF773SwYOHCd62TsQ7VN2ZfIaeNuWZxAagO5gM3qkgSa3i2NdCnFH4VIPO6R/m5Lfneyyinyws4OtxtUQeLHgMU8V/i2RmnRkF0IlkX3RH33yEBN//zO1b3k/en3jtFLR7B64SCDIi9//FcNHOnHOWwSKQnS3ZJRnXNjBygvWcs2rZqEoCu1qGWMP38KZ72+nqrqMq167htMuPzfjQ5geUrQ7v2yN8c2TM/nDd6fS2LKbPCXHnRQM6LqjM+f35IOXfq2MaIx73vphLDM3ogSycNJUXJhaOdGyFiLl7bL3yzSRr4cHUJJQgB2KESU9Noq7bW2OR6qU4u2pgxQWCpju+Lyti/H17MY7e1XG/TEDE8T7uzD9EzT7j3Js4wvMWdDE0ne9C2dVJqEsNVrT1znGWy6/LbX89a9fz6c/M2VgvfbmX6JvuIAbLp/B5smZ3Lq6eypik1b4l5xsPrulwbY3ChRX1PIceIrqumq661fzxJYRRr79udTyT9z2Ts49J396SjFD3S6/uNh+poPkO3iyOBH1sXTYfTjskC/CNR2p/GyUPH8KgeIfwnnvN1EjU+mtY/UXYjhqUM0w9UMPAeBcsITat3+oYOpZvtq69Lkvmxg273iIbbfLPmPGnKuwGk9D2/9j1Ilhqq64HvclV2OMDTP8pY8BEF+feBaFieI/DFgo4RHU3o0olkn4Ld8DRxntcwQ4nDkiG2O/+B4hX5XcLhYEVZOpXZoLy1mNEh0HZzWidim+gbSiaSGoCO5HESaTnmVZ0RrZyFI2Ncx6N9IM5hQxULSU8W1qbjQjINXRVJfs69LYLovwG9pTRfEIIaX0yxtlj7d0b/jkoDSyy5tk8b1IpEU5qxLztU8SCjMMWiWTw4eobFwA1e34O19M1NZoKMJEEVEszZVIdxOgaLJPnBlCsQTxhMKWaoZRhEl16xI5lnTjPB6SQRJFS6RQCVBdcozOainNreaJEKQjPEKwZ1uiuWRVXgUrWSOUiDLl69WSiIpV188gOHRUNjBVHHKYIgZYsr+P6gQzDlaUQNdW2ZulcR4p5TlVT5C2iFRhm0aj5yQyHADCgInjkoC6Z+XdppS0Mtv1hEHwyJNYioa7dVki5U/g69kDio5U25PET02muymqlOFWXDgMH6ZakWjxoOJpW54pJiAE3upygsPHibu8gFNKK1smnloZ8QuMdGMpGtXtZ2b0G8pGPoeqGvcnIkSVeSXH7WwWcw44H/sFFTNb8K2/hblLKm0dMcVgZ2OW0oPODsl5O/j0o/iffQ5z1s0pMmuXMpf+rMy6aTaRvTvw/eJ7AMw6ax3xV72zpHPIht15lJpdkW0LK0Pb/vNrarb7fsSKLM+6HYoJCJyI5LOd8pkw4oSefYLQ809m1MQ45swn1DOMw5BSej/+25u5cPGs1LgMw+Te7z/Pm66sIhI1aWutTBmF+ZQpINcw+/W2tgwSYqdSlJ1KlW4QpROgJLLTrpLrx4KT7L7rQY7vPY7RfTxnuyRCrjbKo72M1F2K5TyFEpcnSGrSYRcy1mOjGFolaGVFe4bk33FmTU0xtavkWKDE/OIZi2UKhRHF2LCUuavqOac5jBGNsvmnv6N/+x48M1qoXziPugVzaV65BEeZqyRiY4wf5+O3/Cm17M1vOZOPfvRSLMviRz96it/89kXO/8pnqfB6UuHudOGAbCTTz5Lr3b8/yrePdJTU36bu+PPsmaihdu4cNgXrEIZB/9e/iDrajarrzF7QzNv+56aUNHSpkYfsKG4+nCihOdVIF0VIl2pPR6nqZ/nmjyTSHSR21y45xxSTv84n6ZxMZbBDz3e+hdazN+O3kcbLqR96OOM3s+1iYle8Mn8PK3LretI973bHn3zmMXw79iPqrwZAHXoZ7fgDKK4yytadRfjZx1PrWs5yjFUfhfAwjl0/lmOasRAsCzFzKaJhFqJtScFUwbFffo9wdwCz7RKZ7ipisqbBMlBiE+CoQgn2okz2gjDwqS1oIoRmhnGFewAL1TIQioNoWQuKJYg5G1EsA8WKYThqEYoKiopqRhI9z2SrWFVE5PJkzxYrhm6GMNUKdHNCergVB6Dgmb1hijhZZmLemYTKGeDIms+FAaP7QHNgrJTPqRoJou7rkcayqyZR96FKWeTJASZHjkniMrUTVDOGqZZhuLyowkSoCWU0EZ8SOVA0QKREBirb1iL7yZhymTDkMarbp8aZ7KtiRGTEJjYlbYteIcmX6syNVPiPShJRwNgHZOqyGZHrVjQXTG+TkSI1cd/DpJp8BhPvq2WBEZD9aLQyKRZhVzMTm5A1QuUNUxLVJSDjOxYOog53oh4LQHnzSYsO2IoBCAGBYwSHjpbW+DULemwUoboK9laSpF6qtFY1zpXPqF4m3/8Zi/F178BbPxMMKX4wMXCI6hnLZG3MjMX4encBKt4ZS+W9ELJ3jr93P1gGmhnE0L1YalIuPatZapa9YM5RcDxxL6p/H8bis/ENVmY4JqeD6cr4lyro4vrrlwnEG4hWzLZdL1l3/cMPP546P9E4Qdk/fowVk5kY1a96PYMN5xRNjS7UtDlf5CkbhQhPu1rGznHf/50+NcVy8U41scmAEKjde3E99INUT4B0qB4vzR1t3HDzGr55xyy+92m5v+QNaomp/OTHz3DFO9azqMKdUwxViNhkI70xoZ2UM+R/mOxIjR1m3ZT5Agx8+n15BQTM+tVoI/J8hhuvxNJcJR0juwAvx3vQ1D4tUpO9r3z7TSc1yXHANCM144Ny0vNm5pmW2kunEFQjhGYGqWpdluiToKY8z8nUJGN0mLn+fQzvPcTYkU78PX00LV/MGRtmEAqEKat04alz462v5tIrmlFV+S7sOaiweL7g0Xt20bdzkFvedDrKnCpGtw7ylW8/ylD/JOs+/F52aO05xYjpz6wytI37xpbkRBaTxDsbEf8EiqayOTiV0vbheYcAeGiHQTwUomHJAs7wDPDtIx1Ejx8mumcHk48/QPvCRjZcvp62+c1cePFUf4QTqR0phnwpW/8KpEd+8tW2FOvfY6dwlw926opJ5KuxSSeqdqQm+d697gONPDNQzunVYzz55AEmn34MfUYbkV1bsSYz55Gh5uvxzlzKROcmhOLAW9+CdfAulEVriJ89JZxRqIYn6WkM3PsI7msvs/34hre+yPjvb8OccyWiqg3H7p/mvTYAon4VyvghUC2iV74Xy9sCztx7YncsSwgG/vutAFK+uQA5AyA6jrXnduLOBlytK/EFZDQFYeKMDeGI+4jr1VQGDxJz1hN1tUwZW5YFioahV5JsxumIDmNqlaC6UEQ4UbOgYOrVCNWJKmJ4mtoJ9m6jqmGeLKZXdYj4pdFe2WJvsJtxmOiU5+Npl4bsxBH5e3U7OGwMLSMRWdHLwFIgMiQJh6sG3+hgxqopSWEjhL//AEItw+tJeMyrZmKsnzv1HCQjD3o5VM3AFglZYJnaNSFrhYwwSkTW+liOaqzqOShje7G8Cws3XTUikpAUqdUpisiYjHKVN0CwD7QCZCoeBP9xebzEcYtFUmwdbMFeKXBwzmnTFtzJRl6VQyEIHnlcPmMn0L9HNYKoZhihlRckNogI3hnLCXS+KOu1tAqEI8u4FTG8TfMkSTcmZaNVRQNFQcz1EHpxK1X1CRtHryDVRyceJDAmr49imTKCWT03JVKRVDUjOo7a+xQVk3uZbFuDpSyU6Xtpz/907IlCDY7TUardmkrHFQYNg/cx0viKvHaZ+9rLUmnwyb+rH/oGl184m3d9dD23PtiREjlIjlMYBr2/+BWeGTVUX31DwbHYnV+pBAdyv2n/J5tvQm4Ewy53PolSlNFsb0hoAseme9A6D0JkTMpRJmDWr2TJGY0cuO/R1G/Ns+o556v/g6Io3P60nspPzJdSBrnKEXYyfPkMtaTxWEraStLzmixQTke+RpUw9TBOPHwvk/+41/YYluZCMSWjH2q+PiNdIh/ySUJmq9Lo5iSGs660AtE8sCM17ra1Ulkoz3igyKQUGIPIJDRkGvCldpS3JTgJlSMsA8PhwTv7NNt92KXWDHzqPVjhEC2rltLsgchklAlfAP+wn+aZHr77l1vQtCmPUzQSZ8uzR9mxqYutzx5j3Bfh2tev5oa3nZ7RMNPuuS2mdnL//mgqv3fhXJOdmzp55HA9C13DHHe2U15bw6ZRtySFDp1lxnHMaIzLV7nQdTVlSLcdeYrNP7o9Y9+XvvYcoqEoGy5ZRePMzHSMkyE0xRwJ/66ITjqpKFX1bDrEJols9Zzkb9lNfrPHkKwFspORH+/q5R8f/0rG+qJyBupkL8as5ehduzBVF6GqRTjiY5SFuzEW3MxYIIpmBKkde4rIG74KZfZ1e3bvmt27kYRlxBn46H9hKQqWdynq2O6pZZoDJa0GJHbOa1HCAazqejBiOJ/+A8ay84mffXNiAwvF14861osS9IEZx1h1KXMXV9D9i9+g7000N1bURG2OglVej5j1ilwPthFB7XkCbegljIVvwPLMBeznirLgIXQzSNCT//1TjQB6zIfQKmXAQ5ioRhBLdRFz1eGdlZhXJnsTQgAJo04IiI6BVi4jLqoKKKkIh9FRhv7SbsRMF2pXCGrmJYryR6SYQHmjNCD1yvyRgKTAgMMtjfqsGghv23KChx4lmYJV1dAuL9HKeeBwoh+MppqREk7U/VTNxFgzE3SnTV+hBKGJ+VHCgyiTA6hDmxH1a7DcbVKgYeIoll6FYhmY81+d97pKAndUjr3yxOpPcpAQNfD5J1PXIuNbFBlDNIRRu8OJFDuTwEg3plZFTfu6ogQntXz8sGw4mpbCljftuwDytW1I/t8RGShck2SzbQpCSPELcxKhOnPTK7MhBI74CEJxYCZqr7JrVgvKzBuJWqzsZ9UIETi+WfZ2Up0Yek3q3rivvQzn3b9EG9qM8C5BVM5A75myAWMbrsdcfXlJKWeFoh75ojSlRMqTkKQmTsPgfQw3XWObKmnnBDbWtFK75Xe4hjv544Ov5TfbZ/GH7w5lzK0iFmPw4+8AoOL8y6hYdzZ9G1+m7VWXozpLc2oXOt9CJCcUDHPTunf93xQKgMzOqKWqKhSEZcHEMIqwcD7wXdTg2NQyRUFrbGHJhesZWXcNE8C33rqWA9uOUttUw3CfjyVVvXz7SAdzF8AzAw5uvSK/oZT0fNtJ2KUXfeUzuJJEJTvNp1Cayu3Myfndrr9A8qVMkb25r0B59XLK/voljOYOFE2jZs0KQltewOyTSmkj9ZcUJTTJY2VPMsl/5zP4S83zzXfM5D4A3I3zS9ouu/dMhvTudk2mQZwqmBEcxgSm6kLodaCqec9Z39pH11ZSYwNo/+L3UVQ159439Wzil1+4A9MQGaTmnttf4vbvPs2lr1rBWz56AeWNc9EdOk7XVJTiqkX2k1N6dDFdHS0ZwblqUeI5XhBheCCIEBYLXcP01i5DNwye3TPBytohUBR29CjEvVHqFrTzvU7vVI1X80ysxrV0ztxA6IWnUJxOhoPVPPyP+1BHunjqb5s57S03M+8i2dNkfWVPUWJSCNnb/b+Slpa8Fs8MlOcVKUnHiRCa7PWS93Mu0L5oNXAob/52SjwgIa6hbzqM48ln6HO7efabP0mtZ9atwPIuxPIuxtjxE5xduxA1zShmnEpzBDXcC4BV3oi3pgYAoYxR9rtPYC45m/iG60EvnPrg696Fu5AhIeS1USwLkeZpV8orsMIhOU5vC1R40A6/hNZ/CGP5hbTd+nqOzViM5SxHGR9EO7IFfe9TYJpYriawTNSJY2gHNzE2eybagZ2YNQvk+VS2SuPdUlC7H4EmX2ZthGWh9j6JVdFEfN1nc+bP7LlQ6FWUB/YSdC/NkmwOo5pBmUFgCWKuRpleO2MxgaNPU9EwH/RyKhHg2yfrTpyVMrqSbtSJmTB+CCIj0vNsmbIBZFhHf8kApxt1tAKED8YOAHHE3CZpdAe7QHNJ0iIMSW6sWCqShKJAwvj0Dx3H055JDJJzXdWMVQR7t1PVvJDgwAGqGtrRdyRqK6rnTM2JSbnlYA/60z1Q2QyxIErUB7FxVN8BOUerDnBUYpU3YFW2YCx/t2zEmYDZciYA2v7fQmRcGn92xfSqKuWOJ/sgpKAEu7E88yQBzIfYxFQPmKz7KlOgdDDCeBtn4BvpzzUytTJwKfhHjyF0WQyvKwq6MQ5GpDihaWgjcPhJKeDg8hRVKivUfyZ9ud1+vDOWEjwygLdxNpTXT6+PjDBQzUnUhPiEUuo0bglUK4ppM/b08WYroXnbluPrP5C5njAgPEqwbyfuGavwDffgnb0681y39qGYcg5WAkfQfXsxa1pQx4cS6aRNOJ54CstVizIcx2rISvkSBtqOxxFtS2DB3BJPMhfFMotS1151YGqVOOKjxF32RNzXvQvvzGVMHnyI6ngP+u5JYi4dMGkTTtZX9vAHMomf6nTS9I2f4fvZdzB6uxBLAjhfupfBl+6l5Tu/mvb5ZH/bSm24/c/EPy1Sc8dLP6aiaspgL5ZvVyxSA/ZpaJE92xl58CHU4V4UQ37gjPZriAwfRLvuFgKPvsCSN62n/Ol7WP+ON6A5HDlStdnpI0DeSE2+xkNJZEds8vWVsDunJOzG9e0jHTm9MgrJQaZ7GxwP3ydz0BOpdwuuvIjBqlkpGV6QxKZi8hCT7mVYWn5vTUmNudIiNdPZtij5yZJ0tkO+jugpREKoY73MOV/Wk2R0NLepscm+xlNyokLKV4oocb06lRJnh2LnZecZUg+/RPVLf+bTP3kb5ZWu1HNkxE2uXvFNAL5xz8dRVSXjmc1+fpMoZCQnn+mj9YsB+Zw+tMNgvtLDaPuZOU27kgIER4wQqqqy56BiG0mNHTtMfLAP/91/REl614B1587lotddxqGyRWgOvWBtyXTw/wqhyUZ6w9N0pMs522E6zp5C81J6BC59TEk83eei/+PvRDHiWHq5rCMob8Ry1UhDU9Gx4sGUrHP9Bz/LyP9+gfjqyxEzl+C67zuYahlirSzU93XvkhGb0SfAWU7kTd9KHStbvjk7spwP0f27GbvtO7Ih59xrUUZ3ow3KJrGithVlrB+rYTWEhlAn5XW1HGVY1Q0o/kFAx6psRcw4TxIWRaaGOh59FNV/GLPZi/A0ovWGpRKXMKSCpDCxLIEa6seqbMUqb0CJjqH4DqFO9mREaLKRPS+6wl1UTB5hsnIhsbIWsEyckQGEqiHUCoTuxjt7pfREB7skoUjWuggBoztBrwJvlnNHGGBEIdAp6wWdbvl/vUreSyMoiUp4WBKFymZJYlQnxpoW9Je7ZVG7EU1EbyrkPvQqCPVCbBI0F6GhA1TMvSgjVScnXVgYsmcOOjUNMwj278FSdAxXPd7m+ah9G0GrABFFifqlQIHqwHJ5wCW/F6LxtGnJE2uH/iLTwiyBEurHqmrDKqvHqpqJ1bAS4pMoI7tQR3fK2p/ICJHXfBarbkZmpHJFI/gH0Xd2ymdAUeV1qmhKGM4jMsUvSWC1cnnNVEXKZqf31DEiMNmLmFeLOuROFb+rRgDVjGK47NPl0msj1INDGGeuQd89nkqjsote5ItwZO8zO/qR+n/nNhyxkSnJ8GIQgqRwgCai8t1XnQlV0VxZ7JzxzFhK8MjjVLUslYp9BVCscXdyXwBxR03B7zAAZhzVilEbO4rql2nUxry1aN0HUWITsoZMURDN7bS+7wMcP6Ywd4GD6PHDjH3/KyjlFTR/+Ye2u55OLU2hRshJVPm3gyUI1qzJ2Vfq/jUG0Pe+iDnjPJquXo4Ih+ijg40flnPgr7e18cMPP563VhJk9MYY6sM5c07B8aeP/URUPv9VkZp/GakphFLSR9KVhmI9XRh3/YJo42wiLz2XWtdsOgvRciY4K/Iq6qTLnqYTm0Jjs/OGpsOuviZ7/IVQqsxvOrHxde9K9bKB/MW3xppW1AMv4npyisDUvOk9rFvo5tFPfR2EwGxcjza0ObV8tO582w7VeWtocsLRMRyxsZweB3awizalI2NSSyM1doZR8jrkK/431rRCPIY6eBQxcxGQK3eb3kk+L2JBAl2bcTcvwjc6bDuJnyhS52JZlP3+41z44VtpWDSf9ZU9xGMGLd4gxw4O8fl33cX1v/gWjoryDOM4WSyeNGLtni279y07WjLU76fr8CjtCxsYGK/O8cBkK4gl//72kQ4pl/vT/8o8rzmrqDt7PWNPPoPWuw8A1VtH9TU3cullS09IYSU57ukgX+TiX+FZKuTFKqYCVwrsukPbpfhmkxvLsvjr2z+BNRlgwrOG8gVX5UQe1L5n0Xoep/mbt4GiEnrpWfSGZvqGyyn7s1QbS6qO+bp3UVtTg75Pev5iF70FJTAztQym+nAlFXssyyKyexuh557AMk2saAQRmED4fbbnGj/tk9KrP34Yy1GJ5V08peIYm8Cx/X8BEO45mPNemeHhz0YpYiHEAmiH/iwNbs2F5ekoWTUyfX4LHnqMqsBuUFSClQuwVCeW4kAVEUytEs+MpTA5AJbAOPM09D3jcn5RdVmjEQ/I+hFLAc2JsciLOjmOemhERmmctaC75H/xSTkAvULeTzMuC6yTTS2TtSYgjXdFBb0S33D31BwWGpQNJCtb5bhEDFy1icJ9Pa9B7W1qlxLSlW2piJIysBm96yHM1nOxqmZhlXnB6UnVLRX6DuS7b6l7ZlnSGK0fQ+0ycOz+CZbLi1VWK4lpVRui+XSMdXPQtj+K1rkTc95aRONsFCMunVSHE/17ymvlNUu/PiDHqrsk2Uuf82NB2RjTUZXqCeTr3oW3rklGfKrnTP3WPE9GjKpaEzUhWc+JGUG1TLBEQvEuhtDKqJqxUt6XRGpzUkraO2Mhvv5DBa9TvihN8nrrsTGEoufUt+QjRzLNEEytXKZKZkWz8mVtSAK1A4SBM9KHJkKU182RaoKWieWejeWZL69x2hjTx5xDcoQgcOxZ3I1zCA4cmBI6EAJVTMp0U8tCQWDo7tRYKwL7qAruyxhfXK/G13AxCIMa3ws4FJP4+stpWbeA0LOPEd78LACNX/ohWkVFRqZNMUKThF3JQbZjNQnFfwQO38NY45Sdl20v6Tt/SPz0q5h9zXkZ+/zwvKkofTIFDYo7j0rBiTaaXmYd+s8mNR/Z+DdcadK1SS9yqR20k0h+gId6RtkVaeEv/3M37kDmC2PMXoHlOU9OKAnYvQxgX/hUippDqcQGclWKptMJvdj1SdbXgL3SW3rfh3S5v7Kf/hfJUcRXXoZxxiup73qEyQfvxgLSRxguayPgWSPzmm0+3PnITTq0mD/R08AqSG6yPU/58ln1rX0Q6MFYt4jAoy/Y3tuc9cmcBI01rXKy69mHOuTBWDsz1dzUrpAvx8gRRkrZzD82lEgryI+TIjfLvJT96gOp+zLn3A3MOe8MOp/ZxDvfdy6fed3/UvWOj9ETnplB2IspqyQnm1tXd2f8ni05DqQabNa11HK4YjHPjbhT+3hyf5iuPeNQ15L6UKQTxCSpiV70Fqmvn0hBUgaPog4ex1xyLvq2h3AdeIpX3/Y1IDe6VApOJDrz7yQ26WMoRuROSVoumam+2Uhev9t+uomDDz0BgKicibn0LZkrRv049vyQ5q/8CEV3MPyNz2AM9GY0+Y2v+Vhm6o8ZRd/xAxRjEnP2FViuWsYmQnhnrcipofH94TYiW17EAix3HVZVLVr/IcyGtVi1i9E6H8SccxVWZQvqyE5E49rCKbNmDG3fbzCXvKVgsX96imqxujrt2H2YTeun3RckVXNy+AmqJnZiODw4o4MEqtcQK08IlpgRnLFRKmuaZWG5giyON2MylUwrl+QCRaafRf0yklPmlf93uqXSlmVK2eZkalpSQjmJpCJX9Rz8xzfh8TZJAztbLS257cRxKKuHsprE9kFZv2PGoKwO33DuO5NSwAwNQE1aVGlyAMeenwEw7j2Dyo5Lc67RdJCvAe7Rg3HUI1sQDXNQ/ENog5UYa6cK+vWtfWBEUfufQwl2Y866XKqT5ZOQjiUEMgpFj5LXNXGtUqQmHgDPvKkxL69H7T+E2ilFHdK/oVN9flxSHQ8F0PHMWom/62Upf6yoiNlVqJ2BVB0Z5Q34hrqKXq/s77a3qV2O2zLwjfmKRlhS1y86gmIZ01JKk4T+cSqDe9GdZcRjcfTa+YQm/ZQ3LgQ0lMBRqSiIguWqRTSsznx+yI1Kpf/b6y4nOCzrbasa2gmM9iIU+exrZihHmEA1grgivQi1AlWEKeu4eiq1zbLwjm7EEfchKlpQRBzhboOyGNUL5lB95atKJjLFYFcfnnxG9a1fZ6TxylT2jLdtOWrv0ygTR7Emh9BEmPiyC5j15jektrWrx05HqcQmO1VulneMwZ/+Fs+ZS6g87zKOHbUK7i/7+kSDk3zz/Ov+75CafLAsi3kTu6hp9LA1Ops3rugkOB6hZ1Ruu+nR7fiG/PQcGSRcUY9//z5CYRPP+z6NXi8/LtmhvHwen3wSyEkUS4PJJjaFiq6LKbolMV1SkxzXr7e1pfrXQAmpaLEoZb/+AEqip0H4jd+EimoIBVB3P4Vr632p9UMV86gIHUEoGiPN16Z+L6Z6loNEAaFmBDC1MoTmziiqzPchy9sUM0FqqKhOqSVNF/rWPvAfxThnferDn95UK/0FzU73I9AjSV7ZVKFsSmYtXAABAABJREFUUYnnArnMBWEaaHt/jsP0Ycbk2M756LtoWbUUgH0/+D4Hx52Mn/eeDDJR6oRVSEs/+UxuPBQn3is/luesaaKsWn7UjViMJ5/vZqDHQO0B48yleQl2XsNjd5DyX70PgNf8/gep3ibZnZchf2TpZDCd5mOnqq9NNpLneSrSz/IhOQ9lR2uySc5zzwf40lt+lPo7vuajoJen7p9j4wtU9NzJVT/8Epquc+fr3wuAMfd6xsJK3mdbO3ov6sh2RN1KhP8oavUszPmvTqk0ntMcRpgmf33zf2M2zKHp9W+ge6IRxT+E657vYcx7lUyXmi4m+9AP34Wx+JbMtKATRSyA1v0YwjMfq/4EnRXBHvRDd2J03IBvdCijQSeKgreqXDqSauaS0ZDQd1CSlYrmRGRDBf8xSUTSCZYQMmKQKMJHdeLv3oJn5kqZTmWECfTuwe2tl9EWMwaxcSbHB6mcc1ZmDUmyuF5JKHxlG6/xkIw4OCrxDx7BM2tqPgUgNCwN5vJ6ST61crR9v5YRNTOCqFkA1Zl1C3ZzZCnzZj6nlt18lA1lZBfq2G7M+a8BVbf99pTUpFkYMLaPydHuRONRDUVEqa5rSUVqMCIQHiIweATDUYt39sopW6W+FWJ+/GPD+RXIhEA1Q3iq3QR8A1KIp6VDZg00zsU/OlhcvUwIVBHCU9cCiop/RBr12fLHuWmFUo1OFXEUEUEV0ZJJjbdtOZMHH6JmfDPBysXEXPW462dBRSO+/mMy5TJxHG/rEjBDEOxD73oYs/UcrMY1U8ttUunSzw0MvG2ynkY3xhGKBoqGZgRLFkJIomzyONUTWxHudkJWGa4lN6D2PUNFrZ9rP/7mkveT/e0oRXIf5LOm7/whAecsIpVSeMPbthx9yzdQzDC17/oofcNlWK5K5q6R6qTZNm26jQilp/va4fgjm3E9IpUnY6e/CnP5haDpGfuys0GSY/o/Q2qMaIzIuJ/yOi8b9wRYbPbQv30vC6+8kC2//jODOxOpKA4dyxTMOnMdnc9u4it/+W+cLgf3PudnrjrA8jMWAvZ1NflIDdjL/paqwV3Me5pObNKjN/nknrNRqJ6mFORTRctGekqTvuV+HC/fj6jwEH3D19G39UuPz+RTOPY+lbPtcOMrsIrlqRaBagTRjCCgUDV7Pb7BqZcs3wfLlqRlkZp8pBWmiEp2epm+tQ/RPImonYG+dzyv0Z3cJpNUdcmPtM2Ho9TiymkRGyOGY+tXATjzQ29n5tqVmKbJzt/fTWVLI9t/8xfCt3wLyt2251wI2d4cu75JAMRCqAPHsBwuLE1HP+CTXuHJPsT8OkRNM/reYTnc5ZnGp75rIOe3WXN1UBQUh4uhT70bgFs+fj3Lz1iUahhaCKeybqYYsbHDyZCbQvNJvt48pzpaY/fvzsMjvOPqXwBglTchGlYj6lcw0bWFGtWPOrEfJRJk6foO3vTJV3HvM+NseXYP4U3PYCx+E5bbvo9CBoSB2vM4SmiY6Gs/mnpGz6oP8tAv7iOw7yDRV30ytbrj6c3oe39ZUFY5nxEM8j1ThragGGFE69nTu1g20Hf/FFHdjmi7VBrplkikPKlFRVZ83bvAEjijA7j9OwhVtFMW7cdCbqu7qmRPnPAQk75BLEWV6mGaU841UT+IeEK4wEw0sozLehSHG9xpssjjR8GYxFw+D22fnLsCI124m+YTGDwi04WseKL+QcMzcyX+7pdRrTiKiEs5eocbf+8ePN66KYOcTEPSfe1lBO+6V6o+Jmo142XNU/fDf4TJ/n1UtiwDM4Iy2Yc2sh1j0RsLyy+nXbPppqFlC8MUQkaaz+BLKJN9iDlXp2T4swmNbV1lAklJY0UYmHo5ijBk7yFFw3DU4Gk/Hf+RZ9GNCUy9iurZp+Pr3ZdIkzLQjElUK0rcIVPXCjkNvXVNKKN7sBrWgKt66tlLRNCCAwcTyl9uclSzhIG3tp7A0FEMvQJKmFu8LQtlGqEZJTh8HEt1IFQHQi1PjTVvqlmGIqpBrdsBx//BuHc9mimzOACq5pwFjorcez45gH7ozxhL3iqjk2ko+L01I+hmWDaJVadS2QzdM60ePIoZo2HofiwUxurOp3reuWh7f43nwjOoOv+yaUVqpktsQNofjofvRx16iRHPmfLaGFH0XT/AnPtKLM/cvH0N0/fZdUdn6tqeDKk5ejAuna27N+J84U7Ct34XXDYKx/NUIts3o3pq0bxe1IoqNtQGeHrnGJs/+Lb/fFLz8i//xNHHn81Z7+yPvDOlsuOYNZf4yCCKZeF57Vs5d/0MytyZoV67pnJ27BYyU7CgMLGZLqmB6RsadrnscGJRGju8+6E5eQvbk0g/d6VzN/rep4hf/s7Exy2BcIDy2/87Yztf7dnEXY0Zv5UcqUmHEKgijKe2gcBwF4ajJjXpFks9S4178CiWux59v33fnWIEBabS2NIFB4p5+qZqek6c1JxoKpoS6ELxHUAd20b1FddStnoDw//zQTnuuWuIX/pfBbcv5kVJR15lltAERCfR9w5jLKhB33VcGlyWkMXGi+rR94/IMS2SBou+fyT3d8tCnRimvjpMvKcTc8cmqmoqUWvquOAzH+D06v6S0s9OBbGxE1coBYXqYUqRc08im2AUkrcvdb4pFJWx+zv5245NnXz8TbKpq6huxFx4Oo6X/g7AWVeeRnllGXOXttG+pA3fkJ9vvPu21PZm26WImgVox+4Fhxuz4zU540rW4wBEXv1prPo22bNpZIjhr3xc/n7TF7E8DaAouO78Ikoohtm0IeWlTUe+2oBsOKLDeNQA5txrc+bFUtLNMhAPoe/7NaK6HSU6NqXgJUzAAs2JVd2O5agGVWNitBcsC8PhBQQe32ZiznpMtQxNhImWteKZs0HWJx34O+6J3YzVn4fQq2WtRNtyWeAfD8vISzwEupOJcR/VTe2JPh6RRGqaU9aCGBEZffF22MrAFi0eb1kIsQmUke3ExruIlrfhiPswtQpiriYsRQXVmTP/JxsrVjV1gDAQHfWyxqe8EVzVKH3Povc8jjHrCqz6FSfUK6agxG8a0o22nEh7vm1Wt+C897egOhAzz8/ZF5DRDwSS9SFb8NY2gRlhYnRAGvx6BY7IAGAhlDKqm+czMXgUVYQxtTIZ6Uj2VkmQY1OrQGi5SmvJ46QQHcfc/2eUxLYOpxPLWUMoalA25zx8Qz2gWLKA3wxTNXsDvv5jiQauYRQrLutg1MpUlChFPkQM2dxycaLX0H48da0Eh45gahV42k4D3Zn3XbNLB0uHYgSpix4hEjdl4buQGSNer0c2MU2kN6bqjkQcHG6UgRdQIqOIudfkHDOHXMb9shGsleiBozlLIm754IgOUjP2AgqCycr5OJe+Du3QnVQta8Vz/WuLkppS7LmiNm1wjLI/fBpj3ach2IvW+RCivj5huykFHfRJR2W6PZyvF9h0UMyOiB7ax9hPvonn5rcgJsYJbX4O15IVhF96jgPbt/3nSzqvuPEazHgcR3kZImbiqCqn7Yy11M6ZyQ1//FHGuskbWubOLOYHe2abXvQ/XUwnVScb+WSoi6WkFauvyUapaS9zFzhS0qyQ+8HONtqt2cuIz16W8VvSiI8vvwjHLmmAiJoFCKVwuDafpyYHqopQK/GNT6CqDvS4T3qTphEF0vaP4BvdhXfOupxl+bx12Ya6saYVhk30w1PEyM67N93OwvmUZ5KYlspbGiz3LCz3LNSBFwjceweBe++YWlabp3HdNFDsPUhdm4pqjLNa0F/ugbJajLXz0XcnZNMbW6HHOfVvgB4neg9Q1Yo5W+B68naU4BiqBlHVQkQiGHET35CfsuYOVK1Ik8M0FHuPSnnP0t+r6RKbbJyIJHV2Glj6fJKv/qUYsuekfGQou3ln+xkLefoN5/Pg7zbicMK8yhHO/fgrCSw6hzO9Q8DUNW2cWccZ738LodFxdvz+LrTuf6B1/wMAc5ZNOqhlpQhN8u/W2G6c92ym/5lNqZ+d931LypjOXQ1RBWPudRjnZPZ7Ss5pxZwqyXewavZ6OPAniPjQt2auM+1GhpoLS3VhVc9F1L4id7kRQR3dSax3E0KroCI+DggUS6CKGIoVJ1x1RsYmvp6EolXralT/NsrCvbhmtOIbH4HYOP7+AzICYJkoQqoHmmWtqYaVkoh0gGlAbCwhBBCVtR2OSmkYWgJUB77BLvt+Ksn9tC5i8sjjlIW7pVqZo47y0HGiZS044uOURXpRRYyYs47x4xFq2lZN3YfOHShKFIww/vExPIeQaXIuabhYrWcT98xDHduDuu83iJaz8qbwFVL2sht7NpL39SitJRs3+rZ+xMyL0I78FcW3H1BQR3dhNl5C+4UrOHowLo9rGvh69qAZARg/jCM+DmorvrFJeb4JCLUcVYTRDT+TfTtAc1PVfha+/iNTHfOEkfiHWjB6MKW2aeId3UjYvUw6GRUFRBxv4yzKg72ofc9QHw8Si8eZ8G7A07KYYOcmkjO7UF0YjvqctGlf9y7UuF+SoIZ2mOxnYqQXFRP/aD/C1ViUsGSME5som2li7fwJE5XzqFx+BXTvmjpnlxciowR6t+NumIO3ukqKU6gaxCexGk5D3fcL2fQ1n9iHSIoqhBNNar3TisjY79OgevxlzNmXg1ZGxbG/Y0THEU1rCb34Jy679RVA4b4uJ5K2nE5MhOHg+MEqKRpx8A6UiWMYKy7AWHs1cxc6826XD9625RhF1zp5uDoWp+ShzcAEgQfuIvTUADVv/QBsf9c//fj/tEjNWX95hAvmntiDVawjd6H10j3y+aI10+mSeqqjNenIVnabbupZeuoQFNdALwR9ax/GfCdlf/26lDZESUlAx3UPk1WL8Yxvwld7Du75FwD2RXulIundE6qL6vYzc/KZYSqdKpVqZiPpXEpkKgdjshu0fsQoun6GGlqBSE0Sha5DMaW3vLAs1KN/w6puR+t7BiU6RuysGzEXnQWO4g2zkqHpQl2N088zmxgWiwImkbPcsrD0vThevp+Lr1vDtTd2IITFB274LcbCM1AHhlECx/Dc9GY+e+NUSkoxGfTpOgeKYbqEJp+K3HQiNdmwSw3L/vtkenoV24/d/JRU0oPMaJR/NMAPPv83RqNl4JyHOvCilDsuq0MJDaH6D2LpFVhldaBoKMYkSngYc+Zi9OFjmFUNMBnGWHE2om0plqsCks0y/3EbatcujDUfz1BBghIjNJaFMzpI5axKHDseRbhqURQV0bgWq6IJyz0rMzo9DSjjh1B7n8Jc+tacZQXnP8sCTFmfkkDGnCkEujGOZgapmthNwL2cypYlTAz3IFQXlurE2zofJvsJDh+jat5FU40sk/LPqi5lm1EI9O0BRcHdvBD/0BE8tVI+WkYTEmlns9elVKKUQCdq/9NEDJ1w+SxMh8c2pc47YzGhQw9T7d+KgsVkZQfOtrPQ+p4iHpnEUeHFDA6i1s4H1Yc5ZyWiaT6Ozc/JSJZWiRLdh/CeK+t0KO2e2n1fTjTybafWlkI8jL73NqxyFzUXXoL/b39BeBcRjsao0C0wJjGiIeIOLzFXE3Fnff50MWGAJZsyC9WZWU9a30L4+NM4Y6MIrQLHnHOlEIRegW/giO24VSOIZ/xlWPlOmbqWQLqKoK97F96RjYx7z5Bd6EVMqqepTkDHO2sFvp7dmddUGFLOWSvHM+fMHDJQ6P4U+u6nX5Mq/3YsVJzLXmcbcfN1bsPbMk++H4loIAgpUlHRjOLbjzq+H3P+zZDm/EoeW4v5EjU+9bbRrhNBWaiTiuBBrNM+BGYcfdu3GKs9F9NR/f+x995hcp312f/ntOmzs7Ndq12tdtW7LEtylzs2tsF0nNAJSUgjEEIS4E0g4Q15CZDkTUJIAgnwUkI3Nja2MbZxl2X1rpW0vWnb7PRy2u+PszN7ZubM7KwkO+X63delSzszpzznOec8z3N/y/2lYepx9Ft+lXe9d2vNx6tFAMqOyOAIT37x38Hlwq2mcPm8SG96PyNpy6BRKdIIytMy7KH61Yocv5IwNRU9l+P5t93x3zf87HKTmlqxmGiAU0zhpeTVLBWVBASWyuqdcovyuBhyIx8cAzWBcuiLhe90wY1kZou2i9RfAwIYoqdQDdiOWsJCCtsuW2OpiWGCv6MwoOYXx6VxoPbws8WSN6smfEYnLetmQ/WkUDvkg2Poy1JIw1QlNZWu22niu6iJWcshTB/GbN6OtmtlWRth6V4m+/5lybUvnADpLNLgMBg5zDoXQjSDVfJcBEHCDIqYbj9moAFTcSOkYlas+PhZQh6dT33+djZd2cnxM/DF3/0y4xey1N3xOuIP/YC6N/4qO7a20bJu1WXJV7lYNbRSb00lqU4nhbZK56yV2FyuvJmLhZN4QLfo4c8ONBe22e0fYeMag6987knu/8bLABihVpAkWlt8pJavI3f+NEY6hX5hAt/1t+DesAV0HcHtwdW9mpkvf4GM2onRfgN6p4Z85gXEifNoG65HX73TEuHQVFw//2fMxk5M7/UVw45KFR5djz6IMHcW1CRp/GS9HQS7rwdTR9vSiPLsXuRz38do3IKQnsaoX43RfmNVZbQiqEmkkSfB0NFXvcFxk6Uadpzgi5/BkxlCkwLocgBZiyOHuzE6b7PGrMQQkbmIVaCzcwsYBslzj6FJdRiuurI+CnduIdq/j1DTMuIXzgEmAiZ15ixIboyOm5EP/w2RxpvQHGT8neBODZLXywy4wWjaRiQSse7T0FFL3W5LA8ovHkNQz2O09iBEFDA1tKt2YTa0Fxkda1kc56+n9DsnLCY44PQs5dsg6GnqO7dbIX25OImhfQQb2olGpi2yZ5o0pY+S1iVSvjXUd++qbshq7iQx/DKmICOrUQJCDC0TJ+PpwJA8SFoSSU/i9voxowPMNtxgFVjNQxAKbWvUBkmnU7g3vg0onycjw8docOcQJw+QwU/Obb2/ruwFJC2BYOqYgoQh+TAkD0n/2nkhnwSG6C6az6v1laCnCLt1EF1E0gam5F0Ipyu9/nAj8sl/Z6rlHsIrt5cpnToayQwDUhPEL/QSXHUTANKJr2K0XYPZuKl8+8yc1ceiq+gZXszYWu13f+wogqGRqN+BoGdpmnyEqda7QVTwx44i6ll47/+quo4sRS3EJr/NA//2C5590Bpn1c03845PvKXqvlBZwfVy5NNcDmip5P9cUnMxSVNLgT3Bu1puTaUH8pXw1MDF17HJo5pFuVJ+EVRf7JaGqQmRCVy/+CrizLAlr1rXjdF2LVL/TxHUGAYSIjoAsw03oLkXFj6VJpJFrWzRfvC1ol21uiwHJo+etQr9z55B6tfQrl5b8RpK4bjAT0SQD/UVhbfUUsRUGD+HNCzWHBPupBRX6XPN0HKW6lBoZVEbL5XQOEEcPYPrkX9k+bb1rF3hpb6pDgQ4+vxp+k4M4w+6aWmvo6G9lTXr6ug/PYnLLRFq9OPxKrR1hLjjzds4029Zz4YOH+Kr/7AP77t+h5m//UzhPOvvvYMV1+5k4tgpfA1h3nJrS6UmveKwez5hcYXExVDqdcp/dho/LsUTUwvy4bGVwmSdhE3ydbr6jQzJRJb33vYvJKIp3vxbd9LQEmJsYBLlurtwBXw8O+Ele/4M+uw0nk3bEX1+tmp9PPP9J8n1n0WLJ9HWvtt61/PPaTqG+/6/RoxNoW2+Cb1tDcoLD2E2bCxK8F9sAexLnMaTHmG2+bai7+3vl7Y+gOvnP8Zs2Ih0/n40w0QMr2JG7CC8YpvjOxru3IIQH0aIPY969VuQhq1n2WlBdjlIDaYJpoqoZ6gP1WMGOhGnDsCF/QieBnK6idy6DbPRamNscD91oXqQXUQjEULdVzmOO/nrigwfw5s4i6LOIrfvRpw8gJCLMhW+qSaCVykUqaifbR7eSnPO5RJWWepxasmlsm/j1H+CnsaTHsab6meu4QYMyYukRhFMrayopqAmqIsdRjA1sp7leFbfQWSiz/G8DX4Zc9CqASO5/ejZJIbgQpcDuH1BhMw0evcbiEyPFXlo8u1c8L6ouHLTKLlpPMEWYjnBKkwpKGCqyFoKWZ3Fkx5GMFWSgY3k3G1lyqSlfwt6hmD0CC6PByO8idTMIJ7MMIboQjRUJE8dcbEZf/ce5kaP0WBeQEhNkjVl4vU7a8qJAiAza/2r6ym0SRh9BiE9idHzBtD1sgiFaP9eJC2+JJnpaqib3YtoZJhrugmApokHmG26zRJ96H+RhukniTTeRF3PdTVF/0Dtc0dkKsqD//4Epw4OEHzHb3L7rescizeXwu6hKX0unKJgnOCkAnuxKI0E+R9LamohNKVYKsFZTA2tWs2a0nZeDk9NLXUiloJaJQHzqKYM41igEmsB73n470CzjjXTdBuN078oO280tJOsb0XZ93YsGnYV7UfbvAIal9OzvjycKn89eU8NvrqyttdSQK+wzd5eK/k22LG0SU4/gOGrw9h0Y00x+Yu57it9V+0YTqSmtK2LofQ5sKum9Z3JIZ7bhzg5iHx+P1tffxO/8hoPY0NzxCJpQg1eJEniwW/up+/MJKYoIRgWyb3zLdv47T+9HcUllz3XI+fG+buPfh1t5Xa0K1+L6/GvIsamytpmuv3ses8buO/u6s/UxaAWb2gt49HFeJTsIXPVpOKdkFdWrJavd7GoVpzTiYBVEj15/LRI/9N76X30KSucqrUdpXMl6f0vAKBt/ACmr61o4VzkTX15AHHqEML0EZivnKWveRuRC0NW2IyDYaToO9OkfvYZ0r4esp4Owiu2lp0jj3zSt6xGqE/3AgZGNkHG24Vg5PCE2hCyUdLZLClfD/Wzz8O230Lb1b3Q3grv/+UgNmXhOcPHCHdsAkMn0fdL6twgTh1C67jFyq9xN1pKaHqaSDRePQfC0GmYeZLZxlsId22HTIS5ifNWuFKNbSu0qcLidDEVslpITaVjVyJsF4OlGpRKz6dkJgjp46CrGJkIkigyW7cTA5m6xFEUSUDQsxiNmzHabyIyeqJwXscwLHv+TJ5AmSqKOkugeRVmaBXalcsriiAsZkQseyZMk4Y6P2b/w5YQBCK67Me3/AoQZYRsjOzoXiQ9g0uR0DIJUoG1RfWFMHTmhg4galmC0YNI4ZUI6Wn0XJKUrwff6jtAUpZmxEteAC0JoZ6F/tEyiIOPIGRmELQUpqse078Mo/0Gq/ionsWVm8IQ3QiY84II3osORwvOHcAUZBKhbYSXrUM+9Dmmm+8iHAogxPqRLryEEd6EvsbyoCw1raES1JzGx9/6eW54/S7u/bUFA001pdxS9dJqhdjtsJeyKMXlJjUAKzr+B4SfyT5Lhq+SF6QUtXoiqsFpQV/JmlTpIXw1PTVw8WpOSw1Bq1V3vzApbQ4jv3Q/yokFqWdVCYOmopgLifY5OVxwPctuKzRLy6aKPhdg6GhqFllxF+RQTZ8ChoaQ0jGDHjzecjKcSRtW+IUoFmLihaSVPGv6F5Lm8t/Zz4cgFVUXNX0KQiJdYcDLb2haykK2OHghOYrc0EjiNb+PfDYNzLdzkUTP8PINkJ4hNn7CVoFZwBQXnr+aJ9hFSE3RpjV45uwQpoZwPf1NxOmFQm6SS4G6MFJTCynNh5BJII2cJLishU99/nZ+/uOj9B2d4Nw5i6D84T98gLYVzUXHPX3wPF/98+8DkL3nIxgd6622vHQWIXUB+cw30Ru3gCgjTR2idct6fusPX0Og3n9Z8meWUmyz1jGoWtHeaigNk7N7QmrNnankaVlMqMQJlerWLPb58HGdC0NTvDzqYrZviImm9QRPv0B0aJRI3MBouA5BS4KetSqFB4tJalXjimnO53m8gJaeQzBVEnVbrZj5KhAMFW+qDx9J9OU3EonGaVSSCIkRtI1bECJBQEDIzCKocfSJ/Qgb38Pc+BkEQyMszBDVA5bFXQ6haHP44qdQtJgVeiJIZRZyO6oJhVwMKhk+hMhZ5LPfQd36Iav4JizUjZHcEOwsb8N8hXVB12iIH0Db9H6LMF5CexcjOJUMRrUSmstFEO3HqhR2Vvrbivu6+PfX9hbqwR35/EOFbcraZZpW0v7ML0EQEfUsicBGsr7O+blHKOurxUKUq3naltLX9muthHDbGoR4P4npQSQtjqwncXsDZDIZsu5WdDlAqGs3CGJZTk4+BFI68030rteCb97LbhgX5zEpKWLqCMOAxBBitB8heg6jbiXxtI4pyvNFvk2bCloQQ5SwBBlqJDimScvE/Wir347ZsB5h5gQMPMZcwzU0Tj2BtuUmpKFjiNFJEoH1pIIbi2rm1WIsd8LE0DQvP3EEVdW48d6raGwtv36n/OtaSQ1UN3rWWgqilrW40/rTyCQZ/cQ9//1JTa03NI+LDbGyo7TOSCVPjX3bPGolNpcz/KyaJGy1BV01j02teTWLhV3JB8fQtjYjnXwW1wvfw0RAk/woemLengp641ZmZGvREl6+qWCRCt59K/LhieIDx4fAvwy9w0AaNIhM9hFevmmhOrIgoG0vrm2ycrV1j0zDRBAFRn44XNO1WecbBF+7Fa9vR4UY4DwiI8cIh+qgqAaHiDB7DHH2JKiJQvE809eG0bgJgvNSq4JkDeimCbk54sNHCIbbiEYuYIouBFEGU8cUXQVis9hEV4CWg+QohLrLti3abJHBy9LA/yfkgSO4Vq8n3nk17qe+bm0gSegtPejdOzBWbMasb4FMEtw+S/b7/30MgC888PGi4zo9j1OnzvLUZ/4OAHXX69F23GXV5nAi2C/9BOXQI1YT3C4+9/2PXjSpWarHJb99JZGSSjk2TsdaKuwekVIisVRcDLHJ7wfQ17SBnulT9DVtcGwTwOxkgnfc+I8A6K09mE0rkE49A4a5IC5y5SfK3zmq56w5ITJ0mPqZ54iFr8KoQSlR1DM0ZE5bidqCCO569I6bERKjVrXy1AVwNxBXJXLu1oWwM9METPzxk8haHDDJuZpwp4cRtv8ekdGTRecpei8zc1Y19FwcJA+zWamoPkYlXGzMf4NHQ+5/EHXXny2MYVoGkhNWkc182I6hgWGQ6LeMUqboxpUZRTJyxOu2X5YwnWptr4RayEqpN2Ox7Sqdt5ISqJMnKe/BC3duYcV9XVUXifnjzg3sx5s6j6zOoSn1pIIbCUQP48pNEQtdSXDVjRWT6xdre6U8oGqhzJXCImshitW2qUZgM6d+jC9Yj9FxS9l+Tts7EjBDs/Jr1aRFjBwK5joSutQk0tnvoS+/GZo2F7Vf1BLIuRkUdQ5dCpBzN2EooeL9Dc1SJzRUdNkyOLpTQ9QlT5B571+D7ML10PcxJvajKmEEUyce3mUZF6YeJHchZnlzqqwra10Dnzs2yDMP7ON9n3wLwiK1r/LIz4+VBKOqGq2rrIPtqFWkqxSla9BXi9S84pLOlwtLCUErlamtxRpVeuPsoSoXI9maR7XQMygmTKULuFplae0LuPwCzO5arOZmXAz5B1/fegs508T14veRDauv8q2TZo4S3v1GIsPHLFew6FqwXNjyT7Qd7chPjYPoRjp/AVx1hLuuLJyjoNLh8pXVV7FDlj0VFbrKILos66W92nUtEFyWZSf/bx7qna9DPnilJZ8qCJZVefx5xAv7EYafsBYVWN6knA4uxUU9JuZchAY9RUIPkvV0Ygoykp7ENBQQBCJDR6rG9S8Vlbxy2o72Qn8anZtg4Ai5c6dxnzsNgGfntUTDmzEDYUzZjXTuZVz7Hyw6tsujcN+H7yk7p5M08vTZfutcwS60tVcXvtd2tCM/dxhhIo3ZtsrapmFZ4Xc9m+Pc0QFgZU3XezGSzLXu40RoFotxrlX4w/7+V/KaLAUX46npmT5VyLXpFj0FQpP/vhT+OltBu223YzatwPRcPV+7RXA0FiwWFlnJ0uxJj5DxrcAQXYQ7NhVkkJ0gq3OEInuJhq5AdbcWvTezyUHCnbchxIfRzz+MGVxPuH0dQmyApsxJazElKiTkMMngRjAN3JkxpOatCCf/jToddDloJVkLMtGBFPV+N0JqAiE1CWoMo/UakD00jDyELteR8q8i51lWsb2L5QmVvfu6ihAfBEPFdJUsztSENfYowQVCEx+a99BkMJHQ5Trca+9FP/ltvKk+Mt7lmIL7spCb0mtwup+1hPrar7eSF6W03xYL8bWf347SMTJ47x3EH3iMyPAxVtBVCPNyujc9axVY2wX/9jRmaCv6is24z2tIVy4n/hOTcGMzwd4foB89R2N4JdGsWFANrXQdTmN9NTJTep2R4WOUS/dQeVuH565a3zqdGy1DINOPvuxehEgvpuInPtFLSIiC5CK87LqyNpQ9A7kYpGcXjCAVjDmV+sZouRIx1ofRsJ7I8AkEI0kgfgZZi2OIEpocwp88S8ZXUiTYyKHkZi3jh2kg5jK4chfwpgbJ3fb+wprBaL0aeeRJFC3KTNPttnO/HuGOdsLz15OfX5cauhWbibNyucrqLV2s3lJDIeMSbFprQu8ItOXns+qG7dL+v9hQs1q9Nq82XjFPzfLPPsTqrfWAs/djMdRacdUJpYv4Smx1MS+NfWFysWFotS5OqhGnixETqCZ3XQsc8y4OTeP+yecwmvdghjeiHPjLwu/q7k8tmrvU16siP/UC+NvByGG0q4iTQbSdK4rOaT93JeGA0gnJscgmQHTAOt8SSU1k+BjhhiaLFHkbC99XnZjVjFXEzMiir6lnWZuG4PEiBUMMnVcRcmnklw+jj+3FkLzI7bvnq2sLFvlT/I6HLZrYBg+hqLOo8/UDFkNp/R779wDLMseY+7pldVc33oi2+krEuSmM1m5rsZPLIE0PIV7oQ+7dC4DLrfCVRz5Ay7KFhdX0RIx33fxP1NV7+bNvfLjw/d9/7nEG9x5BMKz7YooKyNazKeRiVdu+47pufvWP7lv0Gi+lxowdlQZoez2sS6ki7YRq40ol6eWLLdJZixBBnuSAM0HKn/Olp87xg28cYTIGk739CLpm1bVq2YUZWlVGbBYjNU4V293pYYLGNLlsFk92DEOQUeUwpqiguhqR9CSutq3kJo7gEbIIhoaQnmSy7Y2FnBr7MV2ZMeoje0l6u0FUkPQ0CCCteSORqZGyxXFDuAFx6OeYgU6M1t2gp0mOHkbS0yi5abKe5fiWbwdfK2gppHM/Ql/zdpA9xPpfJBTZy2zTrcV9sYiHuBT5NiXOPUEgdhQxtBJkH0Z4PdTZFkCGAVoKYwWIZ2chG7W+9zRalu9sFHIxEpPnCDR2Is0cJZeKIpo5ovVX1ZxTU9q2xRbBpajVSwO1ha8tdr6apPpLti/NWanW5obgGNq22zAbO4v203a0I+8fIdb/Aoo6iyc9hLhsF7Oqb1GSUquHyr5tLXA6bi0G36pet6GjNDKOkJ3D9LZANoKgJtE7b0XIxRHHnsVo3IzZepUVhbGjfcF4aWhWyKRhWPOgrVTDkqBlkXq/Y6nr5azxOe3twrfmLktSfu4s0tAjTIVvLibwhoasRQtzkzszjkdJkLvrQ1Z0wjyUJ36JeP5HCIbKXPhqAvM5RZW8ULC0ELTxwSmmzp/hVz54XVFYcum6r5ph3W4Is3tuFvM2OrXVCRfjrfn/PTUXgUoLXseCi/MoLczodEPzZMb+8FUiHa+kYtGleIicsBSPjZNrsueKJuIzN5L42Y9RNy289EZghSOhcepbY10j4gjgCiAOXgBtGNINxH/+fFlCm33/0mPli43an4H830surOeAcOcWyESsCt0sTLAVj61lQEvS9tplCKKIGA5zfWua54dE1LER5P0X0Dd1ot5+B/LhbST6nsc7th+PImCEVhNNaehyAARx8TCA+CD4ay+86VhYNJfF/b1PMZeMWN91bESaOI80dgbTG4Rz+8jd82EQRfTWbvRNN2K09uB69jtc//qdfOPvnuFtH7iGrjVWnsNjP7ba+hufeQdnDvUxfOIMt77jTj744ZsYObeexrZ6fEEv8bkkyWiS8cFpHvnxAeKjJeGJgL5sDdL4WdZsaqsafnYpZKbU+1KrxWkx4mPHxdSfyiM/QS0lHG2xGjeLQZg8RHfLFfQ1bVj0XFfdvJrA8jUAvBBp4bGvPULy6Z8jzvWibvpN8BeHkFZS56ukINbglxAuHCMWugI11EBMtBZF7uQQAX0cKT1MyteNeeE4puglowskgxsQ/RlHYQFME3dqhKR/Lck6K0yl2CsQLtpHMHIY5+7H3PjewmIrMjwInvaihWB2dpqwfxmRiX4aOm9DOvd99J43okt+su42AvFjJIJbCkQmEDuCL9XH5LI3Ve1fTBPByJI+81M86RHqzRSCloCZo+hN2wsFOAsQRWtMHZv31pjzOYjSvMfZ2wiKl0CzlSeor3oTsdFTKJkJ6uZeJhq+lnDXNuYGXsaTGcGdGcMUFLKedkQ9hSnIpH3dRV7rSgnp1VAxOb4E+eekFu9OtYW9fHCsKJQsj/znFfd1MfTdwaLn0onQhNt6kE5/kywelOYNpCLjmJILc/ocsrCG2dhJ+u69o7Cgkg+Ooe3soE60ZMm9a+/CPPJPyHXby667kpduMeS3WYzYFK6tAhmsFBJXC3EKr9hKbsedFlHpKN7G9IMe7EYceZzciW+ibHpXScMyoOfQdm1GPjW36PVWbIvsRt/4PsCKHinaJpdA6HuAaGA94ZCf+MwYmuwHDJTcHCCgS1486RG8uQkaP/AR3N3Wu7XwzJgYoptkcBv1c/uY7QugK8FCe+x9VStyWZW//ci/IwgCf/Sl32BZVzNglkXu1Ap7RNCmtSabGGZ3r8C+tnlyQ7GMOjiHYFaaD50MetXmzkupmXip+C/rqYHaVb4qkZtaUKmIUWlb7TkuF5NjY2fRF1u0r1aPTaks7WIoKF+VSPDZke+f+MQUj/zBp9GX34TRvANyCbQ9VxYVeLJPIqX5TWWek1zC8tj0J9Fu3F1zmyuFp5VNgBfpqbHaFoNsrNCuipNreoqWazyMz/qQTk7StFPiQjRI4vnDhDq3gGGCngHJRfvr2hFcLgZ7M8hHR4mNncCXPIfLW4fpacFcfv3iltzMHPGRgwRXXu94XaUSzwVPzYFRxIGHkaYOFLbVm7oIrO0hFpfQrnlzwZLl+vH/Ife6PwDFdvzEHO4HP0+DO8fclOVlueNXb8DtdTE3HWfXrVuJz8b52md/hJrTuPPzf8pta51rGA+cGuHfv/AwoiShNrZT99Z30zm0j4Nf+x5g5dT8v8d/g/FIsGzfS/XMLNVlfrFu9qXkE5aSt1qscqX/V9s+j9L97N8thmo1tp6d8JI+sJfIj76D3vVGzGBXRYngaiGjkeFjuNMj+OMniTTeWPAgiFoSQ/Ih52YRtSSBxAkMyYem1JFztyKrMVy5STSlHn1eBteQ/FaNDj2BrM4hGCpJ/zp8G+51bFdhgdKxGfPIP5MMrLWqt+OsWOW4qE+OI07uZ1Zow50Zw5fqI+VfhSkoeJPncKmzgFUtZrrltZj2PCHTwJvqx5W9gMtIIqhxjGAXgpZGSE8CYIRWo9evB3fIyjvIJ2ZrGUsG1xWwwndyUetfoKNYgl7LQGIElCCR2cmC9yrjXgaChFudwgyswGjahqAm0MdftgpE5qZI+VeTDhTL6Zdd/xJRjRgt9pzUes7FJKarrR/yv4184RskEjF0JURdXR1Gqwvt6EEy3i60knptldoU7Xueuugh5ppuLGy3FM8VLD3fBWoTEQjee8ei25Tem9L+lPcPoW2oQz7+S6TBISskUlfBE0aIDaBt+zBIcgnpmBcGAKhbWUSanaIMql0jlD8rwugz5GbOkfavxhRdiEYGwbTUOnXJhyEHkNQYjdGnafr9/8UtOywjXZE88vM/QD53BDMbRTQsI+dky+uKcgadnttqNWyaBl/knz7+Ld7w67dz/T07C99fihG7tM5Yv5EpG6NL88yD997Be/Y4z9Glc16lKIVKc2PpuszIpRj8/q//9xUKcCI1cHlD0BYTC6gkbWzfJo9adMUvpZjeYpbSPNkplVNdjARVQrUwtGpw8l7Z+8YwDH74zt8DIKc0IGz+NVAWFM4K/avlIJdBPmz1oba5Ffn4BUhfAF8buEMLA1RmDrJzaDdfW3M77fe3qiUvcg48DZbFcqkwdUhNQGBlmS5+YRDdP2S50JUguOstC6mWhsyU9bfossKtRAWUwHx4mkp07DSmICKYBqGWboTpIwiT+8m6mkl7VlK3fBOxC+eoa10DitfKC7KFiET7X7AqhTN/DnfYWryUKLzkJwThwn7kwYcBMEItqNf/CkbHBkjN4X74H8je+4eWEMA8XPd/jtzdvw+ukmc5MYv3W8UCAXnc8Y49PPbtZ4q+e83nPsFr1pe/N5UKXb5jYx9nj08wk6qrqv5yOVBt0L4cscKXUuOmlrGmGpmppl62VDKT37YU9gkzj8fu30fsge+iBddhrHrjose1h6PkJ9qW8R+jSQFUpYFkcCOu3AXqoodI+XrwpIfRJR+CqRFpuqVIQRDTINy8HOXYl0j61wICqiuMLvkJzh208mFEF4IAieBG6rt2Wu9o6gJi5DRoKVDTCGoMM7wOYz4foJpKVtl36WnECy+B5MacOoYu+ZADLQizp0gG1hOMLyxKc65ma4wxTatY6Pxv+vKbMOrXgq+VyMgJGjw6cv8DmJIbbeuHQPJYi8HMNFb8nNv6bKqABBiWaqO3GXzFSoTEhyzvs7eZyOQQUm6G0Nx+ZD2J3naNZajylqvM6Ue/iqo0kA6scbyPF0NoLhZLCbmqtNgt/b6Sp+IdH27h258fwjz+FeYa9vC7f3s7z054i3JtnLxPeZJgX2/E7/8p4ZnniDTfUrH9i5G8/ILUrsK3VI+Zk9Gr9PiVjuMU9SIfHEPvAtfPvoLZEAYtjNGwwZrnTdMqnyC5wGUzUKkpKwdMVyE5YuWwyh4IdqHtLB/jFyvV4Eh8Bw7TMPMk0brt6K5Gx9yxcNtqpDPfQO/eAP4bWXFfV9k8MPTv30Q5/hTq5ltAEFCOPcF08x3zSms49lUpsdETcdSvfYFI/zB/9rXfo66hcqjd5SI2dpSSGzs+uups4e/S+XUxYlMLoclD3Hvufx6pyVfjvtSCk9XcXdWsLk45BdWIzVJIjdOiAWrPqVkqFuvDi5HHrkXlCeCHv/kJVM8qjNBaa7BSfMTHrTj8YOsaMFSM1VaiuSkpyGemF3ZW0yQu9KK6mwl3XWHdh8g4YnwWwx+CcHth8MmHDuTDA5yq41ZTegFg9tT8Yv8iSI2ehVwcwutBrhBzHp+XP/a3l0tGGtp8WFoa9PT8YqIV9Az65jZMUUI+Mmx5cdSkVbX8wj6M9k60zTcj9SVATdL62m4kf4Cxhycs66zdk2No1mIsPQUI1oJEkK1j6lmESC/S2NMImJieAJm3fRp885OLYRA+8P+IaUH0a95c1HT3Dz6Duu46jK23WBNTOo6gZZGf/z7y4NGybhAVGUwwtGKrz2s+9wnqO5dXrU+Vd23nx4c8nJ7xpZKaWp5n+zaXO/Gx2nmXknNTybix1AlwKR6ZaqTJidDk8aP3fhg9p6Lu+OOqhWorWakFI2s9m7PPoLqaMCQPKf8aQpGXSAbWo7qby/YJt/UgDT4Kehoxeh69aQVm/bXEZ0cJxI6S9XaQCqwDoKHOjz7wOIq3zrImGzrqLfdh1jXjevQ7mN5GjI5bHBetlSzl+d+FuV6EqcMIWoqIezXh2efANDBWvQGzYSPkYgiR04iJMcSZIwAkAhswBZlA/DimrxV9zX0khvdjmiK6Ukco8iIudYZY3TYy/lXF41uk18rlU7zWuOCut75XUxZh8jSA5F3w6BoGxPoQL+xDjJ6zvhNltE2/WZQ7CMyHB2UQoueQBx5mpuk2dKV8MVK2+FUTCOlpzEDHRdcJuRiUzgm1hq4thttvFXj+J6dwb3xrYT6qNQ/F3qbMqR8iGirJus0ViXEpcXFSb3Vqe6nymRMxKSUw+XaVwj7HVlVH1VQQROQXDiH1/5Q573qCq26s2i+FY86dW/hS9lvkOzYA7nq0HT2WsUGWweUra6eTB6eMkC3fhDjwUxBdzEgdhb6wv8eiGqcxcRjPmk4S7rvQdlp5UfYxOzUT4fnDkySe/BnhX/swg/0GUu9ehOyain0MWHOmriL2H2L51euZ/ss/AmD1HTex4z1vBSqP/5cj5aB07C6dS6uFRi+2dqzF+Pc/ktR0ve0rGFevBig8KPak+2oJUXYsldTkz7dYKJpTMnotHqXFHrhL8dIsBZdCauyoZdEHxf3xqd/4CtH612KGetDWei2vjNuPfGQMbWsrK9f6GBiyZI3LKh4PHiJcHwJ/B9ruldbvWgayEYxuP0awAfm8Viypua8PbXOx9bBrlcLgeRX56EJORmTsFOH2DUTGLIIVbt8AiTGoW1F1cVUR+VCNChKTACRGLctp6YKgFIYGsQH0VfWYihuaukDNkv7ZI5a+vuBCMA0EUyUUCiNOvkTupreAobF8UzNKQxP6XISxh8ecz2UYkJuzCJSpAzLCzFHkyZcAMGUX2Xs/hnRqEn19M+LQceRTz2CGWsnd/Xvl8rvj5/E88Nfoq3Yin98PgCAIlA4X2srtYLZjtPtRDj6MkE0huVzc8549iFfdieJbeFed1PrsWMzosRRCYx98ax2IK8FJRXCxkNfFvMB2XIqgwOVCNQuf07mrkZqj332A0w/+HBPQdn+q7HenMK5SwiBpcepnniXacC2aUg9UlpwNd25B6n8QceoQ6tVvQtn7YwwkBHRQAmSkBlS39c7I6hymoKBLPhBEDNFDfeQFctffh775ZtA1XI9+GdMbYPn73s3AoFSQ+q2GfPsFPUNj8ghGZg5DcOPSZh3JnfTyXyKaGllXC/HQDgzZh5Sbo3HmScfjzzTdji55wdQIN7YBAtHpMSQ9TqCpC+363cjHrdC2wmIvF7OMJVra8hS76iyCk5lBOfmv6PVtGC23ot2yx+qbl/sRpg5jhtcizhxHGnkSU/Ii6Nbzq3fezoxWHA4a7tgMqXHE+DBCYsQypigBzPmQIzO0GqPlyiIv8ysJpxps1Txsdljz00FcuWkkLY6iziHpKSTFBYLIdN3Vix7Dfix7myxS8yNc2Uky3g5M0Y2/fSvxibPoksfyGs4bqyq118kjZCdP+XXWN56RHSMZqpGaigTGMNDbkkjnZ8HfOa+sZ2BKx5HP7sP0BDC9dZieK8C/rKIgTR4FMvLCCcjMFIdHqin0FVjhYZoGgoDh9oEgIffrILvKQgkL6zjDQBg4iuu5n6Cv2giANHAefc3biYyfLSPewuxJpKGH0TbewN9+6gre+9u9bPvYPUVj9fjRkzzzha8jaElMQWLXB97O6IbbHEuF2O+Xts6H95t/XPg+d+XdhIM6N7/5enyN4aL5yGnsv9xjfSWCcymF7xebT/8zSc2rZkYptcJe7htnf4mdckRKsZgaz+XEYsm6+YXc5e4TJ4ndUtSq5pQXTzB0g+TULGZ7a3kC+tVrCwow8QrJj+HGVrQtHcj9RvHAtPtK5H3noG0KbVUzfUcjVuHMZBSjKUr64b0EW1YXjjUUb7Jq5HTLpJ6xVLnCLashO0e4cV5GNTsHRpqiyptLgeyxXOaGXnkbQZwPKVus2JgJsg/BNOm8YjmCLDD63T5MUUaX/CCImICoQzQWJdS+B2l6iI7X3czg0Rk6xQiGprLsNc2c+tY+TNFdPFCLomWVBYicRRp9DEGNYwoSRqDTcps/8UMQRIS027JOX/M2jM4NC4TGNBBHToEJQmwKRAn5/H427FzFqf3nMU0TpWctKU8bysln0NvXIegqQnQf0niSLTs6ueWuHnbtWUVTaxCYLiix2FHLc3mpyHtdbmhLL0mxzI5qAiRLyd+rRTVtMVGBpSjhXAwWG5vs51zMoHL+cSsE0QxvdPy90mLNDlFPIxkZNHlBYS8ydLRKvpn1fedb7mIo0IjrF1+x2qAmyAS3EYgdJ+duJe3rQTB1JD0JgKLOYoouSFo5Yj0bvLDhDxj91McY+f6DqH3TuESFnGdZRYUvbUc7HBwrfK+bO1Fe/gsgielb5mhQ0Xf8MZHBvTTMvYg3eQ4BA096BBMJ1dUApomoJ5GNNDlXE0puCtPdiqTFSUzMARBq7gZ3D0anhPz8fgj1ADartqvO+qflIHp+3mOcQem7HyO0mtx9HyvuwbmzyEOPYsQGEOdOYzRsRl/9ZiJDRwkvW21dh01SO9y5BSHWjzj2HEbb1RhNWwvKhvkcPiN8AWXvDzADHZaCnC1UuRoWE5SoFaXPVzUiEhk+Rnj2ORQ1QqxuG4nAekBEMtKY80WYl5LLYw8T03a04zHeCMkR/MkxsjMDaH2P4gVEI4vU24vRupvZWLpQrNPJQ+NE7CPDx2D4GH333kFfr1wmsNPHgmjP0MEFApQfw+yiDFDc1+L4c4j905aK2PATmE2NCNOz6Ks3kn3Tx0FWKqrL5o/lRKa0K7qQ90asZ0rLWZ5ExYc0brv3qRgYOkJ8BqMtizhhWHk7O8rnDteDX0RIGURd3QQTAYTkKLPuHozxs4U+yvedMHkQafjnNLz3N/Fs2s7+dJpwp7tgeM+Pxb0N2wjecSfxnz+GvvxmXv7WT9G2ZmD77YV7kTdkCHoOUlMIahLvN78BgCrXw7r70Hdup26diwMq3EC6aG5ywuVYC1aLFsqP6YvNw9WMf0tVAn018Yp5akLXfYSG7p1oO9p5zx7NMbRksVCTPGr11sDlEwuoZj29WHnnPGpJ7l0MpTk41XCpC0h7X8Rm4vz5r30Jbef/Qruy+LhOdWOK5YgPELqyB6OlGzwVJrd0AnFqEGQZ8VwMDA1jmYCYsBbmlRYVeWtqWcXvaL+lFHYxQgEAqQtoWzuQz1V4rrQMZGYweoKII2JlWUpDhWyMe9/fxEGjE2NulhP/+jSmIBWKeIK1mAu1rUbbsZLwof8g9OZ3MfLDsyC6wdDQNzUjnctaZAosN72aAC0L2Tji1D4EPYve/TrwNCzcj6deAH+LlUSctO6nsaYBcURG290DuSzywYdRDi9Ypa+58wraupp48dHDTAxOIbd3En/dJ3A9/A9IIycB2H7DBnbfto3ujZ1s32xdR/7ZPHRMY/M66B1wVhgsRbV3brFneCmDrFOccKlnpxSXMq7Yz1MrliqqUko4lhLme7EFTvMovTcPfPBPSAW2Oxbjc4LjQtM0aZx8hHjoClSlnkD8JJ70EHhbMFp2MJsWipLsG+UYHnmAe//8Qzw/HaDv6BzKE48iD/8cgGhoB57MONHw1WXEKBA9grt5HbnXLggIdPdA5uRRZu//OUZiDHP77xW8DWXegFwMIT2F6Wu18uZSkyjHv4zW/TrMhs1ou1ZWzOlwf/MziMkRckoDibrN6FIdpi3/T9RSeFP9eNKDgEDau4KMtxNJT1nHkUNIWhxJT+Jr22hJOHvClpEFLGNH9Lz1ua4HIXICue9+1J2vQ9u5UGsqP3a7fvo3SKNnrFvgrkfb+qGiKvKlEObOIWQjGK27nPtm/l4KsT7E8RcxWndhhteV32+qGxprITWlhMM+L1RDkedj+QY4/CXY9ttExk4vuu9SYK86X3o98fPPEpJi6HMDSKEVGMtvKuSgVMr3sc+1TiFsUN6nlYy9pTLWANoVbbi/9+foq96PtqsLef8w2oYg8vEpUPzO95pyr49jyLhhWCqe80n7pdEQRe3OpBCnhxB7LUEBbftq5AHAMKxC3bKM/My3ETLNmA3rLfIuex3zS133fw1x+jCNv/67uNdudAy5ty/2nxn3MP7xj6CvfhvRqUHqIvuQ6kMYga2Y9WsQEqNIw08gZGesc4heZCNN+h2fhWDjohFB+fM54VJza/KoFkJ8saSmFpQ+Z//tw89C132Euje/np61Ch9ddXbRG1QrqanW0UsJOctjKXridtQShraYHOvlyrexE8RLzUNY7Jp/ev8I//hXj5B9x2eBylKtTnUAtB3tLBfOMZpsQT6dcLTGRYaPFXk9wss3YbREESdDhe/sg4T9HHYXPMA3npERR04jjnmIjJ9ZUjJrYQB+9iCICto1G+bbODH/e7FkLakY4twkRrABQi1FfZOHvsZD18Yg13fqfPtnUaTzWvECS02ClkHf1IJ0cgox8gRG/a3griMyemqh/dp8Dk5ubr4SOmCa+LSXWXPlWg7U3Q6u4vdEfvIZCKwAI4OxQkQc80FyFJQA8pmvImStRdLOW7bQ0enmPb+/B4/XWlz98N/38tUvPI22427E0dPUC3E+8Ed3s7yntXD80vfh4PP9fPID3+M3P34rb3j3rooxvVD5mct7B2t9fmvZttr4USmn5mLGFTsuhtw4heotVUHN6bdaCczMRIQDvzyOoRus37EKwzDJprO4vC5aljcSrPdjmia5jMohbSXi/LtpGAYPfvBPiN3zR0h9RuF4TlZgbUc78sv9xIYOWnLmJXBlxqmbe9nypLStYNkHfp2x7+xHnNwPsX707b9vkQgANYl84itIXpHgHffi3XUdgiQx/gfvt35W6sm5WhD1NPH6K6y8s3k0hOqQT38dddeflhlqXD/5GkJsGCE3Z9WGcYdAkDA9DSBIVltkH6a3BSE1boXUeBogl0Df8J6ia3eEaUI2iXzS8hRV9CQYGoo6SyB+HME0SPgsNSdr/BDRJS+SnkQ0chiiGxAINCyfFyKY/5dfNAoiyplvom24HvXGEpndVAz55DPIJ/aibfz1ghe3UnJ+Kakpvd6iMVBXkfp+glG/CrN5h+UBV+PWvZA9aBvqEFJRzOausn2L6pvMw8mTUSnPxIkYVELd7F5SgbVoroayfRbLr6q2TbhzSyER/RvPyEVejEL/qinEsWdBS2Ksqiz7bX+fVtxn9VeelOQ/58czu/hPJVVSJzUzAOWRBxC0foz2txbmqkphbEWiCPNksuqcq6WsuV7PWH8HVxQdM48CCUpfQFvfjHx8CGQ/RrcXDB3D7UfZvx90lVmzoaLAgXTkcZTDj9Hy0T9DbmgsWieU5tLk8Z2/eBmp77to2z5mFf41DRq8OuLsaYRonxXiOo+UpxMPWfRVb0K74YqKfe5EapyKNb+apOZSQ7RL8T8yp6aU1MDiN6nWBXmtHV6LdXWxBcfFEptaSE0el1NMoJaFi/0FWmotjb/50D8zOpJAu/ITQLm0o1OuQX4AXHFfFwO/PIHRtKKgqlVqSctPBAWPy/4RiPVBXQ+IYvkkwAKZycN+D7/5nXMYrT2guMpc4aVwWnyI5w9YA6pNGawUbR0yEyMaqFlMxYW5YnPZNvKBEdpv8yE1NIFpMnBwAum8uuBxAUtIQM+C7CM6uJ+G9En0lfcQmR4rbBduW4XeaeD9+T+x8urtCKIIgkCzGKdjzTK+PXstUp9edj3yU8+h7dyIfPAs2s514K+HiX5ce3+INHGOPa/fxWvfdROKSy57rpPxLH/ziYd54Re97L59G6973614/e6qSeymaTI+FGE208DmecOs/Zms5bl7JULUKpGWagXIKhV+dUI1ydhS1JJrsxRSczkwdHaM5366n4NPn0BvX4cZCCNO9luL26wAio4wN4no8+CXDRLRFK6AH0EUCHUuJzk9Qzwjoq/9YKHYXiVIp55DefmnkJqzvJWmQTKwnpy7FVd2En+6j7R7OTl3K+s/8V72LFd5ZtxD/1kN9398gZSukAquLxwv3LmF5LlfEIgdo/6Wmwje+Qaub00Rn5jk5I9+xtAL+zEBE4nZ5lsx5ACyOkfD9JPklEb09/4F8oEhhMx8kjuQ6n0Ud3qYeN126tvXkhg5BKaBpCcRTB1P980W0ZmHMHkAaeBhjLZrMFZYYSq1hjo7FSAtg2kSiB3FmxpAF12YogvV1UTO3YyopTEEEdXdhmBkLZKjp0EQyXo6CHdswmhLY7SvwfvV38O9YQsNv/4RoOQZNw1cD/1f9KlZhK2/XrB4O4VeVSI1FXM1TBNx9CmE5DiIMqYStHIo9AwICpg6prve8vLNe+btcEqerwRRTyPqGSsny2Y8qkY6AOLnnsSXPE+s4eoyslQtryv/fTVlstJ9KpGlpswp9GXXQWB5WRudCGYlgmc/h71dTipmRdByyPseQJw4h75qF4K+sWK+TGmEhtN2VT1tuYQlEqD4rUK287WVKubnRCcRkxGMUCtIMkSnkc/uxcylUYbOYwRXYHTfs6DM1pHD9cQP8eijXP/RD9K0blXR6Z1IzXc++SgbNySZGxylfwCSdZvK+3foMN7keYLx45hA2t2Ju3655WWT3WXG1/zfdixW7uSVEA3Io5bcmosR0akk0vXfXtK5NPzsfVcMV92v1uTgWjp2qaEirxSxKUWl6uCvlEIaLO7FWQoMw+RP3vYF0rf9FuJMQ9nvTqok+e8B3rNHY/LUWR4Z7QaXpyhEbdvH7nHMhZL3j5A4/wSqq6XgqQneewfxBx7jd794a2G7Uqnv/D0deOg5xOF0xZoZ5RDQNs0/c7ILMTGDEV4OwfLrLUMmhTg9iNG6qqi+i2Vp0mm/3Y/U1IIgCOhzEUYfmiyKt7dPVqkzD+PKTpAIbae+cxsAc8NHEAwVUUsSjh1A2/xBy81uziuOCVKZdHVhIpg4T3uHyOQj59F2b0M+NYPpGsC1737+/Fsfxh+0+u+VSkhf6rO3FAUWJ5Ravxbz9lYjNlXrIFXAYh5hOy4mNvlian5VU6DL47u/91cIkQn0tb+KGVzpnMNiGpCNEhs/je8Nr0d+0QpPEtJTAEjn78cM9ZA0vGiuMMGWHsjMYga7LY+nILDcOIP2w3/lV//g9Ux27GJuYIT9xyeJHDiOONqH6W0id/uvIA1JBaOFNjPJ5F/9L9Rr3oL44oPIRopIwx5Ud7GIiKTGCM88Tfb9fwOKi/fs0Xh2wkvo6e9x2mZESXp78GTHiTZcg5yLEtAnrGsLejDqmonEWqhv7kQ+930iga1oSnE9kvJ+0Wm+8BB69+sxGzYRGT1Z8BY4GXtqqbVV0RvQ0IQ08hRCfJCs0mh5ukwQjRSSnkJVwuRcrchaFICspwsEHUlLoLqaaEofx7e6hfA7f8Px3EbDFMreHyNkDYxAh0UyFH9ZO4S5cxgtBvrmmxbabWiWGqO3pWzcraa6ZfWhiTjxIsLoM8w23owhLxiT7J4Xu3FLMHK4slOAjq/jSiLTkzR4dfSxly1JbS2GqoQRMPF4vNY9NjUy2Szu0HLS8Rl0uQ5fz41ERntpmvwpqtJItPH6soR/uwdiMUU8+/1zIiPVBAHyEskJqQVfQyeJyASG5CPYeQXartXIRy4wN3iQwF23Ip+IEBk5UVRrplRYoLTfKhJt04ToFK7nv4vevR0h1Y22s7PwczWhgQKM+XzZnR0VIzkwNOS9p9HWNyAfH7VCqGW/RW6hYMS0o/QYwkQfrue/i9a8Enn4GEI6g6BZEQdGeAN61wqkvl6EzASBa/fgv+0ebuopPqZ9LsiPw08dizHzD3+Fns5hhlahL7t+Xl7dGuckNUowdgRJSyCaOQTTQG/YjtF1Oyg+xzBIWNy49UqIBtSiYJmH3dB4KSVBKuF/hKdmKaQGaiM2i3XyxVYyXWrNGjsuhtgspXheNVyKcloll2el+2CaJp95/z8y2/xGzPmk1NJ4WXtsbt4NDpYW+r5kB5OnzlLf1YHL5y28PN94xrIE2l3phbCyeQlS6nqIjFpJqnk3fn67/Hnzn+3ESBw+hdHcBbIL+fD8ALu9vejv4os0IB0HSaKzXUUdGWQi10bPNd21PVszo8j7D2Os70TsiwNgrGtCPDODsSbMO97ew/NTAfoOTiKfjDgmESfOPk4o20dM6UR3hfHv2YkQnaRRmiJ67BTegEyidRv6hj3IhyfK9rcjf1/EoeMs6/Fx4fExtM0rwDRwP/V1xMg4f/WDj7F9s/SKiFWU4tXKASt9tmvx+Faypi1GaiolD7/SxOZyIt8X8cd/SuKR+4k07CGw+uYiK281+Vc7LLnXHMrTz5EdP4zHH0Jf04N8+HlMUSFjuPDIBtJcL/cf+AM8PhcnegW+eH5NUTgMLPRZat9zRL/77wAYDRsBGdPlR5p4kbS3i3hoe1FuWl1kL6KhImx8J9rV6wvHyZw6ytapF3j6J/tweRSyWYNoaCe+1HkEI0fW1Yr0ro8iv/hDpL5ejI5O0qMJ0oFVi1rptWNfw5seQt35yYJ3o9SLXAqn0KA8FiM3Vo2vCOLkwyB2MGNaCm+CliYQP46sxdElL6KRQzSypHw95DxthYKD4Zmn0W54G/rGPWXnA0DPYQZHUV54AH35zZjeZoTMJHiaCp6sspyarc14v/q71n0KdmE2bMT0L8cMLK/oxSwNU8Y0kfruR++4tcgLZu+HApkwctTPPEPG14MpKshqFEWdw5WbZKr1dVYdI9Mk3NhMfKKXYNdVzI2exBRERCNLqKULwdAw6uOw/wmkYDtafIJo+BoQ5Yqemkr3pdT7Ug2VQvoiw8cIL1sHkROI6Wn05Y1Iw5OAgaAmQMugZS0RGMUTBENFyyaR/U3oXXdZIZk2Y0Rp7k24bTVCfACj2UBIRhAyCet5NTSEeAQ8frSNezA6nYU+8pD3DaDtXmn73AfpSVpuCDP59AwEOwDRCpMWZZADaBsCCIlZhFwG8dzs/Pd+q86aKM6XJ5hG27gcmjsrnRpx8BjKS/ejr9iCfOTnCKbBmjtvZvu73szoy4cRzx1mYFKnad0qxtZcjxRYWESXhlnZPyenZnjyz79IetYyBpjuBoTsLFJzK9nA1UTjSRrmnkfbdTfLbtiGFKhjYGxhDq+kuGd/9peS8vBqeGqccDGkZrH10f84UpMXCriUDoalkZrFYt1L8WoRm8uBav21WD2LxULUqsXff/HTP2U4ImN6r0Bf24TUO134P36hj9W/ei2mpjI+kKF99YL857bGLBu9U+wfEtnWmuWs0c6RGSvxdmxYQzo1Bphl0p/xiXNIRgrf2rsdE1ZLlVxgYaLsWasw8OSxQvgZLP2ZIBVjuX8SpXsNoizXRmwi48iHetFuuAb5kG2yzkVZ/isbIZNm9Mdn5/MBBMs6JoiWVdPUkM58G/Wae0B2IZ17GUFXMUKtCDM68XiSQGvP4sVEBQk8zZZAgpaFyAmMDd2I52cxukMIsSmk3peQpi0Ceuc793DbW697RZ/jWr01tXppqnlsFiM0TsethFpJDSxesA6qkxtYvKbO5SZA9ms3MmkufOJ30AUXWW8nmlKP3yNbC9OmcstvHpUmbbv8qWCoCHoW0cwiqzHqYof41Dc+xCllXVE7nLwZfZ/8NN70EClfD+5AA8bKuwFI9f4Mb2oAwdSI1u/CyOfmmLolLpDqh/o1mHUyRusq3vFhKyRst3+EvdFlnHrgUY7/9Ck0QyESvoFQ9GUUSUBTc0it29FbfXB8H8Lm9xEZt9XWKHSYToPPRBs/gKhnUdQI+rpfwQytKvRLGUk+HqctdYTILw4gJMes3BjJhZCZQO/ciHbVmzDdfnB7y543p1CkhlAAqe8BphpvLfreviB3pwbxJc6SdbeQ8a3EUOqQczPUzz6PsfIezOZtzg+HaaC8/BlL0MTUQZAwmrYjaCn0njcgxIcsUtO8A6n/AcwAaOuuReqPYYZ6EGaOIw3/Am39u9Gu31506NJcFzukM98ml80Sq99RRFYL1zd0FG+qD1+iF8FQmW2+rcirI+gZTNFdWNw7ySAX9aeho2Qn8SV7MUQX8YZrivrSfu7S+1ALas7n1HKgpYiNHqWupRuCnQtJ9f5WsF1jEcEbOoqSnSSkT1iee9mHumsP0qCVp2mG1yHMnUXQzoCaxWhbRdPaZUgNjYxNWd7+jh4vUqge0eMtm+fKBAZmRhCTUYz6FjBN5MMDlodOlMHbQqL/aQJt68DbZv3d3I2xuhFkBcNfj3wmUbnMQi4GqUmoW2mFoa12g68OcilcT37Nmi9Ng8Y7XkPsR9+kcXkLm958F/fssvrGyaDl5JEBK/Qs78kFmPuPfyM3MoA+PgpA/cpObv2LP2TiyElevv8pcn29aOuvYzbaWiT8UJqj5PTMVPPYVCI2r7aRsTSP1anfSqNiaoWRSTL6iXv+50g65/FKhlqVYjFZyKXKOlfLA3g1rNywwLorkRKnNpR+V0tuU6Xj33PvJv71sz9F23w70jDgbcIMt4EXvK/fjNKqMHAswvKVJjdsrWfvBS8D51WUVoWT6kqu2pLkgiRy8oIXpRVLyjihghwlNnEGXQkSXr5pwSuz8mqrVoxpFiYYu/V4IRbWW7b4HDoIYnQWccxTUD+rFN9beeHZSLZvFiMaQWxsXrwGUmwKIZO0EvCPTRerrukKQ/sGARPJyFmDN1gFPk3DUk4zDdSdtyOffAaybozmK5iLXYCkjqiraJ5WItGopdJTDZk5S+XMu4zo8AFCjcsQz80iaEmkIwPI488VbX5heKbsEK+UjLCTh7BW1EJo8ucoxeWQknZS9rHDaZFWSqQXi692urZa60ktFaVkTpCtKSFevwPRyAEmUc1LePjn6FU4adE7tXbBQ5uXlA1jxaBLpoo/0YuSm0JfflOB0FTCkc8/RLhzC/LaN8KR/4sv1Ye28mZgvq+9nWQ9y2kUIzSM/5JUYA2q0oim1JGo20LK10O934U08FOkwWOkZndxU2cCgKtD41z97m38VeeVzPzdZ5DMLJgmEe9G9PoGMCAsb8HcIpA7dT8epY6AyyCTjJH1LkcXfQRjh5EuTBJtupm6jm2kzj6Ib+gx9LZrMf3LkF/O0qcus4wQhoZ85HE8h59gSvAjtW5lzqxHMHUEUyOwfCsMPoW7/08x65ehbboRvWddkeBCqTyxqKcRp86BqdFoTqBFzhNXI6CEre1ME1mdRUAgGVhLMH4CV26WVGAVhuRHF71IAw+jdYcREisc7oB10wVTJ/2Bf8T9438ml5gm42knNPAQRt0qyMUtkQQtQ+61f4h8cAz11h3z+69AeGAaMXIa+UATmAbajuXIhy8UXVP+egqEbM196Ke+j6LOoboW6nKFOzYjjj9P/axVuFQ0Mky33IUnM4xqhNHmt7Ur4znlrhRgGPiTp3FlJ1GVMMm6LUVhhpXe71rgFJpWyTsDQHramhNkL3XL1oMrsDDeSC7IRotIjf044RVbiQwfQ++8zVr0Z2aRjx22ZPrnetGGfoG5cRfqhrdCqAkEgQkAHeSBMUBiuLEJogDl81vRnBebQj46ALIX8dwp9A3tVvtcQSITA4S7OtBlP+g5okP7kTDB04A4mANvCFHU0Hb3VA5BzIfp6zmEyBncx58FQcYMdCJOniXzzr8EXx0Xvv5pNt+8g9/8rauLdi+dW3b7R6CtfJH+7ISXnrXw7MQCIel+23uIPfITUvOkJjYTI9I3xPIrt7L8yq08dTLJ0LgHfvZL57Y7oPSeL5bDacerta7Mo7TvlpJLs1jttlcLr2jxTdHlqyjpXIrLkVNTKUHJCZViS2stmlfJTfhKPYR2D5f976V4bOztqyT9utjnR46o/OLTf89UqyUHWmqFkA+Ooa0PcM/qCzSu7i6Elr1nj5X34ZT70terIr9wHG19AzSUkI58+JniJzZhCU74rrsSJImOHi8jA9Zx5dOTxCbOUte2Bm19S2F3+dBJ4nPTBJctJBTjDjtaiSpZUvpeHoVMClpXLkpq5CefQduxDuqay0PDslHLve5fVvgqMnwMUZsPU5Mtz1a4fZ0lSym5QZCIjJ4CI4usp4oUeaoiPQupcasuxcBD85ZWEwFrgdSyZT0rWhROHR8neWGa+z58Dztvrn7MS32uK5HlSrkvtaKWBf9ix1/KuLKYtyaPxcLR8qh1glsqoanUL4tNUiN/9zckoy4yvpUAeJPn8CsmetdrC3VI7KiUdJx/55/uN4l8/Uuog+cxBB/a+l3MTXio79pRtr+9L/KV26VchGD8GJjgUqdJe1cgb3kfUEwihVg/QmI/5sQwop4mGr4a1T2vRKjOUW9MIsR6aerpYPNb7qZl0zoEQWCDeoZPv+fvmWp7I43mGMl0Bl2uw50dx93oQZhLkjLcVvFLJFzZcWQtYdWAEt3IWhxz+++SOfsoruw47uzCgj0PU7SSn1XBi7jmDZiBjqpiAMHYYSQtiaLOWMUsgyswZR9CagJBTZAR/IjzuSQZTzsZbyem5MEUJALRQ4iGiiF5EA0VUY2hupsRTRUlN8Nc+Gq86WEEI0uibhuCqRKee8nK0SsJ9wJI9T5CaG4f2tp3YCoBlBP/gqrUI6y8AyFyxhqnTAMUn5UkXYpsBGn0aQqFgQ0dfeVd4G0u2qyUeEhqlGD0MKaoIOoZksH1uDMT6JKflH8NsjqLP3EKwTSRtRiGqJBzt5LxrUST64pEWPJ5mOHOLcTP/RJPZggQkbUoqtJIMrBhkTpjC1gsSb9SIn+lMTsyfIxwQwvx8VMEe653FmbIRiEza/WZ6AIjA4ZO5MIA4a4rKra1sM65YhkIQpmAQ8VQSofE/0Li/bIUpuJBHgBtexvy0Ukig4eQtKRFZkQZDINwUxtkZ0nMjBJYc9t8g7KIUwdBTWA0bLCKbzq0l+QEwtxpxGgf+uq3WPVqMjNgaKi33myFT3/ns4Rfeyvf/YtllMJpXfTF82uKPpeGquevUZi7gPfHf4mZywLg3rKDez/+awBlanKlsB+rmrcmj0rrzf9Mbw04R0c5qaM5GegqrY9eLU/Nq0pqoPINeiVJzWLqG5eL2NjxShMb++fFwnpKi3tejGBA/j489KE/JTkbZ6r1dUVhKEU5LqkYHfVRRnKdRa7d/O+OaikOpKYwmK73Ix8dX2hMapL49BjBFdvRNrciHy9eRERHTwEQWr6B6MhxECRC856N+NB+DMlLqPuawvali6qy5ygdRxw8RtumNsZHLFIglL02JqamIggi4gV/mUY+UERq7ANeKalxQjjcTGL8KKrHGsArhVMUEB9C27ICz4+/gKAli37y7r6euz/09oIM71K8Jkt5ru0kppaaVE6JipVQS+Ewp7oD1XApIWhQG7GBpSmkVYJTXLj9/0vB6P/5DPFcM1mv1WeNXCCqugj27ClTHcyjkoHINE2kf/oko+cneN2XPsuNHfFCHl1pErE9bDQvext/4DFc6RHq5/aR8q3C1bUH+dTXUK/4Q8fEdSufR8X9nb9ETI1jIjLTcgeGZPVJQ50f6fz3ELQc4Z4VXPOhX6Nx7DDf/Ov7mVz2JsLL1iD1fgcz0Il25U5i+/toiu1DX34T8rnvA2ACRscGhHQcYWakrLSvUdeDGOsrfI407kGXfAiGZiX0C0tYPBsqpKcR44OgpTH9y0D2kR7ZjynKZD3tVpiVHaZJePpJIk2Wgpikxmic/gWTbW+wfnc4vy9+ikDiFJocZK7hegzJW1igK7lpwjPPoEkBZN3yciWCG3FveGtN11GG9AzSyBPoq99aCCm2X3Npknt+H/Hkv5N1L0M0Mkh6El304cmOMd3yWkIrdxPre57Q3EvIWpyZplup67neutzZMxjhFNJYHDPQgTj8BFHPasBEkwOYoqdKUdfacmOWuk9hTZKLWfL8hgr+jorEKjJ8DFGNEWpoXRCEMXVLDjtQe8SJY9/WcD3Bu29FPjgERg5jmYp4ehQaN1vtTc9ANkJiqh8AU5DQ3M2El2+CWB+J6UFUpY5w+0bkU1/H1RxAm57ETKfIvPXPkAZtKomahvLYTxBnjmP628m99u3Ip5PFY81zh5EmH0WIJ2j+vQ/xJ9elCr85hd7nURpSZScgdkh9D2DOnkGXA7hyUzRvWMOej/8u0rwXe6nzRLX8GvjPJzYXUwbEKQTNPn7bkf/u3NG5/97hZ9r2ZYie4klnqYSmFBdToyb/AFULRSudXO03qZoVeLFwNLi8D2MlcYHFyEr++2oemGqwP+Dmqk2YqfMIulpEFosGiFwC9njn+6+cwdvvReH+bGoBXSt8Jx8cW7B2lGhMyLkIhuQhcmGQ8HzV7KKBWPYtuP6V+QJmF6zckXDbOjBy88mI8x6diOVRWbFSRrsAK0IwNO8BKkCSGT8Xw2zpAsmN/a7KRycAA6JjEOgCd/XXqmzSMM2qkypAfOI4gu2s9mOUhTzpKkK0n9yjh3ErAQQtSeNH/pQbt4aR3SULIJYWDlYtD6t0O6dnzMlD6CRbXEmpy/59NYUz+/taiwraDW3pmglBJQUnJxWjSvuWolJIWiWUtjP/+VIJjZFOIU72k21baLsYOY0RtBLBi8h0hWPkJ7frW1OMf+drPDtmkHnXX+MN+wGLwHe4hxn3DYHswv0f30LveSN9rHG8/pynHV30oLoaSU2P0QTORgMW7om+6deJ9D9PQ+o49bPPk/Z1k/F2IJ1/FM+GzWTO9hLpG+LxL36d3/p9K1HeHzuOKEYwfS3k7n038Qd/jjs7hZCeLBAaAKPtOoyQgjQ7XnRuXfQgGRn0dAQRiNdtw7PuXtSR4xeVi1G8rd/6l1CBKATWVNgLEAREU8WT6kd1NaIrIdLeLsLTTxFpvtVxl3zIlazFUXLTZL2dhWdYmDwAM5AKrCHnbsMQ3YRXbKseSlUB1tgOpqeRxPknwd1SdfvCInx6DJpeQ8uFnwBgNGxB8JsYw5OEp59En3meoCiR9nWT9q4EUUaI9iFOHoBshOTUMtyZccyZc2S9XWWKeXkstuAvbVulY1S//jFb7ZUpUOrA3wyi6BgmF+7cYn0ePEQ0MoMhehCNNKFwE3ORC9TXQGry15RvW2lenH1MK21/tP8l5GdewFjdSPKlIwRTHZZ3TktYoWLZCMheVFcD7vQEJjqCFLSuJ5pEMXSC0aPIM79EX7mZht/4NZJPPUr88Ycx3V60HQ3Izx9FyMYQhx5F33QV2dv/GFzeBWOJaZL5wXcIiTGk+Glym24GaSdK23LAuWSIE6GB4pCqspSEK9qQj41hLtvNnNGIYKgYM8foe+I51txxU2H/yrAt9rH6NDzf//l74BSO7DTu2eetVzMMrRYDYOlcmW+/03Us1WB3qXhFc2pqTcqutMBeSihKLe4vO5y8NxXlB6ke4lJpUejkIbnUBzNPZJaam1Tax4sRmkqFD+ve9E4SI39Lgz7NzLy8ZT63BawXuWtZGn1muszqakdeJa3gjVlVXv0XACcrx+QA+OuRz6TKJqDSv8tcwIlRqHALyoiMDUa4HTE6CbEZpPGSmjX5UDZ3PehJMHwVLW6xibPgCju2z/nEBuFlq0gMjhNo7iExNYhoZPA19YCeIzU7jK95DYnIKMydRxr5BWLKImn+rrsQBw8B4Ors5sVI5byNS62H4vRsV3veKlUzrvQuLTXx3+m4pbD3xcWQAUcPsGkiRM9XXNgsNiYuldxcDti9PCd+/AjjdT2EV1ghLdKZb6HpJqGVCxXj7Qsfp2vJX8PPH9hP5LkR2v7kE9y0RimMJ9/5828hn3kRF6Ctvw4hMYKQmQYWFurW/ZgfxwXRss5rcTQlhKkEygRFShEZOQ5KCG3D+xFmTxIYehTByGHqOa659wZO+X+dsX/8O/xreviBeCOtW/dx4egp9PQQxo6PIh8aJ9y5hehABtMVQmkIoE2Mkrvp3QixdpSD/8fK23CFIBclEdhYVDMnD8+8sWKx9/xiE9ArXn/jjSjZKepnnsUQ3eQ8rUhaEm/yHGn/aiQ1hjd1nqynHdXdSh1z6CvuwGi7Gh+QtbXDDG+AgYeoix5iLnw1OU97VdJeLSoi/1vuttcT+ulXMUUZo+1aImOny/qiMD6mZ/AlTmOIbkwENDmEnppFy9XhEwQM0Y3YtJmo5kOXg/P3bR/SwDPMBrZQt+ktZEeOk50Pp7Sfo9Bfi4h9OGExWWenfikOrc5Z554aI9zVbI3182RDAyid2+bDzKyQ5RyJqX4kUQEtRWT8vEO+UG5+vyuLr8kwyowSRe3SrLVFbOAl6lq7CTU0gX8Z4qSL4KqbmOt/GVmbI+BrITp6AElLYIhuFD0BZg5EN9K8Ry+8rAf5+M8xA51kb3gbK2/axMw/fBZ14Dy5uz6EfPI55BMvImRnrZozuoZw4CFMbwB9882F8UX97r/SGD/ELW+5hsPd/4tbtoX59t9NAs5zxmLrmxva0gx9d7I8/E7PQWaG3Gw/1DdiigrxdDP7f3GUd7xpddlxys7tkLtjRyVik0e1XNFXO7+mGipd3+WIFLhUvGKkRj48Di6f9bLsqW6NqZXQLNZhlztByWmBUemhc7IkO3lIXgnUomK2FFSr5C4qCkb7WqSzZwivfQ0AGsXWhsHzKkJMpWdPPpRrYYGSHzyHDpaEr5yYZNkdLQzHF/o7nyRsH3jkg2OQmCY6dRhjPr6/1FNRdYIRZZB9aNduKvupmrSqtqMD8VwC0hNWmIBdACAPXyukLkBqAnwtZdbk6OhxBMRCWwvtNDVEPWtVAhdtx52vIp4YmkaXQxDoIuDvhMQQialBAg1tmAigZwg0r0I5843idg/+DFOUybzlk4XvnIpplT7PlZLsF8PleM4rVVe2ty3/Dua3rSTXXGsOSi0DcSWjSZnXJjODOH0YPdRTFuazVGGSSjVNXgnc0JYmNRPhxA8ftp7veSUj092AGFqDIYhFC9bCOze/v9O1zRzvY9P1m/n17Rd4IdLCIz9+mkOtNyBkGzAVP5gm2pX3oN70bsc29axVOIL1rhgXHkZWI/gTpzGDzlKv9oV24f2SXJjN29Hqs8injpPxreSpz/4DmV//J3o++sf09arUAcbd74ajH0cUdIS+n6Avv4nI9DiIboRcFG0iiuH2YxoGRo+EtvtfkJ87jHL8ywAEEidJBdaBIJQl8zslwju1fSlYbCFtSF7qogeI1u/GlzyHqGfRJT/B2FEkNYaAQdazjPrZF5hruB4xcpKI0Iha4inIt9kIdiHGB/Em+8h5Kj/HFYtulm53Jom+5j6EuTNIvd9BUToJ9NxYtE3++swz30OU6zBEDzMtd84TXCvkKBlYj2SkEaJj1OcuYIgejMiLBEyDrCCjy6GyELdK/bkUlHrKFwvlCpfsg6ERblkBahIlN0Xi7OPW94KIeV7BED2Eu3cTGTyCrM1hCBKG5EU0NEQg2H29dd7mdkiMIWop5vpfJtzUCoiAAYZBYvIskcEDhLuutI6fS0BqAiVn5cGUylaHW7shNUFiqh/ZyIKaIhJPEp5X84sMHyPcvhYyEcDEEH3WKtLUwZTQpSCiqVIXPYBx+CSKYODZuIG5a3+jcOnqwHkA3D/7e1xrN+J7+324N2xGdHvIDfUTf/QnCM99l/SG662iv4A/pGJETd7/e1cSbkoACZ69b21RX9dSTDKP/Hhf6l2PjJ0h5GpBlxfCowIeCX+Tc2i4kyjBvmRHQbwIWBBKKXlf7cTGvn6yz12lc+ErTWxqNRj+VyAvlfCqqJ89O+Fl96rFt7Oj1jj4iyUytViTnB44cJa5y2OxSumLKUotFra2lNwYO6layouwWN+3Xb+d6QOPIMyexGxY0LIv3AvFg6Dl6Ns7iNxnwNruRRPstU0tDA9q9Fy9QCycpEnBCj8LdW4vhJSVotJ+keFjhBtb0TaXk2z7/S0lN4UFm6sOsjErSRMHUiPKFrFJjFgVkutLLDuCQF1rD5HZ6UL74ud/iaBnCTSvIjE9gCkqmAiYgoxkpME0UV3zoQnjZ6zJsLmDQKtMfHqE4OrbrEnq9AKhSfjXEUieAaD1019EClgDciXPRC0EYLHneqmoRJxrKRJpH/ArYalJ9UtVeSl9lhcW9e1obAUoCp2QTj2H8tPvIk1dwGhtx/TWod7yvornKD2+k8Tq5UakbwgAMTmCbuqAjLbzapQXn4C2q4rGxWplKPN5dAODWznz8D+yr8dDtHkDT/zwBW6/T+T4h95PX+/ry67Ffo35+5F/h4VgB0p8FKN1N+rNdyH1GWXGDCfLef7/RmMWJTOCKSlWcVwsIQIZa9EhH8zwju98if/40OeQpk+gJmcIb3k/yb6nC20Ss0mk3peQn/kW6ff+jRWG6qpHyM0BWHkecqCqYlZpeJETOXHyMF+MClfWsxxdqWOu8Xp8iV5EI01WbCbnaSfnacOdHrGEBWJHySmNqK6FkKzSNjcnx0l5u/ClBxEMFVNUytqf9zJUQ2nSuXrrLcgvdeLq/Snm0X9BXHEzZnh9UThuNLybYPQwkiZh+FZiSN7iQqj58N18nqMgWAWKZ57Gm+xFdbehueqL+jN/XUslM6XHsKNaOJq2tQmxP06ouYvExGkCzT1gakRjCULd1xIZPWt5942cJe6gJ4if/yWi6EIwVCsnNBcDQSI+1U+87xlQQkSmRhANFUmbV9I0GojOzhBavpG50VPI2DyFhoGszmBIHiyRbKPoOkQtQWJwL5ocwlQaUNRZIvF0wdBmHSMH6SmikUlCXSsId9mKUifGSEycwh87Rc7diju8gvpb1uHZfAVzVroN6shAYfPg696K/6Y7EQRhfrxOQ1sbzz5tMg4IsWnM8LL5y7oN0grvuPNr/O6n3sRdr2sv1L6rJAJTbZ3W16tCSU5guHML+vIsrgceIlZvkcBwYzNy70MEfvXjgOX5qhZ5c6JXcJzX8mOm3VBQDf8ZHpulKIY6zZWV5tBXmwDVlrF4CdB2tHNDW/qS82mWgldiwq+0IK90s2plvKUhOpvWmlUf2Lz3pdZ+uxRxgEpwda4k/J4PIp/7AdLxf8H9rf+N8sg/QdIqWIXiYsWeDVaOTHKEvqPRIoKQ/9ezVrEqhc8PLp1d5XVg7C9/8N47rH+tq8t+g4VJRdvRTvDeO8oGkHDnFiuPxpbkn28DWPc4/68iRKlo//LfZSskRXITGTyy0LbBA0hqgsjksEVMmpZBchzB1AmsuApCPaiuRgzRgynKKGoE0zQKhCYPWYuSGD0C7jDBVXuIjJ8lO7yvqAl5QmMEGgqEBi493wJqf65rkRavRJTs57hUCealYClEqJYxpsgTeeg55NEzoKXR1l6DvrJCXZBFznm5ZTPt19y2fSOmbIV1CbEBtB3tiLNjmK5iK6WTpLV8cKzQvmcnvPTvH8P1xL+hbbie7KY9vHabwlt/9y523bq1cC1Lgb7unRg7/xij607M+ray3yPDx0j1PkIgeoTcye+hZKdwZcYJxI7SMv5jpAvWO6J3byd37x8WLZrz1/N0v4k0PQQuN+7sBMr+z1I/+3zxtU+cRevcBIobY7leIDQASm6qaNvS8cme01ANF0Ng8se2H19VwrjTIyBIpIIbiDbuIdp0AzmP1X9Zbwfx0BVWYc7Amqp5fdPNryER3AxA/YrtAAhGjsT5p3CnRwhEj5A9+QPkfecL+1QiOPY8V/ngGCh+knWbELb8GkJmGqn3O6gnvoOci4BpYopuEsHNKOqcpbKWh2lQF3mJ+tlnUHIzVvvnr8GQfCT9azEkD3VzLxXtd7lC/OyopCKW/19+/iChhlaiU6OoSgORWILIzCSGErRyQLvmxwPRRaj7aoI9NxFcvo1QuAVTlInMXIC6Hgh1o7mbMSQXSm4aJTdNqG0VqtJgefOD3Riyl8j4GerDYVQlZPP+G1ZepmkQaO5GNLTCHDnX/zKhhlZUVxhT9iBrcQzRW6bEJuoZ4tPDGKK/LMQ6MjOFLvkwRDcekmDomIkEgrRgO1c6VtL4kT+l9a//hcDNr7URGguTJ3sZP3QcfdmagpdGHD+LGH0KQU2gSz6++aUnOXrSup/5RXepslmpGECpEa8I6TjKvj+H5ASuX/wHicAGTNFFQyiAfOJfUddcwy07yw2hi81x+euqNtbZx9JKY/qlzoG1rhcdpbBrwGJjeb6/V65+dUKqXzWhgErscin5NLUuyi5mwneKqa21vkQtYTzVHpBKuQdLSeav5di1opaXyLvlCmKhMESt/A0xMYw+exOGP4R8cIyRg8COFbS/pZ6RQ4PEXzqB/81vcVyU9axV0KZkTE0rWMHz8ptQro6krW9C7nPOKbKEBZa2KHB6Xqo9Q9Gx04S6r6p8QFcQ1AThhnAhjCdc30hyYgJFs4hfYmQaU1DQlAbw1Fvkq+uKQltV00A0tAKBCndugdQU6KGCSk5+W/fGt8LLf1HWjNwt76vqZbSjVEHrlYQ9hOzZCS/Psqbo3JfLG3QxqGZVKu3LRWsWzUM+NI6+4T1kHRZ58sGfoex7AH3lNnJ3/nbV47wS+Tb2+y0pCm/9+hf44Tt/D9NvtVUcGLUqljsIrZSGWOXbJ8yOojz9LTq3r+fDn7wBmLMWHT1reC5e3Mf5a7GHa9ifhW+UqCRWgqinCc3twwRy7mW4M2MYgoIhLeS/GeENqDe/t/DZLmsb7tzCsX/4Bd0tTSQnpwGsivaGhjS24K0xEZCGTyN/5XdQN30Q16YrMKKzaCODeFMDZHzdhW2dkr5L/y/9/WLhtL9gakh6suo5st5OlNwM7swEmtJghcCWFKzMY25wPyYikeHjeNIDuDPjVg0Z0yTt7yEUDCCe/T7aKQOl4xr09cvRrliDfMiaI6qp5S20rx7B7UWSEwRjh0gEt8zLUecwBYF8sWJJT+JLnCHrXoYh+6iffY6p1tcvEDNBIBNYTbhzC+LZNOGmViIzC6TzchKbSoTGfs3yi1HiwwcwlFBZyFeZ0Aug7ewAOqwQzM89WLR98N475oUGNCJDh4iPHUc2dUzBZalrAoJhLfrD7RsKEtDx4YMEmlcRmYuAO0woZJCc7kOTg0h6ivh0ClwNYBgIpoYulasLGlIA0YgQbl1RfO2GhqzFwdRI+VYT9PsgkCb20+8h+Hzg34Hyi68w9oMpgtu34vMFMAQBuaFYsME3ZBkCpfGzSN+xwqYNdwPZd34a+eg02vY2Uk/+PZ/+6738xcevZfM6ME4Ps6YuRtgf4ovn18yPQ+Xjsp3o9KxV6DsRB11HOn/Auke938Z0h8n4rGvLDu/ljruv5NzN72a33yq8m1/DdovlJSHsec72MDSrHo5SFIZmv+dLLgjO0rw1ToXX7Z/tqGXudSrL4TRv/meFqL1iks7LP/tQgdS8Z4/G+64Ydtz+ckg5w9KJTLUCelB7jQmoXESvFP+Zi7VasJhErh35/nZ/6xOIiRma/vDPGU60FS0SYL7f1BzyC4fQ1rdCYzs9G/1lGvFEJ+lo15l4Wi+cQ9thWRTlgxNoO9qQD87XfUmMEp0ew5gvsFYaF5v/Lr9//IHHrdoPb3gNzE6AJEGouEaCEwrnsyM1DkrAsZ5DGRKjYOrEJwcQjAyBjp1EJvMhcyKIYsW2k42SHHgWU1AwJS+CqVqFOV0NILqK9ov2v0TT1KNFp54NX0twze2OFc3tKM2tqYXUXMxzvGmtydcOWbkQ1d5luwxzHq+mtyaPpQ7GF+05ScVQDj2K3r4Wo3u74yalhoDLQWoq3WMtm+PH7/sIuds+gNGwHNeD/4gZWoPZsLEsl6X0PX/PHo1vf/6nyMeexvR4aXrH+7jtxh6geq2D0u9Nw6A7eoyz3nX8xyNzmA3tIIgIcxeQTzyNfOwJUr5uEnVbrRwAd4jI0FEajWGYOYEhuEj516C6m/CkhvCrE2Te91dFbbePPfF5wROwyFHHyjiB6DgXsgGMpteh7P/fAOgrt0NyDtIJhFwSV2MjrlwSo2sd6lAf+vQks403octBTHHhHi2VtNQsGmCaiEbGClXVkyjZSSQ9jWBqqEoYUc/iyY4Srd+NrlSWUBW1FHXRl1G0mEVaGq4vyCEX5caYJvKBz5JVGjFFD/HQjjLvTrhzC3qPiPqzHyMYOXySRvZNvwVuf8Xi1wvHNxAip9FGXkDU08guH7iCmIFOhJnj6KvegBg5TW6mD7dLIaPqJOq2WJL9s88jbvsgkaEj+BK9uDNjIIDkDmKkZxCatjIjls/hS1E7A2cC4xTqbFcXy4d+iUaK4O4NRPefBdHjGGZo7xOnfCx7O4rOaWRQ5r2GulyHIfsQtTSiFiMYaiAZmUBzhTFEF+HObZCNQ/oCeBuJjZ3BFMUi74ucncEUZHRX+Twn5yIYgmgRNAAjh5KbBbDmJ+TC3Cad/AeM5esQp0cQZ4bRuu9FnD2OGF3w6L3xq19A8VljwS7fMC9GWhl6cT/1Kzo49PXvM903ROY3/mmhAdkk7h99loZ738xrXruV1pGXeOZInHe9bUGoI284K0V+3TH40LO4nvwa+orNNN35GuIPfZ9crgm9+/VE5tUKTd8Ad7v28Q//8Ha6/nYZX3rtAJvWmo6EJo/S+oF2Gelaa9g4STxfavmQSzGO17IWt4e227+zE8n/9nVq8qQmz+KcSE21jq6V1JQtjueRZ7+VrKmlA2y1eNhS1Fpnohq5uZSq6pcKpzjUank0lQgNQId7iOkvfQGjfS1G25uA8gE3eO8dyPtHIDOD0ePBCC8Hb6CggBYZPkbw+o1kH38Mf+s6jFULcbriuRkSU/0Emi0LaGKqn0Cw3lIcsxUCtG/jhOSFM3iv3gW6DoJAW7dFuCdGnBXPxHMzzgfS0lbxTK+zJGj+mgHEXAJFm8a3bAvRqRErtGA+1hnAnDc8hpdvohAJqmWs2Gk9C+4wsbGTIEBd+xYiF/rKks+tfQ30k9/Ck7GqIJuueqYabwGKlemWistJzu2TTLXiZR9ddbZsv8WwFO+SUy2XxcjcxRIc+9jjdL3537rakkS+8WXC7/xNpHBD2XavBCpda6R/iMc/+TmUzpXkLkzQvnEVkYFhMnMxjKZtTCtWPkq4qQ0xcgaj1UPuzHk8gQaE9BTEBrj3S3/O/kx5iNg1DVE2GeeJzyXpPznMsfNpYuMT5BKWdbl53SrcoTrmDh1grH+h9pQRbERQs5DNYLTuREjPIEYXnhN124cRMjOYdd2AiRkYRjrzAuKFIXQkZD2JuuvPQBAcSX5+DMoj3LmFa7adY/9Xvl34znSFyLz3r2idewn9lw+RUgXMiOXRuf5jv8Vzn/9y0TETwc1k3W0WmTB1QpF9gInqaiTt7SpUvA93biEydBR3ZhQlN0XW005ISpOLT5Jzt6LJQQRTx50ZwxQVsu426lpWkhl5GVd20qp/Y+oYgoysxUj516K56pHVOdyZCQQjg6Y0OCqzlSLcsZn0mQcJxI+T8Xaiupqt/AstiaxG8Kb6ETCJ120j7V9VaH+pxwsWyJAwdw4hdQhtw/UYrT3Ip+NoO1cUnTc/FwuTB8hO9eLuvIbZuRjh5evB1K2iqpFeBDWG0bobITNDJCsXeeHqZ55BVRpwZ8YKIVCCaSCpcyAImKKLtLeLrLerLGyqGul0VNDEufZIvg/yhT5L+4dMBKMDjLom4k8fdhSQqGjkojbvkqglkLQEqqtlPkfHQNAzyHoMXfIS6rmeaN9zSHoa0ciiS0E0JVAiUJNDyUWKQp/z7RO1NJIWtR1fQ1ajGJKrrM5auHMLwswJhOxJyCgYXXcTG3yJkE9BnD6KmBrDRODt3/lHoNyQFRud4NGPfQaA7Gt+E6NnR+F36fQLBCcO0vAbHykby/JrmUrrlp61CqOf/kvEmEWsNClAxreSlH814RXbrPt1YBR/7Ee8Z089f3jt/4PVf4DZcgXC5CHMloVipw+dzhb+Lg31Ly0fUFoXx+kZyrcvj0p1a+xYan5NtbztpTgZKs2jpX/noaWSPP+2O/77kprrvv8Yss9aODqRmkp1LPJYatHNWkNB7KiV2EBt5KbSQq2WBderTXCWYv12KlZlXxwknv45sUceRdv2IbQrlzuKMBQsUHt7MToM3nBriAf/w0Tb0c7KlSYDB0atBXtDeQ2QFfd1FRe1emY/uAJW4r4DSieHFfd10f/z/QiGDoqHto6FqMuJYZX2tXWMZDqrFmotHDM6QHLiFKaoEGgpJ1GJyX7AtCzLWgZ/fQu4wySm50lXgYgJ1namQV5jOn7hHKKexhQlTBSCTZ2kLpzBkLyYJWRGKNWlNk2U3AyBpCWNOrnsTYUJ9VIt+5eD3CyEBRQj/97mq89XSvq8GFSTYa9FkrLafpfbtW6kU4he3+IbXiIuNrTwyU9/kanhOLnb343rsa9BNoJv93WsaPFg6DqnRkSEqIR65RXE9p4l3LmFFfd1YeZypF56FvHg08wNjmC6PCD4MD2NJA0PhuRDl7yAiSc9jGDqZD3L8PfcjL4ugNSbRIgNIvZ+n5mW26hfuRuAzKkfEYwfR73yHrTttyOdfRkhs2phTDZNxKHjSH0HQW+n87fvKrsm+/No99YABF93O61TzxG7f4HYpD/4LyxLHWJ5ahjF72Xi0AmW1QsceuYkq++8ifT0LKP7j2J6gmi6YuWc1G3CnRnHk5tC77oTca4XYe4ssborUF2NiHoKb3oQjx7BCG+0fs9Mo0s+TESynmWYoqtQdNLKHRFRlbC16BQEgnMHEEydRN3mooW+1Q8G4ZlnYMM7iEyN1nSvRS2JNz2AkosgGFkMyTufsxHAlZ1E3niflTNY4pXIhwyXqeSZOv74SdzL6sETRL3+7YVzFcZaPYd09rvoa34FJGVp4WGmSaN6DiM6RMq/Ds0VwhBdCIaGKboxBQlRi+FPniOnNJD1VzZ+laKSkIMd2o525L29YOTQ1tWTfvI5MHW8N15H8rn9GIILwTSpb1kBatzKjbGFD9uPWTp3VZqPirxAdhgGSm4KXfZjyIHC16KWRtLjqO4W5NwMmAaaEkY00kh6GhPJEl+YFytQ1DlUd0uZoIWUjSDpCfxdVxO50I+SixBYth587URGT1Tsp8jgQbypQYLxo5iIqDfcR9uGZUhNzchNLY4eiQsj03z+d76C3raa3D2/X4jwAJDO7Uc6+TR/++U3l80Vu/0jvDjXyuDzLzPScwOCa4Gw9fWqSL17kZ/6Nin/KnQ5SNbbUXad4YZG5P4f8OCLH2CdJ1BGZuywh505rWtLDXqlpCbfV4uRmtL+KcXFqt3a214JFzMf/2eRmlcsp2bgnIrosciGvYAQUEiGv1y5NEslNJVkJ6tZbJziXqsV7XRqf7UFhdOLmf/e6W/7fkslREutrl5qYShVhfNs303qhV9iDD2GzB1lIQmRYUsTf8V9XfSxFtQc9/9yCLPTBYbG0AvnETUNcVQE94KYQKVY09KcmtL7GLz3DjQWyFdfr4rg9mHUtYDXj2uVdX8GelVoSjLaPwXLyo/jdM+jM6OEOq4oeGoiw8UDOa5mRCM1L5uqW1WXJQU1lrSUZEgXHbNIQcjdXAhTkLQEiekhdHdjmQXMCZIaLRAagAZjApOLU/axY7FntpZnz57EWSlPLW/5qXXwrKZsU/p7Le+f035OsB/jchKbSyU0lWKaLxX5+3L9H/02D/z2J3E/+EXEuhBv+Je/4cXZENtsOVCF+3zDOtTRIeqe/A6Tx88wNyNitF2HuXN1kcy5XLL4VVbdZH0//7t0LgeighlaBaGVBUID4L7qavxHxvHffRODkx6EjOU5KLy/uQTS+e/S/IHfwtXZvWjV69KxXz48wZ0fvpatb2vlFz94nieeFyGbYty7jXHfFazs0lnb1sKybZv4lY8MMzMR4eTL5xjdD97167nno+/i1E8epfdgL3LzCubCd8+HF95J5vvfpj5+CKIpzFAzRmcPmnIn2jWbQFIIPvgZ9IkZUsE1eNe9vtAunbrCQjNla6ukp5lrvN7xOhBE4qHtBE99k4bl1zOX0sqJTwkM2Y9r432Oi3ltRzuRefJSyYtRttgWJJJ1W3DVrUGyFTGVD46R6v0ZQUWD9DRRVxeqrV5NrfCkB1Czs8Sabimae0xxoZaRoYTIutvwJ8+CIFgeGwdhhFI1t3zoWHj5OhBdaDs7yPv2V7ZnGOhN0+GfYGyFidinkvzlS4Q6t4PoIvrcIQQtTTjkBdkPWnK+MVpZCHGl8LJSsl1oJxWMsKKIKUhIWrKI1BiigqQZYGgYogtJS4KpYchBq8bMfPjY/EEINHcTmYuX3d+5vpcQzQzoWcL1DZCTLUVQLVO0XSka9WGk+FEMXxvZd34KRBF3UT5dOVo7mui55XrO7z0Gsqt4jadlkcZ6cbLJ70t2oKUTjB86gbF8F6Ikos/OoE2O09XeyeQ/f43ZxpsIrrIkxLMl83zw1t0YkXGEE3McO2ng2p7hxOxGNjVZ15gPP8sXQbeHo3Wvt763e212+0egbYHY2Gt9Od3DSvLOi6G0hEi1XJpLwauRd3speFUknfOolqBUDbXWkahEbEp/cyyENY/F4p+d4m8rLdTy585jKYuOSgpQlQoWXi7YH9hSMgOUWf6tbfwIt/4O7gc+D/1Zcm/5rcJ+eSnD4mR/kEY9aN0gTvTT1gZjmQ6MFcXxu3kPTb5ejb2PtS1t4K8valclyAfHID4LXgFtdwhRth77no0yfUczxduVoFQuVhQUy7syvzgLd20rT/odPIIopPF1bAHF67id08Qp6nEkPYMpyuhSHYYogyASXr7BIk8VCnoCBGNHij7LF14g/cb3vOL1TRaTes4vdO0WKij3xMHlGyxrEUNYynFK44VLic1S2mDf73J6el6piaYgIuBSMEwFFBk9kWbyRC9bGsMETp3lmKqTy+T4g5tMMsksX//afs49d4iJNbsR9HXk7nsj8hGrUF7pe5r/HNzRDjaCU7YwMo0io4Mw10ZcbyP2r1+GN/xRWQiUtns19c3XcNUKiUCrrWbE/Jhm9+7bk3hLcdRcxT3vcbP71hn++nc+AoARWMGYr4XUrpU0Rs4yvHoZ3/zSE8wNjnLTJ3+f5o1rEASBTW++m01vvptnJ7zU2w/6v95L35F7kY88hjiVRT7zNPACRrsVYpOdmCblX0PG103GwbBiR7hjM1LykPNvdmPMgIemgYeQGq6vSGqKwmDm+zk/PgXvvcMiM/Pb2hdm+XHabohyWnRrO7sQhw1cD/w/zGAXsZlx6uKnmW28DiNY7D1ZSshVxrsST8pZ3t8Oq76OiSc1iC/eC6KIKtWhbHkfkdET1jkNjXC4AW1TO5yeQdRShBpaMJZlQMjRGZzENAzGzswxNCYhn43AXZ2suHYt4k0ujnx+shBBYMg+EF0kotMEutaAPN/volgmmpCf3/L9G7z3DrB9XxreVwmilkQwNQKdO4lM2cdkEVN0W56+vJdfkBG1NJg5TEEqKLBFBo+QmDwPriZgfv4ZfJlw21okI4ku+cC/jMjgIZScFYKpuuphfnFfagwUx19AnDuF1n0v6h3lHlM7Sg1lQ8++iCgvkNPCWktSMMLLeDlVXrMqMjDML7/8PXJj45jnPocQmwVBRpgnlUaolWDPDUVtBYgMHcaXOEtg38nCd9GZONBY+JwnMMLkIXrO/U0hLM0JTmvcauvUi6lbUysWKwBfKXJqqWvLWkuxvJJ4VUlNHrWGnOVRy+Rfan27lKRap4FjscG1klehWv7AfyXGm29LtcVWNeJg1reQvefDuH/4v1Eefxz19tuByvWALHUXMGIzTJw/Dy3luQRD3x2EHe1s+9g9hc9OKkx55CffghrH2q7CPsJ4CjPcVpR0Xe3ZcEr+BDAEoVhWdB72Zybc2kVqcIT4xBkQzloS1LkYSmYc0x67bJokzj6OLLoINrSTnBzFEF0E61tIzI4iGhLB5m6IDaDkJtHlICBiiEpxYU9DwzU/uQCYyBhNmyte21JQ6zNaS32ZUiy1orJ9m4vBxRKJi3lPFztX6TGdzlFN878a0brceHbCy+BDzyG7QkzXXYU7Pcyz//gjTFEFXxA5NYuRTPAf//dhBFHEvfkKMm/7FPjqiD/wGEFJrrogs3uA7Zbpwj6CAEYxKUaU0DZfgbL3x3St0JA83gIxyRtebrjpzqLz5Il1pZDMagUj3V4XYiiMEY0gJoYgMUT84f38BNh81Vqu/r1fA9OkbnlxLpHTPRx4/CDeR/7RKpw7D3Xb7YhzbYgHxxBCKzEN6/0O3nuHtUElYRstXRaGW2qYiwwfQxAETF8bRpUk5zzkEkID5eF59pyRUoNFJe+C8sxLmM3daBuuw/zZt/CICnON15WRrFJvif25cDI6CqaKaGpYi3Xb2sI0wVRBUApyzzl3O4agEIgfJ+tqxa9H0HORwrMZ73+OYPNK5FNTxMdP499zNZo/BL4Q8r5ehC0ywwMaNK0Ajw+jHUaSID87T+ZsJDAMRAZftsKORblAnCLDxywSP488KSxdQ5T+bSf+jjBySFocXfKWEBosIuUKW6Fl2RkQrPIAgqFiCjLBjoWFuWgkCbRvJjI9hqjGSJx/inBLD+RiBDuvBMWKHJC1OMB8fSMRUY2CoFhkzjCIDB4i7NWRhh8n86Y/QRpx44RK4+uZQ31oqk79O95Hpu8grl9+D8w0yr4spqSQu+ODRdubpsngs/s4/M0fktz+OsRgwHoG2qznwvQ0oq/2YobbcP/on1GMUYKv/zjyiTnMw1+mJTdZdLxbPv1RWjtdnOhd+O6h01lLLKDlCmj5puP1dIuegrfmlS68Xg1OSmelIWqVlHedYF8j/lfGq0JqavHQXAqhgXLykmfE+cXrxeTc2FGLOkppeFYe1QjWKxEyshRU0m+3D7JOsZ5OfWk2LkdfsQVp5BcI9w9j+lqZTUsE33BnWdhHkWRzdydCKoYZDBcv1rH6tI/585fk1oCDgo7tWkoLbNnbvXBcEUHNIj13GFz1ILscPSp5CCaFsIX8oqvo2TA0yMygKnWFBURkegxZnSPYvpXI9HxumWlJrspqDF30MReJUL/yeuZGjpCYHbY8NUqASCxheXEkH6KRA0wrNlquA8kDhkbLhQeL+2TXJ9CuXF643tLnrppH0wm1LJydCE1pHHGle2VHtaT9WsaCUm/M5XqfLuZ4i4WE2Y/p1OZaiMtSr28plrTC/TuZwr3/IeKKZU3PejuZ8loW0nDnFnQAQwctiXzya8SlW8BXV/hdY2Fxaod9fMmLhpQu4iPDx2jwaBgrrdpUhWKmJ59B2fsT5ICfLWo/Jz0bCx6XnrVKkeDEvmRH0cK72vtgb+O3/26Md3y4hS+etyTHWz/1RQDU4QFWRHvx1tchez2EV3bi8lcP6bKfY8X25Uw9YuXFme4wuZ130Hn3DQwMyfO5QCrB6fN4dl2JTrESVtF4ZJqk+56wpN9LXl27hT947x24v/kZ9BWvQY8myrbL97NTuG0l5NtSek8rqYNhmohjj5B7zW9gNnUib3mvo6EwHzqM/XqrjMcAodkXiIV2lImoBKMHC5LWhiBjCjKynkIXPcTCuzDkOozUAL6T38K4/vUYLd34m7YROdAHYpzwqj1orTby8e552fKQw1g5b0DLX0MBoofE9CABT+NCeFNekhkK4dH5z6VREVCsfmgfQwv3bvAAYBTUzwzRD4ZRwbMvE2jpIT4zYsl3i14M0TNPgqwxXDRykJ5GUecILNtMZHqESCwFpIA526GChBtXkxg/iWBkEEwDU3Rh6omC4S+dSiGLCspLP0HbehtQvpaoNIadfNl6h+e+/iXydEisqwePB2X1esIn7+fZib/g+tYUA8/sZfDZfUwMzaBvvA1x1o8QPQvmBOL4WZAVBC2HOHULuXvejjhzFB3wfuMPAQg1+IjOgrbmKupXtuC96gaa1vrZNx8x+L4rhq1Qs/VUza+5GNSqvJfHUrw1pevt0hC1pZyjkiDDfzW8oqQmP7lcSjzfUq2rTgTCidiUun/t31VbdNWCi/Ha5FFNLu9yYCnS2PZrqEZo7P1l+nZhGn2IkwcwEWjyNGD+cIAjUgfhrh0MHbQeum0fu2fB85JJIcRnMbMZ5FOxovPbwwTz5KYU8Qces4pyVhBusJIDp8EL2u6FxdFC/L0ERgoSQySmB5ERCS7fQrT/BUQkDFG2Fg4Y83VjFuo4lE3i9fUgewiVurc1BVx1hLt2Fb43AfQUpihbZM5dR/2qG4gMvIyizmEKMqbsAVHEEOso+Ifm5TuldJy6+Hxdm00fBHcYbVd5rPilFmpc6vNnDzmrhEpev/zzuVRFs0qfL6c3tFqoWaXfqp279Ldaj3Ep17OUfLq+XhXULO4Hv4aagWxD8T2zhx7JB8fAVUdKacGdmaFn7foyYZHSv+3fDR0sWcSt7YLvgji5H1LT5G57N/KRSUtRK3oeZfgBdr7/LbRtWY83HOIGFupB5HOzilWQ1CWLZmg72vn2342x4r6uomdK6VzJeOfKQkXzZye83OCvfk+Kz9tK2xe+ij43y9C0FXI78pMxZECI9cPkKMay6xDHzyHElhf2KhCboaO4MyMEjWnM4Apm9PIQHDvkg2MIesZSh4suvT6OE/GxH7u0fUVtnd/emzqPu6GO5df20NerVj1vpURq+2dRT+FJj+Bp3QCTOTRXiaffNPEYcRLuDtL+VYjqHIo2R1JpxlAWck2yvpUYiNQ98wOMje8leqG/ECaWJ1T5a8oT5qHvDtLHQkjYto/dY83t82G0efTRzrb7usieOcGFFxcIid3rZDfu5VEQXcgfx2hjRXOMzpDK8IQXvIHCdgDhaJ8VLoZlKFPUKUBEdYWLVM3yfZiYHgTEopwbOwzJRyIyTmDlHiITZ4uV0ewQZSIzU8iCCKIbdNWa00wdXfSBqBBYczua+hrEqf24HvsXsm/7M7p3LzzT1RLhr7x5CwOnRolnBW69eyvrr+yhsS3MF8+vYfKzf0KqoYmb6yP8/IFjRL//Lev6lSDKyw9iImH6AoipKKbsRtAslTIjtAb5pfsBWH37Hv7PX+5AVQ08HhnThN95ZrM1bk3DsxPW+vWe9W6EyVOFduVV0PJ/55EXDKgk+VxpLbsUSfHSPnqlUO0clciMfZ//jPo0ebyiks7ve43Fr3f7R2pWOnPqsMtZM6LWitwVw6aqhChUS26v1pZaYbfclv69GBmqJom9WPuqWfvL+kLXUE98E8nIkPJ0IaJSFz+KYBrEQjvI+FYWNi1YtCITlqW30Vk5rQyJMXAF0K5ev2jtg/xnYfwc0jALcc0OiAweATTCzR3Ex04hmCqBlh4Sk/3zdScERD2Fv6kTAl2WAhu2QUlLWW2rW1nmcSLaD/7lRMbPAAsLhfj5pzFEL6HuhSRoSzpzXppTqSe8clfRhC6pMcKzz4C7HiEXR1v3DrQ9uxyvqdbn/VKU+2Dhvf3GM+V2EidVuUrvyiuVA/RKFAJz8qS8GuFgi6F0DHWq+VOtDtCzE17UkUFS+54j+fJecgSJhXYUZIhLkX+P5YNjiBN70TatQZxZiEO33+v8/c1btSuNlXkDlPL89zDNNeBrW3iG1CRS778hJiMI/iCf+9bvIIqC47V98fyagvHkPXu0igIoxTl/NqXF+Wc2T97sxULtpOlic6uKQrdME+nMtzElD0L0LLNNt2BIvqK8O3d21CIz9WsxWq4E0fl9KR0HpXM/wHQ3MMNCZfRKpMYeQmUPJXMKx3WSIi7dBqBRmMJsVPiVP34jz036CwWWS1F6TicE772D1A9/QHjmGRJ1m1GVMHq+Zop9u7n9CKZOLGwVSha0vLSxr2hBr6TH8WRGiYd3OvZDqeQuLBjSetYqZTmfZePa7BhiJkH0pbMLXpqS+cFJDruAXAJSEyB5MFYFMUKtyGczC/s1d0BmhuSFXkxRxhTdBNvWkhg7jilIaEpovgCngaTFEY00uhzEkMuLaxZUznIRBFNHc1cuXQBWjSNJiwECpigTXHE1ZGessEhfS1FopHT2BwQ2LSP0pncAiyt76ZrO3scOMz0eIXzXm9jTbhk89yU7SExO84t//iFGMo46OQmqiuT3IXg86FMXMCU/ZkMTpuJBSOqI0XM0rOpiKu1GnBkh89Y/40tvtQphl65N7Qb4btFTRGDyXpqlqKHl2wwLESSL1arJo7g4cTH+MxRznc7ptH53Gvf+R0g639wjVu34xayGl7oIuRzk5tXAK53M7YSlhiAttm8puUicewJvqp+EfyONs7/EaLsWcWo/cd86vOtfByy8wOLIaYy6ZqhrXFR9zDr4WEHSuVAHxzZIOFm+LFIjWvVtbHCyLtrPXQZdJ9zYaNWR8SxYB6PjZwg1d0EuRiSpFtpRUM+pD0BoVdnhov0vgGliKAvhOgXkEiSGXiKw8poCGZsb2E/z5MMApH/zn+lZ56rpOV8Klrogf98Vw7z/kbUXZSiwT+BO4RbV2l+L5zMPp+JgS8VSFq4XExYG5XWjlqJ2mE5mkBWZQ+rKi64lBHDyJ49y7MGnMMJbmVN96EpdRaWr0sWYeP4A8pkhjLaryjy9pbkX+X1KIR8cK5AIYW4C5elvo970LqTzCzWltC1NyEd/gfLyAwDc875b2HXLFlKJDEcSLQTbW7kqMMrv/6WrKNfO/sxUJTWZBOLkAKbbj9nSRc86y0DnFB65mDdwsXypfDvE8XN4Hv17dNOPvv6d4AkXQrcagi7E8RcwXSGMnteDqBRL0Fax9Fp1N0aQTn8To+MmqwZMDXmjZTK3VeSNSxf0pR4IYe4cQnwfy//wTxj+3pDj+UrH8dJ2FP4eOow31Y83NcBcw7WEVl5VJrwS7txC5tSPLBXJ+vn6JoaGrEYQ9ZQlXywoVn6iqROMHsQVXMaMsrKsXxwV0Wxtzj9PeXKTvzZ7W7QuA/loP4nJPgItq8DbYo3pJSFipXOYNX9ohENBItEIggH1Dc3gbULb2sbKzSFGvj+I0RJFPDkISh3458mEoRHr34uAgeYKI6oJK+dGDmBIXhDl4usxtELiv1XYNUvW02aFOTtA0DLI2ty8fPSCQme4cwvMnUO7Yi3ymdjCdSYvIPd+jZY/+d/cvMHZuGgft84fH+LLn7Qk1T/6f3+NZSstQq5mVf7109+j/6QVym2EVqN33YV89O8LGVVGYydCZAJ99ZXIvXu5918+x3bPKH37DzHWdBWNa7od38srPUP07z/ArfduZkt9fYHQ5FFL2FlpAU6oTmqc1it5XKy881KwWDhbLb/bUWmOPXd07r938c1qpOZiZFsvBrUQlv9K5AZeHYJTqV7Ixe4LDjV/ho4SXrYKTB3l8N+ibv5tMoPPEEidQ++4DaNVRsgk0Hp7cUsaetfrIFCcZOs4wAPhcGPBU2M/f2lyaVGb4kPzE8nCAF1tEndqR2G7xnbLGuWuByA6YWUShpq7IReFxo3Fk9qyNcQHXiC4+pbC8QrnyCWID71McPXNjv1KZg7UGIKWRRt+Gk9mFNeaDYR+9QPIIStAofSelFqbl/JMLZbLckNbGi2XQ57X/rcXFauGSjLqTqTGjsv1PrySpMZ+3Evx0FSSbreHUlXax9AN/uhNnwPgCw98/KLb8O9fP8yJh19A2/BecNeXWafzsL8jdk+MvH8Q6fS3yN31PqSBKoaJkn3zf4ODlzU2jfL898jd+dtloZXCzBjKC98HUUIaPYXp8syX2tDwbd+B98pr2HPlMl5KNBbt56jseMUypPP7kQ89ijA7Bt4WjGwMURQxll1Lx/9H3nnHR3LW9/89ZfuuVqt2KqfT9d5tn+u544KNG9iYDqEmkIQS8ksIIYQkJL9QAiGEFooBG2OKbXDF/c717Gu+3qRT71qttu9O+f0x2tXu7GzT6e5Mfp/XSy9JU555ZuaZ5/nWz/eTdwKVFWstlQ9VbAzK9/0XXQNphIkpwrZWPMuuQQj3Ig5sQ/e2o83bgnTsl6ir3ldUubB6rtlnNdWFcvJJbIHFaM0XoJy/zNKIlGmvornQIlcqE6KVi8jxp1hwQRPeq2/ME+qKKUrF8m3kXQMIY/tIDu8n5l2eT7xiQqB5GdqBu1BlNxHfWuR0EEHXSMs1yFrcKOyppbGlx0nbm6iZ3Ml449Ug2S37YeW5MXuhc2uqFcxzOzoBkVDvbiQ1grehAwQZZU0r8vHINLGBSnB0ME/ZCTR1EO1+AccNtxJ++lVEJY6/roHIyAncF56bLRQ9GZygtmNz1gtkePwNT4ouOozfCEaupyCgC7JBPpPxGmkatulkeVU2kuwlNWooQXkhVSKIYrYQp7F/RkELtK8j1PUS/kCjce8bliB3G9+ttP97LNmyiM0fuBPJZp39kJnTdF1nXs0Ut/9iNc9+ui+rJPzVzf9acE56zYdBkLDt/y6ti+cx0DmM/473477gUi5pivL8iKegsDMUeq51XcetDxNWG7hl3Ywny6zcdDassgwzK+WlAesinGZUqtRkcLaKuIN18Xar+a3zaBotEf3jVmo+++wDOLzGoJhNQb1y4VLlqnVXcl4GlSZSn2nMtYJT7r4zxxS7rlVYRqlwPDMmT75Kw8hjaE3nodcsANnN5EgvdWofKDF0dxN67Up0/yKC/UYMq9lKBuSFn2X6EuzeTaBlGcGBQ/iuMxSEjiU2+u+fTsyPDYF3foFSk7toVxxfnpg0PDWeefk7NQ2mOsHbCrJ7pt/zOgj37s7y4uddb3oh8S7aWuBFyrYZ6cF2+C4Aau54P54LLgUqe5+VohKBHSDy9KN4+w/Bez5dkWfGKiSjmFKT+T8Xc1E49FSNI9Xk9pQTeK2OnwtsH3KR7u/htprDLN9YeXHB3NCLdErhb971bZI3fRqpR8qjks1FoeX8dezJYby1DUSDg3htKrGkStyzpOokWDMy40Ha+yTS8AlSl9wJbiPUaEFdkPBjDyDXN+C7/jZ0TTOUHl1HCwWJPv804f2HECLjNP/9vyE682mdIT8JX+x5An10L5GatThueQeL19XQ84uTCJNHkY/di1a3msBV5yLW1CI3t3HFmvycBCtSiErHnp5OM/i5j6MFWlHbVyP1j4MjCkkPWttlYPOAriO/9q/E3ItIuBca1LrCjCBp9eys5uboscepSfXR/JlP0v9YuDIP9TTMgr3ZC5YJy8o822xfNjaz6JVvIbzPSMzuubc7e27usWYGvNzrZvb5J15CXPs+ggNHS3qRANAU6tOdqFN9xN0LSdsbsl5xADEVpHbyFXQkhJbzmUh7LRPsi3lgzNvMx2dQoBx17wU0QEPUkgiaAoh4Lj0X6eAgwckJMinPsjKJqMTwzFsGdj/B8SHD+9++hnDXC/iaFhGcGC2e+6KlELW0kWciitP5oSBlE/o1dMGGKnmRlZDheRE9WcVF1GJG/3KYP9P2pun9Rpi0KrnQckIAM94awAhDEx2IfU8iho6DpLPwnBWc99H3IJqedTEjeO72V59+nfCiLYR6Bnjh698z+rPxU6iH76PhsvO4/r1Xs1o5yiHbiqKht8XqAmZCzxa//GFY+mnA2juTq7xk2M5y/y7mpYESofvTKKbUwBtbsYHi6RBnUqkpXvjiFPHiSOFkXsmDt3oYVqhG8bAKOSjV1tkIB8u9bobUYC5hVgDNz6OcgmjFOlZp7lAGtQvPQ1twNdLIK+iBVUyEwvi2rEIMHUVdtBzd5kGYOoF0+Gc0JA9T59IJdu/MYxjLXRzkl36D/bHvIB27D//kK4g9jxGom4cQHkN+9TD99+5DXSQT7n0NJGdWUcptJ5P8WsryWSAwSHajkJpmonZOjBEe78vy9WfP0zR8zSvzDs0KhW0r8DYttVZoAEQRqecJAG741j9x3S1G7kwu+cVsx0uGdatShQbgqlvOp3P9+ysKQSxFT5r5bSU0w9x8g3PNfFbp9Sq97lzm3fTc283fXJpkctnWio7PFEDOxfe//TzOxUtYeOEiFtzZUbJuE2CEqAy/Sk3oNWrkOOryVjx17eg1C0m4FpyyQgMzY0rdcDXKqq3IB7axeLmN1uQ+Qvf+CN81N+G7/jYABFFEEAQubU0iBeqpecvttP3tF9BdNfQ8tx+wNswAoCmIQy+hr/sYjrf/CTimLaqCQPqqK0jc9rfoNYuYeHkX4/c9yNjXvsjJbS9z7PFnGT5whHgwVDTETFcUEq/vZOqhX5PqPkGqK99i3Hk0Tc8DT4DggLQdPLVoC9+M1nI7WstF6P4RpBMPIB29B61xI866hbiiJ6ideBHP1H4CLUsLnlupuTnlbEVdfAuDP/5x3vZqEpZz50x510D2uWaUlNzvN9i7D3nPEMG0nH1GGfrjivqs6whTJxF+8k/Ua/2IWhKEyjiO6mr9qOEB4u4laJIbQVfz9mv2AElHOwlXOxNqDYGODXnrjZkkwXfztQXsmFbeKjMznHkNC3RsMDwkoh1N9qHaA6h2P1MvHgHJgS09iS01QsDvQdBSpJxNBENhIv17pot3igT7D6HY6whOhgh0nFP8IYh2NNkzTTpjR5PdaLKbtKOJtL0OHQFRSyGrYQQthSbYsoqdJrtQ7PWknfOmj28CBGypEaRUaJpFO1+MnFHaMOif7TUIwYNII68hJCcRYiG6t+/g2GPPVvQOzUqIfv6b8TY1oCQSWQp1vXYCR3oM18bzeH7Yja/WUyBvljOu586H+kUzdM25CkwuMoU3M0U4ix1bTO4tNt5LGYnPZgJ+MZxNhcoKZ6xOzVx4aaB08aJS5+T+hkLPjTlc52yEpRVTME6l5k65a5mvO5v7rsZbozVuRux9CnF0J4H2c4m8+iwOQOrrRQj3gGhjyr0Sd9sWEl3P0iDGSe95BZurlnRiiganDyJpEESE6CDK2o9BrYCo6+gTB5AGnkXZ/GGUyxYD0yEz9nqCk0GDraVIbLQZ5oUrDzaD2YVUCJzTHDWaAqkpFNlDsHcvgbY1IIrGQpYMAZqhBE1byQItKwj2HyDYt4+Af6bsX8GzjI0gxgY450/uxFNfd0o1WnKxfchVVVtbm+PctU2mE1+mjiFgTUGa2V6N0mvOaagmX6YYTvVZneoCcjrrUG3x9GWphgHe9ckmoK/sAmPFQrlmuc6ruxJ0Pf8q8Xf/O5EiOQ+F34wGfc8hrf0QqqMWMQh6w7xpoW1z2XuoVIjOWvE3rEDe9zSdR9PUPP0odR/9dNb7AjOeEbNFVDzvJuxP/5i+w89jc/vR6trQ2tfk36Mggb0GrU3JXjN3/Ep9dlLX3cTi5TbSg30M/+j7vPS7HeieWsTgK0buT309zvXnYutYgq29A9HjI/7KNiZ/92uEZAyA6NOPAGCb34Hr/K2MDSaxTY4gHdqO7utAiI8hjHtQLmtFfuUYtr3fRF14AxNSG/4lM8yJ+I1CibbkCK4Tv0X3tKI1X1hgHCk6N0s2hLiN3IKPpebEUu8p2JtfdyWbu3SnQXOcaVdU7Wz/yncIuRth3Z1FjR5Z4b9nN57wYVxOJxw5iLT+z1A6bIjdF4Io5b+/IogOH0K2N5L0dGRzRoTUhMGWpmmIagRdAFfsJJogE+zW8sKozM+lGNtbLsVy5n5K0dgX7bcoEhwfRZR8+JvaQXaTtocJdGwi2LsPXZCwpcZIOwtDtct6rch/j5ljBATStnrDiyNEsaUnSQsNMwWmzZ6p7t0E5i2EdJjo4H5AQpNr86/TsQESQUiMQ0RB97SRPvfvYeoEctdvEdKJTAnQyo3dzfky5NqGOMccRq6b/dm70EWZnmAdi+cVzwOxCuvNIMPSm1FQMh6ajN/bSmHJbCum+GSuM1tYrYNW60o5NrIzhWJemjOJMxJ+VilKPQyzQlIsufhUUakCcbZC1IqFjJn3l9s2W1gJq9VSYGuNk9if+AHjtUYYVf3YUygbPwWChLb/J9hkkbEag7HGYBVLEuzfnz0/0LoKEAgOHCbQYXINR/oRx55CWX8V2tLzCmK3y8WIW8EqKZrExHQIWovxv5KASB8IEpHRzul4aQn8iyA1BeEeBE1BFx2gp0D2kHWUpkJGyJpon16sRcP6pSaROh9AjPRw+93/hSAIJQXtYjVQrBKbq0ElXpkMqmUAzLyf3NoOlXzLp4PNLLftDKyYBsthrpWZSsJ3K1nAzIXXctHXNcGHbr4LZdPfWOYR5CLQvo7QyVdxRY/jinejbvp0Ng+hGljR6pc7zv74d0hd+UHsj3yL+Z/9m4JjM+OiYMxGgkj9hxHiYaSjRxBCx9FdDUw6lqDY6wm0rUQ6+XOUdVeirrjQsl8Z9jZleJDBh58kfcmdM+1rGmL360jdryNMDiGO9SH7vChJG2rLxeiBlYaQmIogdd4P2iRIAZBcqAvaEAeOkLrl/+D41X+iLrzBCDcDhMgAYt9TqEvfBvLMeM97R/PXIoROIA6+gDb/SnRfe8FzK7ifdAz54H+TfPMnkPocBHv3gCCXDEMzC8RWQnSG3hgKDZDhBx/H95arqXni68Qa31XSCCLv7Ed7/XtI7ZeBzc3ExASBjk0F55Scv7U0DZGdaPUbmEhPPzsthT0+iC5IqLIXERUNO5ISwZnoxu50o9evZ8L0+ZYKNTPvL4Zi7Gblzsndn2XFnA7/gsoY46z6Eep6BUmZZoOTnICGpCQRtThpe102nM1y/cv0ezp8WhdkFEeDieBAI9C8EKKDgI62vBnxYBeCOIjc+Rqb338HS68xQrLLFW42z6kZ701keIxn/+UbRENxGv/ib7C1LQBm2AmrQUahyXheSikqVp4ZM7tvsQT6ot5iE0qFoWVQTe2404FSa5KZDGXB/NQZYT87Y56aapHRUIsJ4rk1TDIFrE5nDopVcc9KzjtVWOX7lMonqiS8brawKhBWLYwPtRWteTGBxDjawjdDZA9aSxJxtJaobyWB4EsEli+CTD0B2UGg45yZkLEhg5M/s8jl9cfbhuZ4G7bXHiTl8AC1xjmzzZ/JOT5PIVLi2f5l+1BrhIH4BBGp8350ybAiCUoCIT1TfycX6vwr0Ro2QToC0QFwBADdiF1Wk2j+pfh9CZ4fdheEilnVZ7EKgZqNApBXEK6C44tZXStFKbKA2SJXoav2/q0Uk7MRVlYK1TCjQWGF6VwMTrjRVCOhO7D0KqB44njy4H3U2SVCjkaiNWsJVKDQVMTQVYEyrNW1YX/qh2jzV1ruz33PeeuHNzCjrGhrjXCzsT0Eep9Cr12GcGA7uqMOdemWvPZyLe2ZuVYZH0F3mgx2ooi2aCPaoo3G/7EphPA4elMH8u6hmePsXtSV78m7ZwD/OW76fvkjhGQYaVqhycyVtqdeRxzYhrZgRvHPFXaDfYbBJ7Ds7Ujdj6CHu9BaLrF8ntn/dQ0hdB3y608ide2jSUsxGTgfYdKFPj2PWeYzTsN387Uw7Z3Ifbc993Zn67Vk5pCMMrhX13H89vtEN16OurTQg5RnfFOT2DyNjEUVAu0dMDlVdmyY+yge+xVa0/lMJGaEzUDbOqInRkBXsCeHUWwBNKcPze4j7W5BSkzg7dtGDSIJRws1NoUpzUuwN/9aZqa2coQYmWcffvDxbDHRcl5Kq9wdTXTjb2wkGAqTMYpVqtAEWpZAbITwiW1oogNRjeJt20ho8CgBv5/wWC+6YDMUGsTpMLfis3+mf5roQNA1Am1rsmM6e2/hHqMNVzOOR76WPXfVLdfiaW5E13UEQSjrzSjmmdB1jYQmI6QTXLBQxl2f42Vvtm7Tao68caXD4sjiMCs8lSo0xWA1fnK/32LyXimCGiuK+7lAKeKa3D5l8L/GU3PxfY8juz2zKlhn1vDKeScyON2J9XNxHXOIV7UUypWE31Ub+lMOp1qMNBdZGufeg9gf/w6J9/47dQd/S6R3BK3pLQQHj1ET3IGtcSVaa35+QKlEzAJEh5AGtqMuu31mW7gHcfI4ut3LVCSGYq8vfr7VNeLjiMHD6L525EM/Rl24AZ12dF8HYv9z6LUr0OvXIAzvQO55LO9UMVCPklRwLmjHde5F6KkUoQd/hZCMkpb9yHoK9BR6bTNqxzsMS62SMtjjXv86TV/4CpLPXxWVrBmlJlYrut1Kw4NOZazletIybZ2OnLbZKDZnq9ZMpYyRpRJeq8W/725i+J8/T7B2C77FlxYo/fbEEJISxmPT0B21jDNvTnJmqh07tj98H611OeqaywqY0KB4kWCrWkkAJEOIEwfQnfXotctRzmnDCrnCefixB3CsWENfemF2v5nC2MoLlfVIphI4fvLXqKveDx6j/g7xKRy//S/8l57HiV0agfZ16O4u5L2vgexEXXhj3v0W9RjMX4swthdx4gDqwjcbBXlNDHPiyb3Irz+JMDmCGJvMnqu7fAjxMIk7voBe15a9J3PIbh5VcZHwNvM15V0DKK//BE2yI77zUyBJRaMttGiEgR88jBAfYUxeVHDt3DYtPSa6jtj5AEI6wpRQD4KILtpQRSeSGjP+1wVELWFsNyW522O91KS6Sad1IrUb8E69jmKrIepdnReSZfUuioV+lQt3LgXzuXJyDMXmxXfrzQWMhKXCzsLHn0bQVVTJhaQmUCUnms2PmJ5CUmPT+TIKohpHUo25z9u0DGSHkRujpQHBeAZ277Q3JkUg0ITWJoLDhXh8wii1MDpIoG0Fka7teBdeDIKIdPQehEgfWv06pPHXAdj4vjtYfu1lln2uBGoqzWN3P8VFl60msHhBRefk0uXviM7nA5t6y5+EtVEos82K6SwX5bw0pZTiSllBz7TXxkwQYIXc+/1fwX62I9JQNvylFH9/KZwJpaaaa86WQtfqGuUUl0pYM2aDuVRe8pCcBJsX5dycSUfXCOz4CfEjh9EaLyI1cgBHYghRTzFefyV1E88ZLEyD7pITdTEEe17HF9oFCES9y0CHmtBO4p7FeGoa0IZeI+7qIOnuKDi3WLvisfuQgjNkA64LL0MZ6CXd3TlzW4JM+oJbsb/0q+w228q1NHzk03ltZd5z/+c/jRibRFmwjtYPf5ip3/ycWP8wattt2cJl0uGfUXPRet783jcVtZAUq4VR7LszU66aUS78JAOr2jK5KCZkZmCe2K0SjauBuUCiFb1uOVTDYDYXKEblbMapWN50Xef4690sWdeBKOYz82zrk+n5u8+h2APY1rwr++6l9BSe6BHsdjuIDrR556K7mrKhURlYMUFVg1K0zgXHrvZjf+bHpK7/REVt5yoz5drOvb5VO2BQ9iaPHWJ413GUTdcVtGdFS50rfPtuvhbbtteQD/4Azb+UMfd6Y8wraVz/8wnUho1oLRcR73mJ5lU1hNIXERw4UjR0KYMCg08iiNT9CFr9WvS6NTMWdzWFdPQXJG/8MK5f/B0AjZ//d+Q6o8hi9wNPYdvxAMrqj2fD3cxzQW6oaAa5Sp2VwqNsbkXc/yziy48geZpAsqG1NiEOjIKmoNV5EZQU8+t1goKXyEQDemAV2Arn/3JMY0ydRBzdg7boJsKdzyHoSQRNR5NcaJIDTfJgSw6jyF4kNY6vYQGRsW7SjibQVAIT2wjWXTJT2FTXccZO4op1IbRfxtRUyMjJKdKXUnNnqbA1QUkgpydIO5pxJHqRlQhRz1KQ8r0IcmIEVfKh21wVK0uBlmVEurajyn606fdq5HXuAzRsqUl0XUQQQRMcCCgocoBA2wojiiAVhizJgkgoOISopvA1LkBZ24F8cNAIx0Y3QqeVBJGJXrztW7J5p5nxIEwcRD5urI9X/8v/oW5RZcpIKdy1TeZ9lyp52yqpH/XMDT2WYWZWheJzFZpKCslnrpEL8xqYa/DIoGICDapTbszrhrnoaDUoRd8M1galP3qlJlOnBgqVmFOhvszgbCg1udc93TTQpRKwc1HKUlbtdU4XpGP3oTXXk77sPXnbFy+3kTx2iMl7/ofkyisQgoPIR18i6l6KJ3YcrbYZdemHskmhUNqiUSBQ6TrC5BHU7meQtDhh33rSzmkLs5pGOn4fWvNF6P4SFLixUbD7EKY6kbp/h5BO0vSlbyB5a7KTx7ZBJ2osSvrEEUL3/hCX101sbALBbkdPpfC/44O4z7u46CVyx87CxTD127uJvb6XxJ1fRN4/iTDVhXz4p8Tf+xXed91M0TKr3AEri3Q1FsJyi28GxeJ9S+WklZvQc1mEzIUSc5EhLSj3vZeruVPu2DOBuSi6OTk6xVP7ErSfXzw5/7V//jc6D/bylm//C5fNj2Sv99P7h7A/dhfpVIJQ4CIQRAJtq0ke/g2yMoW07GZwNRZtt1S+Wu7+uYR0/Neoi96SFfaK5Y6UUgCKWdrNAntu0dDsddQ09if/h9S1f5p3LfP1i10PgF3fwKaEUJbewURUwZ4Yojb4IkrLVgRdAZuP1PW3Iu8ZyjutFClLwdyoa4hDLyFE+mcEUh1QYmjNzSDZcEb7afjUFxByqHVHv/IFIkGBqcB52fYy97BgOvnf7DXJ3LPVt5z7jPSffZXrP3k9V6+ReHk0wEXNIb7Vs5L9X/kt/oVbLD08xcIgC5RhXcf21NOIg88bOUiOgBFClQhCKkRoYtigc9Y07MkBUvYGo7CkljCEekFGTgeRlQgR/8YCT2CgeRnK4XtxCCm09quZmIrm7y+Tj1R0HtY0bKlhfFN7USUvohZHE104UiMk7fMI1c+sHaISQ06PoQlufB3nERzusm4zp23jRBEpFULUYqiSFwQJSZkJiVbkGuzJUVKOenTZa22k0BQjd3Sqi0hwEO+C8w0PjigWjAE5MQKChG/p5QVdErsfQxp+hTVvvYE1b31zye6XCnOaLbYPubI1azKKSiXCfSkloJJws3JeGjOKeX7NqCbfZi48NtUoNLk4Uzk1p91Tk4GWiGeZaipRYmYbmnU6UUmfKvG0lMKZUDLOJJTNrQjj/WB3Ih1L5n+cuk67dwhsdka+9RX0hgtQB14BBGRfC0J8GLV1AXrg2mwF7QyKMc1Y1s/RdZT1Dcj7xk3J/kGkzvtRV33AMpSF2Ci2/f+d/fe8j76bvhVGAc1KaJC1VApluB97e77SZDWOcrfpus7w5/+c1JL3o1yyAXnXALYd/whAess/FL1uBtWSH5i35W4v5w4vptyXU2qsFBrzNUopNpXgbCkqpwNWi1FmQb7msieQRnby5m9+ieN/eI6jDz/FZZ//S+atXg7A8P7DPPflb7H29rew+lbDu6CpKk88spfJ++4m6l5CzLMsS81aL4dBEAw2rWmUsiRahd0UUxqKtVENpBP3o3ZcX5wGfRrlWBnN/bJSaKAwN0TXNII/+TaTl3ysaNvmsMpMfzJI/vIn1AZfQpXcTDRcTc3kqziSg6TP+/s8ityyc1uReyoFZXMr0vFXkfY/gxgcInDHu3FtOj+7Pz3Uz+hX/4GxhuvQpRl6+kxOiDlUNKPk5MKs1GSfy45OpOO/ouai9bgvvIzLl9nZPuQqUJQy92KGWZGCGcXT9tTTiKN7DKIFuy//xHSMSPdLpG21iGoSOTWBJrlQnEaVejQNUYshpyfxRI6iiQ6ivtUo9hlmysxYEZQoNVN7kJUw+uKbDeWmRO4JmoKkRKcLXebTH8vJcXxTu9EkFxHvalR7IKuIuGIn8IX3Eao5B1mZJOVoAQEELYkuyIBA2lZrKGYWyISVgUDaOQ8xHUVWgghaGve8VYSCw2iSC1mJImhJBC1l5BjZfCXHUKjrJYOswNlc1JCBphCocREMRUByzBynppEP/AAhMcod93zbso5MKWTW1sSh1wk/9Guu+uT78LeXNuCaZc0fXX80+3cpZaaUIWk2BeRPRamB4opNqfXxdCg25YpsFsMffZ0ayH+gyaMH0FKpis89W7ViisEsXGVoZ3N/wJo++o2OYO9MzQHzB5a7PXef+f9S0Ovb0H2F+SvCeB9jX/siqRNHEKNBtHoI1V2MTYsypdegrHw/4sg44uBvEYdfBV0vOtlmkzCnkWs9Vc5pA5th1c073xlAr1mM2PtEYd9CJ7IKjfOcC3nbz7+VVWigkBLZKqRStNsLFBoorghkxpEy2I8ej6G1KKdFyc19Bpm/KxUyK2FkKTf2MwJfsfFkTo60QjmjQTUFM/8YYLWIHjgqcPX7HKS3XMo//PdbeeYfv87Rh58CYPdP7uOBj/w1SiLJc1/+FgCLr7qYzmde4PmvfZff/unnCT7+GOrydxDzriCwYKY+R3yyH93bXnC9zP5ic0IuzPPJbPMJrKBLdlCLMxNB5Z7qjCAdaF9X1bcWi2hlj7H6pjLXSDlbiLmXIKkxAmNP40gOAobChq4R7J2pc2IVnlfNNa2gLj2P1I2fJH3R7YQf/x16ztpsa27Dvfl86pNHsScGjUr3UNCH3Po0Znzz74z2zLXXlC2LGXOvx75wCaGv/j13/8ewMedtbsV387Uom2fqn5W7F7FnP9LOh1EnJxC79iL2bzPyiMwKDYDNjSo6CPj9RtFJQcyvWSOKaLKXlGs+wYYriPjW4g3vwx0+jJyaAGbGsC57CAUuIuxbh9K7nfrRx/FPvEh96hiBQB22+BCe4G784y8gJ4bxB1/CEz6IP/g8vsnX8Ib2IqTDOCPHqQntZMq/kVDdxVmFRtQSyEqItOQl7F2LM96DqMbwhvchqAnStnpAQBeNejZoicJnpaWy+UOgIyfHELU4uiCjSU6CU1NGHpFoR5H9eBuNdcrfvKysV0nUkuhFCn0Gu3cjpkPISojY8DHkdChvv7z/uwiJUeZfsLlqhSYDZWyE0I+/hTLYh7s+YEmYk9lmXpc/s+QYB44K2Z9iyPRnR3R+2b4VW0PO1NpyqlFCs/WEVWs0XLj0zMjEp5X9LI+ZoXkN24fsedvLoRIvzJmqJ1OtkjKb/lSTK1Npklk5WE1exSyq5r+rFVTM97HwwkVMDV3F1K/uAkB3evHeejXa78P4hnagaVtQl98J6m5sex7B9yffIPjotoLk1YwC47v5WjJRtRlmvMzfuX3I/V9ruwzx5EOIfc+izb/c2BgbRTp+LwC1H/sMruVreGEk/17MNL9zmYfRdzKFE7DteRx10fuNfi+8GfnkgwjBY+iBZWXbKMncVgEqcX1beVFKFW8tJzSa+5g9fnlh3lO58LRSrDDmY/8YYBWW9vFHF/Jfn+vis7f8B79x3Ui46Sb+879hMuHni3/5GKtXuJGdDuo/9fdcsbmRp549zsQ9D6E2X46+8BKUizcg7x6EyXzlsl4GTXbnXb9caE3mt1lRtTrOClWNUUECtbSBrBIFpRJL6KlGAuSFtpnybSI167Glx5HTYRzrNuO75iaGf/5TxMEXCbRfglLhfZivVQ5Zg49sR11+AeldjzD2jX+i4TNfRJCMUN+a296N8Lv74Mgx9NG9TKoRVHnagp/jhcr0zzxfrFneRffKQb6wsxEwwn0+/uhCADb89U3s/cpDdKzaSNsNASTfzHPtubcbZXNrybUl4/33Hn4cW8t8Bn/yE+R0gKBrFTX24hZgTXIRHuvF17qOaN9u9ByPWN7YFQRUu5/JwMXUORXkod1IWoKYezEGM6VK2tFEytVGytWGPTGIoKXRNRlH1xPUOL1gAzWewq8MEPRvRhNdgIKcnsIdOULtxAso9jomAxdMh8Qp2FLjAOiiDUFLoUsO0pINZ7KfiG89tvQEvvB+JgMXGXVqNAU5rWBLTRLs3pmlYEbTkJUoumBDE+2I6rQnRlfwzFtJeLwvj00UUYTapWjjfaArBc8jb0ylwwiaQtreaK20K2EEPY0qOlGcrdjSQeTUOOET26ipqUFITnDhJz/IW69oyjuv0jCzrc1xju/bzeDiLbS9/93Y3LDVbZ0zedc2GTDWiEy4mTkvsRyTVwbF8litUK0cUIyMw4zZEECVq2mzxdOXd/9WimaxkgKVyvFZ1shY5U6NU8FpU2peHHGRuy7ORmvNDeMqVz/mTHtGiilTp6JczSYPxkqIKLewFUu8LKbgZCyZcw1BEKi59Z2IvhrCjz+EkErQ7upH+MCb6f3qCeQDP0Jf/6co59+KONaL4/7/i3D5+6A/v9+ZsBGrmicF9zL9d1a5EQS0jjcjHfwhtF4KomhUPVYVBI8P13KjSJ85BKUYzEqOuWZDJeNU6pHQ6tsRwhEjp8fdiN60EU4+iNj/LGpGqdFUhEgvQugEWtvl2dwj87uyUlByx1Cp/eXGZCWKRW7bxYS0vBhui2tA8ZC2YsXJKp1zziQpwGyRq9B87YTx/r99/TE+/ugi3vWjr/PL70zyri/MQ3P18bfPLuTbP/VmF6Grzmtm+5CLsYceQm++HL3RqO0k7+pHiPRT59LQ42Oga9Trg4hTnQg9ynQYz4yQaF5srcLQrFDJ3FHpwg4gJMZL5vkUQ6m8l8z/pQxI2bld17Bb7C+FjDKQC98t1xH95QD+8H4mL/wQke3DqJe9G8dv/i96zULkXRXcFPnfVdWKjSCQvOkzCD/7G4I/+Tb+O96H5PNz2ULgL+5A13Ueu/sZhEd/j968hfGePYZSCZCOoh76BY7UKHJ9gAvfeyut56xj+5CNc648yie+dhV3f8OwBv0ldsK9j+O7+Vo6j6YJtK9jKvkS0a99GXXJ+8Dmyfa9GEVx9r7iYezP/ZTaD3yInlAjrDPup5g6kw2b6zgn+4xwtmBLjSGmJtEkl/XYFSUmUhLUXYCUCuFIDiBoCugq7lgXUd8qUvZ5pBzN2fDllLMVZ/Q4kipg0zWmqEGT3NM5TQKKvZ6obxW1wZeITytJohJBUmNoohNVtGNTppCUMK64wcplUyZR5RpUyYeoJrGlxqlZstXw5jkakVIhAn4/wVAURBFRixvKia4jqdEs+1ta8pAKx8HE+hloXwexUXz180HXC77DPEg2jMQsC09lagpBS+bVuFH1GgQtRY2/BqnvaRZfdQntWzYDpevSFMO2AQeXXHkxS9906bRHxvq43DXDrNCYr1mu1kqxtaFUyYDZyLuVRE0Um6NmW6Dd6plYKXmVMp1ZlRs5HeVWSuG05dS0ffkhlq6vPaW2zhYZwFzD6mXPJvfGKvm0Gi9NuZj2UxFKoDr2tdz3qOs63dsOY9t2N2JwwCAIWPQebLu/AkD8I98BXafh2INEnn8WrfkitNZLLZNVc1FNsrDY/Si6pw29fh0IQjaH5Y57vp1dmDNYcGeh5yCDYu/VvK2ch1GYGMB5n9GHkZbbCLSvI3bkYXzKIOqaD2X7l4v0OZ+bXnQMlBPizJgNe14p9pVK4olzr12Jp7LYt1MtxeUfE3IXGfMimyFM+MySY+yIzrdchJPhCE/9ajvhF55DWfMX2fh/YeIQ0sA21OaLEMLdBt3rvC0GxbGryfjtnW/k1ljkDMyWHMBKCC/FIGVuS+p8ELX5AnDPK3oNq2uaUYyMBQrzafKO0TXsj38XremWkiQuVrAiVpB3fw116e3oPoMFShjdjTj6PMnbP498IFTA3lbptcoh755TCRy//w/E0ZM0f+2HXNqSH94XPNnLcz96gGRnJzj86J42hLE9ZAJ4Nn/g7ez85eMoa/+yoO3cvmaIBtQFKuqjv8KtjJJ475cIP/Q0UJlHUG1XsD/3M5TVW1FXbUXePVi9N1pNEznxJKKWRhftaKIdxVZfkPNSgOlik+gqrkQfcjqEKrlJ2RtQZR+e+ZuI9L2OJ3KQuKsdV2IQUU+hI6BPs6kJuoomyES8q6e36SDYQFeQlBju2HF0QSLs34guOo0cmum8GXtiEFtqgmjNmpnvJFMAU3TgW3Ipoa6XENUECCK++jbDO7V4K8H+Q3nPMQ9KDCLT32Q4bhTObF9j+d1Hjj+Fd/4mcNZltwW7dxPw+wgFxwu8vO7wQbyRw9QtXcjffOXOAvbFSooLbx9y0ffVf0MaOEry+k+gdZR+14uX26qe/61CyDPz6f5fP8zY+jch1fiz+6tRXIqR5FSKcmvzmVr/Ks2FNys2W5vj/PgPyT9+9jPZ7Sl/QgmcqlJTrYZ4KlXXra4N5SltZ4PTRSZQyuVfSfJptTA/m0VLRLr2h7A//RPE8R7UeZcjd/2O9Dk3oJx3E4uWyUSfeYzwQ78ivfmvCQ4eL+hfLntWhiUL8hN3cxNeM/csqHHqk8dBV9ACqxAHX0BMhWj5+o+y9Me552euYa47VMySYiWEFxP0M+c7f/CXRgz15r8B2YEw9Ari5BHUle9F7HvW8NA0bkRQ4kh9T5F4xz+j+4tbsEspDdW4titNTCym1OT2JVcYyR1/ud63TB/NfShFH23uyx8zMs8xo7jkbstUzi6m0KRjcR781D+RblhM+oLb0P1G2If8zAuI48+i1V+epe5VVzUSe/ZFahlHazrXEFyDBxGHX0NrvoCJcDJrkT5Vz221DFGZ6wmjexAjPagdNxSwIpZTpHKRy2pm3p/7PYcffLxwLG5qxv74d0ld92d5bVZKG23ua/LQb3ATQV353mydHMd9/4lW70WvvTb7zDPf6YI7OyzDOcsRI5R6HgDCRD/O+74EgsDKG68msGgB7RfMMOrpmkZsPMhU3yAjh48zINQh+moI3f0D3BdfSWrnCwz5Lsfz1tuQdw3wrk8aY+2ubXJev8SBbSijB4j61qCKbvTpRPJq1h9liR3Hg99CXfNhEMSShCMFxsDmJYS7X8Y3bxnB8SEQ7NhSI3kehqLKlaZgS42hyh402Tcd6hVEUiLY0hNISgwASZlC1uJogo2UvYGoewm67EUTZQLNS5nq24cqO2C6Mr2UCiHoKXRBwhM5ylTgfEvyGlf4CLogkfAuzdsuKlH8gQYQZSLDx9BFB4rsI9DUTqRvd5ZQoOR3GxlAnS8hnQwb/4524W3bQHB8OPtMgr37kJNj+Bras8WmAUJdryApU0atG1GcOTY1QWB8OwIqV33pr7h+Q/4cXUm+SufRNMQjuO76DDBt5CyifOYqM6VkuGqVkvRAL3JzWx5LYLXIrFeljK1WqGRdrmbtKxWanbuvWqXNbKg190mJRc8I+9lpzak5VVhZZatRVKxedKkXNZeJXVZ9PBVWNDg9ykw59ivz9mIoZfUshtx3mX02Lh+pN38C+bXfIwb70PxLsO18GOW8m+g6ptCkG25v6eQjBJa+NS8RObefxnN2sXj5TE2W3JwbqxAXlS2QDCFMHkWva4SRcN6zKMbokwszW5FV0rvVOMid5DK/Rxuvxx98EdvurzPe+CYC49vB2wJg5P9M5wCpdaMIob2IfQdRa7bmsSeZr1Gq36UwG/rkDCod8+Yq3aVgNYma54Y/hrCyYsjte+Z3Juwsd1tmeybk0dxG9MVXkJtaiL4ph6lL15FP/ga1Yx14x7ObbS8ewm8HXfehOwIgCOh1axgLp6iP9lMzecIQRGWLROwqYSU0WnltcvcByOkwtdNWaKv2SsEqBLSUsizvGrAMZZV3DZr+L1RmSoXSmcM9HdrNaLu/iTD+OvIuAWVzK+k1G7Bvvwf/bUvxXHJVdg5TNrcWzU87VSFJd06/V13nyOPb0FNJmjeuxuY0BG9BFPE01uNprKdl01pWTkV45b9/QgiQ/LXY1m6mfu8LJH9yANafwxNPL2Iw6EHuUggOHAJEozhoqBNxw5+iZN6zrhl1yzLvXtexJwfxhg+Sfv+/EH74mWy/s3Pk8SRIDsTeJxnX51kKuWbymED7OtBSRE6+iK/9XCO0cmICSTHm+dyclHJzkKREjTwZUUax16PY60liePDtsV68kQOM11+BpEbxhg9gTwdJizKSkiLSswMREFNx0vYGRDWGqEbQJCf25KgRrmah0IjKFK54N2H/hoJ9/kUXEOp6CRDwL7lixsOSihj3vuAcgv0HZk7I0DPbvYaXJj4GSgLphEpkog9vx/l4W32QmqF9DnbvBRRAANltsLSJImga/rpGcK4kONJT8C0KqDhqvFy7bkbcrJTpLLt22J2kLn0X6oqLWbzSIP2xMmpVWpOslMHNap6wtRYSp8zW6G5FAJK7HfIVn9nm0pzKMeUKdUP+XGm+b3nXAJ2cOoPpbHBWlJpy8X+5+3OPyTyg2cYPltPcKz12NpiLF1ttvkMGpRa7YsLAbC2xs/HYFEwOggCaijhwlMTbPo/znr9Hev1p1PVXMtJwIS7ht4gT++HwEIFF785OpLnJuJl2Fy/PoYIuISxl79fhR593HjVyHBZZT7yZScac72U+xuqcYsdD4SQXWLAeFqxH3PGPNI48DEC6ZWv2OHWpDXnPE9C4gdTFd+B87L9h+z3EP/B1cJyalzQXlY7bct+MWZlTNrfCdC6XOek4N0m6mjFlnhv+2BQbsxXNqqaXGaVivn/7/FP4bngruRxEQmgY3ekhvfWdWVZAQ/hzWH73gY5NjPfsJbBsHYG+p9GlAJqyAmRrBqRqYJWXU2xbsHcfiq2WaGoM/ejDuFbcWPScXOTSg5dDwfi0aMsIP6PkcXk5Yu3rCr7tvNDZcxdgm7oZ6eRDKHVGDl/bBSsZ2w5Tv7uPK65dT09O24uX22B5R9mQzmKw8vAA4K4hfe5bsL32e1Lrrkbe/Ri6Ys3yloxEefhL/0XC144YaGVRQOedf7KVx/eez8ih4ySnJhl59F7cU3G0cIgmQKtpQj/ZZRTb3Pt9Gmw2BDWBEB+BoQfQ/E00phMIsRlBOnXPfxBY+57CZywIqEvvQDtwF7LXjuKoLxgDWYVG0/BdfxkcnCTQvgGmTkJiDNQkopYwclAAW2IIEAAdXZDQRDsIEproNoR3NYFNmUIXHWiiozA0S9OQlRCgEXMvpX78GYKBi0g452NPDYMg4K5pJBYaBTRUyY2cDiGpETTBhqxEcMVPMtFwJWaIShh/8FUiNWtIOwrDLoO9+wgsurBgu0F7LkBqikDbKuO4eYsgPmrk+STtoKYMr0zrevDMw1u/yjg3Poq2rIHAoBNSU0T69+JtXER0eNBQdpQY1C5FWelB3imjXLgKHuzJG9u1ydcB8LplNFUlGVe4+94DdB1/mGs+/nZcgdq87lqtIcZcboNVVxXeH2S9l1bnlwtRtoog6Nk1LRibvrFTQbGw9GJrW67iY4aVklOJomF1fLnjSp1nde4bIWXktFI6W6FShaQYq1KuojOXjGe5FICni4pvLvtbjaCXS5M5V9cu9lMtij0T2+7HEBIRhPgUysY3YXv515BOgctHy9d+SNM//gfi1BjysV+CrsxYcnMW7MwHnplgfTdfWxnpga4R3/UynsutrLTlhYdiz6Hqc3UdRveRXrB+ui4BKFvPzR4n73oU+eBzyC/9Bik4SOIOo4aN7cVf09ESK3utuUS134yZtjVDVJF5j+EHHy9rLS02dqyIA94osKIbzWwrRhE+W6SiMZTxUQbSM1bGRQt1Aif+gO6ZoWMoNy6DvftoHH0Mqf85ECTUscNIJ36FEOo85T5WgtwE2kD7OpLONuzJIcPaTGUGGKvk1WLIZU7M3ZYLYbI0pTQUhi6VyutJX7EV3VmHbjeSmnvD84h/7Hto7gC/+sXBbN/lXQNsbY7P2rBn7oe5T8qGNwEg9h9G0FTUdCFj0URXD4//9b+QqF2MkIojhEaIDI2yK9VB46plrLnteja//w6u+8rfM+8f/4P4R/6bpi98jfRFb0Ob34y6ZBXimo2kL7oete0ylNUfpOkLX6P+1ttJvvkvGJ13E+nzvoCy5K24Y52IQy/nPassbG7CvnXUprsRlbDhbUjHCHbvRdnYnD0s4Pcgv/gahHsM70KmrovdB/r0OBBEdEFGld1ZumdJjSOqcWypEeTUBKKSQNdBEx1ootOgN1ZiBOoaEJU4shKcTtDX8ESPEa7ZQNpWR8y7iqhvrcG+Fo2iSXZELUVt6DV0QUQVHKQdTSiyH1XygFj4Tj3hw8Tci0k524q+19w5dIbZTMZb3w6xQZg6iS05ArEhcPjBOx9l42LwzjfY1DzzZsZEpminrhM98RSkIgbts3c+KUfbjEIXHUQc7oTkFPJzO4z6NO3riB16gNqx5xAjE7zrMzfxt9/7U0RJ4t5vPsTBZ4+TOLSfvh178vr/XKeGMjJIuq+b0a99ET2dbwi2Mt6YDYyQX24jF9XIX5k2Z8N6W0qwnwsBv1h4e+b65r5Y/eSeN1dkV+bwulNp61Twhgw/O5tkAKUYLapBMY12Ll5ybk5Hueuaz5ttCNtcKkWVwP/ujxL6+fdwPvjvaDUrETQVx+++RuqCW+lkJYuX+6n/1N8z/h//RFPsd4zMu4lAx6a8NrKT0vIOFmBYXTLPoCTDUmwE0eVGbpyXVYqCOR6FXI9Qbmy+WVg45WetpLH/5ijoYygb34Sy5eZsWIK8awBx0CAwEKdGSW28BnSd9MbrsO15jJF/eJGF//rfqONj2Frnz3rczcW3WGzsm5+POfysknA/K1gtRsXiiM+kJ8dKaSk2x8yWIjyTXxMPhnjki99EWXIeizcabEedB2P0f+tbKGuvRAq+hrxnEKT8HAIrBNrXkZp4kZBjhfH/5rehqinEvqcQJg6gtb+pbCHMalDO86JJLtK2OoR9P8Tm8KDXLkNrPt/y2Fzvdq7wY5XrWE6RyR2Lem35+80NpTO3lTv/ZPqmtV2Bbecv0VqWsujipfTc243uX4/tpQdR299Ezy90lHPauGvbTDuZsd6za6aP5eYdKw9o7jnptR9D6rsfgKn+IY4++gyJySkG9xzA3RAgPjFJtHkt6Uvfif3+f6fuTz7OiZ/9gMklW7j68iV51zIUMJnuES8s3IA40Zh3XW2x8bt7BHCuRz44gC7K2dBHRZAQOx9E3rkFBBGxfxuoSXS7DyEZpGbqOLqWwN9xPWgqxEYMJeSF3cZzblsDU51G3pgSh8i0z0sQwOaeYXLTtWwhTi03vHK6KKekRBAQkJQYAhoS094kQSQ8dARJS4Mgogh2REFEE22IatRQUAQBxV6HQp0R+pkO4o4eJ+JZiaRMoYo+ECQCah+TvtUF4wRAH3sO1VaDlJpEkxzoUnHZxBzCGRnrQkBHlVzUNK8iODZAYKGRDyOfUAgOHsvLSZV3DYAoEpyKIe4Ywt+wyCDlsBve/8DCTRDuRVsWQOxKIvbFwbcAEhPISpjwiWepC+8FQeDOT97IpkvXsGa5zsP37uZId4xx12Ya0hG882byP1/9wd2M7j6M3DiPwAc+wfprLmRJWwpBVLLHmBP5O4/KeWOpHDmP1TFmmL+fUoazU1lTZ0MUVQrF1tZK2EvN51uFjJXz0OSed7ZxRokCirm8TsXqdLpwqkpNLk7Xh1HNtXJRjbCd+5FbxXyeLixebkNLxEl1HWf8l3cjThkCvOafR+vn/wlBMvTxrlcHsD37E4SpGOrK9xMcOFwgDJuF6lxqZjMJABisUG79dUJv+lT2eHOMfG6sfbEJpJRQlNuPYvdfzpoMIB39LuLkMIk7voBe14YQGqExfpDE3teItp+PkIyhbLq2gF6x1CR2Or7H3GdfjrmvHKtdOVTSbyvjxelSbmYzj1TSF6vaNQBPHrPx2F99ifSGN9H+3jsRBIGu7UexvfYQyuqtiMEmpOO/QV30lqxSUw7S0V+gLruzINZfCPcg9j+LNu8C9MDyokJ1NdvLMTrmheHqOlLX71DnbQFPi/UxYDkfAAVkIqWQy37m+OU3SN756ew+q1yaYm0Uu06wdx8N0b2IUydo/r/fo6sL5J19iKO7EMZeRF26BeWC20rON5UQFZS6v+x5SgLpyPcQo5NogRY0bx3SeC+SqJNcdjHKuTcijpzE8eBXSd70GaTDQ0gn76d1zWLqly6kv3YpjmWr6P31TG5AZt4sNe8V9FvXkPf8B0LayA3RAXXp2yEdRl3eju6uQerWjNyQ6WcYaGyDxATBUBhEmYDfZygXyvQ3ZfOA3U9w6ITB8tWyiMn+I+hmxVxTkNOT6IINSZlEF0QERFL2+umcLtFov20Vk92vIalxBF1BlVxokofAxHaC9ZdnvxlBTWJPDeOKdpGy1aFKXhSbj0DwRRS5Bl20E6q7yDKvrHbsOUQ9BbqGKvsI1V1U9n1mFee2VaDEiPS8apwvufAvvsTy/QNZEh0A4mNE+nbjXXJVNm/JnDeaRSqCMPgC8vDLeJoa+Kt/fye+gCEDttVH+MgNP6BbvgAEkVZlJ//4w48iyRI7ovMJnuzl1YNBLr98GXZ3aXpkc05ZqTWi2DdxJo205daj06UInIqMVq1CYz7OfO3Fy23/O4gCqhXmz2RCUbmEstmyQJhRyjJ4KoPZSgitFGbrZS7Mk0DuRJC770xMCqLThXPVOlr++u+ZvOd/iPdMICRj9P7mMZSN00qFv5HUTZ/B/ofvIXU+QGDp27J9zaCT/L5m4m8zCk0BlDhxMZ+WMldIKVYHJxfFEnlLPbfcMaIlk7RpxxgcEtDtLhas8iP6/Ajy9Cc7He+rLv1zpM5d6H4jdEA6/ALh3Y8B0HDOBbgveLMlY0ux8M5yFqTZfg+ZNpXNrfg2t6IAAQqr0ueGB5rJFuYSVvSdZxJzZTQxKzQ7ovPpfOa3ALS/5+0IgkDnkST2V+5Hm3cT4oQTYWK/kcdQhlAibwzLbiOG3pZvqNJ9C0je8WnsD9+LOHEQZdV7Lds0C+JmUgwzKqnVoGxuRd7Zh+6oRep9Ehy1KGvWojXPsDIpm1shOom84wGQHcy/5U3AzNgvpdAUM+iA4akxC3aVEFxk2sqwqpnP1X3tuFa10dU1few585F3ibR94GqGv/x51EUbUTYv5n2XKnkem9w+moW33H5aecFyE5Kz27YsBvHjcPReUm96N3pdK5kZQd41AJINecdLKKs+gDjkZSIcJ7DmTznS+Qy2w/uxp57BtXQhyuWfKKnQlP2+BRFlzUeR+p5EHNtrZLwEVoAgIE7qMJ4Guz2fFMBZx1T/QWxaAm/beiP/w9UEdr8xjnPmw0CHkXSfUWjyFQoNQVcQdAXF1ogm2ZGVMLb0JGlns3Fs924iJ55BBjTRhWKrMQgHtBSCrhjhaIINd+QI3vABYq4O0vZ63LFOUvYmkt5FKLYAk7UXgpDvwcsdT5N1lxhhcVoMf/A1IzTZgkzAjMy7DvfupsbnIzwVwt+yyvL9F0BTIDlJ2l5LsP+AYSxcGyDy299Tu/CcvEODvftoDG5DSIwhNTbzuW+9C4dzxmCy+6WTJJsWoUTqcEWPs2pjG5I8w14YWNjONQsLk/EzZAG532ElRlaz3GJGsXE3mzzODMxraLXnZTBXSk4xI2ulMkg1eTe5cm6mgK45DG1BZaWIThmntU6N6LROVi5nhT7dis3pIgWoZBAUi7csN5BPp2vPvDgXmxzM+04nChS2dBLnjz4Fskzq2j9Fm58/MZNO4HjgKyRjEmH/ZhCEApah3LbNCk3uYi8OvYLumCB91Qez+0uxlFhtN++v5Lm1+4aJvbyNyO7diJHp6tKCjKAr6IKI7vZj93uRW+ZT+84PGQKrRYJgR+MUI//0WQB8b303os2O67yLESpYBGcDs4Bu/r+cx6lUTYoMShVVLQWrBeNUmNyKoVR4m1X7xbbnnleqH2ZlBgyFRlNVfvvnX6Tmhrcx6DuHxcttdL3cjW3b42jzr0Y69kuUdeegLj4H+XAke66VoSN3bIt9z6AFVoCnMB8jc44wchLbK/ejO9ei160uoCI2w3ydXMG3HJTNrYj9R5B3PYK6bAtCdCHqChfiUCdi7wFwuFBWX4a88xFIxVA3vAlSceQDz+JfvRzPpVcjutxZgcmqIHHRZzNdpyZ13Z9VPH4rReT4M9SGd6OseDe4m/JCjWuevocjjz5Ly1e+D8wYZd71ySbu/sZI2Xl7VuGw6Qji0INorSvQffWIQ6BsWo7uDeD45ddIvuOv80JiswJ5zx4CY88izttI6i3vtLbsU967nUGwdx+BhhbkQz9BdzWiu5uRhl9Gt3lQNv1V9hjIsJxpkJoidnIb7pa1BKei2bbK0Ufn9Sc1AbqK4pgOlZquCaPKXjTZa5ADpMcRdBXvossIDh7Jnlsz8TIJVzspVxuOWA/+0GskHC04k4NMedfiTA4iLLsF4eh9TDRcXUCXbtlHXccX2oU9Ocx4w1UgOfL3awqilkAXJCQlAojYlEmc8R5U0YldltDmLwC1Hb1uZfY6Gz57Y4EHhGQIkkGoWZjdZNvxj+iiDWXTZxEmDiAkJyEdQYiPIEZ6qf/Lv+Oq81sL5qdX/rCHex84ybi6nMbQS7z7zy5k06UzoXZmNjQzDXg55H6jpSIArLZX0m4xWEU9zDXOVEjXqfQ9GwabI1edLU/NWVFqSuFMhaVlBIZUPMH2A1PY5xcvqDgblBKeyiVqnUmU89aYt8OZz6/JwLZtB7rkyFYTL+hHIoLjoW8QTQWIewxrbTHFxsq6mlVqTj6M1j4P5bybCo7PbasSha9U/Gzu8xQ7d2H/ww9I2+uM+G09jairxv4lt6HXrjAWjt6nEMInsS9dSfr4YWxLVlD3ob9EdOSHTuiaRvrkcYJ3/wAtOE7gI58idN9d1H3ok9haT4/JpFzRzdx7zty3WSg8HfWQoPI5ZDa5LJWwKs6WebFaBavzmRfY/Zs/EHnbP2Ut0uKJnQjpJOriTTge+D7q0tuBypUNZXMr0qHnEQdS6IGVlsdnhdbXehEHn0eIj5K84X3IR6IFx5uvYwXz95If5jKF1PskWmsj6XPfwuJ1/oJvTDq2g5qJ/cjzWhhXm9CWTFuWdZ1W7TCx7U8S8XSgrLuK8OPPF1WmrLyF8s5+xNEHK1Zq8oSpIhb2bOjPA49RLwURh15C7bie9DXXzxyUjOL68ae59t//jtflJVmLaLE1xOyZqbpAZaZva+uwvbwfUpMIyZDxOzWF7lBJXf9xcLgKqLCDvfsINLUjvf4d0vZ6xA0fqTis1Oo9ZM7V6idwPPqtmb4tvgW9YZriOBEkdeJRks4WfEuuINT1IpISxbtoa9Gcr6LKzXTomaCreJdcDqJMsHcfQjqOPTWEKnnwNS8jODGKrIQRlTi6aCftbMKWGABBRlTjiEoUEQ1begJ7aizbfNw5H1FLk3I0oJNfd8b8vgpr5aSonXiJyfpLZ8aSpuGb2mVcUzcUG2OsiSSc84m5F6PLbgJNHYhDLyIkg6jL32H5LuTX+lAWKIiJKOFXj+FftMX4DnacRH79awjKDHmEbf5C4nIttSsX4lyzib+5NGEZErt9qJYHP/p/0EQHqze18SefvyOvCCeQrbWVGxKe+zyKvb9i35q50G01Sk2p8NUMzma6hNmYaTUHFJsXZtPvUpEFudcvJRMtmJ/636nUWIVMFYvxtzpvrtB5NI39/h/D6F4kLU7TF/8DqcaPlkwUCIizbR/OXjzlbGB28Z4t5aUYin0w8q4B0FSUjfOQjr6M/sqThOouzh5XrJCjlUs72LuPhsQhxOAh4h/9bp4AUspyVOmkZ5WULEwcQj5+HwC604Nun0dcFUnZmwgEX8y/zor3GEm0/gjSkRcRJocQbDYa/+pLyI2FVJ8TP/xP9HQa/9vew9QD9+BYtZ7UscM41m7Cfa4FBegcw2qiy6CUdTyzv5hSWg6nw4JWzJNSqae31MJgrmBdCZWzGU+9PMDED79J4sqPoLUZSf0k49gf/w7pK96H7qvH/uh/oc27DahcMQcQew8gTA4jpAuVGqtzhYl+bC/9Gl1eht6wIVtUslIlKoO8bUoa+2O/RYj0kbrmTvS6GSaozPvtubc7G14KkOrtInlgL29+/7X5oWa6jjDViXryCRRbLTHPUmo7zi15T9k+vdaHdPgudHf+95aMjOPw1hdsA3B46xGSE4ihE6hN52X32RctQBidUfz0Ro/xfzqCGO4k8I7349p0vvEd7exH3vPv3PCVv+XKRQk+/ujCgr4V9HU23hkTio6J/sOI3ftQLro97/vqubc7++2K/dtA7yd102eKkqrk9rVUTpCyuRXx6Ms4nv4xasNGtLbLCI70ZgXW2vHnsKeM5z3S9BbkdBBRT5ByNM/UoJlGoGX6+5DtM/NQpu4KIE+3o8iBmXC16cKbuuBAk2QkJee9CTKiFkeRa2gYe6rk89S8HYiRbtT69Yjj+wjVnkfKNWNoKqfUyMkxakK7UCUPocD5gIikTOIP7SQlB1DlGhKu+YYSM38twb79ee0KkyeQeh43vIGOGtTWOOJwF+qGqyEZRwgOIh3sYzIYRJcc1DlTiMHXEENGEU6b24Vqd1P38b/GVm8YGHOLAEO+Jzmz7Wc/PYDjsf/mi//9Nrxty/L2ZzwzVmuCleJi3l5qLalUma9G7jnV9aTateNsoNJi9Jl1tqAm1DQyz1NLROn/3I1/3Dk1pVAqKfl0Cfq511q83IZrjcRoza2ga4i+GqZ+dx/RZx+j5o734dp8IaK9siTaYtepBm8Ej03u39XEPZ9NBSjTb3F0J7ZXUqQ3XYvz+V9S5xaYiOl5x0D+Ap213OT8H2hfhzYhIwYP4Xjg/5K89W/yzq1ESFi83EbnwSjJ4ydQR4dInjhKuqcTNA3XxBi63UXiPf8Gtulq0sf64DiozReitV2Obee/4gFSjhbSW/6BYM8eJDVGrUtA6n4U0mF0lwdt/mqoPRf55EOM/uvf4r74CrzX3ozknZkw6j74F0bfg+OI/gBaJIIWi5LqPHLalZpi49nKM1NNCE81C89cfFMZJcPKg1PNolSKVdGKGa1aL03i4B6kugbE7r2IXbvQHV7E0DBq20pQ0wiTQ5CIzepb1r11iH2HwFEY1251jl7XRur6T2B/9LcIow8ihN+O7qsvaNcMy77pOuLJvcivP4Wy5jK0xXcg7x5Eqcs/LOO5yPWSS75alLGR6Weao2ALArp/CaFAFP+5HdRvfxi9dxKt+UKweUqGOyrntCIO+9ByDCehwcPgrcfWkq/0xQYP429ZiYYOCKiCQGjgEP6WlcQGD2OTV6LP8BsQGjyMv2UjocHDBOprSB45gGvTDLOb7vLy8uEwu7XVgPXYlncZdTuqGfuVeuvzoGngKizEqmxuJQCEO7cRCL5I8tbPZvctXm4ryHEsd93cd6Etv4B0eBx59xNoTTNKaKB9Hfr49uz/dR4J3baA6PARbKkJNNFFTdtagkPHEPU0ka7nAPC2riVQ4wZEIiPH8TYtAV0nMjJo1IPJyb8R1Si6YENxGCuGJnoAzfgR7TiiJwhM5BuhMkjZGxEWXgP+xTB5HOFYN0JslJB/CynXjHJeLGQq7/k6GphofBPeqb3UTL6GpMYMmmnBRsS/ifrRxxFRiPpWFyg0yuZW0Oahdrqw7fg5QiyGbce0cvbSr4xjVl4MCR81U3uwOVTEodHsta//+j/ga26y9CbnhpCZw8m2D7nQOtbz7s/ewoYLOjjRO3Nc5tvM7WepNaKa8MFqUI0B4FTzvyvJ2Z5LsqpyMBvVqu1L7rObbejtXOGsFd8sxdttlbQ8FyQC5vPjN34Qb+Y6goBt0TJ49jGknc8yfN9dOAN+7FfdjPvCy6rKR6hGmMrtUzUuxLmGWWCvhinkTCs0VtdLXXUdQnwK3H50bwfJoX0E1ryjZDvFqpqj6zQBwlSkyJmlkTxxBM+9/82YvQaoRXfPQ2+6CbQ0orALcXwf4vGdaKsMoUhdtoX4si3Z83X77UgDEbyNRshMYMFGgr370JrXoTVfiLrUTltTgrFvfpnkLZ8lfdWbcPz6v4i+tpf4qy+iayoNn/kitnnGc4o+/xRTv70bgJav/2hW91QtrMZsqTAzK4tcZkxmBLTZKM9z8f2YF6CtzfFZLzizUYIqbSv65MPogBT1AALoRjFBITyM1GuQR2gL1wPVGyJ0bwAhEiR9YeE5RdsRJVI33I4wOYxt290om68HPFXlpKmLJWyv3A9qC6nrP4G8b4yFK+z07M4/rvNoGizOv2yFg4ceFkh1HUPeNWOkygpIC9YT3LkP3Ouo8/vQDv4cObCIQMtFKAWt5UCSjVof09Akt+Vi7l9YSDWd2Wbep2xuxb/Ln21Pm7ea+I6v477gUqAD5Zw2pOON9P7sd0RrjBpBVopXRrEzb5tNjkIpSJ27UDZeW2CgBFAXqAR2vkTYu4YVFy02QoqWlw7xtiIsgJlivNnjzrkB3ebCtuMe6hbdjJ6cJHX8IVzpILogo6MzEVOwpU6i2uvRRCeBxvmE+1/HpiUBpsN844RGugAJTRAJLLmCYO9ubKmg4aHPemhSBGrriYwMoco5FmZxmgFtGjXh/YR9G0i45iPoGoKeNurZiEZCfKB2OsSsdqlBWpAYx7PkZjzuednxWE5Yzwr0gkDEtxZnvAdXtBNBSyKrUUBnqvZcHMkh0HXqav0EgxP5BrzEJGLPcwhTY4huNx/8uzsYbt7E079+nuhTDyMffsG4vcBqAjdu5aorV6DrOsloHG99YNbhsd9+czewihO9EJ6M8vn/dIM0AuQLohmluOT9W2zPILf8QmZfJeO/GqPlbGBm3DSHOhczZhVj6DxVhaeaQs65MJNUmZ/ZbHKX5hJnXKkpxvyVK3yYFZ5cxSb3+EqvV+rYzEvppBUca+Fj3yP9yglk+b9IBEMkfv1TbAuXYq8yD6Ga/pnPs0r+PhMo9VEXiy0922Fq2T7bneh2J0J4HHHqBHitw2Ss7q9AuREElNUfRDp6D/LLh1EuKB5yY8bi5TaCP36SdOB8tJaLjcm1debjjvbvxCva0BsXFG1D3XA16gZr60ewdx/0gtS+Dv2yd+F48KsgSmgtS0je8c+QiuG6668Y+7+fR25bgO/6W3Gs2cSC4aNEN19d8X1YoZzLvFj+jHmBKQYrl7WVQlPJeDMbTuaSWfFMhgxUE+amLNyAfHIvejqMuuoDhftNCe/lvvXcc7A5EdLJwu0VQK+dh1Z7GfKOB0lvzTc0lGLoEbv2IB/aTvqSO9FrZmpaFFNgoHDeFQQB9yVXMXrXrwg6V2cJRKyEo4lQGOouoq62BqnrIQR1PukN1yIfiVrcb76RazYx+8Wev7K5FXr3GcUhgf4hG9QZz0adfwWu/T/A0X4RE6GpkjH/szVSVQRNRYiMo/sb8797XcP2zF3IR19GcHv40Hc+yPYha0WrVH+t9uX2u+Nt13LS4cb+8m8gHkEKrETteD/YvNj2fgM5FTK6KTqNfJjxIbAHQEsBMogiNdN5VlmFov8QiE68LWsIDx2bubYSJTwWRrE3zBSdtHge6DqK7AFRRgd0ZpTovDEhiKTe9H4cD38TTj7EuGcTiLaKvDTZbbpOoGk+4oE/EPZvJuVszuZrpe2N2NJBAuPPkQzXUx87ydi8GwksMAwa4uRhpMmjSPNaedudm1m5eQlT0RpqbngrycP7UPp70CWZt//Xn+UZc23O/LD8YsJ5BrnbtjbH83JmxP6XEbUUWnvhmlQsp6rYMzHDKvSsUoX+dOTOmA1gxZ5ZKSWjnAJiVnrmskyBVY6sVRh9Ls6mt+YNU3yzXGJ9pYJJMaroXGQmyNy2MtzsGSaQzyz5S0b6xvnlL/fS/fUv4r32ZrxX3UDXcXVO83us7utsJaBZLXxWeSfVCpinE+bFTpgw+hh3L8JOYVxyxmqTx8XPjHUoc9xEMEh907nIh38K4odAdlYsTNvHptC9ywtjeePjeONHEbQ0uqe2bFtWFm1zvPVo0w00xF5C6j2I7cnHiI93M+U/F0FP4x0+TvB/vsk5H3onLe+8hVe/8zMiPRvxXPomY+FSFaT6xrxwtVIo5TkoRQiQwWwmuky7s/HQZM6fLdWmGbNVZk41jKCSczuPpuG6P0MZ7cH5m39BTU2Bfea9FjNGVJUndgrkecrFGxAi7di234On1kFo4eVoTYtBkgoP1nXsD/8K3Zskde2fGl4RCseUlQEo845zQwb7ku04RAlJCaPaaorG32e+KR1QfR1orXHs2++BuANW3AZOH+LAEdA1UAvXmWrGdyljUO5a1Oiuzd/paiTs30jNkZ/htzcxqaWp7dhs2V6x9zsXhC/iyb3UrlvJiGm7dGwH8tGXEX01yGjZsXuq4eVmJiWAhW/ZSufy85F39oEoEezdhyO6C4/kQdTipBxNhUpITm7NTC6NkndceOgIvuYV4G0z6KBjLsJjPZYKjZQ2inAGxp9FdzXiW3wZwf6DRT0KM/fRirJsC/KxHTRG+hhvuKo4MQD5SrMtOUrN5KsI4UYj+E2apqNesD7rxYl5VxDzrjCUzHQQ79TrwHqEqZOIgy+SuvRdvPtjF3FeTh6MMj6KVN+E0t+DoCo8/uCrXHfLloK+WKFYTmDmdy7LoEH4sBbdO4y6vrQyXgpW3n2rYypBsW9htrmZVt4W8/a5LCUwW69LOeS+v1xU4/U904bvN4xSA9bKSyXKTubvcsg83Mxkn4ntzSgyxsd4Iz33dvPe3iPGB7HrXiR3G6HHH2Xy5Bhc9u45utsZlPpQZluLZjawGni52862IlOufwDiqB/dWU/AnkTDeuKTdw0UTHZWH+m41kANDiRhP1CYRGw+X9ncihAaQRzuRmm4lkAgP4dA6n8WQUkR/9j3ytypCYkIyqYWEIQC5abmyi2I9zyIFKhHVTpxNXsRYlNIfQeZf/4mmlYvZ/75m3jww9Nx7fsPE3ni92hpBUQXpKbQGxdQd931ODecWzbM0qoQWjmcbqtNNR7N08moWAyny7OTKzxknoHYd9DYmSO8WQm7MIskckE0LNKihSKSg2LvQ/fWkbr+E6QnBpC69iDvfYLUdX+Wf5CmIvY8BnY/6UvflUcXbL6PYmuDcW3TYqwmUR3FlXcrQVJrXoLWdDNqWxLHQz9BFyQEIYTuWYPuKT0fVIJixCUZw0sA0KdeQYhOIp2cOc+9/M2M9rRQM7mT2ontBAWJwIINeYpqJXN0tcqNMDmEdGIn4uAxdH8TI+e+pbDNPa+Suuh22m+8HEG2/sbMTGmnAnn3YFahAZDVCKrkIW1vACnfs2DFhCUqMSRlCl2Q0EQHCCK+eUtBiRPs3ousTOKrb0PQ1TwiAQDv5E7ccYOpSxftKKv+hGC/8f0V8yjkPvP0lX+C3LULFIX6sacYbbq+6HnBntepmXwVAEmNEaq7CMVWi1ffiz0xiKClLM9zR46iSh50UQY1ie3kffhuvp3rbjNCHzMKzdM7xxj72j+gy250/zKEqU6m7rsL9YbNSLYZMbGSMCizIgMzgqZB9/066z95LV0n12afSak5qZR3ptq1xcpbXWr8l1JoSsmm1TJozvacYjgbCk3ud1Up0+HpwBtKqTGHnZmp6oppzdUI/MUsyHu/8hA9pjAkZXMrvF6DGBtF0hIo6HPGolStoFPqXs8EycLpRqXv0moSynunooyy/F3IB/+H9NgxYt6lBBZfWpRVJff/3N9gjIO4eym1+58leauxCJiTpPOuHw9Te+RhQrZ6RFdhUrQ4sb/kvVlBmBjAed8/krr6w6hLzy3w3ug1DQVKUuZZqsAgMBiGUO15+BMHUP1rUdasQd67i3H7EgLNS0gd+z2TP/0OAA2f/gdsJejNz9T4Mr/ncoyIpRSbP9Zvohys5hA/48QBpPIkJ8UEiWKLkO6uRYiF0L11lvszKPe89bpWFH8Tjt98GXHoBMJoL+JYD0IshBBOkz7/CsTgPIMMIMeQYv7urMhmrMKb5dd6QLQXDREze3HNXix93iKSb/8ktj88AbEBtObCPJlTQbHnH+zdR4PDj7z/GNq88/KOCSzYRBCRwNizOOM9BHsNYTuTi1CJol+eCEBFCA4hndyDOHgc3d+IuuRclE3X5wn32fvYcQLSYQRdR3S6ptfvUysUbYZ5rZPJ98brgoQjNYKoK6jTxxVlVUxFiHS/hCobLK3+xoWgxIgMHcbbuBjQUGQvkbFuvMveRLB7N6ISRRM92JMDuOPdaL6FqEvvAJur4uT17HMXBOIf+jb2h/8TqfcAtRMvEGy0DhG2pcdRJTcx7wp0ceYZxD2LsSdH8YQPEextyjtH0BS8kYOEas8n6WzFMdWNVFuXVWiy/UkmGf3ml9GaLzLCwQQBaf/3WbZ1RZ5Ck0El8ktR1ktdoyH8Cv3fGEJuvgDlgpVlx2GxgqTFwj2ryZ+pxghghlkWLJdsXw5nowi0FTL9P5Vv9WwpNPAGU2rKWVHN+4vloxQT8os94AV3drCAjuy5C5gR6pb8+Vs49ODj8OZ3Yl+weBZ3VYhTsdxW8mzMHq83mlBXVY6DrmF76scom65Fr59f0luTzeEY7SOw9k+xjbxGYOQVYgcHwLcme7zv5mth2ltTbiFKOxog7sZ57xfQPPNJX3k7UGN4TmJTiKFhhOhrCKFhXDsOkQDETZ8taEc69kujvfNvLX/PubcfaCHxrn9F91qkTuq6EW6npAxmqWkmohnrtIL6i/9CF234iEIihpTYQTwaRtE1sENw6AR4V+H0z0Mc2sHof34FzwUX4r/tXWjxGMpgH/1DkhEnHjC8RSQihtXSbW35ngsa2Uw7mXdbbgybjR2Z8VWMQv5/GzL353/ru0h1HUWZOsnEVLSigqVWJCHWDGgBhPBEWaXGDEuhXRBRl5xj0AL37Cd11QeRjyWhRUAMFp5rFWZiHhNWY0TeNQDpKLrNnd1mRVJR0D/yE9eVza0o563Ftm1uxnYpZK7nu/latMdVxLEXEFyN6DlFEAEQRGLe5bgjR0i4OvKKnRYVKqeR937TScS+Q8ZcNjWGEA0iTCZAENGdCsrmG4oqMtk+v/Rr5APPorv8aLXNBcpl0XczjVJhRFZjMTecKXM+QMLVjjdyCMivVJFpP3sNTSPc8yqCIBosZqJIMDiOLTGIoKXB0wbh4whKAnSV4Mmd2NITRr+1CfzRQygLrmMi7SYwG4UmB7rDUKpsylTRNcmWGkexBfIUGgBV9hGXvDgShe9aF2XS6/8cX88fsE2NkojYcbcUztlqKo2gJNFaLyPYu486RxJJmWD9nTfnHWcOKSuGYnO1snEetj88im6vATWFEH0R9OXIu4cso0DMOaVFvVgWkRjVEGOcquCd7u8h1X2C7Rddkd12KrXGTgW5tNqzQf47Lv3NgrUC+f8l+1kpWLn4rPaXEnJmK8RbCTutm9ZyouU8i6MLcSYp+MywslqXU2zOlMJjVjLNC51VPlG2X4KIuvZydH9hDRYrZBe54S4C7ZejNZ2Dc993kdNTJFztuDsuQlHzeY3KFadT1nwYqfMBdEct9se/h7pwPY5fHEeIhsDhIiY049ImjTbqtuK1ufPaEgdeQAweBkBdUmXYiiCg+6yFSHFgO7ZXn0G3+UCJode1oM27Dt3bhrK5FdsLu3FFDhWc54p1obdegjT2KrIyiWRzQmIcdA0BSPeeBCD065+R2P0KmSAOtXEhQmQCIRUjdfn70JZtwfb0j1EXrkdbfM7M86qSaakSlKIQrkS4/f8BmW/HsXwNqa5eoDLlo1gunXmx170BhGiQ2SKvPVFEOecGo7/HjyIfM4ToYsh4UaC0hyYXmfsS0lGweSvqo/m+c/+WDpozSApRTYHLYt9J7jUn4iJ19RciHbkbrfUStNZLszS9AElnCzXJLpzxHhLu8gWk896BpiLvfQKx7zDq4k1oTYvQl55n5PtNvwvp6MsIkfGSCo0wOYR84DkS7/xyUUOHGWaFZq7gX3g++vgz6MJMiGTBO1FSEOlBUiO4F19lGHam4V14GSRGCHe/BLIPWZlE1/WsQoOu4QsfRGtcj958PkwzbRVDJWMhfeFbQVyKfPQewp3bwBbInhvs3YegpfCGDzDecJX1NRpbUEJOBC2FPTmCe9l1pPf/HFkJIQqrGXOupt41Sjw8hjI6zMPf/x2+G2/n0laD+MPh85KyNyDv/ip1oh1ZjXLRZz6K7LCfkjxj9q5Kh19A7PkDiuzHppxEGE2gLt4MNBWcW+36Ue67s/rWKlVmyhnBpIZGOHnCcl8p8oRKYSYWKKW4nIpCk8HW5ni2plcuiuXnnY71/lTwhlNqclEu18RKmKmWSMDqeLNyUo2yciqKzVwqRcUY5Mz3ezpydsopplbHWO3PnKc1L6noulnWoFzYfUzUX4Ez0YtPHULY923kQ24mas5DtdXkTYRWISkAwf7DBKarsOuBNeiuATRxObpvIQgC0d59RAFqwRnrRjz5MPUIcLIXcfIouqcVXXaDnkavaajoXspB3jWAVrcGdXQ/cnoSUVcRxvsQx/+H9JZ/MELTvG0E6y/Frw6j1S5DSAZBcpIaO4ar70kkm4/Au96DIAg41m4CILFvF47lqwGwtbaT2P0KuiCCIIMooS5YizTajbbUUPS1uvmgKKCmkQ5sQ0gtRzm3/ZQmunKkFObFyIo50Yxy3sGzkWtTLSqdH0SPD5RBAh3roEzehFmIL/XOdG8d4khXlb0u9HhYXkvXLYkIcpWsTAJ9bp2TUgpNdhwpUZgOMapU4bDqq7q6CfG50ucVa98qxK3c9yHvGsB3y3Wkgci9I/gHX0R35oe1BhZsRA358J34LarknmZHrKyCuu3F+9Dq20nd+Jd5RYZzoS45F/sj30JddUmeRd3o+17kPX+AVAxl8/UVKzS5KBdOVEloUubczN9pyYc9OUpC9maPye5XEhDpA0HE3bic4MAREOXsMcGho8ZxI53Yk8OIagrVVoMqe7AnhvFGDhLxrSYhWKw1Fv3KRdF78dSSvvIykPvxT2qMm8qh66KdiG81khqhZvElBWHTwtRJRC1F7cQLpOyNyLu/ili7Am3Ru2HgOeodSbSmK3CffIiU9zK0Z+9Hbm5j+5ZLsnOK+oF/RhvroUno5eobNiE7HGzx9HH3vfYCUqVisPoO84wCXXuMZ+dehJSeon7sScK7u/EvNJSacmFgxcLQisG8BpUbS6WuX2rtEGwOw/io63k5qXOVvG8mGZgLxQWsvUkza0xO+G4Zj2+uN92872zgDaHUVCtYW4VaVXutUpgtHd6pKiTVnj+X916JIlLJubkMRLn7ZxP+U02ukBU7WJbNSHLgXHlrNsZaHHyRuv7niLkXEzoZQ5PceedaKkfT0L2tQCv69Pqd+yFL6RDeqb2o6z5mKAGAkBhHXXo7tle/ZBykqtaMT1XCmDBa4cI1tLj6SXefwLFmI4LNjlRj1LroPJrGufldJHPOW7zchq4qRJ54CMfKddgX5iuMrg3nZs+VR9egfPRqFk2/h65jCiQiCK88kD1eW7wJ2/O/IOWtQwgNo2ye8UTNVrGpRtA2h5mVQjXj/0xha3Oc57oFkgf34ly3uWhydTnkzoWhYz3gzPdsVpIUXu4Y3VuH0LlzVv0rmQdXhFatkvFTal7InpuOots8FfUTZtjHzONQOjhKIjyaQ9RbHTLzS6b9YjlN4Qcfx3fztSibWwk/8BgdC8eZjHURcS/HO7CNwNo/zfPW6P4lqIveQu2J+xlvuJI6fRgO76FBdpOOjiHF9qG7m1CXLUI62otWZxCa6HY36qpLsn0o+o6EVmxPPYVetwZ5Z/80LbKAbecDJG/+LNq8RWXJI6zaLSeYViMU5SoRUuM67BPHSXgWzQjCLctg8vj0AXYmx4aQlRCBJVcR7D+Qr1x170YUZARBJm33oIsOakK7kZQpJusuNKidK+xLLkoJzYuX2+g+2I48+BpMK67B3n044r3UJE8y7t1MTWgXk92vgeiY6WvvPhzxfly6xmTdReiiA3vb22A6TE1rvQyx5zGEsdcZF+dTlz6C7mwg/Oj9OJavYft0Fpa8e5AFdy4FlvJScIaCmQJ+u+IoF/khjI2h2Q1vomqrQZXc2BOFSkep+d+srGf+zoSU57Zj/rscyik0xeQtQRTxXHR53ra5DjmbbVhZJQWjc/cbHpryuXhzxW56OvCGUGoyqFRJOd30x7l0oG9knE5BrNq2K7GUnymUs1BqLReRvugSHDsfwt39LLqrDa3pHCZP7sC/cEuWHS1Tydr8ARdzdYtaClFXCA4eoWbRRdMbZYK9r9ME1H30MzhWOAvOOxUv2eKVDmAx9o7CfK+iliVJxnfdLWXbzkzyGeuT8X16SecwAOqeAJq/CanvEFLXUdRVW9E9/oI2Tod7+lQpms82MotJfMcLTN1/NzV3/gmStwbHyrWsSx1n5OAxVrz5yuzxlcxHanAcsfcgytorDO+HEgXRgXJeYWhSqVAry/AzTy1i/1BV1s9ibeUpC0cUozaUaayYzwtUcb1cCPFR9MCKsudlr1MiydXpM2h0q4WVR9jMxpm7XwEWNIQYjj1PePhCQvWXgK7jHT8JseECa7V87Jfo9lp8od0gy6gr3o2yronwH14waprUNSAOhtEWOLC99CujMOo1H8ueb+n9nPaIyeoFSIfvQmnEqD8z3ocAqB3rDC96GcbEuQ5RKZYvlHkedTXzcUwcMLZ17yZQ32R4ZwA8rSA5qXXUQXKCYP+BmQa0FHI6hKCreBsXgXMNweFuaie2oUpuJhuuAWlmvpkrIS4zh9VMHSXqnU+m0qgj3oM9OYoQH8VuHyPsW0fN5E5CdRflXT/YC0lX20yDOXk3yjlt2KZWIMSH8d76VlLpFPbHv4uWsDH+3a9S95FP0TPmh+k8rExftg8ZRA+ZelCVzrWlDNRqKgb2mbGScC3AGe+1bKfUWDF/S9UqMVYMu+Z9xc47E7BSYGbrnanEu1+M5cwMq2db7D2dLS8NvAGUmmLhUGcTc63M/LELX5XgdN9fKa9NsQ+rVGiD1KWRvvpDpFMJ5IPbELt3Uz/ehZ4+idZyMbq3Ldu2stmoa1PnFpBP/IYGXwfJNVvB4cY3vQ8g7WhkrOk6/MGXCZ2U8S80OP5dsS6kQD326bAuZWSI0X/7HI715+C75magsnyhSsKsSqHSIo651yp7HUlCufjtyDsfRpvXjOPBr5F4/1eztUUyqFS5sUpaL4X/Dd/W8ZeiXPPet5EI9XP43h9x1Zc+y2s9KWK7TzC86c1labZz0ffUq9gEO1Lng6CrILlASyGOLUNrOg/lnLaCc4pZRgtY/vaOgJqEVATs3rxzS1mhSy5wum7UfRHEipJQy4WoFCg0Y68jqAk0b3vxPswSpyqoB3v3Fa2cLu8aYHB8P/XX3cCx7UYtFASBpFRLuvdl4p4lBUK1kJrELtpI0oi+ZfGM93q66GJ6q/HcOm64GCguxMi7BujZBWxuRX75CPrBuxDUCPKRQ2i155G+7XOgJMHuqkihyf2de+9WsEr4zkUlBqDJiTHqk0HQVGypMVB8hIIT+DvONQgBevchKmEkJQrOZtA0RC2KpETRBRlNdBGcnKJe6KQm1INNDSMuuQlCUwX3UI1iU8oTsGixQGLPDiQgcO7fMdW9A//kawAknG3UhHYS9q1HE+24IseIe5dVdE151wDK2nbkA9NhozY7yoarsD/xM1L+xYz8+xewtb8Zvd64j55d5T0W5VDwjjQV6cBz2NKTKLbpEAddxZ4cIu5aiHk1qtRLX3CfZQTpzJpmVmjMa51Z1ih3z3o6jTIyiK1twaxTCDKKzKkm+ueimn6U+q7OpoIyG5w1peaNLIhUOzDnwktxOkgGTiU36I8ZlcbcAmB3omy8BjZeA6k48msPGVZPKYBXkwinJhCPpaiJ9yAPGtY+MdyN68efYqL+cnxLLsN387WI3fuwPf8Q6VQCQUsbdQ0AITaCLzWJuGgZU7/6KYLbw6J6iXTHfCZf34mWiGOfSiEkIigbr0VdeVFF3S432ZZyf5dzR2dg1X5RS5awCbnrd+iAMDVqMKXloJLFqdTkWSpsw2qRyvxtdcwbCXdtk9nw1zexvDnOtkEnb731el6cqAFtN8kDe1AnRpHrCxNprbB4uY3ePxxHdwRQV7xrRujWdcTePyB1/ghlxScgh0kvVxiw8hwUeGtqlyPEBtHty7L7iwmuxZSd3G3i0Al0j7VSb/YIVZKDkgth4hBi6ATq4pvLCt9mFIw3TUVIh8ll1SrFzFYJyp0jxEcZSS4GZoRpxebHIys4R59EEMbR518OQHrLPwAg7f8+ccci0tOGFiuvUx7ddRGigkwOU73WT0ryMFl3CYEFG41z9g5PHzmZd06x9nJRLSlAMWG1lOCryR5U0YUrchzFXkMoOI4muwn2HzAY0NrWED7xDKKWRE5NGDVeBBFV9qPJLpzRTvyTryAKGrZ5W1ACN4G7iYApZSgT4pzBqXhutFgk+7fttX+hHtDqNzAhtaAJDhzpcTTRhia6kNVw9voZRrdSz1XqtaF7/Nie/CF64DqCfX0Elr8d6eCPCHtXUXPityj2WnRfe97zLOD/EZEAAQAASURBVMY6V01eYufRNMSmsL9gsH8KWhqRBPXBbeiOAK5l15d8LlZziNW8UIngXUpwPxXZTYvH0KLGOzEn9VeKjCJzNhSaSlHJt/1GCEETdF3Xyx9WOaampvD7/bR9+SFEp3Uc8xtRuMhFOeH/jSog5aLcB/XHqNyUsiyaUa4qc7FETiOxOI4Q7kaI9CKOH0D3elGXX4CybAvvu97Ltj4bfd95CKnnD4S9q0k451MbfInJuotgmnUnc62a8xZif/IehNgIWtM5pCJjCFoSu6eRaEpDF+3ogkRNeC+CamS/xN/9b3mCZy4qEdBPZy5YqaRs8dirOJ76H+Jv/0cINBccUwqlXNulFiwri1tme6UEFWfzezZfW9c0kkcOIAbqEVQFW9uCittZtAgGvvz3aA1b0evXFhwjhHsQ+59FXfYOlE0t2P/wfdT21eDwIHUOGxbVnsdQm4oz9ImRPpTl7wS7rypPhbK5FWIhhEQU1DRCbAoxOIC0/1VSb/ko0ol0UcG4mrCHLGLDSH3PoC693TLfI1cYKpcIa3tmO2LfM+BqRAusQA+sLFjA53xB13WkIz9jzL0xTyET1ASNI49k/0+f+/mZ+1PT2HZ+mfHGa1DlfLY3c5gOWAuHmflR0FI44z14wgeI1Kwn4V6U11Y1qCa5u6oE+xyY83QcsS78od2EfOtJuheDKM6Ea3XvJuD3GbkrukZwpAcQQRSxJQapCe1C8LWjNZ1bNGyxkvddjYV78XIbsZ0vM/HYo0jjvaitlzGuz5BC1Gv9JCKTyEqIKf9m9OnComaihFL9kk7cj1a/jolw3KgXk3qVoLgSWzqIL9GJsvL94CgMHc7tI1SnHGSOtf3PXxHxrSXlbMEZO4lXGiZ5xxcqfDqFyF0byuUqzQUJTKk1Qtd11LER5MZ848zZqjszVx4aM8zPvBSs3oeWiNL/uRsJhULU1FRPKlIpzpqn5o3MNlTJoHijKjalKAStCBBKVQb+3wBzldvMNitkP1TZhR5YiR5YSerm9+Uds33IRldnmnBCJrDyvXgO/RQ5PYkquQks2FiwqKhPP0wCN5HmtxgKj7+dQPs6xnr3EVgy3TddRVl6DWL3o0ijO3H9/G+If+Q7RWlUi4272U6i1XjwrJSFzAQ2tX+Iel8DQjyMnqPUVBuiU83xxWKjrVgOz3asdLlrx156lpFhDce2n6N562h8/0cqbygepv/bdyHgR69bY3mI7luA1rgZ6fiv0Gq3oratRIhPIYTHUFauQDo+Rnr9n4NYfFnQBAmmk+6LviddRxjbC0IfQlgEuxdbTEeIhtD8jUZhUNmG7qkldeOH0P2NKJuLew3MsFJG8r47TUXqeRx1yW0lFZqS95BznBA8TPqqOxGHvMZ1AvnCJJQxklQA87whhE4YdWlUwaBa1xXDACI5iXpX4IkcQfN1IET7mZgMGX0IGEKwPTlM3KTUZO61qEdF1yE6SL0tiji6B+KjpOwNhAIXkXY0luxrJfvmkra5FDLzfdK9CEK7kdUoyel5NPuuGlohHQa7j2D/obzx7kwMQNM5qAveVPY6pTCbkJ0h3zlwu0GNL+8ayCersfuwJw+j2GrRRXteHyp9tqnoBGHJYMBEENEaLqM2dJxxuQNbagxZ3w9cbHluKeIfq2PMx4q1S6ghTig5gsfjhWAf9oe/ReqGP6+o71Y4Ve9MNSi1RiT27iT067to/udv5W2frdfmjY65zpGba5wVpeb/1zoSYK0MzZWCVI5CsNjff8wol1BoFjrMIQNW51i1n/mIe3ZBOHO+p4X02/8O16/+lZToI9jzejZ+HSDQ2IYcfA5l3cehb79lsnCgdQXC3m8jTu0wFpraFYiTRwoUmnLMMqfyPitVaMp9t+v/z20M/O0LOH/3VeIf/CbYDGuiObypIFdj10DetmpCCirpV+4xb9QinFub45yoSaGpEpMd19N023nY2xeWNf5k9tu33Y3Usw9lxXtKhlrp9WvRJCe2lx5GXfFesLnRZRAnQK9rLHpeOQR79xGYvxZhbA/i+H50/2K0hisg/oqhzGsLSV173sx73mS8Y335jPJbqbfOakHN/bbEkVfR6tfl1aap1DNjhjC+D0FNIg7N0APntpf1gFi0fUqhWNM06nJqAntqDHf0KFHvKuR0EFXyEvatR9TiuA7/HL+9gVDgfILBcernX4lt/BhxlmT7m7mOWaHJ9jcxgfzDbyALGrqvHXX+Feg1CwkNHLXsWjmP91wrMNXmUWUwWXs+NaFdxDwr0OUZz0b4+DMIaKRD0YJ5VpVc02GGZxbl5jDdEcCmhFAlDxm2QHP4Wd5zV1MI8RF0yUF44BC+lhUIegpB13BGjqHKPtSxoySd8wmsWk/4xASB46+SeM/bLOeP2ZRlyJwn7xpAa1iPfPinBMBQyuMjaFMCwmg3el1bQQ5mOVTrBTudkJtbCXzwL/K25ZJNmRWbYn+bUS0L7+ny0FihklDgs5WLc9aJAv4Y4t6tUGk/rQaPVajMqaCSULNiHpw/BitCJUlsZqttLqrJsSkWtmYOb8gs5rq/CWX1B7Efu4/a8W2IzhTR4DCK7CYQO4zmW4Cy/yfYna2QbAdHrbEYNS9BCB1DnDiItuh6xiJpo+bA5FGEaH/e9ct9G2fq/ZVTrDqPphGveg/yroezYXi5yLwrKyasSiznc4G5mF9Oxzx11zaZ8CMpNnz2Rkaa0tjbC5NWSyF1zUdoGnqO8IM/I73x02D3ZfeZred6zSIQ7YbHZI5QzwjCoR+hu+ahLrsDJIN2Vm/ajNT9KGrrxQUCv2WuzboGsM30q1jIVMnwH7Ubfd7tludVMr4ybcs7+xFDJ9ACK/P6k6uEm9u2UppmE5o2NdpNbbobTyqFnJ5gvPFaHIkBIwxMVxG1JB6biu7ZiBDsxDu1j0jNeuLBAVyp8em6P0LetXOfnaClcR38FbqWwJEcgnnnoLRdnlcAtdi8aSZgqSqHsQwqfVaVvMeUqw20EZyJXlNivYC3oYPIaBfejvMJDnfn7BNJRcY4VdL9UxHqrO5tIqLQBGiiDV9oN2H/pqzyUZDXExtC6n6MuO7C6a3D77AhdD0MaoLAxDbSci2SGkXQNVxLjIKeiq0OYTyEMN6H3lAZqUa5eTCzViibW0FtBKEL+dB27B2Xw4EjiKFhnL/5MgDpzdejO7zgqUVdWnmB6krGQSVy1mzndDUyRXL/brxX35DdVizyISNrmfdXyk6W2/ap5EeXilioVtYqd+zZwFnJqbHCH4syU8rSO1vt93R5aYrBquiS1b43CiqtUTMbVLMYmxfvvMVXUxDH9pAe2ovd4UIInSDpbCHlaMHdtJxU/yu4kgMo6/4McXwfwsR+oyhnYCW6f6ZWjHT0XpS1m1HXXg5UPjZOVbGxeu+zGc/SgW3Yt99N/KPfnd6il6wUn0EloUeVMtyYUUnB3Upxujw9Pfd2Z+9ttgaTRUsEhj77EXRHABAgbSQfa+1Xodt86IGVWUFIOnov6oJrwVmMf6sC6JpBQjCwbboe09ssDxNPPgSiA23+lSjn5gtM8q4BtKYQtucfQffJCGEFdA29djmp62+29Orl90GfsSzrOsLkEcSBF1DnXwH+QprzqpCYQJx8Bm3erQT7DmS9MuEiSfjFwuFm49VwRjvRRYdB1Zt7jzkItK9DGN2NEOlFC3aiizaD8YskQf8WFHtd9lhBUwgE6ogMH8HnsiGO70NrakFrXopW14q2cGPeNaphKys3h1ar9JTLqyk135uv44ydxBXtJNg4Q42OliDgzxn3jlqCY4OgafiDL+FIDWeJFyqB1fuvVKiT9j2D1rI0q0iYjWe5aBr8LQAR7yoUex1p2Y8z3oOga8Q9i9BFB4H6ecidD6AsfyfB4ZlCuZnCo4njj5F0tqJJLuptMXSbF73eCFe17fhHlHVXkb74jjkJ181VFBL7dzNxz48REpEyZ0H8Y9+rqP3ZYC5JZNK9Jwk98Atq3/nBislcyqGc12YuUMzrNpv8mmL4/zKn5n8TzkY4nZW2X43HxlyL54+dGW22MZ7VxiXnovAcBwQMGmfRvgRX/CQedwjp2D3ZD82252tormZDAHTVY4aQnMizlJ2J3LNSCk0pKm0ryK+/QurKD4AgIHbtxv7sL0m8+4vZULRiMIcHlWM8KgbzAlWucFqlyC3ymRvKdqaNMSWtbHvGcAFCMgiAVtOA7uxA6n4UTbCjbvoUTIfhaE2bkQ/+kMR7/pnwY9urT3LXVKQjPyejtKrL3lH80I4bkF/9ErqnBXmXYQPPeu02tWB/8OeoS+5AOW/hNFubhtj7JPaHfgmpMEJiDLG7Ea3tcoKDx6mr9SMObJ9RlnUN3RFASIXQfQtQl7wVqfN+NCWOXre6IuYzqxydukAd6ZEJpGZxJgl7er+ZetjcjlUCtxWKJnUf2cuYc5okolQ4YeMm0DXU8CiSEkZsaobRAQR9ZpzYkmPURvZiE7wITjd6bQupje9Ga19TtG2zoF5MIatEocn9PdvnkduXSq6XuVbK3ogvtBc0lUDHxvyDNZXQyVeRlBNIkhNRS5G21eJIDRdVJHNh5XGuCpPD2F+4F2XlxaQvf29JhQZAWXgj0slH0AUJUY3hjffi1CIIyQk0yUHCvYhk9zbitjYSOQpNps1A+zqcK28hMxPrU10IkT706f0NgZVGzhvFcxWrQe7c6Fy7CV26H4GIwR/oqENIThj9EKQsW2jgA5/gdMYdmJWZYutFJYi9+gJ6PIYUKF2MtRhOR1iZuW2rc80KjBWVNZSPkKmWnfJM4awrNW9ED00lgmQliXNzCXNCvzl8zKygFEPmGPNgtyIUeCOgkuc6F65O86Kb+TsX1YS1abIb++q3owF6oB9Sk4jDryKGu9FaLrBUaNDSCPFRhMgEMOO9KSWUl5sYt3gMGupcqkhN04iOjOFtakAQReJ7dmBr60Cqb0QQxVm7pwFS170b3WVYYbSW5WjzzgO5dJhTLpXwXGEuvTOns81su6dw75l+LFzpYRhQ2q5Ar19nMPglxlFbLjE8iYMvoDvr0Bs2oNcuR2u7FNu2F/IFSSU+nUhcRhGID4OWQl31J8axpbxxgoC64t2Igy+iJ8bRvfOB6ST80d0gtoFkn1kUBRGt/WrEkdfQGpeApxVh6iRS1+9p0FVI2gxWs9zwueggIIDHyNHRA8sRR3ehK1G0eVuKdi37/Vp82+Lhn6GJLqZ69hJYsCFbtbwawdtMVFJOeQz27KVeDpNOxMBdfnk22rZTP28dRAYQhw4haCkCEy8Qdy3AqUyAEie99U4Sqy8t215RQVbX0F7/AZl8jrB/kzFOLFDqHq2UnEowW4FJkz3gqMEZOwlszFOqpFQQWY0i6Cqa7kSV/YCAGu8pOf7nap6Sjrw03WBbWYUGIDbRg0ewISkxEEVELY3WfAHC2F7c0RPYkwa5gy01imvFDeUZ+tJRdJvBYkjvPsTgYWw7+1HXXpF33dnMc2ba8GDvPvBupjE2iF6/Ft2loDmXoTUvxbH97uyxiSP7kcRxtMYF6PNO0dNaYf/M6QCVouaWd4CqIhQh9CmHSg3RMDujc6nj50JmLRU2bjZMLl5u4/jrp3S5inHWlZo3MgtaOffrmfTQ5A5ucxJaZnu5j8RKacnd9kZSZjLIFejLPe9yi021lr5KrNelFufMIjIRNCxSH//OX7H7Z7+ma8d26t5+Pj3Burx+CbERgKxSkEG14yyjyJi37YjOJzYxyXNf/k/Cw2O0blzDRZ/6MPadzxDtXUTiwB6kmgCOsQlSN3wS3VdXliI5F9K+p9Hr2mZq1Dg9pN781qr6DtUngc6m/kClMCuTc5X7V03ibaX3J8jGdC73P4MW7UfzLWAyJYMgUauMkUgpCKF+5P6XkV01kJwkIdaSnuhHUiK4mlYgn/g1Ue9Kor7Vxce/piIGD6PNO9+SXcwK6Su2QnQd9qcfQex5AsfPnkVrvQRxbA/qyvcVniCIaPO2GN/VxDiB9nWoNQuLKwae/LpImn8Z0vhBhLHXofGcbD+rIQlRl9yGo+9p7HUNpE/BElkgWLatRIgOIYzvM5R+1wxBgyvWCbUthALnZc8t12dlcyvjDzyGf6ofubEdfXwEoXk+8vxVqJNedHcz6up8IwkUz/ckFmLhSg8ne3LEAy2NPTWCoGsARLTVlkpNtR6/01nXIvPsonITzkQPoRPbQZ6eWzUNUUuiyEaopmZzg6bhi52A+tWnrU8ZyLsGEPum53uHhYHLhEDrCsTdDyPpSQQ9hZROoiOgS0709qsRYkMowV5qpvagCRLjJ3eA5CrwjGV+y6lxArHDTDk6SE6HUwKo8+f23jMKTWD0ScTAMpTN12Hb+TC2BYtIHzsAx15Bd7gRkjF0yUX8xWeRfQsQw78g8c5/Qa8p9IKcDiPybOZ0QRTZ2poEFEvZqZS8VQqV5DuXSxuotMB2uf3VyFylwi/PpKw8OxXzFPFGVGBykQkzKSVknAmqQDPKfRCVujMroXF+I5EH/DGQSGRYaMw/uQLJT5+3E732fbjOu5jh//kuxPPji4WoMSlobYW1EWbjpQHDQ7MjOh9d15F2PMpz//KfRIJhRI8PJZFg8mQfIweOEH3mMdwXXo6WjONesRxdzrd3VGJ8kLr3GXkWVWKukwrn0lCSO/aKuennAnPRpiDbaPzbfwVAnDyK3Psk3sghapqXIagJHK2bsK19L5P1lzDmXk/QuxGnvxl35CiueSsREqOMzrsBF1EC861poUmFkQ79GCRntgp5JZB3DYCnFq1lK4gy6vJ3II69DqqS5+WxKmhoNjTkCmhFBX53E1rz+eBqIHb8iYL2KhKmbR6j2Gjo2JyGVkjHf4N09B6E6ABCaqawZqjrZTxCnPGUG4TS9kZz+JsncpCkaz5iOIqshNE954K2ziCFkCszVsk7TpD6xQ9w/vxzDH/u44i9B3I67UA553OkN32GkeZbUW3+vHOtnunZrkSeEegdK25BUpO4Y13YkoOEjz2FLT0GgL99vaHQAHI6iD05itZ+9Zx7jnORGUvihPF8hVQwu8+SIbN9HUh2dF1EBxyJQdKyH3tqDN3Xjl6zEK35AmLelai1KxF1FX/wlcI2AEe8j7qRP+CM9zLmO4eky/DgB9pWAaAu3nR67llLIo3upO3W67j87/4S+yqDJTS98Vp0l0FqIqhxdNmHEB1Bl+TpiIVCzIXsNdd5zOa/rf6vVj47EzLYXMmxVvNjhlDFTKxyunHGPTVmweCNTO88W7fkmYCVt2Y254O1YjPXcZynCiuBstr3Mldxn5XWzgCTlfbBx9n6tavQ3vsmHolMYfvdl4md9zaUjRuRdw+CrqK5W8xNA9aCerF3vyM6n3OdPZw83M/B3fs4uvs496sKqYFx0udei+PV+6lf2MDCrRdw5KEZgW/qkd8jShqei69g8YZ6yxCUziMpUFKI/YfRffXo9TNhbakb/9J4Fq/+DnQdZcvNxR7hnGEuYr/NeTel8olOl0Jjbn+29yI3ziO98hKkE68hphPYRB19ZCdhqQl37bI8JUC11aC1X8wkTQTqVjPRq4IIev06pGP3oS6/s/ACWtpQGFouKt+ZVATUhFHkMBXCcc/PQFPQGzeinL8UIXEBwuievFOKhcuYiwtaeWxytwmhE4iju9H8i/HYfExUmMxublP3tiMOvgh1a8E1u9j5TN8y11HjzYijuwARPYd22pEcYkpqyAt9Kqa0mfvqkjRCkg9hag86IEx1ohchSug8EEE6tgNJkhEHjyFMjSJMJRAiffg8zUzWXkBt8CXEkwnI5foRJRC9Wdp6q/eTQS7TYTVF+2ZbxDRbNFRNYEuNkZoW1jPbpcAFBCa2YWveSDTYiyIF0CQXTCs0gfZ1xI48jICKsmXmuZnp6E8Vufeve1rRlVhBgU8rJT7Qvg7ROw+i/WiCHWein4SzjfBIL4H22uyxmr6G+IFf4I0dxxHvJ9hj5AZllE5h1xOE/RtJO2YS2wUtiXTsPkRvDR1XbUKQ58YLnbnXuppBxJBM4AOf4vLFIrAcR9BJlAeRD7yIkA6TuvB2xBM7kUc6s+1IB55Da11+Sn2xgnmun6s53WotLrZGm8PKKpHh5lrJ0ZJJOloSgL/ssdXC8ntJROf8OpbXPiNXKYE3svX9jYBysZRvJFrmMx2+ZiUAVkpLONcoRleciw13drB9yHhnN37idn71oVdxvfpr0vufRYik0CUnQmIckjFwuCu6rtW7VxJJ7vrmbznwyjEA1PlXEYmEUXztBPbtQPUsYfTQQcZ6hkituwbWX4xy0VrkXQOETzyHfu+PGXJvhFQcMTyGdGiQ9JZ1yIefz1rWbbseQattRlm9FXGsDyEeQqtfgNS7H91Ti7Jq6+we5CxgFSJXbl4plihpjrU2H3M6UOyaxVCOmtSWioPbD6EEYnyEiNRA0reSZP/hivoTnpqkdvIIaiZZWtchMQaS08hzCazKP0HXkY7/D3pNPUIoaRyPDkoMNAUEG7rPQfrKtyEOGHOEvGsA3Tsfse9pw7sniHmCfzGB2SqUJrM9c0z4xLO4oyeQVr0dYfLYdO6NWnCfZiUpg8w2Idxj5AEJAiQnCY4NzjpcKq+OTvCI4YmxeRBiQ+jueQjjB3DFupgMVKAs5vQzgwbJhl8dRHM1EbG14Bvdje5qRG/YAOkI8o4HESeH0F0+pGO7SeNAFyQStgCSmsAeWMS4ZwO1HZtJ9+5DRwSx9Jg3C9/FSD6qmXOreb7WCp+EIhcKaTVLtoLSS3L0EJ7Wc8BZR3C0P68NRfYVnJfdN0fKTVaxU1KgpVEXXFf2+Hx+QgEdAQGyXpb83SKO1e9Af+2f8U++QtSznKhvNWL/cwiTxxCVMLISxjt/E0gOEieewBs9zMIL17PuzvfjrlPYPjQ3c52yuRUhPI7z7pdwnHcJ9o5F2ba77nmWGkC3S5AWkF/7PWI6MXMbDic1rbX454Bh1mperzZCxizbzCYqptj2uZDdZpNzowz0INaUVmgqNbJZEQecLZwxpeaN6vEoBSuvUjU5HpW2XwrFYiVzc2uqYdF4IylBcwXzczwbY60YlXDu9gLlo34RQjjNVX9yHU/8oRYh1ImejmJ//H60+UayZiWTg5kgYs/Xv8GJ41ES7/l3Ur//NUnVDy4/DekTTDiWUbO2BfszB0m33QTaMnDmFOSzBdDdzTh//EkQbCiiC9Bx9v2e9Lk30bJ5EeFHfkMKECeHkF96AHGaaUkIDiFGJtBDE2hvnn2l6FNFJbUTzMeWWujOVLhZpRSq5eah9DUfMf5IxXH87mu4x4+RdM1Htagyb1YQDAEfYu7FaAd/iaQlsNfMQxreQVr2Izhr0V1NpjZepyEF2rzbYF5+2w2Jg2j+ZaiDrxJ6+RiBBetzFInXaVSikI6B3VuQn2ZF1GEOpzHfR6B9HbXaMOrqd4LsYjKSwht+DWrPz1qsrWjZM9sz+yZPvkpDZDfK8ncAOtKJ+xFcMyF5wsRBhHAvuqcFvWGm4G4BUmFQ4gTHhwGoq3FDahKt4wZITSKdfISp4BA16QFC/o1o8oznoNIk+kD7OlQMpcLx838i4V6EYgvgP/k4Ut+z6OkISWcraXs9ojpC2ruBtL0h+zzEoVfQXY3U+hcbCfTpkPFNdz6IuuaDFfWhEqNOZv9sveWVPA9dsqFLhd+WsrkVYXwD7tFnUW0eSIYMhVs0RKDJk6/hi1gXGzW3MyfQVcRIL5ogYK6pYc5TyDwztf0abAe/D7ITUZLwLLkKj0VOm3LufHTb27C/9Cs80aO4k73o7lbUVe9DjY3g7XwA4fVvAdC0sJ01H/4ArecY38GpGibz5iJdR971CACJV58nuX4zA7Y1hB98nHp/PcIkCNFJw7OopABQGxYgjfWAJCJ6a9B1HSHHc1lppIaVTFDJcZWiWrbZU0EmH3auYV+0rPxBnFpEzNlQbs5YnZr/TR6ZN0pMJxQWY6qUTaMY3ui5K1Degn4mFJpqnpFViJS8awDx5ENIIzsBSDjbkNZ/iFDXy9SNP0PUuwrniptBEAomhkWLhWxSuBlbm+Pc986Po7ZcgtZ+VVYQXHBnB/3/+K8k3/pxnD/9a1zrNhF5/QATjVeDIOK7+VrCDz6O7+ZrkXf2gZokOHAM3y3XIe/sRxjdZdTXSY6iezqYFOehyl5qF2zG9uqX8vqgrL2S9CVvr/j5VItTCQsrNnZKGSpmS/k5G8x1rl7noQS2536KfPRlpvybSLgX4Yj345OTkJoCh58xqaOAvazO7yN98gmSroXYU6PEPEtwxPtIOFvxhQ+QdM5HE2UciSF00YZLTDLm2ZQnjAfa1xHs3k3txEskXW3I6QnCtTOF9eTUBJ7IEUJ1FxZVUkrBHKoGIKcncUWPE3cvxhM5gi5IOBN9RHyriXlXlmwnqzQlJ5GO/wqt4/pppjYId27DFe1CXvc+prpeIpA8QdC+kECqC63tUnRfR2HDsRGkzgfAWf//2PvPMDmy874b/lXqHKYnIQ5y2F0sFlhsjlySSy7FHBQoBlFWpCRbj2zZlpwtyfJrP7b1SLasYMmyEimKlEgxLbkMm3NAGmRgkQZpMKFzrHDeDzXd06GqurqnBwAp/69rrpmpOnXOqVMn3PlGBBKI6Crk2QMtkdvS5w+Qmn0KU02QWwgOsBQMRyRql/dSSN4OloFqFrDkoG1q5fK+lWNfwlATxLbY+0W4+Cax2kWM7R+DoHseo6UQL+2MjV9mp98kn6mJnaTPH2T8ypcoh9ZSCa/DVBMNJjKamyRiphGhYYwdt2PufFvL80797QdLSVwY+NrnUS58FwBrZBfmxKNgVSE04vxMIU34L38Vfcdb0Q4/hbH9k6jH/6Jx+55f+HHW3XcHz1/1n0/QD+p7WPDz/wN5/hBWajXVx34Whlai7r3Euo+u54HRAt999k3m//QPkIwqAEKSG4EoBLYjfvRt7ybx7g+7tuMWnrgXCMtu0yuKWbNpfS/O/kuFU/RSP237gR/tziBpqf+bp+YGRjuB2otmYLkIomb/mKUk1LxRGRq/jMy16r9f4rY5p4m691LLgrMm3glqFOXSs7aN9ME/RorvIJfYRTLzBhw8j7HzFxZNHooZUpN/y5U/eBUrMY41vp6xt9zHJdXOxbFpm8a3Hj8A2L4AzQTA0d/4Y4K6jnpgGiy4clYiaRaQLNvsrcHQ7L2Eccda1L2XiH/QNo0w7lgDrAHeB9gHcxz78DUArF9FOfE55PxZAJRjr6Df+V423Ta07AymU74Bt9wD7X3x8w2d1O/t6345wkUPrD5FQX/bPwA1SOLIM5hKnLiYxVz1GIRGkeYmGSlfxZp4FFgkGgvTJwhKKrXQSmohO0xyOWbbt+eTe4gUT4CwKEc3oRh5grlJCFY7TMg0fZ6APkNm5EGS6cuLHRSCeO4g2dQ9feWKcvKvSZ8/yJB1hVxoDaHyecqR9eiBMXJDd1IPRexURzOyZ19luHLMziPVRNAbWgrZOgrAkFbGGnmARGIjpnk3yqnPg3jO9jlRQlip7ciZEwhJxdz8IdKzVwiWLyCXThLa+kOkLx1fbFCSURSZYnhN3+/ejPmSIIZEsHSeamQd8fUPufqp1K9FEqPkSrVF/xMjhzV8c1eGxulvJ9TXSbPplhMT042x6Zehqdcd37Ma/uBLhCsXKEc3I1lVIIJklIkWT2JsvRv15KsEXjiBcfUM+tt/suX5QaClHr2K+spRiIw732+DfsftSBefoRzZSKQwhTL115hj6zHu/zHnB2Ipyj/7B8iXTyJO7UNEF+ve+tgjrH/grmUxGd+4WWbqc3+HPH8Ic/U2au/7Jw0/sXUftZn/F2ZjXJmqoplmy8qMrRwj8LGfZ/63fg0sCyufc2jBxqACt+S+9FmUkTFijzzmq7wfhqUfhsaNgXm1uLahrfHD5Phluq4lQ3MtcU00NTcqoTwo9OKsvNzOx9/rSTT9wk1KM8iF6Oaz09x+tz62oxGznzYTmloeefoV5OlXycV3Exdp5Nwp+9bDn0A9tB8pcwwRXgGagZSfoxKcIGRmMDftQH/wY8iXjhP4xu9jrv8BxOhtjSzoAJivI+9/kkzqfgK1GeK5g9QCY2SGH3Q0y6n3z+9h3ojoc/YbyFdfpfqBf4ZYtcXXs/3AySSr/Xo/ggYn8zQ/a3opzM01OTyEIPiXvw6lq8yPvt3O37GAsfmnMHb+XIsPRV2qPbPivQi5M89Qu0ZGOf5ZzHWPQXikdR4Ji9TcM6RHHmFEukq+CtEtjyKf+SoE4lhrHmkUdSJq25mk+t+OqMyjn/o62q2fBLOGNfm/KcW2ogdXdBRt1CcsYvlDhEJh9MI0WmSYtLKmEd2r0VbxMuab3yCf2Eky/QqZkYcX1815OwFDat1tUJmjfO5FIiPrmC/7Cy4aKpzEUmPUQs5BQtrfvyuESSx/GEkYlMMbMLRUi9lfS2JNvYTy5t9gbvsY6YtHSY2tQZn8fcwdPwWRznFrhp+9oXn9dEvW5zeQwFIwouSQZ/dhbPwQ2dnzBGqzxAuTSKaOkGRAQldTKGYe4+2fwtp8x5La84KUvoL2wrNYqx8EvMdT3XsJafYg0tnHSY++jWT6FVR9nuqH/wVifINnO/KZ/QSe+yJqRKAkU8Te/m7UtetRYoOXlgvT5OJ//x2UqUNIgSClH/1NNu0a7ih3+oQOQjB+8bvkv/YFUDXe+i//Id/6u0k7yEkxgwiNglFm1X/+7y0maIOGfuUiSmIIOeKusXKjq9ojyS6FmQF3ZsUpTYNX+W7wa7EziEA8dVwrTc01CencbTC+VzlCJ/ghdJsJsEEzNE5/f7/BS/I+KDR/FyeJUL8MTR0dhFkgjjV+F5Klk8y+hlHOYK59O5XQWsQr30YEE9Te9XPIxYuE163FGttAuHQGqZpGvnic8B/9PMGv/w7m5g/b0aXuWNzs0lOTGHe9n+zQPUSKpyiHNzE79liDoamX8TMW9fdwIj7kKy+hXH0VCQg/8bsE/+JXkS8e7yi3FHjZRjvd67bGvJiWXkzabnjBjSSBrCILA9ladMhNTexEFxry6a9gHPozMufeID01iarbYWZVPdNRlZNfS15KUjr/cqdWQJKRhEFq5QZEdDWxpB1BTNILLQwN4GjK1BwAwCsUc/bsq4hjf0U1bGso05eOk03dS6g8RbA81VG+3s/UmpsJl84wp25Avu3TzIZu6QhXDJCemyYQHWKkeIBi/OaWCGBIUoNpIDRCePv7EKO7OhzpO35WbyNUOoNmZB3fqW9ICtqOj6NufCfByiWG5l9AP/wZhlMp0ucPNtavsWc1yvlvYa19O8iq7Ztz4kuIlfd0ZWj8wGtNODnc95pHzA2SUUYya47Prv6HH0EbCmGc+SYICBdPoT/0Mcqf/kMqP/k/kIRJfuh28sk9BJ7+cyi5awp6gdNYiNRKau94H8bOEYzbV7o+28hjVstiySGEJJMefQRdG0Y98K2ubUvFDFJpmsDGrYz8wq+gjIxTfPbbXZ/rB7mv/DXK1CEC225hxa//jiNDs9gxifkr21i5awcYOi997SW0g99B0sHY9EGy4S1IRhH0zm85SGgr13gyNNDpt+r3Xjc0+8v0wtDUUzX0g15z2Hyv0efLztT4IdwH6V9yPYh5N2LKq+wgc938fYMf34elov37uNVdL9f+U0d7nHY3J2hjz2qMe2/C2PRBAAL6LMqF7xKsXUVZ91ZyVZng4/8DffdjZPZ8jKC0SJga5cXITvrb30p6apL8QkK1ZiLTCAwTDIaQRM2W1C9ImtvRTDyqey9x4L98jfyXn2i8R8N/oem9jD2rsUZ3Y656EGP7J6mtfR9SpULwq7+F9sxfgNkZfaoXLEUL4odpcdPQ+F2j12ItLzUcuf5QPcR2a8hgUw6CVSMwsoVh1Q67qdXm0NWkZ3ABY8/qRROmbWuIJZ2TCFZCaymee4XC3AUkYTiWcYqY1W7i5JY7JD01Sah0FnnTe4htfmRxTssq+eQewqWzdkQ2YSFZOpKlEyyfp3r0bxGTf4y55YcRsuaYRb6hHVq3G3Pzh7FW3EPSuETl2N91lPOrTamXkS+/SDQxSjW0llrQnahtfsYJTkxmemoSoqsoJm5F2vVptI1vR8qcYLR0APncE8hXXiLwxT9GBKKI2BrSU5NIc4cIGvNYK+9zdfz3+g7gfhY6XV+u3BXB2jSK2cmMGHtWc/asTOFtP0egNsfI3HeJrBph7aN3sWmbhvby3wBgKjFqwZXoUhz1+Esd9fS6F3mV1174a4Jf+k8ok0923OvYX8eCaEaW4dmnkawahcRtqG++YUdS88C6D76dsX/9/5L86E/Y9Y6tINFHUmQ3NM69Q3nyR46jbbuFkU//U6RAp4a3Xh5gxZWn0Q78Fy6fuEo1uILK3pcpRTZj7Php5ssyteBKRGCIc8/5i9rYDYOgD50CNy2lzmbTMie43bs7esFVe9MNvfT3hhfWOWDZfWqWy9fBSTrai9nVcpppuYWIheUnfrxyz3yvwst3qfnacoytk39GNzgd1k6mXU7PiNFd6MO3YNyUAC1E8Ev/CfXk5xgKprBiw8SlNKnbUnDbrzP1p59BHHkDzchRjGwlNL6twcy49UkvpREhf2vRKdqUU7Ss+jcw7t6MujeMlD2NcvU1jJ2fBllDOfl5At/5X9Te+bMdDul+4bWOBmX21WtoZa/6upnH9Vq/Wx6kZnQzB7LW3Yo1spbhuafJDN1NLbwWxSigmCWsLZ8iM3WAZPplRlbeASKHWPswVtV9bBtzzTIYLR9iNnIbqXWt0cRSEzsxDu0juHY3UjUDtWzjmfb3a//bjXg29qxunefCJFC7ynwmS6rNqiG1bhfVwjFimb2EFANJLyBCw1gjOyGYQgSHEMEhUilnxsSRUYnsIpF5FV1LYQQWJdFOa8MzAIIWxbjyBvHRHcwtjedvfWcnU73ISqzISpu5K19FTh9HKs9gbv+4XW7trSiT/5PaO/4B8pwttW73f1mKX8npEzos1NM+vr1ERPPDNFYiGzqupSZ2YrC4jlb/x/8Pc+YK6uqJhmmTuf421ENPNbRuhfgOUvu/iXHbo6AojlFQu6Gbaar+th9H/fYfYQUjXfP5WKu3Yr35BnKlwmjuNcw1b4E5kKeOYG3c7dqHM6dMNm3rP8eSF9rHIBQLMPSj3SPmffT2DF/+2b8CQNJnCC5clz/w4xjJcVJvhEEvIKrHkK+eAXb13cfa6RPM/e5/gs/+z4HTRf0yNKX5NIXpWUa3bXJlWpz+dio3qMhoolYFWe7IU/S9xthcE/Ozdu1EN+l2L3U6wa+j1LXAtZwQ14ORWco37KctuPaq0W7v55Q5tx4e1jPruQuMO9dDLAUSSLUy+djNSNU0Uq1CLrGYqG3NRz+MqkA1OE7g1o9hjd/ZUVd7qNpqeIJE5jWC5SkClUvIV15G0Z3NX9zC3bZfP/+5cw1NDgBmBckogxYDNWxnjz9zAPnC0iVu3ZjaazUXu8GtH/32zU+oXD/Q7/9hrPgIycyrJNKvEs/sI5e6i/TFIwytvRUhKUiZE0iShBi9zVWT1zwXAvocIrGe1LpdrnNdMip23pq6C6cPs0e3jNTqGxdR9CzB8kVSa28lXDyNsuL2jvZTEzvBqBChSGDlbZjbfhTjlp/E3P5JxNjtiMQGCA61tNltraYmdpJadxvK5vcwVDtLsHxh8bqDAKB9/TeXm6uFkXf9HJXMRULlc57tevXHKSGpq5mWJCFV5hYYmk80QhrL068iomGsiVtdGUk/8DO33QQ6ftBrnqB2Ycy6j67nUw8bvGWdibZmXYuvhkiOI0LRRU1kYBjD1JDP2cFXugUG8gpg4zUuIjFO8Kk/w9hsazbcIq1ZEzuofuw3MNc9hlSexjr/NADBJ34f+dIJqLonN1yu/bCuhdu0TWNiaJ7apQsUn/qm5zOfetjgC39pj6m59mZEeIzaAz+CCA6jvfQy+S8/gXz2a2j7fwssE6lSWFr/JYnIQ48OhD5yC8LUa92BeIxLbxxsRF5rhhcTk0sXOH+yfw2nV4CA/Le+SuXQvtb2vv63XPid3+bsN18BvjcYnGsS/WxQC8rJeWm5sBRNTrfNb7kxKAfpftpxc6r3W6/bYbFUKfogMQhnVq+M6C2S6lt/iRAwc24vO//p+znzptX0/irqTZ8ieOB/kD357UaUqjqcpMyVyHosOYhk1YgPjZDPzhEtT6Guvqvh2OwVLalOpLUnQaz/PxwPI0+/QpkwWt3MyawgIQh+/XfQ73o/xp53O5r69IPlDBTRK9y0MIPqk5ujdS8SdGvNdqof/49QzBJ48k+Q5nVks4KlREAJkB2+H8nSGcm/DpKdA6Obk37CmsEc/6DrfYFsm36ZNTArtpbGrCHNHmQs/Sxmapj5+dmGFs+NcFX3XsLYvRJz8k9IBYJUdR398F8Q0rPM19Yz1NbX9NQk0dwhgmseRAx5ZyZ3SvbpxMi3rKfobuK5/URTKxHt95rgZZaWnpqE+C3EcgftUNRR7+Aa7XU5MTRekGYPImdPY27+0KLW1KwhX3mG6vt/GTzC2i4FDW3uwrxtH89emBWvaHlOc7Ue0t4+07WOc/30CTsyW+78fsYqZSSzilCCICxUVaUWjLaUdUO/Qjdr271I+x5HqhUx9iyGBnc7Z/RHH8Uclwi8+DeYw7eil9KoX/9DAlqIysf/DWihRj/c2l9qYJNmOuz0CZ0N601mf+vXkID8qbPES0VXP5U/e1bFeuMVAoB+1/sRKzahvj4F1c8zXxIgC5S5/QDI2ZOs/ODPoqT6p/cCG7f6zsnSDc3+M06pNPyao6maxu5P+DMBbDZR++bXXiZ46CV+5T//UONeL2juZzsS7/3BjmvB7bcSnZ8lq9m6tOtNe/nBNctT0w29ENF1FXLzoh00kzMIpsYv/DBqfjehXtruRgQO2oTGb/03KvzmUegpUpED2omU9qhFHf3Z+9sY2hD5oTs66vDTRvr8QUarRynXTJvQEYKwKsiTpBpZ50pEOIWWHWGaXBX04IpFQqU8hzr5u8yNPcZI9hVEIm5rDFIrkTNXwdRBWLakND46MIbHDW6Zj7s5L/sJXeuEXsxVvLAU0zNHmCbq5HdQ9z6ONXqX7bgvyWTPvsJw8RCEUpibPtTyPdqjkaUmdqKc+lvM9e8CrXW/b8n7cvyzoASRqleRTB0pEEBU7fwUcmIIA5V0YBemlnQlcNPn95PIvIa65l7mS/a1SP4otdBKDC3V6FcdxZPfIkGG2dDNvonmrqZnbZCsGsn0q2RS95Jaf3tHHc1w06rY73aQ0dKBhShkRzyf71Y3OJswSbMHkXNnMDe+r8UMVJo7hFTYT+1D/9zzXfuB27xv9zGsv4MfODFCbkxdfV14rc26KWNqYifWgT/AUJOYapS4fgUrGaf2vl+yw3X3gJ7PSKMGamDxb8XZx6sO5Y3HCbz2ZYQWAzlINryNUGWKoJyj9uhPY63uZOIHRSM50VwXfue3sS6dpxi7hXj2DcIb1jP86X+KpKottMuZ506gvfQMxVKZuP4m1Q//C5STdij4odlnUBNryYo4SeskUmaa8FCC1L/9bc++LIeA2yva2aATb3r5zUBnSOd6QtKlmp21M2h1GLNXkQJBlERrwJSlnl/XKvrZDcHU9DIp2xmb+vN+fB/8qI37XSTXmiD3+869oJ2oWw6mw4kRvR6arV6l3L2YSCw17Ggd7VLHdR9d3zL/61BO/Q16cZbs8AM91dtMBGTO7UPV5xByEIFEcnQNtfMvUEjuanmuDqdQuwCpmSfJpu5phAzuIDT0Atq+/4YIjSBV5gCwoqtBkpEL9iau3/0BzA27EcPXNhux05zoN+leuyRzkP1zQq9MTfPak2bOo73wOaSKwmzoJlLrbOJcmj2APHsQ86ZPtjzbPr+HI1CZPkrwlh9ubaSSRr76KpJ5CTlzBX33u1j1ljtQx1YiaYt7ixCC0gtPkvviZyhGt1FM3Ap0zh350rMUCiWqXXK61J+Tz30TEV+PGL7Z15h0MBo+TNHSU5MEKpdIGFfIBDZiBNxzu7T3rx3y5RcQwWHE8M2u68urH831tmvytO8+hTx/BHPTB1r92iwT9fAfot/7Hszt93Xt+yDhFL67V/OyZnQTULSfN46M1cg48vyTRBIBwnfeT2jXnZx5c5FE6tW3qBehSB2Bv/3/IRKj6A/9KIRizu0KAYUMoc/9e/LRm4jnDmJJAarhVYT1q9Te/fNYHiH1B8UIiFqNi7/zF0jTr2Pe/sukLx1j/PIXG/dTP/mLBLfvaPhpnP/zz6Ht/xbG1h9BpG5q+eaZs68RKxyxA3sAsXe+n9g73++aFNNLoL1UYbeXUHsQYZyXgkH60Ti949zv/b8Et+8g9vb3NK4N4iz7e5t80y8z0rzAnRgRv076Ts9dC/TreNkelWmpk82LuG8e10GaEDrV3/x/Lwxpv+jFObXXKD39aGr8POPE0ABglOnFPa69nfTUJMhqI59HamIn8ptfpBzd1NI3X6Yit3ySxJHPoAxvJqcHgLaypo4IpjB2/jyYVahmIWqbzen7/8COXHTqTdQ3volx+zttU7UBmcS0z3WvNeh2z++69WNL3yta8os49MupnJuZWnO/xNg6au/9JQLf+WOGLr1IxjIY2nAXYnQXxoUXFmOlLeRSGr/8QuNZXU2iGlmichDD0gEJKXPCdkRPH8O86V6MTR9mzY5RtBWr7TW+unWPlSSJ6fGHCfMZosUTDaamXQs4WrpANbzDdXza56WIjINV664NEBZS4SKplZsalzzXohBIQsc49GdElCi6lsIa2Un4yn7ygbu6alSa62/ujzV+J/KZr2JceAFS93Tvh0tf2+enfPkk8ux+zM0/2BGoQ774NNZQEnPbPS3Xr6WAaanMDDhHaWtH8/s4MTQARFZQe/CXqQHDjbNp8bluQRPa11rzWnR7rnms1b2XkGfOYs7NEjr/7+y8ZAjQIhg3fQr1WMHuw77LSIVLYFYxlBjp0Ucw1ARIMnp5ivhXfpvaD/3LroIhpzPedyj7wwVGTz+OcvkF0sMPoF86RmpiJ1eBQOUygdoM/O//TmDTNqRwhFLBwviBXwDtXow71rQE+0hPTZLacBdwF+VbEtxVeprZPT/QwdD4EToPYt52y0njdW254YehMQ2DN7/9HNt+4K2uZdyYtuGf+qVG5LobyezfL667psavpsHPJtvrRjwIBqYXpsIt2Vg3ImkpWgU3wqy5/W51L8cBt9RoOoNovxn95EzoBi9TNEcTFA/Tl/gHFrMdt/dNvvQctbnT5If2dO2TE1Hl1L/k/Itkh+937LNXfQhBNLufUCSOmbtIZvQtjTJS5gTKhScxV96HGG2LZmPpdgLH7Z8AWSF75mVGZ+xDr/Kx30Qklid6TzPh3wujC4PLMt7cFy/49T/oO0qaaaK99AXkw89Tjm4msP4RlEvPYg3fjDx7ECl/FpQAkl7EGlkLehUR3Y5y+XkAO0mnGkZoUcxb78HcchciPuIatbAd5772HIEn/w9XV34AxSwTKZzAUGNYSpRk5hV0NUF69O0Ns5xuZpFqLU2wepnALT/iPnZCoLz5t4jQMFLxEtbwrYix3Y3b6alJhocSlC5NIptlArVZxEL7paht4qPqaSQEqp6mFlxFJWL7RaTW3Ez2/F4sJdzSr+Z+NvcjfeEQqYmdiP2/j3Tbz7SYobmtvY5IYrevQnvyKSTjONJ8sTFW5uaPkL50vKVNKX8e5cwXqPzgv7YDk+D/PB4EBhXSuZ912B6FDVr3WK/n6m32qoXplny0DuvAH6ImVpMzIyhGAYBAbYYgFYwdnwZFtc+ONbdgTv4JppagGL+lpY5I/iihlTH0R3/KsY1eord19K+Qp3Jskuxn/xiASmgNudQiU5ya2Il09Q3Us1/DSowz9K53k37xVUQwghh5T0d96alJ4h94zJUeM+bnUIftcPFOVh3dzOTbsRSTtX6YGKc8Nk7+ON3q6KVtIQTFmTli493PTS83i0HuAX+vzM+WE16LdylMTT9ajF4Jpl42zWYmoVs7TuY1gyTQ/EiynPrSDZu2aZz/3Lme++rlQ9Ht+lLQzafF7/NedvIA1oE/QDarpMfe5suXpl63V9nk3PNkRx7suC6ZJQLVGWrBccQCsYZloJhFVD1DpPQmujaCtvFtqMc/Sya+i9jWdwAgX3gKkdhoR51qhxAoJz5jMzUL/VP0HCOz3wGg+q5fwNpwm+t7DQJuc7MbgzAIBr1bONde0M8+0AwpfRn19a+inJtEmBakVmDc+gjm5jshGOkwfa3vf1LmClJ2BmvdrS3+AF4S6ubnEYLgX/8WcuZESzmhhJBMOy9TJnUvhjZkBzZYgFsgg/T5fQzNv0Q+uZvExlYGvQ556rt24tsVd4MQyOe+jlTNIaKrIBBHaDHkq3uxRnaSz1xFD4y5+zoIQTz7BpKwkK0KkmWgBKOkwzdjagnX9TYcDyLlzmGte4dtzla+SKR0BiHJ6IFhStFtjpHlZKOIahaoBVeAsBhOxiF4CSyBfvcHUA/NN8o2h8G2o8KVUY/8b/S738X6D7594KbMfjGoud4OKTeDUDSIDvXcVq9nl58z1K8/JtjfNTX3DJXwWgK3fIz0hUMgBKnZ7yKntmJtfG+j7HBYYF58gexw616t1WYZKh+n8mO/7thWgy4yaijHX8Lc/gCo7oY7zXNj6g//GOX4y5hyENUqk43vJqDPIgFCUpCNIppkINcyVH/gF7DWd+7bzX7RXjDmZ5n5D/+cykf+FWJsXde+DSIokRd6YUD8BhBwCj7gdM/tGa9yfuHG2PxfpoYbj6mpw80ZX1gWV/75zzL+b/8LSmKor7qd/Hy6OR33Ci9TGC/pkdP/fgj7QaKXw8RtDP1K0r00U93u+yUGe0E305f2gADt8GJ+6uOhvfprAMyseJ+dRNADThHXnBDLHqASnmjJw5Ga2NnQoJhKBEOJYapRVD2HpYQx1DjlyIYGszMcD9k+GVvsKC/KyS9gTrwdQp1ZptNTk4yWJm2H89Bwo1+R/BFihWNYkkb1p/97T6Zobmuwm8lZr9+/Vxv7fueZk5P+UuHZ93IBKXeVDQ9uawl92wwvyanbgehl2oewkKdfA6OIiK5Gv+8uiMShUiT4pd9Dzp4C4OrKD3k6Ujei8YVMatOHGr5hqYmdYJlkpvYxtP5OlGN/aedqaa7LMpCKl8AoIZWm7Zw2TXOyuf4OCIFslhvaGdmqksi8hjzxCCgBkGREIE7x4gFUPYOQVEKls5QjG6hEN7d+WyEonfwG4dJZCvEddjAESQJhEs/uIxgZQigBzPQ5lOEY1rrbkHIJRGKj69ikpyZJrb4J5fhfEt2xgfndH2PTdu8kicuJ5WJq5EsnsFKrIbzok+L0nJ/2nXx1vIRzTnXWn+m2xy8yNgWG5l/EUG0tjKlECBffJFY4Rim6kWLsFpBVFCPPyMy3mR1/VwujHyxfIG7NUv3Yr7i+16ZtGue+8DiBl/6G6tt+AqvNBNEJyrEXUZ/9HPn4bYQqU+TitzOUsQUHAhlVT5PM7UNIMrV3/TzW2ltAaQ2y4EeYXDlyAG3DFqaeOkDwu39M+Yf+NYxMeD7TLsDuJ7CS0zO9Rjarl/VCNwam/nfzntpL8KpBMDeDcG1oXiu1W5L/l6lZDjhN2vw3/47oI48hh/xHO/NiZJayUfcTDcYNXtoeN2bHS+rk9H6DYNyao3v5VdE3o7lce6Qwt/r8SuOWE90YGnCfA/X+57/8BCPyPMrFpz0JvW5heTukwGaZZPpluP0XO+Zk4dR37dwgOz5J+eQ3Uc08heTujvak9DfBmkCMLPhBlOdQLnwba8V9zGdzLX1JT02i1NKkpDTmpg+QnppEMqsMpV8knXqAsbnvUv3IP/cVPMCvptBt7nabd05mg+0asOY2/JiV9ROdqx397hfdTE+d0MtB121v8SOo0J78P6gnXka/6/1or32FubF3YKrx7o0Lk2T6ZYqxmzHVKMn0qwhJQUgKAVUGs4q58+ccH/X6zs3/d3XkX3MLyonPIuQgFd0iUJ1GXnkH+WIR2TKohFYwlnuNmeT9IMktcyn+gcdQXzmFfOkZjMx5QKBpGjltLdGtj5GemiRYPk8sGrWj1zWNWTsRXWfo5KtfJpJQydz/0yArjt940EEunNDPXt9e1k1TKl8+iXwx5Bi1zM3ctH1/7DDtG6DQy22faG5TNkpEC0cIVq6QTt2PLGpYSoRE9g0kq0Zu6E6MwAix3EG02hzpkbc0fKaCpfPExRzVj/1qa8O1MlLmCmJ8I5u2aZx55QLBv/53VH/wXyFGvZkG7ZmXkI99hszIQxjakH3RrJLMvNbQ6teDBOi3PILx8I+2PO/bV+eETuhP/hnmhlvQH/o4yuGnMW95CALO9Jlf1wSndvyUb9eG1NdGe1jnftFNg7MU9MqE1d/FdWwss2skwPr3aF/f33eaml6lpssNP5HQ3ODkcDgoLJWpcVKJ9ypVcqvLqa/dTKPayzndA2cTK791uvl5uL2TX6ndIEzSeiWMvPxWnN5DypxCPfEZ5kfeghEYaXnGbdz9EGeJ9MtoqY3MsaLzpSyD0eJeZqN3gix3hKoFiL//nQQ/8x/tyFkLCf4ajIt+DvOmT3Z8wxGtSD6XIbrtXQDoh/6MWmCcWngtqdmnEPe/F/PmTpM4J3TbW7ox9W5wmndO36/X+dxctx/fGUdzKxfmyms++d1/+yVw+9lfnOatPP0alGeoffinCP71b1M0VMoxf7knJEtnpHKUsqFgqhEqkY32DWExNP8C0u6fd2zfaS920tb4GfMRaZZcxWwNdd5ULpo7hKEliWx7dwuB66hZFYLUOtukx1pZQHv2a1R/+P9B3T8NdAp5Gv23DJRTX0BEFdb84i9x5oxd5/UwO4P+99T29eo0h6X8HCIYQT2U7njODX6CMvjZT7vV5bVH1J+N5I9iyUEq0U3EMnvR9HkKsZvRg6tAkggXTxEtHCU98hZMNc7Y1ccx176NeT2yIHj6DkPlk1Q+8o9BC0MwjHL0BZQTLyESY+hv/RSwuK7lU68jmXojAp669xLGzmG0bz+OPnMUTU8jm2XyyT1UwwuO6pZFMvMyhpqkmLAFV2ptjuG5Z9C33o3x9p9svFMvdNXGrSqVyX1crq6E5FjX5wAoZpDTl7HW+ot02AsjdPqEzqceNvizZ9W+tEHt6CUgw1Lbgt61NnWmxklgH/jif8LY9U6szd39d9vX6PcFUxM4Ymcq9yMhvxHQj8RqUMSu33te6KadaC/rRcj5lZz1sqEPwlzGrQ2vqEK9YKl20d3gJdVvLtOM9jLGntWor59DOfFXSLmzlGLbKMado0J5Oid7tBsqnSFUvkg2dY+jSVti/iUsOUQlvAEj2BnGNrV2B8rRP8W86cdamBqAROY1lE3vpnD5MMHKRUKBAEZxDrAoxHYQX7UVlDDKma8wG70DZJlw4SRR8lR/9FeWFA2tGzFUL9MNXvOvPubxDzy2LJo/tzne3KYT4+rUXy+Tz37Qvlfmv/xEVyKuDj8CB2PPaoJ/8WvkghsXfElM25lakhHICFlFSFpHlC/FyJOcf5ls6h5MzT5QQyWbqq9ENvrTuHgwkM1lnMZaPvs4IrqK+Yrq/F2ESWruOdIjD4Mks+ufvZfznzvXUk9zvXWndu2Zv8TY826Uk5WOMWzp14oNKKf/DpGMUHvs06BqA49s2Q+WapLtR/PeiwVArybA7c+4+nf5PJca5WafQtPTFCNbKYfXMZR+hVpojELsFlDsRIiR/BFC5fOw+YNI2dPIM29grn+3HYTFrMLBP0AJxtAf/VGsVVuRMleRpk8jF9d1jJd0+RRoIcTo2sbYyGcfR7n6Gvn4ToxACl1LNRLyAih6jmT6ZebH3tFiIRBPv0bInKHyif8IwVZrHTd/vBYYOsHP/VuqP/zvIRBcvG4aBP7uT5Fzh6l8/D+13tNrtplbj/mEusFPdNZ+o7E5jYWXYNVPW07ohalpN3vrQDHT4qcG/k26r5X52fKkD16AsWf1Dc3EOEHoOpf/yU9QfPEpTy55EExaN+I/PTXZ9aCto9d+1Pvvtrk7SU9vRKQmdg6UWVpuNPfVrd9+ykhzk8i5M2SH7nZlaNrrqB+49W/Z8tvUbdWysAiULy74BpQIls471lkNrSZUuUCgegm1lgbLarmfvnAYEV2FNH+09dAfXY2FgnrqCySrZwlpKubaR6hqI0jCIFY8hnLpBZQzX8Vc905S63cttLcGOX+WwN/8BojWtnpBfZ30ul6ax6qZoG2ef+3X26WvzePQ777Ri/lZc5tO/W3ui7r30pIZMHXvpQ5CvLnP9d9ee46fcZEq80Tyx0jOv8jQ3LNECscJl84SKZ4intnL0NzzC/eeJzX7NNHcYQKVaXQt0WBoAIKVS1TC61v65gWv/bp9DrSPsbXqAZQrrzSiWXW+lIKuDSGbNgFy/nPnfAuHRBOT3zG2wiCaP4I6+T+x1m1gzT/6Rw2Gpjk1wPcimpk3P/PXbf7V14nXHOjl/Gv//vU50R5drXmuG3tWt7SRHnmEXPIOTDXOUOZlLEUjWLnEUPolUivsOVuKbMdUYqgnPosy/TIgo1x8GuX4X5CdOkB2+D6k8gxWwtZ2KKcNrO33Oq4xsWoL1EoE//I3oDxn+5XpRUwpQDm2FT0w2sLQAMSz+8gndnWYPJejm5D0ClIh09FOc6h797knUf34f2xhWtTXzhH+o19AnnkdqVrq8NNBCzgyNH73NLdyTn2sz7X6M/2uIbex8Jpr9bLXa+3Kl0/aDHAT3CxavEy9lxPLmqfmer1Uvzh9Qge9RhiY33sE3vng4vVlgpdWxg+x7sekb1C2wF7mNs1wk3r2IwVzg9eY9cuA+fUj8oN+tW3NcH3eNFDPfBVDiVHrkojQbcxbbLf1PPK+32JIjQESgdoM1eBKKuEJwuXTVGKbFx8WAq02Q6T4JumRt5JYdwfBwnnS2Tx1GUm931Y+iXLuG8jhWykd+ypD5XMouTAlbZxAfAPl7FUMZYRYZCXVyFpCE3dSmDmPqcQR4RCk06Riaxv9LYU3EM5eRn3pbzHu/yHAn+alF/RqnuJljlS/30zQGNByIDrNLae543cO1ss0+wAYC/fie1Y3/nZ6xun/XsbUaS/qZk7Xvje19EUvoT37GfR7PtS4pD31PMKyyI4+gJBVQqUzWHKQWsiuJ1x8E0vWsOTwgt2/QDHyBCtXsJQmqXHdQKFNo9Nt//CSwnv9HyxPEY+uIrHh3g7mt15eEhaSMB370kwoNyfhRZJQJ69g3HtTx3dU9CzDhQNYYyuovudfIlIrOXPavnejMDOD9FPphm77sdd9L7OzbvO6eS3W7zWv//yXn6Cu625mjsPb7ShnsllENktkUg+SyO2FY5+38xhJglJkM5XwWiKFU6hmDmpVUCMM57+DJYeQrBrq4acx7v5gB/HZop3dkST49f8JZg310B8gkJCFTj5xG5JZJVo4hmRVKUfsXE6B6lUkLDsaYBtMJY4phwh8+6+pvv+n2LR7ZHG+FbNIpYztvyN1ytTlc4cIfuN/oO9+J8a9H2mMkzR/yP6NsMPJ18oQjju+Szv8+OzVn2/2B6lfa2hQ9th5tnA5b7qFim4XhHv5ddXnltderO69xGm6a3IGmSBUnj6LNPs0+gf+mWe5bj5vy4ll96n5XjA76xWD3ICXQvy6TRi3a0tBLxJiP8+0P9/NHM+tnJeZj5OPglc7Xr417cTzcpgddoWwkNLHkOcmkdPH0JUYheTtC1I090hQ4E2sqbU0yfRLFKPbWxgYtTZPIvM6+eRuTCWMauQJl84gJI1SdGsje7pam8eSg1jqItFYf8f8qaeJ5Q+iBiJkQlswtOGGP0AHLIP8mReQrBqxzW8lffFoa7+FIJF+BXXNSvR3/qzd9gAFJ34lveAeGrubH4uTuVev6MZI1eF3PJzMlZr73EtdTnX7NX+so14+/v53Is2cQ4xvaIQjHi0dxCpcphTbDkCwcplyZH2DqdGqs8RyB6iG1qAa2Zb8Gc1Q9Czh8jkKCX9hwruZcbbPg8Yz5w8SLRwlFIkzJ6/tWKf1eoonv0W4dIbs8P2+5lAdgS/+L6zVD0Og1ZxDyp5GefNvSL7vQ0yPP9x1f7gRMKg91a9Z6SCFbF7tdoOT/1PzfBqZfhzFqlCKbKIU3cLw7HeZHX8PilFANivowXGbua1Ok0q/CEgILYhkmCB0JKD62M9hbdzt3odXv4y293Hmht9GIr+PSmgtkeJJqoEVqFaJanAVhhojVJ5CtqroWopKeC2WluyszDIYm/uurTmRTCo/8mtsvG2Iwne/TvaJbyJbVQgmEcFhRHgcc/0KRDSF8uYl1PP2Ojc2vAcxfmdjHKz9v0ewNtNoQt/xaYg6+Hv2AL/CIzcft24Eu5OpWjcmpdte6cfk0iuCmx84maDV32XF3AvMHTyFseCT5YV2xub7wvwMvjdN0LrBSRPS73suZRN1OwQGzdD4RfsY+DUNcyII2u/V/67/bj4A3MwJmp9pr6u5z3V0M4vpZrLn9m5effJ6ph1S5iTKqb+haGjMjb2TzOgjBKpXSc09hWRVG+Fk29FN+ixbFYSkkMgfAGtRlm8EhkmPPEy4eIp49iBD6ZcpRbaQS93dYGgABAoIJx0AxLc8grTlQ8zGdhHf/IgrQ5OemiR98ShGYBgha+TOvNhZV/plgrUrGJtanRS7rbtmzcig1kK7GZrX9eb5Wz+41L2XyH/5iY75WYfbOzlpCrqtMSfTnHYTCre1126y08v4NWuN2vvv1Fbz79SKjVAro1wItNQjVeZQzApC0oiMb6UcWWcz9QvQg6Okx95ONbwGxWEt1CFbNUw55PtdvN6jef9q/xaB6iVC0QRzygRIkrMZYDVDpHiKbOreDhPRdjQzw/a4SItapwVI80fQzn+R4U/9NNMr3nJDMjTN869fxr59T3Waq27z1mseNtfV7Vxfytlf71f9WTcfrdrH/h0A4dJZLDWGqUQJl95EtkpIQgcskCSM0EpqagoJgaRXQFgILY4ARHzE83yTL2UphTdiBofIDN2DYuQpJHaih8YpxG+hHNuCHlpJPnkH5fA6DC2FbNWQ9WxLXamJnUQLR5GMIgDacIr120JMffaLFL7xJRSrTDk8gWFaiOJllOmXCLz6dyjPfh556kkEEsbmOxFjd7SMSYfZZnhxzTutl24mhW5ncfOeXH++fZ9uHrfm3+3XnLShzWaG3daAE83gZt7VDDfTtF7DQW/a1ul3NzttIakBX/U0r4vvK03N30f0Szh5Ocp61eulqfGjevVTDrr7AHn1tZumx03a7MXwOPkydDO36kYAtktC3DabjjbW7rBDGMtbEMmtLYSElwTcq8728lL6GPKl55lN3NPyTlr1KtHCCSSrBkAtuILA5sdIX53yRdAk5l+iFN2CqUYRTbkOOiCEY31KLY2QNSw1tnjRqqEuHHjxoTGIrSU9c6FrX1ITO0mfewNVz2IExxb+38+IeR5ldl+jXPXhT2Dd/GBHkkfwZ6rlJGXzWl/NkjonTUn9b+hknp3+d3zvLnO02xpwQ938pV1K6Pa+fuarmylL/X+/cBwbIRi78iWsFXfb2o2mdwj/ga2hMza+j/mK5vr+ybnnKSR3uYZ9DlQuo5glytHNjvfb0b5H+f0W8czrlKLbWnx52uvSD/0Flch6Ow9Nl7bbv5t89nGsVfdDcAhYEHyc+ztGf+aXCGzccsOYmbXDaY70ogFfqpbFbY63r203k+R6f/uFHzPXlnlSuIikl8nPnkXT5wiXzlCMbMEIjCGJGnpgHGQZyawwdvVxAARgbvowyvknqD38I8iFiY5+N8y7ZidRTv8ds+PvQijuzL5WuWLXoSZRrAqSVbWFCrLa0EyOzXyD6gf+MWJ8g93Ga+fR3vhNADvnk1GmVimApBCIDkNlDql4CUsOEt25k/Sdn0KdnG0Zh+rknxMrn2n0Q7/tnVjrbsVasQHt21+nlLlKNbSWoQ2LAq9uwsOloJsWxeleHc0aGa9zoV1j59W+m9aoW96d9mvt178Xk28uq0/N31f0QkA0w4uh8WrL69ogN2W3A72+8Lq9ox9tTPM1p7+bUR/XbodZLwxNe91OcNyISjOop14DXkNoUYztnyQ9d9WzvZ5glFFOfp588vbWdgE9OE4mOG7/U89qfvh/M6REyCX3tJiFOUHIARSjgBHsEj7ThUESkoJs6VgAVg2QUY088TW7SF89Ty4zRyK2tuUZr7kAKhIC2cgDMMIV5NkD1KUvEhB49i+Rnv1LjA270d/1c2Auaop6WWt+iShjz+oOu/f2d/E7z5zmj58D2ImwdhMGtKNZI+Nkq+2XyGqvz+3/XtCh2Vp3G2bYJFOstRbU7QhfVmITIrmF1FiipX/NUKwKsllxZ2qq05SjW3rqo1Nf3crVEQwEyGuJjjLxDzzW8K8KBVQKLgyNU51uZYaTCZSzf0ftnT/DBX09uDg5N+NGsaJoluj2Ygbaft0vY9O+/9Sf7WaiDG0+TQ5wi5bqd4007yeNtZ6eR63OMJx+gdnRRzGVGPHcAeZDa1DMGogaEELIQeZG345WnSGRP4gVnEE1igSf/BP0Pb+KcffGRl+av71I3YzEF20NphtTsyA007UhUEJYhkCxqkiWgZBV0lOTtmDNqiJG1y2OQ9lmhEqRzWibP2z7ZZ59nIxIklMTyPIqkjf9OOs+vsiEN++3FKeJls/aXYitpfpDv4xy+BmCX/st9Dveg3r+CRKAJTKYhRXI06+CGkY2E1ia8/pfDjj5xoCzNYmbAKwdboyN03NuPjftiZHrTMt9qSxIoAYCrloczyh1pgkIUG4sNmLZzc/+vmKpard+GRo3tBMxgzzMejnk281mms0wepGsuDFRbiZvfhmaXondRnuBOGIhizimgXrojxjaqDI096zvetyQnppEntmLhKDm4JjZAkkin9gNSOSTtxPP7eswT2lHPnEbkfIZJN0lMlM3SDLxkdWkVqxHq6XRarPER9aSvnoWZBWhBMlf2NcwbetmDocsE9vwAIpRJH/iWyjTrwBgoTGz8kPou36J2fH3UopsQrl4jPAf/CzhP/oF1MnfR4TPgFHp7z080I+zox/G3Gm++tHatUtz3epsJpDchAftttxe7zNo6WczIdlctxi7HUuJLL5LNUv4f/8/WNG1zEZ2kZ7ujLLW0teRh4jlJh3NIiWzgmrkSKzrnmvBse4uJi2LL2FSq5Qaf0tWDcmqkVq1BfXVN6FaxNiRRC9mAH/muu2EU7UwT+7SURQ9h3Lq89Te+mO+c3XU67tW5sl+0W2duY2RHw2nG3Pq9rfT2HSTXrvd75cmqPc1vuomTDmMVp0lsv09iPE9DKVfwlQSaEbODvhiFhBIYBkIJCTDZkSM9e8BJdDyPi3vthA5LJl+BUlvMtu0DJRaFrU6i7agkWeB6bHUCKYSRhJVu6ypkxoeQxICKXOl4WBfOf8yAFpthszZ122tU/4s8exexq98idGZb6Gc+GxLQvOWvlXTSAsiLblwAe2F15DYhX7XvwF9m21eJytglFCO/imVSola7grDc08yfPUJIvkjKHqOSPYg45e/SGr2qRYz6+VC894GrSZxzXOgfW9uF1rV//baG5zM2LppbZ45MM9zp/QWhkYIQe38GYRpdM2Ro77+VQJP/L73IFwH/F+mZhmxFGdgp8NmKTaK3covhcnpldDxy3j0wiz125eBQYsghm+yHR/XPEwuuZva5CGqoe7RyboSi5aBMvUdMql7u2pdADQ9g6WEMdWYrZKffw5VzwAuYyprlMMbCFemutbt2D05RH72PIVzr2CqEfTAEETGQQ4s3I8QX3UzqpHtOExcv7ESRDWyDGVfA0DCQkFHNkukr5xGNTKES2eR9ArZ5B1kUvdSUFegPfdXaHv/M/KZryJdfB4pe9q1337nSrtPlVc97cSRVxvdvr2bJqubKUL7YehUxqudbpJDp+cGue4cx2TBEV4uXkAS3eeQkINYSghQWqupXLaDXyR2k750oue+tQtivCAbJbRwnHjmNYbmniWWPUgsdxDj6OdQzj+B9sIX0F74AmpinET6FSjPuX4Lt/2yGlpJJH+cROY1jLvejbXxdtf+eJ1DTn4og8S10BA5WRB0W39uz/YLP9Gv2i0lupkyNr59dDXS0GaS+f0UTn4ba91jSJioRgZDSaDp8yhGCdmqUQ2vpxDfgXr2CCKQQqy40w7bX55z/r5CYI7fjWrmGUq/YF+zDFTdTl5qaDH0wFhLgmcASw6iGnlko8zY7DdRj/0psXd9EJFaabdjmUSLJ6kGxhFygKH551FP/hW6JWM2RSOUShdR37jo3LfUNoyVD2JFVmKmbiY3u3BOSTIoGkLSkCwTuTxNeuQtFBO3kR+6g/nRd1AJrydcOkOoeAbFsoVdmp4mlj/YeEdFz7l+Mzf4nVd1FE9+y/Z7XUA3KxCn9e40v53QPs+a8+s0+9tcqKxFHR5tefbMSQNt7XpA6pjL7f8btz2KCEaRps/ghushNFk2vZG6/zLWvbZ6v30R9yP1dEO/ma6vJXqxFXaz9e82Xtd7HNyIp3ZJRfs9N/SrbXEy4ujFPGcpMDe+HwBp/iiRic0QsaOz1JX5vZgaNSO1/nasq49jqj7sUIUgXHqT/EJUp0pkA7XgOMn0y2RSD7i3LUlYkj8HwA7IKoY2gmpkSU7sBjXSqjKXZdKzV5HlAKmhJBSnwbJIrd/l3p/iReL5w/YryUHMFfehXn6aofkXkK0KchNhW42sX/w7MI5WmyU2dwTVqiBkDeOOX3UMH+qk9XCD1/xwMxFo15a4PedVb6/PtJdxMmXp1oZXO04SRad6ejEFcmuv5XlJwlx5H8qVlxgxzjIb2Nox5qqewVDjICmkJnZizT/f2ogwiRRPkRl+wHE++Olj/d26ll17K9aBP6SixjEDKwCFcmQDRmDYZkba9vfimZdIXXyaES3CPGMIOdjSltMcTU9NIqlDyNYJVFWjctvbe36nZrRL8QfNeHj50TQLDrq1226CCf7WRa9rrZ8ol15ncLNvHuBqztrcp3ZJvTW0DXn+EPHcAQSPUoxuJZY/RC6xB0sJo2ujjeTEZWUDNW2U4flnyJ18mpH0M3Y/Nr4fMdbK/MoXvgMIjLVvR73wFFgWWm0WU4lgae7njmxWkCydoaCOZOnUHvkUMxvuXyygF5CEQTG6GSEFiZTPYFkVLClAsHoJK7oGuXgRydQhfQr1wleQKoWFgAcmtcA4xcRORqtzyKUrCL2AMXqzrWGuzRHLH6Yc3kigehnZqjEy+11mxt+NUEJYaoRqaDXRwlGKse2oepZwxfbrjJTOIlkGgdoMsqVjaEnKkY1UQhMNrVW39d6xxwkBlVlSY6shONxyPZ7dTym2jXJ0c+MZY89q8DAp8zOn3dC+jtrnZfP/7fekprxX7WGqmxOGnj4Rw9j9GCI+7Ci0aN9PrFqpr3fpFcsWKGD9D/8RciDSl4nUctr5Xm/i388m6RT2tZfwfXX4ec/m8ejVwbcZToSdXyJgKQSR08HjJjm/1mh/j343qNSK9Wj7/z/SIw+TmnuWudFHWxyPGxCWLQnWklQiG1tuhYtvIltVSpFNaHoaxSggZA1dG8bUEsSy+6mE1mIERzvr9dNHB1t0x/e1DFQjh2TV0LUhUhvu6vhejXl0bj+yVbG1U0KQmn0KxSwhC9ukIpe8g0poDciLshm1OoeQVISsEqhOk8jtx1z7Nqzxu5CKFxHRCWiL3tILs+0EP5JWN6K0G7qVr4czbyf0BjHvvd6rvZwbQ7fUdtuJBu21X0coQWbG3t3w8ZLNMgiL4dmnqIZWUo5sIlCdRtPTZIcXCaxE5jXK4XXowaWFgvUD2SgSyx8mN3TnQp6cy5hqnGp4Tct3av5+AMNDSczTX6cWGLeDGLQlPGzZU4Vg/MqXELJG9aP/HpFYXLv9+HQ6YZBnca+CPS+4nT9OcBM6NN/36sug0OzX1txuN6FKy3pYeyulE18nRhYpd47ZFe9ldPpxitHNVMITCDW6sMfmkawqphJmKPMaillAWkhabK7aijXxsUbdqYmdUCvY+6ilox74beZG34Fi5BtBABxh1dD0DMIyiZbPEKxeofzpP2x519LxrxPLHyYfvwVLDoOkECmeIFS9jLH948xnigwHSlRm3kTGIFw5hwRYkoYsdIQWZ2b0HXbS5vEyyiWL+YwdgCZcOEE8fwhDiTE//k5SEztRjv05RjmLoSZRzQKBhTDQ2aE7iWx9N/KVVxCXXkBdMNMrxrZTjmwhWLlIpHgCCUEpshFDjWNowwxtuMv1G7Xvs/KVV1DOf9Me45FbsVY/AuEFzZaw7KSmaggCrX4+fdMFDmduO7zmbzcBQrM/TTud6UZbeq1bq1bi3Od/+vsjUEAvmpr6dfn0XgiEe7IP9oMbXatTRzdnfy9mxgnNHHYdzarIfg69pUrH3Mr6Wax1+Dn8lpux8eq3Hy1AV8gBRGQVqQX/nED1CuUmpkaydIKVS4TK5ylHNlINr+2oohKeIJo/Qjw3ialGMNQkkjCIFo4TiI2gG3kMp5wDbfCS4Df/dn8XFSMwjFqdQbaqrir19NQkqfW7F+9LEumxtwEweuUryMKg0qShAcCqIQkdQ4uDHKDGSgCUC0+iXHgSS1KRZJVSaB2h1FoyZYEsdEJGkciqW5nPFtxz6PiAky10+z2357oxRm73aPOxaDaNWurccxI2tMNNc+MGN8m6L6mkJKHv/AW0yf/J6PRXmV1pa0ZTc89QC4yRT96OJGqEyucIVGfIJ3e1Pm7p14ShAYjmDyMERAvHCFQuYskRKuGJjnL5Lz/RYnsv4uvIph4gWLnA0PyL9noOrWkwcPUxUvQsQ+kXEcEUlR/6FYgt5Ixy2A973duXwgQtBc1aGzd4Sc27oVeGpg4/2qNuZXqN6ubK4Fw4BJH1WNVpEkyRmH+BSngN4fI5TDmGaVbskM7CQMgBLC25YCKWQ6hhJKOMcvkkyuVfQ9/2ScaufhNRPY658QOgaBh7NqGcGCdYuYyuxlCMApYSRShaU8JaCSwLVc9hyiEsNQClhSzzCxEyjT2rUV8+TrRwlEpoNUIJI2ERLRyjpo1QFRbapRdIbf8E8xePQGoXqYmdrcmBj/4p1sitpMbtsZBzAsFFtMplJGEhJI2Z0Xch1HBj7IaHdxA4+zUC+nzLuCUzr3N1agLJCjAkq1TVFZQim9CDK0GSqEQ3UolsIFC5SLh8jnDpHKpZoJZ+mXJ0E4TWklrXup+0fyNreAdCVm1T2VoB7NA59li8fh7t0O8hJBlJWBjbPg4IRLztDGurv5uZ21LoCrcgUvXrXtocN+WAl8uFsXsVfL7v7vrGsjE1xu5VBI5kO6432/u1D2rL/4Ew8sVjiMQoItHFOfp7BN1s8/1KhZbK0HRj7JyiaLTDjeDpZqfsJXn2Mmdx66ebluZaMTJO15Yq+e+AGsLY8VMo+38bWc9TC65s3IoUjqHV0lRDq8mm7rUdOR0g5ACF5O6O69XgKpLpl9FCUZC6bwf9SpVaYFl2ZmjFOeJKs8mUEzLDD7bYY9efyZ5+HiFppNbfYZvmiMV5Pjf6KKYaR63NEim+iXXldVJmCUsOYSoRpJNHGQ2PYOUSiMSGvl7LD9HkNW/8lvdrRtavxslLG7PUNrqhK3MTHsXY9nGUE58lXDxFOboFIamUo5sxtKGB9mUpKEc221rTwBC55J0kM683nJ2d3q/FdFaSqIYnqIZWEym+STL9ItnU/S3RB0OVC0jJzRibPoB6ogwMJmM4OJ/NgzBHczv7/NbrVzvTi9mO07xuv+ZlFteryZ6T6VzzvW59q0MProDRnYRmXicTXo9iFglVpqiE1iDkAHpgDBRby5cduguQkYTOyOx3kISJhYw88zqSWUKaP4y57p2gLJwd4THicwcX31+JkRu6g1TpKFTT5GO3Ipsl9MAIljIMskywNoMV29gyR82NGsH9FarBNSBMhtMvUtNGCFanKYXXoxWOUjn2JYhvd3z/kDRCbPYA5oUXKIU3EBcZ5MLZDhNzQ4mSGX7IDlxw+XXUhWvZobsZmXuKYmQz0dKbRApHiSgmhqSQHbqnUwMlSdTCa6ktCAUj+aMoRo5I8RSx3CSVwlGqwVXEN9wHioOpdiCGGL+jZb40BPp3rsNc9y9Q9x1BPfNl1BOfQUgyVmIjw+N3Ml/QXbX7bmg2Y+tHCOHEmPhZi36snZz6pO6/3HMf+8Gy5qlpZ2rcBsx1MzBNpMIcIjk+yC5eV3jZHvrxm/ELr8gV/WirvBgyJ+2Ek12/l3rdizi6FtqWXuH30ByE+RnAcEhHOfN1ypENDeYkkj9GsHqZ9Ohb+643nnmdSmgN4dI5csP39l1PL5CNgm3HHHAPY+sG183estBqV9EDw40ABZJZI1Q6TTm2fdFUycijGEVMOYxilRv5HbBMwqVTRAsnEKO3UXvvJ1APZ7r2x+/B42Qe5qa1aH6uuY1BrQFPadoyS+m77Qm+BQLlWZRD/wtrzUNw+RWqoTUUE7e6tiuZVeK5/eRS9/TU36XYtSfnXyQ7fD+yUSSZfoXMyAMNX5n2Nupwamto9mlyqbuxFnJISVaNkatPYN30CUR8XV9984tezicv9CLQ8zInrqN9/gxE2NJUt1vfmtEeJt2rvFO43yWfDUIwNPcM+cRtWHKE1PxzWHKQYnQLQgm2OvVbFogqYzPfxtj8g7Y2IRBFKr6IVElirbpvcV944yLGzhG0l/ZjbB0m9JX/hlBCiOAQxMLIV23HcFMOMzf2KNHcUaLlU1jBKNV/8FuL7/zKCdR9v4WQFLLJu4gXDqOIKlVtjFxiD0Pp59G1YQK3ftxxDGKZNwiXp6gFxgjWpjHRULBpF4GMhIXADvFfCa0ml7LPL61yhVT6RWqBUQK1WXKJ3UhmlUj5DIaaIDd0j6156oJgeQrZLFOObUOtzTc0wLJVphi7hdCGhyDsLHDvRrNIM3tRz3wVgHx8J+XY1q5nQju6+YH1u3Z7EWD4oS3r9ckvn7om5mfXxKfGSzrTi4NgO9o5xvr/y+HkSDmHVMohRjpNe3pF+6Tzyx33Aid1odu9XtAvwVNf5H6JJrdNYVAMzlKIt24E6FIPq/bNTZo7hHz6qwhJJjt8n52kTwiG5p8nk7rP3ea5G8waw3NPIZCohVZ7EoUDg2Wh6nMYWrKhUXFDLwSLrGeRheXNKFkGWm0OPZACOYBancVQYy1+PbKeJ5HdizI6TO09vwhqwHOe9GrSMii/k+WAHw1tr3DzH6hf60c4UIeUn0I5/hcUw5upRiZcc9IoRp54dj+F+A6MwLBjmeXA0NzzZFL3k8y8QiFxq2v/wJ2xTU9Noug54rkDlGLbqAVXECqeJkYW86Yfc6yrH42bX7hpcPxoMvpBL5qYpTI4fsel+exwG2sn+qYZA2NsmmEZpOaexVSii75jsgyWhWJkkc0SqcwrlH/sv0Ik7ugW0PEOQiBfOoG1epudLuDLTyCZOqlkDPXkXzWYHbl0Bf22RzHu/6GWOqT0FQLf+DPKpkKwOo00tgvpysu2/6aWJJ7bj6lEYOsPMZ/Ntz5r1ojlD6LV0lTCE5hyiHj+IGL0duakVfbYladRzn0DERrB2vwh+0G9iLbvv2IhYckB1IWoY8XIVorxm32fl81MTTMUPUs8dwBVT1MJr6OQ2NVhmgbe6zB35iWSsRDqma8AMD/8EMlEAmv8zo7nneA2V7vRNYMQTLihmwbnWiXfvCYhnb3yopjrTNTXzrbcl+YvIc1O2dKFcmvuDDfivPl6Lx/OL7Mg6bWBJRnqNdRzrwyN1zNL9Slaao6bQUqBvUyUrnU/mn/X/16KGVqjrBAoZ75KNnUPilUhljtEsHQeVc/YJli9MjSWRah4mkT6FVLpF2xTNkmlpvUXIKBXyFbFjjwlB7p+O7/fVjYKKGbZjnzVpW0hqQ1Njp00tNpSxtLiSLd9GqmgE/zyf7X3oR775+VfVPefuB4MTbuf3nIGZGmGl1lpt/+9IOITmJs/QqT0JpJZI1x8k2h2P4qeJTn/IiNXv4lamyee3U9u6I5rytAA6FqCoflnqYZW9czQwOL8MbUEmeH7CFQuEc/sJVY4grXy/o7yTs83/7TX6zZ//fqGyGcPYK0quj7jV2DXj5+MG8O23AxNr886vX8v0vieIKtwy4+hGWmipZMEKpeQ9CJabQYJMNU4Ahn1aM5Rgt++J6h7L9lRMddsR923aDoU+/B7EfF16Le+ler7fhFzx89gbPsYxn0faemOuvcSIrUSEV3d2GdFfB1i7SME9Fli5JEA1SwhHPLGCCVAfuhO5sffQSl+E5Gb3sfsyvdjbXw3qQ232/RYbA3mjp9aZGgAtCiZoXsRcgA5uQV99y9jqHHC5dOk5p4hnnkDpZbue5hNLUlm5GHmx96JauQYm/sO0vSrUOxMsNluSl3/O5o/0mBoAIbMacRCxLSlzIludE0/dI/fZ/oJHrAcWFbzMzlk2717aWqUI88iUquxVi1md5Yvn8KKj7Bhe4SzZwVoixlunRzeoTUWdy+4VtHQ+tUe9cPQ1OE0TvXrg0Z7tJ1u5ZzsTtvhpPWoRwtqb6tbSEGna24mD37Mfbw0Se3wMrvrhtTaHah7/wvmlh9iPpuzNTTpl5GtMtnUfZhqrGsddSi1DLH8IYzAMOXwOiwl2mIDfS2gVmcxlRhCDS3dJt40UI05EApGIAaySybsBUhGBcXMYwRtkwFlIZlccuN9nd/cNJDPfAU5cwRz0x1IZdv/xxq6CaIr+5KiOaGbgGNQ2hOndpzm/yCl7W7SaC8zi25md07vUT3yBcKlM5hKFEsOoFgVCvFbiBTfRBIG2dQ9CLnPcOVLQDz9OsX4TVgOa7T+3vEPPNYIFuBnzg/NPWdncJckpNv/Ucd9v/b47X3pB/LZr0NwCGvVA41rXmZk7fBjduyEbmbM/WrHe4VX/73W9bJoaeoQAsnSief2EajOUIpsspnqQAosk/HpL6Pf8S8x7lrf6J8XQ+p0vz5f29+pbolRf75+fWjuOarBVUSKJ8kO2ZqI4fnnEJLayDmVHroHPbyY081rz2i+71fzaOxZjTR7Aakwj3x+EuXoiwg5QDW4kmJsh6M5mpumpgVCEC6dJpo/TG7oLqJbHrUjnTUJG+t9lC88iTV2B/kL+0mmX0ISFpIwAYG56QOI0V1g1qic/AblyMauZ3M3Zrrb+uuVHm2fC359tOu4Vpqaa8LU1OGX8K3DybzMDV62fN3acHsegGIWtCAEvAkmP+iVsfEKqeeFQfvTXGv4sfV3Ozw9Vek+2u3G0Pi1l66jX2ft5mflc99EquUwt/6wXebcPmRRa9jY+8XQ7DMUEjuvucS6AbOCahQwgqMDkVIGyheRrBqWEsJUEx2JSdvbkI0yslloMDWyUUI2yxjBkUb5BirzYNjO1/LcJBhl9OIcQX0O47ZfJH3llGu/ejFjaUYv9s9LlX75iUS51HbqRLtbPX4ZWifTnpY1d/4AY+lnMA2d+bF3XHNG3Q2h0hkECtXIot+Lm4mUr/UgLEavPo6uJAnqM1xd9WHfgpV2uBGF/fhvuTGfgzRfbIYfH81e0f5dur1/M6HdL1M4CEamed5IZo2RmW+SS95BLbyG4aCBfO5xypFN6FoKxSwSKxzBuPNfN9aIl99Fy94gBFgmKKonE+40Fuqrv0ExdhOxwhHmR96CERghNfMkqpFtBM+oBsYpJHZiLkTgXApjnjn7OpH8EVSrRHb4AYajKvL8YczNH8G4w2ac1NfOIs0fQZ5+BVFJkx26u3Eu1OGLqcEO3z468wTm+nfbY3TxWcSm90MtR232OMHkKpBVlIvPoGspZLOEFFuNlDuLSG3H3PLDi3tWeQZt8vcafjZu79lt3rn51jiV6xX9Cui/L5maXtDObDiZnQ3KT8QLUn4ODB2RWtm9sAv6IbCb0a8/jdMYDmKcvCa1k4RnKT5O7c/2U5eThMHN5+j858451uGnzfyXn2j5vx/CwPH56kuok9+l8jO/19GGX8i1LPHC4Za8Hb1gEEyIWpvDksNYam/MmCtMHU2fI7ZmF+gF0rli45ZTf9XaPJYcWJScN4ILjDcS1gGkVm2F4kUIjoCskm7KmDw0+zTy2gcQY3t82fX3SvD4nduDZGq82u2nnV60PV4+Nr2MnXLkfyMX7MR65dAESLIdCVAIwEISAiFJVMIb+gpQ4QYnrVOzL8yQnGFOGYwzf6ByiXh2P7JVZXbFe1siHfYi9XcijHoddzembKmEvt/22tGe76ef/ar9W/bTj341PoNCsHSeyLp7ITxCemqS4WAN9ezXGveFEsQa2WWbAFs61pq3NPKmeGlu5fOHUV97ntpHfrbDn6gZTu8vX3waceUNFEWlrKQoDN2ObJRQa/PECkeoBVdQCm0gUj5DIXFr3z6iDSHg5RdRpr5NTRsmM/wg49O2mZd+689DpM2xfyH3FcDVVR9uueWXqUEIQuWzBCuX0aqz6IERArIJVhGpVkYAhpbCUOMISUXT51GMPNXQWtSt74dQa6LOen8yqfuohVa5vqcXBiFU6DmwVxesW1vjhR9+7PsjT01Lg306GzVrK+plumkwBhEwQMRHuhfqguWOKNSM5WZooLuEuX3cl2Jv3V6mn+9Zf6Y9M64T1n10fYOx6VWrdrrNNK5ftG9a8jxIlom675vE3/1W8o8/3XOdAX2WWuDa+M04wqqBsLC6mIj1AnkhZHN65jJa7So0MSdOB64lqchWbSF7ACDLCEkBDCBgEzXnDlB880mErACniY1ttDU8VglLDmCoSUKZU5hje7r2r9vhM6jIUr2g3ma7FM+tH734//XyDnXCd1BBFURiMxQuUAmtoRjfYftLCR2BtCAFlUBYJLJ7yYw85LufXnDqUzNhLFs1CERAON/3qtepjCQsZFlCsgSyWcaUNV+aHy9Go1sZJ6d4P+8+aDgJC5rbas/30y9DsyRT4evgJ9eOamQdkfAizTJfDaAOP4RAIRkJolx4Aj17EdWwI9OqM2+AFsNc+zZgcf1aK/LIF45C9R2oh7NgRLDWPNIitPQyI22GteYR0tYI45e/SEgqUuB2LDVCTY0wH1kIvCQElu4d4t8v5qsBouF1FOO3oVWvNq6Xzr1A5OYPdmiQZ8fexejMN1H0PKbW5PsmrJZ6XfshSVQiG6lENqLoOYLVy2j545jbP2anLjjzDbSFhNOyVUUPjFIY3oUeGCEVGu6oy1z/AyjnvsFQ+iWMLT9EOldCKJ1RE53Qq7+2F9yE8f2eVWdPXRsroWvG1NQXQzfb7jrh7Zbsp5049yLarxWhUIcTYTCIyeXGqNThdL29zHKanfVKnNXLDoqgG7Tf0LqPOifE8qpzqePrdSBaq+5Dv+cutFe+RGjyJfKJu33llKkjULlMuHyeQrz/Q7cvc5kmqEbBzksjDyY2iWyUUMwCppoErIXgAw51WxaqnkbCBEBIrXPFkgNoegZdG114H8M+WOQIsrCfUYwssbGNZOen0QPDhPNHG897jcNySKz7FdQ4PdPLIeWk2Wn3ieulb72YTfkZQ2vVfcgze6mGVjc0gSadhIAlB5DNcmeOJGGhLkSI0gMr7CR6Te17aSbc+q8HRpBKRxgeXcF80fR8x2a4lamGVlErnUWV7ffwKtt8vdlJuX0su2kn/JjkttcH/Qvy3HwtveZG+3v146viVW4p5nx+MEjfGqe2jeAYw8ygXrC1/KYSohjdhKmNIAmTYOUC8TNfR/7spJ3oOZBAzhxH6BW0fd/ACo8jYmtBUsCsEjw8hzV+N/NlO8mspYRJT3nPj9TETox4mPxVF7NdSaIU2971vdJTk2Dqizl1mpA+t5/U6psQSpDCgu+OYtUAEEjoamqxrqa9ylIj1LQRRma/3aKtUY0cutabVlfTM0SKp5AxsKwa84UajDxMasV68hcO2JYCXczGrRV3Y1zZR7B6BeXs1xkzSphKlPnRtyIWAuw4CR/AWaB8rR3167hW/urtuCbRz8D94PR7CHYLBOBkktaM5f6w3SSdftGsjWpHXTvldN3tmWsFJ+1NO/PS/PdyM5xe4+iEbovPz+Js3lAG/X7KeRVr5Q9ijY0xwoz/By2LaP4wpchGO3SmZbkW7YVo6fXwtSQNxSh4tu8XqYmdKGYBXU1gqWFkswRCtPbfsmwfHn0OAF0bQlcTGGqypS4hqUhmDdkqIht2PdHxrVhqgvjE7eRnzmJJAdLZPJYSsw85s0r2zEtA5zj0IiUelGmX32ea116/87P5Wbff7fAyPWv+6UVK3tGWEsRc/xiRoruvE0AlvJ5Q6WzH9UTmVYKVy0QLJ4hn9xLNHSJUOtNSpq4JaGYE3LQXqYmdIEnMhm5GMk/Zc3+pkBQKidtQrPKCg7F/OGnF6v/71Zb1inbiqv3Hqbxb8JjmsW/vd6P/Rhnt1V/DuDnWqN/vnuamNfSjVVsKQzNoNK+nZohVD1AKb6QQ30G09Cax4kmClYuARSU8QT5+MwURo2QoVIrzlLQVzI88QiZ5F0VlHGv+JMrV11DmDiIXLyKljxGo2N9ISHJH205MtQiPMVQ8TGr1IvPi+i3rsEwwDTCrYFRR9Cyp9Av29SZIZoXx6S+j7fvPyE1rrRpaTT5+K/PDb8Vq04rU55hkVhrvkJx/sXHfUBMoZqnjPRQjj2yWkSxjwby1+V3s3DmzY48hUtsX50cggaENYSmRrustPTVJduhuatow1shOCrGbUcwiY9NfA8tAsvSO92+mt2D56Kt2Wq7bGbZpm2YzocCGLdeGPr1mTI0Teh14P4Rlc5nrxaEupV03TVUvz7rhWjE9TkxM+wJo97npBX7MyOr3/DJ8gxgbN+JuYBuMJKHf+4PI8/uRzIrPhyzbOV+JI1tltNoMam0e2cjbJmFNTEbPUmTL6qjDve8KktDtkM5LRPrcPts0QLKl1ZYSAoTNaCzUrxrphnbICI7YYZyVUIc2RxImQpLsfAxmCa02R/HKMbTaNIXzrxEf24BQAqhGFq02g2LaBKXoQ8ntpS3pZQ30Ihgw9qyGch70mu/6+0E/c7yb+ZlXGSet0Hy+hmIUUPSca3214Ao0PY1sFBe+eRnJqiIJi2L8FtIjD1GM30IlvI6YNd8hRe/GtHb0VZLJ5pKES6e9y/mEtsCkD88+2dNzzX12+lbd3slvf9sZFr8MdPPe6cf/yompRA4gQiOgLmrorrW1RkefrgMcmbPLJygM3U4ptp1c4nYEMpHSKUZmniCZfolo8RSR0mk0fQ5JCGraMJJZRihByvFtZIfvRyBhKBGElkDkzmHJIYrxHVQiGx370bFWgkmM238ZlEB3JtIyGb3yFZtReeM3kc9/G/nSMyQ2PQg7fxpkhUj+aMO8LJ7dB0ApvMGO6rkAoQQox7ZhBoecB8usMTz3NAjbUV8IgWTWUPSsrf13wNDc84xe/QZj019hdPqrhIunUGtp0ucPUgmvw1TjxHMHQC86Pu9letu4JqtkRh9hTlpNrHAUQ4lR1Wx/oNTsU2iv/wek+aMtTFUdTvRXM7q5BnQr52WuXEednhK6jnJm/zUVuF9zn5o6/DqqdoOX9sbvxxsEnNrqNqEGCbcxuNbaGz9hBJ00OL2gF4bvemivlkNi0qJevvkhUoefZ370ba4bbwOySjG2jWBtmlL8FrAMZEsHUUPVczaBLgfsHC+9OGhaNbTavN2+EJhq3DsAgNCx5LBt+tNHoIBWEyAZJJnUmptJXz4OcgBdG0LTMyiAro0gWQZ6YMzb3M2ykIWJUEJYWgLLspCtIgiJ5IoNpGdtx3PFKCBkDVONIpDtH0np+R2c5nu/+183s4KWQ+jQ05jb7rkuBJ6fNe5mOuQFx/eXVcqRjUSKJ8gP3en8oCRRSNxGIvM6SDKmEka2qnYIVQBJxVRjdj+OnwEhSF845KtPzUifP4hsVVGMPIpZIESFoln1bRvvBjvXCL7NYpxMm1J0ahX60VK4oVsS7HZT9Ha4nZ/dJNypiZ3MpN4Cjz+9uF9MuYd57jbXuvmLuI3ZUrQ1/WrC3epxqqsS3UglupHUxE7M4jS1qZcoKVGEpKAZOYLlC4RL5zDUGIYaJ1CdthmY2HaC1WnykY1ECscZnn/Gri+0BkNJoFglqtow8cIxFKuMriZRgjGs1M2I/Hnkmf0gK4jUTYjICtvk8+DvM2ZV4MrXGA3GkSs2014KrkWSZEwpSC2wkloV4uIyyrE/x7zpx2xt/bF9lGrzWHKQUPUyphymkNjlGf2wfSzChePEzRKGbJ9Jodo0oat2YIXs0F2Ncsn5FwhWp9GVOIplR8XUb/00cmGKaO4cIv0SteBK8kN7yAw/QDy7H+3A/2B2/F0gKa2aqGoGzBoozmHmW+aAJCGQkM0yqlkgnt1HNnUfI7PfRj31ebsfu/8p8txBrPE7GnX2Qlt5uYR0OzOc1ngzzVU7e4qJt+/BKhWvmU/NdY1+5mSfTa2MPDtlZ7DtAV7MjVNum2uZm2ap0c8ApKtnQa8ikuMQcz/QvPL4XAt0I7T8EmLd0IsWple0h8TuZey8wmPW0ev379BqCYFy9E8pykOUo1u6PA1YOqm5Z8kn93RGflog5BWzjJA0DDXaSE7pXp8dNcySg5iBlO3fYuQQkkJ85TayVzsjyMlWFUuOopg59MBozxFuWhywjQKyVcUItAbx0KpXEZKKJalIQmAGkk5VNb3DFVsqGVyBbOkoZp7YqlvIXj2PJQVJrb2J9MXDDa2QZNUIlc8RJYd5y090VNlP5K6lMhr97C295hfoF9dDU14+/lWihWPMjb+r7zrqc220dpI5dUNLlLH6ffCO/lQ7/FeoegY9OI6hxpAsg7h5BZG6GWvlvSDJLdHCvPrRjEDlMsnqaWYS9/sKXd0+D3vxj2km0P3Y5jvNvUHMNb/zqP3djD2rXcMPO/qe+NQStT/fz7p3glv77fW7zTsnhsprjnoyYKVZpNwpJL0ARsX+LUxQwzB/xBYGARI0fgNYSMi4k5SWpCKLzkSbdQgANYIwKoCEzKKZVeW9/xj15Cwiuanl/VKpYcw3v05u6K6ez5VQ6axtjiosZKGTj99KfGwTyrmvUyNMLThGObaNUOk8iezrjef0m38C4hOLY2iUUSd/j2xsZyNiWWrmu1TDayjFbmppc/zyFzFX3Y818Q77bDFroHYG0Fk874qkjIsoaVu4UgpvpJDcRTzzBuHKFJnk3QxlX8Ua3YW56YMtdbjRn05Rav2g23nTTosJIRCVMlPfegV94+3f/yGdHQdICDB00AJQKdofPRx3qaE3XGtCf1DhjdW9l1De/CLmWBJr3Q6sTe6Rl65Vss1u8NJStRP4S4lSt1yamH7HrNuid2Tk+6hfmj+KcvFpZpIP+CJuFD1LIruP9MhbnMtbFrJl521BkjGUqG2utXAP7B9bu2MfSs2hkGWjjKrPIyTZISGo3Z4lR2wGyihhqrGOvDJ+IBkVVDOHrg21Ml8LmiM9MIqqp23N00L/UxM7SZ97baFgANmqkEyNULj6pi0Jk0NIVm2h3wLFyC8wMgpC1oivvpX8xYMgBIncXlj7CGLFXe1dW5KU9lppUa6F86YbA38tmBzt1V+jFNlMIblryXUl518km7qP1LrbuppnNd/XqldJxLLM1TbbGsX6fSEYUbPIc4cpaCuohNd3MExdIUzGr3wZ46ZPMZ/Ndy3eizaiXzgRNuc/d451H13v6gvr91od7XOnV0ZiEO/ZS7CCOnpx1HbTULX33YvJWQoT2/6c6zNGDSlzlNLMWWJinoouiFSnEEiNvDN1WNE1iNAIeu4SgegYRmkGxSwhUDC0BLo6TCW4CqGGGI6Hsc4/iVazI3XKwkAx8lQiGyhFt2IpYU+NopeAoBva682eeZnhuaew5BC6NgxYWEqYUGkKQ43ZqRGa1zYwHAuinvwrMql7qYVWo9bSpOaeAYRdXljEUivANBDxCYiMI196DuXCkxhbP8p8oeb6/SRLJ1I4ZudV04aIpNYgFS5SqhrEisca5fVbfw4i477euV/ao9vzjjTo8RpWtfT9x9Q4EbPN6BgkYSFlri4pR0w7rpWUchBoJnq1p55HDJehsAKRymFuuwdU5wPxeifc7HUT7xc3GkMD/jUyS2Hk1L2XMHavJPiF3yDHOmqh7vVo1RmS6Zcw1ASFxG6MwBBqbZ7huae5uuIDIC+YU1kWslWxne+xoywpRh7ZqiFbNfsgCow5SsRkPYcszK55QOqRy2zGwTbnshktW8ZnO21KC6Z1djhegYyQQa3lMNUEwkGypdbmbaGIJBFfswtCQwCkz72BVpsnNraRwswZYiu2kp27RHL9veTOvIhslYltfIj05ZN2RWaNYPk8lpLAUlQSK7eRnX6TZHYvSiiBedOnBpbgsZ854MdkzSlxcbdgK0uF137udm/QjI5y6m8p6RC8+SNA72Y8zUTKaOkgs+EddtSnHp6vHv1bTCVMZNu7Hcukz+9nOKYhX3wW3ZSwlCC14Eqq4bW++hbP7MVUwpTiN/vqT0vbSzDH8kI/Wnav5NJuybSb4VeIMAgHfqdx61anl7a+W9lu5Zv75HWv33f3ivbnNgbp8wdR9DSWEkMsmEGlZp9C09MAWFIAa8uHO4j39NQkkfwRIsU3MdQ4qlHAVKOUoluphlY11p/X+7Rf75XRcaozc+ZVQpULSAiEJBNVLfJWlMjWdzbMvtvrHuEK0pXXyAw/gBEYRjHytimaPg9qFEm3LRqMO/+VfYZYBvLMPqyhrRAcanmP9r+b+5k59zrB0gUS+QMACDWGtBAgQb/733V9X1iaxYgX3ATr1yr55nXzqQEfB5skD5ShccP1ZgLqaNfsNE8g/a0Pou69hJR+Dm3yScpb7gC6E/XX4138EizXKhJaM9xyGw1ynHpxjO0bsoxxy0MkDu9jlu516cExZle+H60yTTL9AoaaQEJgKLFWvxxZxpIjWGoESS8Qyx9CNcsYWgJVz1BSt7mr+CXZNlHoAku162/WAIGFbAlAkFy1jezlo7ZQQwgkLECAUUO2dAwX8zhDjaHV5pFMi+zFwyQ3P7BwGMjExjaSzhZJbXwI5ABWNm+blgWSmCQXGRoAJYCppZCsGonRjWSnTxMpnkbT0+g7f+aGyVjfDc0MTK8BSPwyP25rvFuwDD8EG/TuY2OlthM89x3S5w/29Z2aiZSssoIR6xLWhnd33KvDiWiqBlcSKp93JEoAkBTmixapzR9COvbXqJvfw5Cyj0vTBQctZ6fPUbl0hkR2H6GJ+xBNJjDdCG5H53qH++3E46AZoGb0YirdfK70wqx6mWQtJXKZl3bGCV5aGyeCsVuf/Nzr5Z3cGBmnuh3HX5JIbH5L66WoQnXqObSaHbFTPfk55LHHGu2lJnaSGlmJeuXL1LQRZFFD14ZsDen63VR9+H45Xa/30S9D4zTWQg1Tjm0ltXYH0sXnMJObicTXetY5x0qGN/wAqQvfpaKOYioRypENqLkssp7DHFqJkrmCcuRPMHf8JMgqVpPW34/5YHpqEuQg4e3vwToDUvECUmUOY/xujOwUvXt7+kO/NEt9jZ86OOAOueCaMjVui7oXFe1S0Z7Es/na9dbedHPOMvasRrXuo3LPfaj7v4Vx9wdc67re77LccPMdaoff3DJeOYB6GcvlZtCa14m57R60Nx5HU1bafio+oAfHmVs4VJAUhuaf6yxk1QiVpwiXz1MObyAf2WBrPzKvY8peTv49EpGyTHMARmvhz/TMBVA7TU6VWhpDjbk7/8sBTCWKZk6jGgbpc2/YGiazCtpKUusX/Y+6+TJQmgbLJD17iUT+CEEzTeVj/wGlB2fHbkTJcmpplop2Sbob+p3v3fZ8N6lr1zrfsFAvPs1w2EKM7W55vhfY8wOM+RfIOrTv5Gi/2I4gFB8l4MIUNBPScS1J+eqbiN170Kb2LwYpwIMJCa9HNqtEj/4J5s0/4ZuA9Su19kPgt38TP2a39WtOjHY/FhSD0ED4gbFnNTgQyO3tu60FJ+29H5P0+Aceo+59UjfpczNn90M/SVffQNILWGtaGQ8/0bi6aUjax6Z5fmSLJqlUCuXC05iBBMl1d6Ic/wyxmg4rt6Cc+jwgEaCKNX47rHqQlNypnelV++QVLMEJ7kIBCTlzHMuoIuJru47DfEVFi+8hEdGQqhmM7BkkWQOrhpK5gpBVrNUPdu1Ptz4ia5ibP2hfP3+QROZVQtXL8OqveZqhydOvISLj4EMYOgjU1/aGLRoXr0F711VT04xrLa1v/l3/+0ZgbLrBuHOd/Ts+4lrmRnmHXjQ2vfoctX9DP9qXbgenVw6gGwUtYxOMYq56K7ELz5MefcRfBZK0mLhTCFQ9Qyy3H9ko25obLYlWm0MPjJBJ3d8SrUlIWiOJpUvlSFbVNgNDwpJDWKpzlmg3eBFestDRZW//OlnUMLVhLElDq80jJA1LCZKevUoquqpRzvOQM0pQy5Odn2Y48yrS2AqqD/0MIjEG+Be+dDt4lxr5zO25G23OuqEbMdaLtqah3b5jLVbqBwk8/xVmKv3LLOs+MAGrSKh0hmhihNrBPyagacyHb7H9uYRF+sLhDqZC1bOImLeFQXpqEsmsotXmKMR3IF+yUMxiy3t3QNj+XsHKRQK1WQDk6Vcx4xP+3+k6wSvCErhr0OvPtM/1fvxXuvlF9YLUxM6W9roxNO2mmH4jszaXdRJ6Nl9z81WtXxfJzQij7P8lcWZ43BiYdrSvC/OmTzTuWamb0SIrkKdfRq7MYq5+GGvtW7sGS2j+nZrYCaaOVLqMCA6DUUbSs0jzRxHRVYjxxQiI7edKuHAKU4lQC692ZVab31mqZlBLL1G95z7k6c4zqH3+xLa8Dave35ENpNbeSvnEVwmviSMVo4jUYq6eFiath2iLLc9JErmhuxBZjXD5LPLMG1jrf6DzIWGhnHscc8XdqHvXLyvdfb3yJ15TpuZ6mBu5wYmB6ZcYkHKzIMuI2HD3woNClyAMNxL8SJL8SJqWSsg5HZz1edDrt79RGGD9rW8j9OffIFQ6RyWyvreHJYn08MPIQscSECm9iaHGqITWYgaGOooLSUb2yI+TXH8XmXNvICGQrBqKkcWSg95hlf3CshZi8nuFaLYTk9nhpaN2voKmtv1GEQJACZDIvIFq5Ci/89+2BCtZLn+QZrjN9eXYO92iQy4lCqAfdET1a0OvhGYjiEa+ilErdSm92IYrsStJFEIbiYxtJTd/idjGx5DOf4uR2e8iqSHy5SlS299LemoS2SyRXLMDtBhxtYY5tN3WxHzgMXCRAEvCwNCSCCWECAwRLF9AVxOoZhFdS2EpYSRhIJtlooUTICz0wAi10EpKsZsYm/0m1orO0NXKib+iIBJUIuv6NhPzywC5MZ5+NAjtRHg3P5q6tsIJ/TI0vZo51sv5YWia7zWX7eZg3UwMnmZ1R6TPbuvQjdEhOGT/uLyTX3TT+PmZO2LcDnZkhVdgrbgXNFv45bYPOJlDpqcmGc2/hlyY6mxgBvLzFwht/0CHGWq4cIp4/iDF6HZqYR/7qVEFs4I5uhv15aewNr7ftaiXhln70U/THPet/q6pVVvRXv01rMhK5NIV5PF3YSn+0h4UT36LBBmkwCaEHCQ/tIf80B73byrJDZ8bKXMK9FE7KNcA4WYNZVWuUQTea9LKAq6lmVk3eGlmevaxEQIR7LSF/n5Bt3wDftCNEGyeG8tJ0LV/d69v6xUC/EZgaAAIhKm99x8T/9pvUwlPdM9b0wYzMNTQvYjqBUw17sjQAJQjG0nNPWcTXFqntCp98TCoITv+jSkhi2rPDI33gSi861vw9VGMvB1ZzaOsl8M0QHpulhFRpXbfD3dEX1yOPayXOgfdvhuzX7/X/HuQcCMMl/x+ehHRLSz5ArwiSwGEbv6wnRemaJCbOcdQfB3zsdsZWr2N4JHPYB78I6Jqgog5R+3IPrKp+4lWawQzx4EA+b/7Zkf0tEZEI0Sjn9VTjxNatw15toqhxghWLiNhIiQVkMgMP9AZKU2NYm4bxVrVeq5KmRPEYhOEx++H0jTpuasdzFUzUmtvRcqcYD5f6Xn/aH+nRp0TO3tjMuoMYBO8TNV7OQu6aRK6Qd17qWOvGKSA1u2ccbM0aP67uUw7feU3MIEbA2rsWY1TyBe/mhlfUFT7pwvc/GrkV7/Y+FuERjDWvRvtxF8A2NHCXj9ELTCKocbRAmOk0i8hkDHlEKXoVse22vcEeerboAQp1iBePIq14j6IjDlqx6CJWWnqp6dPoRqiGlyFpmgYN32KZHx9gxHrxiAKSUOeP0o8lCOXusezbDvkKy+ivRRCxNYOXFjmZFp6rXBdQzq3YykRoXpFt5w11zqnzfca/Eb58lvHUurpF0sNJX3DzAthEfzL36QiAhSSu/uuRrKqJNOvkRlxt/dVq3PEcwcoR9YjJJVqaI1r4ACterURetmvPX8dHeUtC602jZBCGFpT/pk2xkWtzWNJClZzGR/tNKv/qWWpvvltouYMlU/+eqONfohtP9GSvBj+a70fXss57Ycw7HnM9RLKyc9RlIYoxzqJlm7O706S+8b8KE1TO/MkgR0/2mT+UiV/7hXiq26hcu55ohQQQ1upzp4kpArk3Gmurng/qfW3d7SrGAWG088xM/ouRvOvUZBHqMQ2+37VodlnkCceQn+nbWbSGKtaAW3/f8OKrEAuTTOz4n0Mrd/j+t4j4jLKlZcwV96Hte6dSzZTcyPmmr+l0zj3Ijhzut6rKaPfSFrNqBOyaQcmbLngRhR6rdV2RqWfSFf157zCaTdjUMEjeoJRRT7zVZT04ZbLxegWivGdyGaRUPk8Wi2NZqSRrVqjjK6lSI++1bHa5nNBfe03KYfWUkjsYmz6K+j3/SDmrkc9faV6iQTpBV9rUSwE0nGI0thLIAw/gmc/kLIziGAYQq2C/u/L6GfdFtj18KtxwvdS2OfriaV+r37NeAbF/C61jhuGsZFkzK0/Qnjyf1LRN2BoQ/1VY5ngkRgNwAiOkEndQ7ByGdUsEJv9DsXIFiqRDa3MTePwUB2dO91MwVyj1sgyslVbCCYQRdMzCCQMLUXdJE2yakhmGVlSSW56sC/irHb4s0RLp9CAykf+5ZIYmna4HSzdTHSuxb54PcK+d3svLymoI8wa6qHfo6KOUE66Mwduc699DkpmFdXMowFS/hxS+jihkU1YNJspBu05GB6lHN1MaM0t1I5+HqGESQdXEwuWO3J31BHP7iMX20lq3W2I85fRjUUiwI8QQLEqUJ5pjEtDi3HvNjA+DVoM06wxdvC/Y4YM5mphx7rF7GFK0S2EZ/Zhjdzq2Wa3fjmZoUHrXusUZc0vTeAUGbS5nWZ0My2rO+LXn/VD+DVL4Y2ma14+Nd3meb+S7F5M0XqFl1VNL4TyckOa3YeSPkwluIp88k5AICSlkaLAUmOU4rcsPiAEodI5Erm9VMLrPOtOTexciMBpEIrE0dbvxowI1MNPY+561NOaxImJ6fUM8X1+eWhXndaaG7rNVb9nkXzlFNbKLYjQ9bFeGoCxu38Ye1aDWUV94/GW6y2q85lzyFNHwLy+xOINQaz2iGtp2jdIQsvNzljde6nlZznaXgqWqlodpFrWuHcb1uoHiWf3gRB9HTaqmacadnc6rtcp1CiV2BaKiR3Mjb4dRdQYnnuaYPEsip5FMkqoehZzwaelmWis/7jZHrtu5JaFJQex5ABabR4ASZhotVm02lW02lUUs4iQAkh4HwhObaenJkmfP0i4dAYhK1Tf+49Rpuzv0++6GqRj9o1itjso+FnD9X2h3THabb+QCk9TkxPkh+50Pei7mZs1m9CEy2cIl87YYcILF0CNkCnpnpLq9MUjFOM7UPUModJZgtXLDK3d0cGop9bazEM1bIeILZXKJBNxVzOb5mv1H1kNYK1f2RiX5t9EVoAWhVAKc91jWEkHrdXoasaufBnJrFAJraUY3oRy5eWOdpvbbL/m9n/7GDXP3+ayve5TbudEO/z4yjSfK71G1mpu1+vscmPGN23TGj/LgUEJ/bz2Hb+S/2WDUUW5+AzF6FZyw/chFA2hBEit3+36iKJniOf2AVAOuTM1jfmr28E7zHW2Vk4M77R9qEv5Dr8Rt+/pNyhER9tLgNve0a1+v77PXuXM7fchkmN+urksuObRz4w9a5FmOyVXjcHa/7tItRzW2AaMm+7H3PGWjrLLiX6k7zeKxL4fe+MbFV6q3UFhKd9tqXk/mjfCQc0d/b77CX3+O4DV18Yom+UFG35nONYpaxTjt1CMbiWWP0JMMzGzU+jaCMX4Ds+62pkYrz7LVhUha5iBEUzLAmzNjO2TUANkkAPIRn5BHe8O9+hSJjImlXf9I8Tam7DWDpaZ6Feq2c3X7O8L2tdKC9FlVlFOvEJ63CHijwOcmJlmxsP+VhKlyCbimx+hPqOcjCbaJdfpqUnyyd2oepbg6ttJXzze4awszR9GMsuk1txC+uIRqqHVhKUpKsdOQ3SzK7PV3D8Rm0B08Uewy0dh5kLH/FPe/BKSMCnFb8bQUghJJZp5cSEgh7tEvhvj5Xa9brLVbtrkdm71szd6MTPtpm7tjJbX+zjBTVvk5Ki/nOvWaZwGkXvPT7AHJ3hp3ZzqdG2jPIdUmUeefgkRWYm1+mFoSrosT30bAnHK4Q0tj3kS7UYBgYKEQTy3j3zq7pb77WeSlDuDFVltCwjA9v9Rw0jFOU6fiHcwNu1/t4Qrbwuh7CTc64Xh73bGezHp9We1qi0MrEQ29szM36hYdk2NfP4Q0vSZxQ+taIgVm1zLVz7276k++DHkmbOoh55COfU62tN/sdzdbKCfxV9/5kb42N8vRI+baneQY3w9GdFlccA2bZf/+GO2T0yvRLQlB1H1TH9tyxqF5C7mApvJDD9EoHa1a/LDnhgvUcOSFvYQWbajDaqhhb9DdohdABRkS7ejpVkWslFArc0jG3Y0LK8xSa3bDYDkw3HVDwZtmvH9srYHifqYSJlT6NowQg52ecIZ7XOxX2lpnYgQcgA9OMZ8QW9ZB6m1OxhOxqld3o8kTOSzXwNhIgkT/dGfQtXTaNWrnn1snlfqwe969seVQBIWUmWGXPIOyrFtIEmYahwsA/RCRx1LkR47PetE+Lfv7f3uje3v2k370s+7uWlg2jVmXtHOrgX6iexZR68ahm5wO7s7rutFpAvPok3+LurJzyLlzmLOn0I9/L8amhMKF5Bn9jIf2UFy0/0tj3t9a602g7UQcCNcudDxXMcaU4JIbRE/RXQN2ktfZOjZ30OfuQK4z9U63fvQynIHg9u+rno9L9w0qH6fA4iHVUIlO6LgIC0LrieWXVMjghHbVn8BbtKX5kWz4cOPcvpWW0MjXzyGSPhLLOiEa6lF+b9Ex/Ljeo9xv/5W1yIHjhhbh3HzQwS/+Luomz/c1dSm9WGLSPEUueSepXdEVrDkIJJVRSih7uW7wbKQLR1D62KjaxlIVtX+MYsoVnXBDMnO7yGbJbKnnwcl7hgZLX3+AGNIWKMTN4SAwgl/X7U1TiFCmyGVLqNrTrGalobE+GbmPYhiJ4K5Y50Ji0B1mrimIx3fj4ivoxzZQCFxGyNantHcYYxSmvwXBYlbPkHyxGcxNz4ESsCT6BGBOMrcrK1ZcRAguDFqqTW3MDzzHSSr1hp0Q5JAi5K/sA/axrK9bb9mYM3P1v1QnCJv9YJen3HS0DQTmH5njZtmpp93GERUKL8RPJcamr2dUfMbVc3pfz+Qz30TZd7O1ZJL3kEltAYkhVH9FNq+/4o5tgeplkNCMBQJNHzc2n3j2qFVLhOqXCSdehjNmLPNo7vA3L4C5Xzr+0j5B5FyL1O+UKDyO/+Z2tt+nE1v2wV0JpKt//1nz6rQ5ldWZy4GIaztVZMqZU4yNPc8ueg25PjNSJaOkDVfZptuuFHOpmXX1IgVm7BWbXE0vanD2LO6xR6xuay15iaMPf5MCpxwrRiaG5UI+l7GtZRy+T1g+pV8+bWhbi7Tj821/sCPENuxAenQHyM1RXoB741KEgaSMOxQyEuEZJYJ1q7aGpOlwrJQ9bkFos0hTO+CRsaOjjaLbFaQhIlqFrGUCEZgGENN2aGqlRiysND0WdTaHFitErjU+t0ga1CrDGzeNUvFHAMg9IAb5dC4HvBac8ae1UjlU9SC3gkv26WaXvdSEzsJJxfrc/p2TgEGnJDIvEY8GsFaeR+z0d1Ya96CqSVBkpgzEsxGbqManiCZGiV96RhoMVtj0vaOHVACWKMTHQyNU3SuRh9XbEB94z+hmgVKkU0Y6qJBnWRWqShJQqVzru/itSc3+zs1l3Nynh4E2n0tmxlMt7XWfk47mTl3c5ZuLu/nndzCpfcKp2Thbu05maO1nyv99sPp+3r5xfq5Vq+HwlMNhubqivcR3v5ekFVS627DGrsDAD13CTl7CgChLJ4JXU23JBlJWISq56iE16OHVrTcdvLtFJEUGMWWciK+DmvND2Pe9AmsoV0EvvOXjXtuZmjN463uvdRYm4O2PvGD9NQkpenjBGpXGU4/D1aNsemvtmik/J5T7QKCGwHXNFAAOBOF1zqO9VKg7r3UsTn0Oyml/Bzyue8Pld/3Opab+W2P294tTKfb5tgVqsbcrh+FbbczOvck4eKbpM/vB7xDcQ6t3IQSW+W/HQ8IOYQ1vAPZqra04QbXe5aFbBVBUjACI47aFdXIotWukkpGAYEeHMEIjKIHRrHUiF1IlrHUCEINYQRS6NowlhxEq2VQallko7BIRAbiyNlpYPk26aUyNtcNwoJKsXu5ZYKbZFq6ehYpl0YPjHSto13zUf/x8026mTC128RrtTmiucNIVo1csQShYUfn+tTETgLVaURkFamJndRK87BArNXvd3x3o4I8d5jUW9/qStznv/zEQgQngaLniOYPo+3/LQQyhfgOO/x7PaCCMBm7+nVCpfMoZmfW+W4EfDcnaTeC1yuKWbeogO3wClzQ3B+3n/b+9mJ+5RUUwM2Xsh80009+6Sg3/5pBnHndxsXNjNxxPrx8DO3Is3aZjR8gtRCGvMGozk1TDa4gl9iFvukj6Dv/IWL8jo563BgbPbiC+dG3EahMM3b1G4xe/UaH8KBhlrXAdKgvv0RNSTb2h/Z1ZqW2g1Hi9PFWAaIXlpvZ74bUxE7C6xdN9pKZNwBQ2pi3bnui01q9EYT7y8LUxGIx1P2XXe/3TbBdA/j5KKdP6J5xyP1APjeJ+tpXkTLTHfeUo88jXT3bU33/F8uLfqRbToeJn4NnKXbQAEgS+sMfp/bef0g0lGV49ilKJ77RcABuR3pqksyVMxjFGVLj3mEu2+EsEZOwYmsJVK+g1jLIep7s6RehyQy1vf0OWBaqkUY27WSErlgIQV2cPr5wwWZg3HLn2EVULDWGqSYQEsiWTioZB6OGYVpQzrs/2yeaD9p2p/Re4RYVsNv1pUKaOY/2wueWXM9S4Jh1/viLiOFbPEOb9sq4pKcm7bwPXUKct6PeRiR/lIRaJbDhLVTC60jWzqGc+Cvk6dfA0lvbsUwCikX6yhmkzAkUs0z6whH3OWLqKG/+LeaqCWbPbmiUyX/5CdS9lxbn2qotyBeeYiz9FCOz3yFYuYxAYnbFeyjFtrdVuhAWHYtStNXn1e1sc3OSbtcKOD3TXm/zHG2OHNY+pz2l/HTuJU6Mixva+17vQ3Odfoj0pRKpTkyHk7Crud9Oz9XPkfaf9rqXE27nXct3FALp6hvIF54EoBC7CTG2u+MZoYbJDj9AauI2CCYh3F2I0Q5Ti5MZeQu6HEEyywzNPY9am1tkgi3T1vxjf0d95hiGlnT10zIe3AOSYCIx49lu89i7Mf+DZm686kzPXGQ+dZ9dTk0ggMTw+JL8QL3OGGnuIsHv/knfdfeCZUm+efPNN6M9+GvIAVtS2k3C0/6xr6cDt1voYCdJTOP/185iJS4j59di3DnRcd8J8vlDyJeOY9z7EQCkzBUC3/g9qh/+lYUIHxYoy8Pw3SjR2r5f0Mt4us1xrzq81kXXNSMEyvEXUQ89hZTPUwystYkWhyhnsew+kBQKidt8vQs4h0cGO1ys/uY3bCdoTIKVy+SSd1IL+9u4ZaOAbJYxNGcNTQOWBUInlUyQzuWbAgb4R2p0NYWL+4mtvxf14G9T+dh/hKjtazAoyZNbGGvwb7/sZaqwVDMGXweqEHaofdV7jP0mLu5n3TTXWb92/i8+T+3EGYqJ1mh7vTi4N0cKqv8uvPkUwfIUhcTuholXd/8ZQaA6zVD6RfS7/k2D0UpPTYKwGA4L5LlJ0KJkGMEIDAMwHKwhFS9jZU6TTd2LpYSd54VeQjn1BaTieSo/9l9Rj2QdfedSEzuR5o8gnf4qxfgOqqGVXYMoDM0+RS0wTnDHR4Hu0TSdfAec4HbfK8CO09nbzZejbnbnx//HCdfiXOzFzNlPgnAnLVC7X8f1hFc/1L2XkC89jzz9KpK+KEgqhdej7fxx90qNEpTnIO6efqAdTvuAZOqESyeJls+g3/dhpEs62um/wYquxtzx0xi3r0T7438GG9+NGL65sxt1pvvg73LPP3gPGx66h+euhF374Odb+PVX6leo3hzCHCEYvfp4w6IiM3Q30W2Lrh5LCWJQh5Q9jXLyc0gLpugnT54kk8ksa/LNZdHUCCHsCBYz+wHvD9Uujbjei7BdquMWb75lkxWgvfw45rawpxq6Gda6WxsMDYCIDmFuvRuCUVCUZWNo4PpvdN/L8Dqc/cBtjnvV0UzEtUsTu64ZScK86QHMjf8Ac/17iEhFxnKvotVmW4qpehrVKKJt/7Dvd2lGh7/B7CUKyV0UhvaQH7qLWmAcvdkp2TKQjEqH+h/LALOGYhQxNGeH/hbIMihB8nMXWszdvNBiprJqK1TTmEoMqXQFERtpMDSDgNNh6sTg+CG+ezXHGTgkyRdD41ca7CcBstMz7fekch5J6Gi1WeKZvcRyB8Eyeso50ly2/lvXRrCUCCPWhYaWs/lbdTwjTEYrR1CNDLPj725haFITO0GSma8omDd9EnPt20gVDzWen68GqJSLaHq6g6FJT00iFS4gn/066qE/wFoxRuWT/xn1SLZRpsM5WAjk2QNUwuuoRNYztP5Oz/dXa/ME9DTR2rkOcywnk+v6d27XCjihGyHvpGXp1deljvagAEvFoHPJuI1R+/i5abjcLAaav0f7t7necOuH4ADypWcbDI0VXYN+979D2/njjTnoFvLf3D7Wd7CIRvuKRil+C+bK+1H3P4d6+ktYWgxj1wMYe1ajfeMrgMR8vvVcqe8B9Tlae+gjvPr7f86Te+d898cJzQyH23nQrq3sVcNTL5+asJP+zo29g/Tww5hSkEATTeAmhPN1VpWuIKLnMHavQGgXGgwNLPAGy4xlYWouX74MVg2psviR+z10r8Vh3YszW/P9xmZ79wbMnT+HcqpGemoS5chzKEf+hMrRv/XfCS2Eced7HW/JZ/aD7o9g6xU3mvnfjY5+gwTUf/s9JAd9mCJJiKEtmNs/QUFdQTL9MsHyRfueEEQKJyhGt5C+fKrnqt2Ix+Zr1fAakpnX0SrTyEYZrTaLYhbQanPIehZZz6HW0mi1WVQ9gyWH7FDNfmDVkISJ5SGJdsoHAJCdOgBAcv1dUM0gYv4jaNU3eDcncjfmxSuS1vXCoPbZQUR1qtfTre56mYiVRjbLaNUZSrFtVIMrGS1Pkpx/EevAHzJaPkRy/sWOn9HyIWLZAy0MS/NvJIlSbDsispLR8kFCxbNEc5NEc5O2OWcT0ucPEssdwhrbTfDmH8JSQq7fMz01CcEhakJpuV6KbiU9/FDr/ChdZbSwF+XEX2GtGaX2rp9Cf/tPQnhR0uk0n6T8OaTiZYrxm1rfyQXB6hXM1M0Yt/6jjnvGntWOplDtcDK39cO41n97MaC9nMf9wstHZRBz2mlPb2+zV0bfydRvUMzMcq1jAIRAe+2rGDf9OMbmHwSgqNhRbpvNDnsNV9wPRHwd5raPY970SSS9iHrwVZQjz6Jcfp5ibBvIreu03V9Lzq7CSt3M5e8872j6V4fXeLbnTHJ616UwM+2oPzu0/g704CiV6EYCK3e1lHHaM/x8A8k0UU7vI/THv4h69HmM1W/BXPt29DWP9t3fXrBsIZ0lo4IIjyPNTkIohYitdTXt8oKTI+GgbA+dzMS6OSr6MfOQ5kKI0ixxa4pml8v2vvt5F/n8IYJP/D6Vj/0mQnMh2kzT1u70gRtFmvO9CCf1f7NWxU+EGjeTBy/72+b73dAxxySZ0E0fxJrbQvz0V5BEjVpgHMXIEy2cQNr8VtIXjwLeoaCdYvo7xvlfQGTbu8mfepJY/jDF2M3ogWHbVMwykM0i0CTBERayVcHEr8akvo1Zrn12/N+yUIwc6GHIn0e++gbWKvf12I0wdHp3J9Mgr3qWElJzqehnf3bCtd5T5FAYbeUGlBV3UZqaxFRjzAbHoTmQn4tVSJApkukXAdu8TKkeZyQ8DlPfZrRWgGoWcjqgIFQZSw6h1eYIli8SLpzETL9KTAmDMAgOb8RK3dSIPFYfz2aTtjrSU5OMhpOYeIRdzZ1FOf0FEu98D1dXvQX1wAzyNMjTlxt14PE8apjUutt9MctCUqlVCnDPFtcy3bRw3fYzL3+QdR9d3+Kr6nZOep2/bpHN+qUZ2vfgpZintZ8Hfv1lrie8vif0Nh6d55AEsopUyyBGdjCfnsYIjBKiVWPhGOzhtpVIGedcTm7wtQYS6zF2/2PkS8+inHwNc9UDVGvu5mSwOB9LNYtQdnbJlhx+MGjfm9TETtRXv4RUOIY+elvjGvSXv6swfZSh+QNkhh8gltmPMjeJueohrJh/c8GlYNmYGhEagewMIjAE4RUd95s3IHOjrTASKe+QnEuRJnptbM0bqdum2W7X68YI1eOO89Bdtv15l7a6QQQjWPERRNjFWVoIgl/+Lxhb70YydIzbH3Mu932MQRFjvcItqo0bY+Nm/+yEQZoQOM1nMXIrZmiE+KnPYxZOUEjsIli5RPnsix05KpzgFUmtvUyD2QmMosnCNkOr+77IKpZsMy8WgFVBNmsoZh7ZKC1GMKvDqiFbBrJVRhJ24AGBhJA0QO1J2yFbdkLObD7PkDYLQdDf+hOu5f36aLiZnPVbh5uWyauNpeJ6rSk3eJntyKvuRjvzBTIVBWTNdYydDurItne3+tKs3Iwy9W0oz4IaRERXISLjSMIkcfFZrBV3IhL3kJm9yHD5GObG96FYNSTLwIqtabTTHl6g/ZukJnaiH3iebJsfTwOVeZTTX0J/4Ie5unbBobfp/HEiNpqfF4EE1HKN4BztY9I+p7TaLMqqO/Habdz8AL2YnV6ifXX4qt4goWIHSZR6+UXeaPAbTc3r+fr7ttNL8uUXwazBQh4zIzjW8my71rQ+X409q6HSmhy2G3rSgAfiWBves7jW2kxN29dZfY5qehr1zHFOH0xDyJlW8zrz3ehON5pzEKgLEmz8WztgQ/48IjbR4kPY/O51eJ01uprEGtpOMrsXER7GXHE3UjVDXXC03FgWpiYej4OsIcbvXJi43otAnTyPNVLGbGJq2g9V7ZlXELIG0ZW+GJRe7/m571a+fUI2+qdorlImP9Iju2wIc9tPg+ZiiiNJVD/0K0j5Oahev3Cr1xNe2q9Bavba0X6Yu2lfepVquj0zcERXYa5+C8bl16iFViIJA1XPYCwwNYM2h1KMIoYlGgeZI+QQlhxCFiaKkUO2KhhqBAggW0VkswKSiiVpWOqCJkcY3nW6NbVg62tpCaq5SQLrt4LqviUOYjz6qcOLSXIr342x6YUBGvShuhSJt5PE39qwC15/gWT6ZTLDD3Yd43bmpiMErLAwt398IWDLwiXASm61oy4BydgarPkY8tXXsda9g3ZLcbezpN6mVpsjLGmNa4ttC+TpV1HOf5PIQ4+SfN/DLQ719TOk63cLpiCQpPjmkxBa6fq901OTSGaFgD7HbMkihj8zJr/MSrfv3Pz8uo+u5/znznWU8buHe837680g9etvNIg2lgqvPvZyhjW+Y3kO6cJTGLf8JCwIAupoX7vtPlLq3ktglDDX+fec8BIkpSZ2Qu6sr3q89hX55k/Cgf+GlJtFuDA13b6PW2CO+v9O38Es5JC0AGfPeVvqdLMYAaCaQT36fzBX3ou17jFfFhpOgpKhDXdhchdS9jTypecQyc0ILQq1kmcfB4VlYWpM0wRJonD6OWSrQmSbd/JMEVuLVHWPcqLuvYRUvAiBJCK6snGtDj+O+YNAi1p04Vrz3/W+tDtztfe1HqUl7rHBtryL4h21BklCJEaBUZ9v8v2NXrVhg4JfB+nm8k6anUHA91oIJFCMIqmJnWTO1UimX8ZU48Q2v7WFSPBNjNfySEV7vY5WZkGYVCffQI7dxFBQp9wlQWIdRiC1kKemhKrnbWdDSV40W2t9W399a4MlB1GsKqmJnVSPHEGezniW7yWaVj/wO9Z+NT3t0bC8ghb4YYRuFO1NxxqRJMyN70eb/D0C1cvUQnbf3My+ujNyEnVzyBZmINhqDimGb0G+undBcNcZQMHLVEogtfiA1aMRjchzBPTjJH/2nxDYZkdzaxAk22zJqpOVgNM7WvEJAoXL1EL/f/beO8yO8rz7/8yctr1LWvUuiqiiGwTuGIyDu3G34yRO4hQ7juNU5+e0N47jOHkTJ6/tuBAnDiYuYOOCccECDAiQACEQArWVtFpJu3u2nzbl98fRHM2Z8zwzz5SzknC+18WF9pw5M8+057m/d/ne9U1Ene2NTUvoBfQjP8dcdQE9A5dhICaOMkdN3DnLm3rlJTZhHIGnImUzDuIQmtM1bVym2FZ7D4oz6Me/T7FlOTP5cciPC6OYIjEO97uUevY4DId3ZImO09vd2fCd6L1yo+HdznUw03E27d/6JPbAUioXvQpr7SblsTjvkff5DnpGpr/9NfS2Dta89q21z1TreOqOzRKwB9HmLkcbqwqQeOfPIOVH79xqHPgxLcVhxg/twEq3YxvNqQv3oimSzt3d3XRf/SG0tFrh7qmGbKGTLfhJ572rRJ1E2zQzCnGm4lR75Nw41dLZSsTGLJHe9nccX3QTaGk6Jh+nnFtYMwzdCErrST37X5DpwO5Yit22BLttYbXXR3EMc/c3yZlTGBt/jfyxRm9sEDKFYUDDSrVg62lsMth6FrDQrQqWrqkLC5xAqpxHw8bSMvSN3ct01wW0nXWTNLXU66FqNsk5FQg7p0V5z5pB5NPbhtHGniI1vAXjvF8nf2hnwzYi0ig639SeOzBXXg/p1kASpE0dQB/+GdbSF1O59grQtIb3TvSMaFaFromtTPZdXR1/eZy+sXtJLRyk79d+j3TfAJsHCw0Sse6ojQMZedLGn8YaupeJ/s11n7vrfQBST3+Rvje8hiOt9YXCfkXtImPJtm3Ku3dy2FwD6fAGuztC5HYgOuNN0nkZ5rmNKp8rQlgio1pvI6vtjIow45Q9F3t3V9DGh0k/+iRaeRJt9ija5HPY3esw17yW/PAu4f78ajOBSJLO4PPeT+2HtsFaZNYvTdP5TOqwqBTQjzyAfuwR2q++lrbrXsnBkTbp+yB6x8Jce2tmGi3XgpaR1/KsXp9G04JTv/burpDa8RNSe7dR/qXfI719pCH9zW899P7bC9soMfnAp5mcnDzzJJ1lED0gpxpuj4D3P9H3EJ/MiMQPgiDLt/xf1MNv4ZsX2VsXokjWht3GD0qRqhNRj94lVZWkTHkMI91dp8Di9fiLoOV3Y7cNYq65GWvhpdgdS6oNMDUNWgdInf8+TNtm6tCTod+f3sXr0bCw9Fw1BdW2SBsTZMrHqupp5gyZ8kRVIhq19zNdHkO3ShjpLtpnd2P3nUOpbaX/ODxKPCppTjIv1+mKICEDL6K8U80i+nbfRuzOdorPfkf4fdhzg+D7ZnetpHTzb0BmiOy3/p30o/WEXX48q/7PE0bHwAf/jHRfNeIu6nnhqF2tuGUlxqYlrLil+syK3nVteggj09NwLtN33n1ybOUptOIxjqRONuN0JJxlKbSyeWnozp8y/tl/ILX7Qck5+8NdQ+icV+/y85m+827yB3fM+/wti/h7MzG8kKXmRSEKYdQyvf8Po7YpO74KvPu3bZu5rfeTufv/kfvG31b70MwOY7cOYJz7K5jr3yQlNBDONpStcTLnm0xZTGU792deh3LteJlWrBUvxzzr7UwfOMroX/0Budv+3FckAxrJq8r137u7gt7RKSQ0bhz5sz/h6J/9DuUDe2ufmRPjFJ98rGE8K99wPcalryHzs/+sK5tw/1tkC4fO6GgimkpqMuVRNKvcsLg3Y4Gfj4spCr+FPa47/cyNUKSlOENmy1elv/tFh7fPkOj/8wW/hSVuProqfImNWaxK2p6oSTEzXWTKY8KohOi9dT7Tjz6MtfS6hu9rz7mewkx3oWGGe2csi5n9D2Bk+jBzfVjpDqxMN2a6GzPdQaVlEUZuAbaeQ7MVw9tmGd2YpZLpJVc8Qq54GGvx1cJNvdcuytyVxNw3378DgcRxAE7lXGRsWgKahtV1OS1z+2oyzVFQmsvX/S06f2eOMTYtgfZu7OxVaGYJ/fAWpWP0l55ntnNj7W9Ly2KnchjHRpR+L/Lo1l3/uaPoo48z17am7jw6b76+7pnQx57CXHUBZFvq9qEy96w5+BCl556pbW+3dmC3DGANrosth7x3d6VG3KTnGAMq+5HVNkRBmOiJiny27Biy38jWoSCZ6CDMPvgzZh95gMVzj5P72v/H8Ed/gyN/+kHy378LrdKPcc4vY278Fcz1b6H8S2+DtgXBOz0B1Xo/0b1MYt6D6Pfc7lyBNfh6bFKk23NSAY2g+6vqGHU7BLwCQ8Z5V2DNzjD2T3/F1F1fx7YsZrfcQ/7Ln+HI7/0ylcNDdftd8aL1VC67WfoMdN58fcM8IsKpcuQ1Nf2sb+VF1fQTQehLP/hjUkfuxzj7Pdhd/h5SFQSlFHi37V1+PvmhJ8iWjlLJ9GKHLDT2817LPNre8J0ohCmTsK7zDNg22tRx7O6Focb8v5gfuCesKL0DZHnJcSFcyG2b9La/wzjv16rFxYVR7GdvZ6LvatB0Om++nuk77/ZP3bFtUru/Wi2uRlzD0bv8fArPfAsNm0LHeuUx68Y0umXQufZa/0JNY4buvkHyE+N0vu41NW+0c2z3b9OlMVLmHJaWpnvyEay1r691jBa9u7JUA7+Qu98cFNUBE5TT3EyoLlCyYtf5QvqxQ6R3/BvTueUU21b7bis7p9TeOzBXVNPPHDjPhW+qcGGU1OF7Mde9sfYb4TGNAqnnvsZoxyV1n+uHf0bHMpOet7y34XebB6vNAUTRG29KmnFuN7mvf5qC3UZ24y3CsTjPbM/YfXDtzWhTS4X5/KI5LL1t+ESfkb8AoPiGP8FesEJ4Xdz7iYpmkeWwz6g3DUf0+ySjIkn1ifFrCyBba5RJzWMPUXhoC6WRo1gLrsHuXMH08FN0rrkWNF0ptR8UUs5OwFE/0yaOYQ+uifRsNMznJ9LP8keeC5zn/NKxhJg5THr3Vym//L1Yqy4IHFuQhLYXSu+VbTOw65vMbPkRAG1XXEPnq15HZf8e8l/+F9qufim5DefScn61BkiU9hp0PG9amqhswyrPceD2X216+lnTJJ17lp5bTT/xoDYRXPAWct/MQyUZxS630aVaSAsalp49kZsf7liqqWiil9qtyW9sWlJnNIog0nhPitBEXTD+N/VNDmexONU1NV4IU/M0DfQMmJWThlu6k5Q5i5nurNYqWGUo5aukx4Xasz03QsHQySKf0ABS1hyVrLqnDssgZcxWxQGCNtWr0s+Z8ngdoXHG6UA3Cmh2hVJuMdnSISy9hfFZA2br5SrdY5e9I1FD7lF/5x2X9zoHka84UJ3vkiI0Ud6d9LZhjEuWoc2+ls5n/5NSy1J6VlaJg4yAisQwBoCJw0/Xfus9hhStA9gtfaR234bdvpjeRZdAtqP+vtkWqQPfx1p0BcwatTEB2N1rmXvyf+h+k4Wm60Ljwo/c1N7v7dXnP3v262vfNRCybcNoVolMZZzisnNIPz3VsD+R8MmaDRnYUHVCrr76V3l863MUuvrl14T4jhnvvJVEGngU8u3eVpXQ+NXENHNt8K5BsohM2BoOACM/xqHHh9EPP0t61/1YPYspv+FPSO+aBqD1TW8jf2IO9nPEyOYzP3jVz6LUWQnnyMM7BQI04foiCdGxFGvR5WS2fY+ShNSIJNFVnaFK86SmMXr261nQ2sbMD+6g8NAWitsfpvd9H2Thx/+Ridu+yNyX/oXBT34eLZWSEhr3uAD27iqiH3kOa8lZde+D20pQE2ZJFk2L1Kx88+fRs23CbVR16KMa3M32YPp5rR2S4v7M+bymenZztZeMqKDU+xvRdu7v3JBN0qE8Cwnhf0nPScQhN3GjPiLUPQOVOdKP/wPHF72G3hXVQuHZ5+4hXZlgrvNsUsYMHZOPo9sVUp1LKBWmKecG0a0SueIRbE0nkwJrxfWMT077e9l2fBndKlHODqBbZUCj0Lac7tX1qV/GpiWkt+6HwgjGhauhZ1HduGVePt2YQTdLGLkTRpZpoltFNLuMZht0DqxgenQIK9VKypimY+ZEXvfFv6McaZFFZr3w1g/KCk6DBAf8CJBsn5AcwQkyNFQ8m1EQ5Vl3z3PZb3wWrTRZjR5qWuD1BUg99zWwLajMMNpxKb0rL442Z1om2tGt6Me3Y3evwe5YCplObE0ndfRRrN6zGJ+zGo7vRD+63vAO2q9+ae1jh8iIcN9Ia8M1yn3l40xlV9C+/vq6CJOz/jj3tHVmN+1pA3P9W+rWGtk9UzXMw5AF0drk91v3OYSFjMgkGVkMU/gtMmBPRc+aMMfdPFjgf97ze9jlElb3QqzFr8LuXOX7jkH4aLYvTggFGNdd4buZ8ns7tZ98foxegRNDJhoTCuUpMo9/Gqu9B2PdFZgXvRJkfQcF8Ls3qvOjs4/KyGH07/4nx3Y+C0Dvr36Q3LpzMCfGSS9YpPws1I5rGpASx0a80Zv5EgpobvrZ6kvrvlOZOL04HYmNysvoPb47jUeUhgbiCXs+iUgzcDqTG2FqX0hEJRpBC1kzZJ7dcJ4pbeYQPPs17Es+DJx43h49iLXj35nqupjuiYeZ6b6QztWbmRjaDlh057eiW0XGB14OmkamcJhuewxz/S2gN+rl155po8j0/ofo6u4B2wTLgOGfY5//fsi4HCClSZgeglSWmbFDdCw+F1It5I/up3f5heQP7xQukppRJG1MYKba0K0Sml1BsyrYZKjk+mgpHKbUspi0OUN3/iHsZS/FGrgIMnLPlJ+TwHuOIoiIRxBEqXt+84LMWAizIMeZL/1SbZNUigp6D+rO0TJJP/FpJrouqcmTi1BHanb/N+aGtwq3c+CN7DTcG7OMfuinaDNDWP0XYrcvQp86AEYBSnnslgXYK15W+713LJmtHyezYjUDH/wz4GQqSBCxAZdq2Pb/i7b6RuyedXWkxplLnHWm7/iPYO0vYXevbXhWgiIRoh4kIE7PSdJp6a1JDZMW2SyokD0Z2QkyIsMYmc0kRM5zaIwd5/hffxSgoXRAluIog6oDtwEuUuNHhP2cwe7vpp//CcaJhtBJRBWEWQpP/it68Xh1DMs2Urnpd0LvN05auvu3tmVReOxB5h7aQsumK9BzLYx0XSb9XVLqlC+I9DP3xBN1kTvTjHrReHuXVztMd958PQQop4Bcm70Z8POeJOFZOZX59X4QkUrv9yrjDptqpqqI4y20leU/u78LO/kYm5aQ/cGdlLN9tYkgvW0Y49LlsLOFzsltGJlejEwv+UNPVdPUgJmu89GsEr0rnHD6+Uzv/i7pZ24ne+4tdTV0dUbgkecg14+9wLWYHX+GdHGU/MgJbfxFK5keehRLbwU9TfeKy5g8vBPdqpCxSjC1l96eHrCshkXTTrdgW1lS5hy2nsNCp2dqGym7fPKkp58AwOo/D2vxVaGul3cBDUob9X7nF+FxpwcZNIbw3f/3RmNk6X5h5g5Z9Fk1lTfOsVUR6hnXU2iVWTSrLDW2guqeVKN1tX9XCqT2fB2rbyPWspeSH95Fb+dKxiam6F15bbXm5tBPGfXZt7nkWlo9046X0Fzefoits8vqvr9vpLWWGjZkXo3+3IOYPesAMbnVrAopYwajY3ntc7fCkQgq+fSifyf5LDj7Uq1jbRa8c3HQs+mdv0UKad5ofJgITrMjPA5x1lqrzqfCL/9fyJ5s2eHOTnHPV7IIjVMmoFq/KIL3WRNlALkdl+7t3Nt2LlxTJ+ksG48K8RLN1fmDO6B3M5pRoK2wl5aGVr3BkDlPo9hX+543oftyuP5ypiePQ2EGJBwjKUIzn5iX9LOgIksIx0JVLlIzIjUqi6Ho+KIXF+TnMV8TdFIFy2FxOpKcZsDP0xw15UDFsxeEusVgx6eZzqyh9eyba6mRazZkeOKTd9HXBnOj+ym2rfLdX+/y88kPPUl/rog28Rzmqpsg193gyRYtWNrRrcyNH6bYvhZsk0xlnEq6q6bGVtv/wR30Lt1I/uAO0pUxjExnrS+Nd+FMVabIzQ3RXtyPZpWx2pdhd60mb7Ria2l6ll9YJWgS7f4wz2dQtMRv3ypRvjC51bLtRJ7tKLno4D9nqJxzFISpR3CfT2rPF5m0V9Gx7qXSlD/39cj+4F+xFr7WdyyyNEAt/xz64Z8ynV5M29mvqX1XF1EbepLesXvJ910Hulh4dGBuB+a5F7LiTTcC/qlnItw30optVDjy0d/AuOC3IdcjTH/MFQ7ROrsH7eLfqhurg6QjLM5xm7Gu+dXxOTjVa04SSpdxi/qTQHloL6P/8ncU3/d/a/OnXxp9kHMAxJFl0X5riNCnRua4zB+sNt/M58dqkRqRE0DFZlNBX2crqee+hrnmIiqv+FXpdioOHNE27s+iOpSDHL6q+/Bes/mK1MxLnxpnwlGZDE9XQhN3v94XxS+Fxe3JaHZ9UNI408Z7pkElVSGMnKqd7gUtVbtv6W3DDN12AN2cwzq4hdY1L2v4Te9ygY6/pmEtuhxzxatI7fsOxo4v058tgGXQefP1Ui/w1EyRtsJ+esa20Dv2M2y0OkIDLu/X4Z1VY1BLkzrRndgZQ+/y80mXxxiY3U7v2L20zz1HRW+jcvmfY258H2MswEp3VFUOU1khoXF78FThbN9wPXy2Fd0j92ci+VW/+yrbl/PfiltW1iQ43XPKmg2ZRI092bsf1QhWkaj1bus+HzuTpXNghTyy4oWPf89vXjMuXow+cj/mWe+g1L6qYduaV3pgMeVMLy1ze6T70mYOoh0fiuwh3TxYQHMa/elZYdpi7/LzyRWHKbcMys/Jx2Me5pnxrmNR1jXR9QzaxotTne3hldl1f+5G0Pwu2898YebH38M4/6W+86coOhN035OYh9z7DvN8TR/bW/e3rDQgCdjda7HbBkntf4L01m9L5xzVPjXO2JzxJVpv67NNktsljVMiFABij6WDsOk0SRTEhkFYb5O3lihMhCYp75bK9dDNOXrac9gLLgrcXjSmIE+Z97xPlfdMRaAiiVoAVSUT2fZxoZQusuPfmGg7h5Y3va2aTrX0bFL7vwe2SeWa69GPtCvVIzioPQPlaez+SVK77se47GaswbVCjx6AXpnCSrXQM/4AEz1X1qR0pelPVplMeRwz3Y2l50DTaJ19nvaZZ7CXXIO16EomDlXVDXtWNRZ/Okjy+RNFbEQeSOfeOh74y9sPAdSlE/lB1GE+zvMydNuB4I0kmO+oTVhvd+aez6GV+7AWvwiozxgQibnoR7+Fteh1vsdoqOMyi/QxBthYq25oiBq4n/HuvkXMHNtP29zzTPY39kVKl8foyT9I5TW/i7V4XcOzoor7RloZ/uhvY65+LfaJFDT32DWzxMCxH2Bc/HsYV6wT7iPJCJ4KotSphtnfqY7UuOGN0sc1RL0pyM2M3Bz/+z9nduOrsNZW66XDRC6CxAJU62KcSE1+YkI6Tlmdn3DfJ4QC4tTUhH3++zpbSe3/DpUrbsLceB3ph56FbGfiz6nI1gl65sLaaapzxXxFappOaoJyJN0FjHHSamSEoVlpaF6oeLaifh8Fkc7bttGtEt2rLvM1ZP1S68JAlAPrRTNqcppZ5xNlkZKFkZOG+xi1HOMnP4O5+jVUrruS6TvvJlc4REdrBmv5y4HGwlxQy2evvQ+VWfTh+9GKo9g966uF+alG6cz8gScYmH0M85z3BirpYFmkjQk0q4xmGXTM7AQ0pnouoXPti+vGEBbeYmpvOoIsl150jbxF2m5EMVSD4Cf36wfveUCwgSEzWrzfJU1uwqwRS7XnGfvCZzEu/GCdZ9ldE+WM0di0hOydf49xzjVYG64ExMXv7md9Yv/D9I7/nFJ2IdllVzA9dgjQwbLpXLgM2peDnmZmz48BsPUcRrqDnvxDTPRvBkA3ZmkpDJErDpPWDCpXvxFtblVdVE+EoOfn7jseIf/jH2OufGvNSZAfepy0MUXr7F5yLW2U3vJB3304CLrvSSDMOiKr1Qja53ytL36IU+zt3ofMARaF1Pj1JfFi+gd3MLlzN+XXfKghouGXiiu6Z6rE0/v89S5eW5d+pur4lc5pLlIjGpcqQhObrjZSz38dc9GVpIfvpXLB70BLfduEpJ9NVfskyPGrAu8+rOIsh//4pjOX1Cz9m7vQW9qFuXVeeC+ciuqN381p5iQcNUoD8UmLysub5PmGqSHyG0+caxYVosXKL1c0zuIWV7I5LqEJs5C5DVdsm9QzX2YmNUDrWa8hf3AHfa0WxWPPMtd5jtBIdeDN0Q+8x0YBbfL5agdzl8JULe2tNEq3cQhr1U3kjx+qHaOh4NI9huM/JmNUBQaOLfoleldeXD1UAgazao67OwXAfU7uKI17v2HITJChIcurDxPxk207dNsBZc9pkAPkVNXarFppcfSPfoPKpX/aoMrnJuvO+FJP34rdlaV87btI7z25H218F/rIgxStNLMdZ9OzqqoUVHr6dsxUG6WW5YCBbhbo7umHwnHIdDAzOVptPm1b1V5LehZsi57x+5nou5qOqSdpLR7G7juXyuWbsZaeBSl56qjX+PR7lsxyha2f/QpDDz+BuXYTdv8y0k/8iHRbjsyylXS97u0cGJFnUjhoxlrarLoa7/69GRJu+M3ZzVKcdPbtIMoxZKIxKlHMoOdJ9J37GTu0dTtaJsMD//A5Sjf8DvoxsWGq8pw4bS2gsf4iqLYmf+Ax0sY0nWtfrFzL6Ae3+lncfYUmNq0Wqb3fRsOictGHMK48W5r+Fma+9HvOvM93etswK25ZKdw2SbxgSI0IfuRG9nJGJTZJG/kqiFOcJSqeE6VKuDFf0SgRwnp0w0wUSXkpVMh0VM9E0ukDzUadEV6aIP3kvzC68EZ6Vm4if3AH2eIwbRtXo5U3AAkRGgezR7Ce/w6TfY2qYy0z+8gVD5KyS4z3v1QoDY1VRLcsLD2NZlksOP49ACoXfQRORIUdhJlHvNu7Ix4qEWQZWY6aPuQgbMTFGY/3+HHwxCfvAhqbN6pExL2kVATV4vSoaP3Cb1N88//H1E8erSNZ3gbI6W3DpHb9B9aiK9Gm9mCtvKG6A9sm9cyXMJe/grnDT9Ba2F+L+tjoTPZeWWsyrVemSJlzWFoa3arQsegsaO0nf2QP6Dpt08+QKY+BVcFoWUhb6TDFt/05tIoXeL/75zZI/Z6vwsQkz971Iwr5SeYueQXZNRtq36n0mIlLauZTkUwG0TPlpzrm3SZJQy8pUiP6LMr7Loruyp6n29/2gdq/7Ww3xkUfFG4ni8YEzQWgpjaW3/8omUoeM91Z93n34rOl+xVh8ki1T1m6MomR7qg6IDyw9Iywf01tLJJ00zDoH7kLPZXB2PT7tc/izosqgQH3/p35sFlIbxumfG73vJCapkk6+yHoBoleND/lD9HNcF6OqA+aG0lMzKqRJa/cYXrbMJ03X3/KCx0dhM2v9F7/MEZwEioc7t96x+Z3TWWLu3ccSUwEzj7mi9jAiffj4RmwLWzt5DTQsXAd2p79WMs3VL03t8mNGWPTEnqF3whgmdi7v8F070k9/LqaA8rMdZ5LrniY1tndVHKDWJqOreWwdUhXptFsE1vPkTKmsbUUtp7BbukHV+1ekl7WzYMFNg9CVWRZTjLcqULOPawandX/q9TNRCEwIoienyADWFSn4+zLPffI0k1AHElzL/Sy9z6pd1wGs3856Z8/CDRGohAIQ9jZLrSWYvX8Hj2Evv87lAyN4sguzGwvpfaV1f5KaKDpJ9ParCIpcw4z3UX3otXMHH6C/MQovd0r6V15ITPP/5h0ZZKZzvPomtxOayaFNjMDLZ2166BCyh2oPi+tPd1c9I43cN9IK1nqnwXhMTac9Niu2ZBhLyfHJJIZF0FVMMOBKM3Pu73KcyKbz93XNui6ir6Pmzni/j7u3KQiNhAXsr5I577+Rp7+ZtWRpJWrEXK/9dz7eVhHqex+9i49G6YPMTkxWvuse3A9WFXxGOOchQ2/ST9zrOGz7kWrAZgafrradNcjtazbBpplBJ6jWwQjir0517aOdm2mfrwuZ0uUtMmwz0SY+vUoBGtoW6ifxMIpidQEwTEKoL6xWBhpT1DzJvohTrRCFiYWwW+cbg+p90FvVpqdSpGdCH4kIYk6nNoYzEpdmkbQmMLULPl5SOYr/7qZxMb9DGZ+ej+pobs53nNN7bNs6SidWYvya99TnYxuOyDNkfZ+5gdtcg9a/lmsVTc2fDez56e0T+1kov8a2qefoZLuxMguAEx0s4xmV7D1LEa6p6p+Zlmg6/QduwcWXkjl5ncKjxk26iuCex5SrVkJm2IWJqddBd7jh9m3+7e3bkkLUxUcyOYi8PfWqnhqE4vSPnEP1rb70S98f924vDVPALmv/i1Wz9lo9hDWotWknn0Kq2c9E0WN7oGlzIw8SyXTA6mW+ijU4rOYOvAQKWMKSAEW7QvWQtca8keqnbvbp57ESHdTal1Bz+hPKWf66SjsoXL5nzecf9z3X/b8xXnGRP0x3HDfV69xF7ZoX+Spj5P94OzLrxYlKk6lEpmDOEIBYeYq27b5n7dXJcCNNa/DHrhAeI+9a4PjGIn6TjdksSxey/SBrRjZ/to2MsEBWTqbqFbUC92YRbMMzGx3wzFEiGqD5eaGqvLqF32A/OGnQ9Vsq9plorlaVNPsd5/izsvzlX42L5LOUSGL1Ljh9wJ7b0AYYzpo4XVD9LC5J7ukZBibbVCryNL6QTY+FUlOVaR2/oyWr/xhw+fpbcMN/3m/CwPv718ocL8v2uQe5vTuk39bBu3TT4NtM33n3Tzxybsiyae6t8sf3FFN4dn936DpaONPQ3EcyjNo+V2Ud/43rbPPM9l9CbniEXKlI4BGyphGt8pYeppKpu8koYHa/yuZbvTCceGx3ffM+y6KIPvcPQeJjEK3UVCN7IQnNCoQbec+nvNvhyC5/wuDoDnX+447fwfNtSqpJ5C848BcvpGsOQmWKRxP/uCOuvnBHrgAu/VCtMkOzBXXM250YqU7yI/nsfUsGWOq9rve5efTu/QcmBlCA4x0D0a6l/bB86opaTND6JUJ9MokpcxC2mafp31qBxoWmmZjtdZ7lJ3zjrteeO99lOfAC++z4He/3TLrSexbZtAFQfRseqXA42A+I+siiCTNmzkeTdN43b//PXpvP9aKekPf/T6J4Lxn3vG6Ibo33miwg86Faxv2D2riQ+7vT4f0SFtLkTHyaEe3Kv9GdY6UOWaDrlMzbJ7040cS36cIpy2pCTMJN+NF9ku5cf7v/i8O4pCvZiLs+akWEUdNCUxvG0YrrMHY+NtSAhM0HpVj+BGaKAQpCryGjddgDmtAN8C20ab2YaZPekxa5/agrXwFY/qSukJOEcJ4rfKHnsI4933Y/eeBUaDy/PdIDd2NNrUfK9XKXNtaeiceIlM+Tr7nKsotS6hke7H0NjQbMpU8KWO6GqFxIVPJo0886+vBcqf2BUFmTHqJTZL3IsjgVNm393s3wVHZPujY777W4N3XVlPw1myo9r1xCkv90oK8hm6Q4eMgyXfM7l2MtWA5+pEHhGNyj8vuzGFcuhK7Zz1271nQPnhye13HSLeBbZEpjpAuHGH6+Z/C1H6mxkYwsr10r70GK9tOfmoKetaRn8jT3dWNZltYmQ4mey6hnF3AVPelpMwCdv95iQrJiJBkBNBrRKusD955RLStLH086HeicfntJ8moyulAaOKcT9T5KtPWSsdLbyC97WcN38nWeieF3oGMgDnzr991Fb2/bmesytwxH9kWXvg5jCvZAQC0qX3CdH2oJx8yR5IIjkPAS2acfYreXxWxhigwLlocex8qaDqpCTI8RfC+rKpGg4jpN4sweL0OYQuT3fvwppGJJgdZ2ocD78vtB9E2fuHjJBHWi9cAPSWUBG42gnK6m2GQuJ8pt/EbVbrXvV9tegytNE7rhmo6WLqSJ1s6zvhM9Xl1xCk6b77el+C4PXWilKPaM9m+mPF8nvFSlpnuCzHXvYExFpOqTNEx8wxT3Zcw030xdqaj6uXWs1jpVsxsN5XsAjQs0sYkWOUaubH0FmbbVkknd++7p2oEuImQjOQkaSyKIJrzwqaVyb6P+rt3X2vUjeHd1xqsuGVlILERpXwFwb0YQ3D9mzRSq2lUrnsH+siDaKNPUNh1J72j96KZcw3H06ZKwnOoQW+hY8kFYNt09gxgpdrJT05jZruFkSndtpjJH8XM9tK9+iqsTA+V1sWYmW4ylTx250rpeakYzEHkVQbnufZ7zv0ENdxGqfOfQ3RX3LKygew4/3aIcBCiqD/G+V0UqIgIzFcacZjIXti14/L2Q7WaQAeZJcvRSsegXI1aBtkd7iiKWzzF/dzKIuthncZ+kZmwtqhXeCCMXeS9JkK7zrKqKW52hXJ2oCa97j6W97p6z0GUkeL+TkZcQHytZCTnTMK81NREzQV0EHeyCltbEyb1LCqCHhT3Qy3LdfSSoTjExJsPDer57aKiNr+ca/e+X2gQXYcohXWyhVok6xrFwJ752Q8Z+/5PmOiv1tP0jN2PtvFd5Ef21ozPzpuvZ/rOu2v/h+Aom7JCn23TPv0UmfI4E33XiNXOXPvMH3iClDGJfqIYNGXM0TX9OMVb/hK7p7EwNC7cRkvUXiEyhKnPOV2gKjDgPC8OZO94UlLvqnOINjNMavd/YVpQal2ObhWYa1tH19LzmTiyi35jCGN2FO3C36gV/8sKf3v7lzA1/BRmru/kZ865lCapPPcdsE1KuSWYmW4sVzNZTAP98E/QJ3ZTfNdfkX58pHZu7rniVEYB3EiiBkW1sD5IZVC0D+93qoplSV9fd01LHMRNv0y6nkYkcnLfSCsHP/t5jP37meq7SinV1FvLcVJMpVVJhc/5rLqDucA+NaqGeZiaGu85eY8tqzOd3LcV3ZylKkSgYWsZzHQ76crkiXrRHJnSUdo6Slgr3iEcY1jV2DDPkd+1FtXgRMUZL+l89e13M3QoKyxCkuX5ueGd4N0voIrUKoibDTqIYpglQWj8DH+/FzEoN9RBErKbIgIShKACMy9Zcn8ngvtlitsrxw+ye5HUfr0QTRZ+23tlgb2GZNSi8OE//CBTbedQal1KypimffoZUhe8T27ISQp/gwQgvN87f7fM7iVbHmWq+9KTtTI+cPY989w9tBQO0mJOYK65mcpLNiudb1w0g9js3V3h3dcadQu733FONwLkHVOQMykughwnbojmjKm9D9A7di/5vheRqUzRnrGozI6hm0X0ZVdjL7i47rfe5z1/cEe18WtlHCvVXiMrDjLFETpmnmG246xq5LM8zkTvlaBn6F1+PhP7H6V/+lFoTVN+xfuxexcJ580gBbskoSoB3ox0KxWHgeicRe+KSqG8X18n5z4kTd7Cwm0jOYjiFJMh7HwlU278yY5Jjv/dxzHOegd0nPzOawSLDGLvtVa5bnXvuofUuKFqJ0GwraRXJunu6oZMGzPH9tU+71i4uvZv5/OOhavrtqnfVofW/mofHMtg8tDjpMzqfXD6V3VMbCe7uI/KK3/N11kdhCRt1LjBCC/OeFLjVT8TLUaqRV1uePtJ+E30qootIsPMj+1G9cj4veDeY7lfeO9DJiI/UVPGRBEaN5J6SZxjyFKZZC+QiPipGEvNJEJR9u/3PMkiXUFeW78FKkhV6+D/+zyl4XFmOzfSNrMLI9NLObcIaCz+9CrwueGXWiQjNNnCYVrn9tX1+FBFy8xzdM49h7Hx1zBetLHuO9n75SDIkeKHqKTGnTIoUnIM20gvjHc76Hdhjy2DSKnSjbjkJsjI8xoBfui3jlCZHGKq9wrfqKPU+7xoJdNDj2HkBuq+zxRH6C4fwFx/C/mj+8Cy6Mnfj3b222rNZHvGttB1zmp63vl+NF0PpcJ3KnGq6kfCRjNl70bQdY76TqmMISxEz7nMRvBCddxRiQ2cJDf3jbQy+Y2vMP3cNOXX/2qo/bnh59B2k5+6fmAeUiOyjUSOcxlEa3n+4A50Y5buBSugbeGJz3YC0Lt8Y93fbvQu39jwee/y82uOu9p8YxVBb6lt03/sBxg3/jrW0rOUbSEZmplNdCaQmnnrU+O+GN4LEyZVx+2lkXmt3Tr83vxM940K0lFPmtioFGQ5+67794ZqYyTVlzQKkiYAdRPsifF3+hj0Dtz3yC+K492HF0FkLQxUlZv84D0nL0lw/z9O6hrUpzeJDAPbtsE2sU+U1Jl6Gyljht51L6/Lf+5FXKgo8+T4ST07n+dm9tBaOMBc2zolQtO7/Hy06SG00Sew+zaSyh/BXP4KjBdt9CWJIngNhqTC6l64CaVbjQwaDUSvIaLiLY8S1fEacSIBBVHhroqh1NgDp57cRDE03PBuF8eLnTc76CsdBUH/Cfez6x1zrUdLZQ7NNulduAJy3bVtMz/4LsVjI8wc3UemdJyWwkFMvYXpE4Smr9Uim6tw44fexoPjp60+T+JQiTB53xVRiq0bYUmOag8Z59/esYU5pncfYWwE0XMuWieC7JGgd1alaasDbz3N5e2H2Dq7jM2DBZ4cyPLUWM73995rL7LJvPDaXe55JL1tGOOCQbQJHXuw0W5wX0PV9VPmwACNqaN7MbNjNWJSt54JMgzyh59p+Dx/uJH8uAmNZpbQrRLWwLK6c3Fj+s67pZkQorqbJNY0kSOzWWtmkjhtZtcgQ9YLFaUiCJaLBP9CN9H2YSU3RefkPl/v9yr7d4+rmYX9SWDzYCFQctLY1Kjq4f7M/bkDlWclKhFxCvu8ObMyIQcvnLF7z8nv3w78zsubhhkFlX3Pkdq3k1LrcrBt2mafw0y58v5pTBn0g5dAekUrnOuVMqZpLRzATHeRK4/QPrWjQdHMvU/n99rok6SObyP97FfQiqNUXvGqSOftRtJOAQfeexLGAJO9925VIOf/foZL0DHdBd5xPNbe7VXm3qSvu+r+nGepe82LMNJdtM7tqXpLZw5DZa4hqjh95911c3Tt+0wblWwvFEZh+hDMHoXxYey2RbRoJdqnnqJ9+hlK2QUUW5ajG7P0LlpNavhHXPX+t5LOnhQ5EV3f06Hvifc5jBO58DpY/BT53BLUUcQPRO+FSNRA9beycfohKUID8vdF9Jls3mgmOhcvRD801PC5+1rKomTe++KGn1HuZ0yrfue3hjd+bks+Tw4txUNYg2sgdzKzSYU0BCn0qsKxQUW26JmI0675pvuirrhlpTSVQZSq5ecVCpMSkTQLlXkow+bOBoVQw8KbaudFnOvgTRMUwS8fX7YvGerC0yEgCz2rQIUIq3o2/KJSSdVzONe7+PSTjN32DUY7LyNTHiVXOMhM98V1TdLcpEYm8uB8HlTjUIvSFA6iWyUK7evAsmifeYpUZZpybiHFjvV1v6lFfWybBaN3oxlVtarSy34Za/0Vkb3+MgTVNMWFXz6/Xw1AUJ2AyLst83h7fwfBBMibKuc+h7iF3pAMufTOXzJpWQfa1AH0Z/+Lqa6LsFItgFZLJ5MptDVEIBeuYPbA/RiZXrAtugc3kD+6j5biEcoti7D0NnRzBt0s01PZx6aLO9jwG79V+70sVQ/8C+DdSCItzO+eBj2X3t+7Eaauw0tiVCMJKqnnqmuHah2TX6plFEKT1Lwli0YFnX+UaI2TglacnuHO3/pzSjf9LvaiNcLjip6VMPOE0D4qzqBNHMMerD+mF+60dz8BG1m0Vjfm0KwSZrYapw0SYhKVMqjYEu1TT5JdvRzjmluk5+FX6+oHVdsuynoaZNN434czvqbGEQqIAlleqftvL8LmlqumNnn3H8f7EYdI+RmMqi+PA+/L6VZYCzsuGWRhfC9ECkp++wlCkDiESGI2DlQmFe94ZNfU7/onSWwqI4c5/ulPcLz/FXRNbGWu4yyMTI9SPYwXfso33t90Tmyj0L4GI9MDVNVlnOiNZlWY7TgHI9d/cp+2jf34Z8hWxgCwutdSeusfSJ0C7jHIauX80CxiI1vMZekxYXLjg8iLaHvvb92Q7U92DkO3HQhMoZXtR6Z6lBT8jBn9+a9jzhxloucqMpVxKtkF9K68sDHVtDwD6ZYTefIG2Bq9/QvAqkCmE9oWSJ95zSzRX3yGJT1T/NYn3sWT9smGgX7XV5VIRn0ug4iUasF90HZuBBEZL4IEUWTbuccoWoP8hAcg2EGq4gyYL0LjQMW4DLpPfvdCRmoAvvelHzD10JOU3vZHNdVA0bGDxudANE7v3GNOTVDY8RijEzm0wgxoOqm9B0FLU37Zq6G9W7mGRqQyW0Npslq/07647reO8y/I+aGqRts9/gAD17+YjhdfX3e+DlQcNnHUJP3qTlV+L0NDpH5ulgfefP2ZTWrSbdVITdDi5Vc8rfq5ezJyw89oFhmZMsMzqjiAG3HyEUUGuht+soIqxp3IQPRGw8KcfxCpSSpKE1Y5JYkwcpSUtijFzu4oSNQFyQ3nmtuWxZGP/DqjC66nfeYZjEwfxbYVdZOjyIMVpIomgpugpHZ+ntGuy0FrlG9OVabonNxGauFFWIuvIn/4GTKlo/SOPwCAuWgN5df+AWhaYERIOgYX/FKhwhjpfvAuxqrvz6kqFncbbKppjklEWL2Q1T4lCrNM+qnPMtWyFkvPYKY7sPS2urx5yjMwN8LM6AGwLbCho6ef6alJOtdcR/7wTunzrxtz9Izfx6VXr+QNv/4qWttzDbK4IojEG/wQlMKmQqRVSYzseDKEEdHw+967T6euI2jbMPCL1sjGqpoVIkLQei6C37rj55CJQ2igkdTASWLzsyGdkT/9MMaGt2Fce5nvflQge55Xr0uxf8suUkNPktvzMOg6qb4B9PaOaiPp1lbsYpHiM89g9Z0LWorK5leS2mdCOufrpJNmrAhIDQRHftz7dH8mQro8Rs/4A5Te9hesuWSwdr4N23miTmEddjKoroNRCM4LmtSAWvpBEHMMgizlKYjY+B0jao6sF3GKW1UmQJnIgWh7t7EsO0ZUUue9nlENm6DfqxaBesfmRdBiIorsBE0iQduoRmrcBZNJRmr27q7Q8sWPkO/cBJpO+/QzTPZdVdvGe55xlfUAqBRI7boV8/xflxOmA9vp5xikW7EGLsTY/S1aCwcwzn4XdtdqwRH8I0Oy8aikzSVBbFTSdERIMuVNNdVNBtXU0TjpUX6LeLPEUYxNS8h+898pzo5TaNtAd28fM8f3Yabb6V5+KeYKi9TTh6ClH9KtTO//OZptYGsZjExfrRhYSPT7B9GeuZVrX3kWr3v/K9FOeLBVSI0XKqTG+5ypOIJUoj6qpCeqrLkqRFEbmdSwaPsoEEUyRUqGYVLe3UjCMeNGWK+5F7J7KCI0DrbOLuO+kVaG/+jDlF/5HqylZ0u39cJ3zjUM9L2Pktn2fbS5SVLtbZgzs6Ta28iuWU/bZdeQ3XAu1y4uNkSW9927k9Tebegj42hjTwM21vJXYA9eLr62lknv4jUYV1bH7i7In9z3MJpVomvttYFiQZHWSNumO/9zjHQn6/7yjxu+lmWdhE1Bi4Mwdcwim7Hu+xcSqVEhNCoKU6rkQ7VRnGxMfkZkWGPaXaMA4QiNysQnIihB+4ma/hQ3UiXzGorGICNGogXZ73gq6Wx7d1ca1EXiqKapRsbckHmnvddfNa1PhvtGWrENg8N/+LtM9l6Bke2jZ/Rn1SacWqrBayWK3Kh4vbzQRx4mNfQDjg2+jt4VF9R9V3etzQo8+W9w4TXo2+7BXv9G7O61ddvGhbc+COKlo4rujcjQVCU5Ku+J32+C5qgkSFOUmhzZfm7dIlfBcztJvHNpWLidBKmdPyN731cxVr+G8WKGdGmUzgWrmT6+D8026Vh2EeT6MC5dRnrrXpg5BC0D5I8frNtnndNj2Xloxx8jdfjHvPL1l/DKt26uERoHYYlN2EhN0PUOigSFqZVqNplxw0siPrz2OUBMakS/c34r+twNlXMKilyKakj80qIdqNRNBNVC+CFOfY0sWmNWDL7x7t9lwZ99kqHjaoaqdK5dlyX9zP2knt8KqQw9199Ads167MIcels7qf6FDe9TEGa2/IjpO75KZdMfQvqkUptzjdumd9Ex8zSVy/4MtHrZZXdNjV/kJUoau2aW6D9+N7ptULnwg6x49wXC7UTPjSqpEa3LYZVcw4oz+Tm054vUzIuks2iiVPVUBF38qAu0bMFX9XgEFc264T5X7yKtelz3Yu42MlUmNDdJ8/OqNhsqx/B6Zo1NS0KnZHi3C/I0rtmQgY/cVPebzk1LMFy/VTWkvM+vzOAPW7/kPWerWEDLtUi2lmPzYIF7fvg0eiqFkalO1mb+IVoKhyi2raw9V9N33l03ZtF76P4s6D1NDf2gtp33+a/7rZ4ilc5g792H1tKD1bWmqcozzjMmIzcyo8F9P5x/y55L57lzP39himVVEKYWLSg9SSW6o5qOo5L28u5rDV9i48CtJBiH2ADYbT3V/3eshOJwVSigcwWduS7yI3vIjx4BjsDhnWRKx8C2qGQnqw30XKgp+1Umac//D20zh3nbx9/Imo0nGwM6href11uEKKlnKvvxW7tUnz1ZqqIIonSxsHAfY/NggU/tWS9NRXMQJWIjkpb2np8fofe+43t3NyoaioQtokbFReulDF6HoPf58UsHdF9j5zk2SiUK45PYeoqhfRZ0INyv+/gy+wfbIve9f6Z12WKmrnwD1ppNtJ+VrfvtmgEttJOm9bIXMfX9O0jv+AzG2e+C1pP9pXoXriBz5JucOBnItDZcf4dC+ZGB0OuTbdM1+SiV7AD6ue8gP7IXY/c5wnPxsy3DOF397BLZvkTPUtPSgRPEaSHpnKTR4g5Nez/3vqzuB8h9o6KkmYggu/ki6TwVOT238RUGfsaUe9JNWvXNQVwDBBAuDqpQ+Z1s/85CoHpt3FLEzt/O//2ec5U0G/e9m/zvL1J49OeRFm4jP4ZBplbYWWhbR8qYbtjOHbURPXthvT7m4s11xaTC59kooZWn0YrjjLdfRP7QU8rnlQREY1J5N+MiaaeCzHAJOm7YdDV3Dx4/yd4gvPtaQ/h52DnJb3v3PbRWX4ix/gpS+++CE8kK+cM7yR8/DKn6HhKaZaJZBi1zB9CNObBtMqWjtE0/Td/xH9F7/Ef0jd/Hq6/u4A8+86t1hMZBEoZ9GAQRbe92YRGm10nSUJ3z/MamGpGJuw8RklgPo+5b9Z32g/McP3/PFr7/4Y9jLTsHOnpYs6FRnnnv7gq2bbPv3qdJ7XoQrMfIfvPzZL/1RfTDW7Azz6If3oI2/n1IpZm4+tew1l7CmrOyDceVPavO2u1dw/furnDgYIbiO/8Ou2sVqQPfB8sE26Zldh/pXbdi6yksLQ1pgYPQtqu1dCcQV1jIWSezxcPkSkeZ6r4EMu112/iRNuf+e22M/0U95q35ZhDjVKkT8e7PjZP7buXytUhzbmU5sCoF2aqIYwCppIoZm6rN4ILS8UQLm1/6i2jc6W3DQmltVaiGx/1qcZIy+OKSoqBUJTe89RtB8CPAznHdhmr3Le+NFKkBmP3ZD5npPLc2vpxVwHYV78vGrFKTJPP4ZLZC6sh9GBeejzZqYg8sb9yfbaMffRA718No52WgNwoKREUcsQBZpFUGt4c2DKkQRbPjOBriPO8iA8UP3jQfFfU0r9EYJsXVLyUtSMnRGcPBn+ro0/vpmxtjou8qrHQHujFDtnQcsElX8rQWhrC1DJpdxtJzdE7vxNb0WqqKcc2bWbi2lw+/IkNru7gRoYzQqKjWRanJUiU0KvB7BlT7ybgjVUkQu7qGtoPL6vYbpceNaN9xyVqYax/WQJU986pedJWxBV2D6vXehZ1txdj4Eun+tfEjHPrCT8jt2052cJBUXz/Ti/vAMtGP7yd18DjoNtBK6YYP1N4rlVRd0fwo/E06Q+nmX6blP/4UbfxptMJROot7MJe9nNSB76Nl29HGdmAPeFLA7DK6MUMGExuN/IHHGiK1YeC0KOieeARLy2CnTs4XQWUPztwYJlIShoSpOij1kT1QMSHT0fBds5ziYTFvQgHgL1UnQ1BOuwh+hYRhJCBlCJoUkvbqNvNhURUhSKIWyA/ufPck9ys7lmifcQUc3PsJGqufSopM9MEvX1V1ES7kJ/j2b30M45I/In/4abBNesYfYLLncnpWnVSvcRMbEZkLkyZqbFpC9lufIHV0LwB6RydGahHGxS8i9dwQ5urF6CMm+vFtaIVjlF7/+9g9i+r2EVfBLkj1z7ugyEh/kMqQ6HMRRLnSoufGa7w3C3EFBdwIEmnxe3ZV0tC8EF2bILK6ZkMGY+w4w3f+gNSeneiFYxRzS8hVRrHbF2N3t9Mx2EN+w42knq+QH3qyWgtmmTA3gnHleaw5r0uYGeBNN0syPQrmL4VY9RlQnXuSjFbJamVk26mQlTDbqo5N1XnoV5eoKuqjUrcbRlAi6PwLk1PsuuNudm95DKtjA9biqzGuOrcajS/Okvn57aT2PY7Vv5TKi9+D3bPQd38ihFnzfVPxTIPWz3+g9mfxLX8BlSIt3/wboNpic3TBjdjplhoZ0I1psCysdCu6VSJlzGLrWYx0G+hyh6JMUCh/cAfp8hjd+YcYW3A96PVzXefN14dygqlcmyBlUr9gQsNzVC7S+sXfBaD4tr/G7hrwtZ9ecEIBH7n3DrbODNR9570hQcZfVEID/hNolMVEdcFoZppKHKNGxZMZpLzSbGLjRZAnfT5yO8OIMIi2Daty4yBoYRO9AyqL8ONf+Qa7HhphtKWq9tIydwDdKjLXcRadN19fG7OKQpgMwkW2MEP2njvQjz5KxzWbSfUNUHziUdKDS5k+PIZWnKb70ktou/LaqkznCXiL7IduO1D7LmyPJr+84ag1LkmQGe9YvN/JniuVZzNuumoSkEVuZOQmCrFxIMvZdz/PDVH+Z0tk7rkbrTBK5brra8aX6P4ECdI4UDXg4yh1Ra01jIqwggHea9BMUiPbt1+vmaBt3baEG2HECRz4OXSd+cuZf2VQnYPDvvNx3/fK8RGmv307xV1PgWVBqhWsEubyc6lc+w5o7w61P1VjPWzvMe34fnJ3/RN2diHmqpvI7PgXAKzuddgzw0x3noeVasPI9gFUSY1tY2W6wLLQrTmwTXSrUqeA6IfexWdB4Si0LqimuG37J1ItndVMBO+2kvlJBJktLVpD/IQN/FqBeJ2oe3dXSD9xD5kHvw6A1TOIufLNGFdtbBif6BzOeFLjF6mJ83Kqehfck5x7UnKHqcOimRGaMPUJQdGMsIoVonE48FNe8RtD0L5P55xQmSEvO39VA1MEpR4vguNHITX5/Qf54cf+gbG+l2Kl2gBon36aSqabcsvS2qLqVYJLkkBqE8+Reu42Fn/yc2gKi4IXjoHsJjd+CNOjacUtK5UbWkZRFQsiNG5RCvc1l/1bdA5+mG9jBxq93jIpaL9O7WEhc9h4jQaRYeD+22m0B+rvW1jDvZkOtiSh4kj0whup8ut3EgXe91RF9TRq9CUKIVON2KiK/kSNWqggiXd977MlKM2hzeSx23ugtVO4ner8FcWh5sCP9BiblpD5/rfRjz6EZhSwuvtIjZ18No8tfj3gITUOLIuUMYluVzBTnVh6DjCAtJDk9PYNQGUWWvqYObSdnulHMM76ZfJjR6VjV4nYgNo8EPbaiXrkOVizIcPeHZO0fulDdZ9XLv9z39KBWk3QmU5q/CI1URZfkWqH11Pl51kRpQKoaM17xy5DUkafiEGrygInNQ5ZXxaVFDHROILqpcLKJ8v6nDQDXoMyLGR5wVEiZd4xqHqNHTz6+a/y/FNzmKt/qXa89umnMdKdtG24se7+iv6fBPSjW2nRnqP3vb9FqjN4YhMVsjvvq2pqhwqc6/rua43A+hDZOP1SO6LUyzQrEqlai5d0xAbE5MVNbPz636iogYmUCkWplF74/cZLdr0QGe+itOcwTSZFUDVi/JwysnqMIEQlNe61VwZnmygEJ4i0JElqHKjUCKm0kPCuK35zQrOiNF4kJZLkhzhlB6q/B3+HVvqxT6CZxdrf5oJLIJUjNfJzproupti+WkxqHFhlMpUJsC1sLYWGjY0OaGiYYFt0LNuEcf4S0o89C50rSO3+KnbXKqwl10jH6SAOsfFmD/g5VMP2P1qzIUPl6DCjn/jT2melG38bfXwY46JX1m3njM9Zs0szs3zyxa89c0mNKFIDCBcdN4KiM+4FV5bCIPMIxclxbgapERnnfvBLn0mKzPg18QyCbCyy6E8cmURVEpME4UnS6yWabGT5tw78omWqxKY4Nc13PvSXlNe8A2PzJqbvvJv2qafQrSLT3RfXetTI8rMT85YZRVJ7vok++RyDf/dZtHR4w1lm7IpSwcJM6LJUNFVi4x2L6HMRZMbMqSA1XjSD2ED9NU2K2PiRGgiuDRS9j05kR8UY9mYHOM0JVSF7zprhkRUh6LkIE62SYeMGm527tdr/3YgTCRGNJ0zqmXe/7u1kTlI/O0IWmZQhqAYsLBFIwhEnQ5KRwqDzjvr7IEzsf4SUMY2GTSW7oKbKmS4dpyf/EKMLX4VuFYWkppa+ZRnoVgUr3QqWAVg1tbTeZRthZpj85Gw1gmPbLBj7Eca6N0FnozqizPG74paVQLg1yEESxEZmj8/86LtMf+8bAGTPPo/Sc89iXPA7kOmoW0f37q7UlC3ni9TMu6RzUgu16MWSTVhBkRrvv4OOExf5gztqD7Hzb5W6ANG26W3qcrOiY7j3F1THERV+vU7c4wp7LcIcu5nwyzVXWUT9CI3o77AoTc2w47ZvY2YWQftg9XmxbTKVcaZ7LoUTymdxCbL7/knHnG7BXHkDtpZi365CgxynigStSr2KA2OTWAZd9bmI4tkNS2hEf89HvZgKosx/zjVTKcoGf9ELL1FVIVnu+x1HVMKb364qdev9dxycilQzEVTJrUovHhGhiYI4EuJBEN3rrbPL6mwJv3ONUyslQ5j1WDbvhYF7Pg77DqrCPU7n31HO0/sb99+i/fWsugwjt4BKbmFdmwEz3Y1mm2i2KT1mbU7R01VCc+Lf6NmqHHyqBdJtoGmkK2Poxkw16mOWoGOpfH8CONfdm2IZ9tmXXdMoMtV7d1foePmrabnocgDKu55CMyuk9nwLOLl2naq5a94knaNCRdIyjKyk93dBnjGVF1iFBTezgaAMXhbu9wCLIgOy3NcgeKM7btLiPZbo+CoIK5kcBt7xB6UKeYvZobFZHDQudLIomCySFXWRmv3Jney79+dM9l1DS+2YNumWkznPoiJVb7phlDS0hvtjFOHpWzEufTVk/R0JondPFKEVpX155wuVsTvfD207adCqqiCpyCCLvKdRU/u8Igned9vvnQgjIBBGLcmB85yLapO874L3e+c37s+9x1WRfo5yXWVCDSokLQmopCyJkBQBjios4UaYRqNechOUSSFCWPIge5+9n7vTDVUlqb1j8f4dRbJc9rcIfumGYeAdY5IS4TJEiR6L5vigv93XSORMtNGw9TStc/sptjYSEDf85tza5+kOUsYsLcVhwCJ/aKf/yXmQ3jbMXpbU9fFyC2P4NYL1QpR+GlTeIHt+9u6uwKXvovXxrditC8G20Kf2MrHnZ3SuvQ6MCtkffqfatPjS68m0JU/yZZh3oQCnANMLmeHmTSnw1jjIUgNkk2qQxHPYvGXnbz80k9CoGjZJjCEqeWj2+cdBUtEoWRpYmAigX4GzG36CAaJ34bm77+XRHz7BGOedFAO44wf0jN/PRP9moJHUJFW0WUfsh56kO/8QmY4FmGturvUkkJ0bRPMKikim87kbKmmw7hqeqJDVEqoY3knKV4uOHSXlKAhBxdteiNJ1gv52Q5R+KHKqhJGmD1uv5oekxACanaaYVPqZA/cavHHDSTMjKEoTltSIiLMotdH9fdQaHnedkKramgPVFHa3aAg0GvFx6wZfSPAjimFIpIP0tmGYO05q579Tzi2gnBmg2L6mLprjoH1qJ9nyMaY7z8PILajZX5pZpGP6KXLFEXS7DIClZ5nuOI9S+6pQDigH7ppPB955M2yKc9w6rTUbMhz+649hLVqL3fFiUs/+F/rk81idK8AyMcoFspVxrvrd97H8ik3zln42r5GaNRsyDG1TD3mJcqSDCI2KhygqVOsM5jMq4z5W2BqdKMcKSyJUamNORRQrKTjPqHvxdE82oqifd3FyR0IcON95RRqc75xtvYu2yBPZv2412bvuhaxr35qGpbfQu2gl+aMnlcRkC4FzTD9DXDRR9y7bCIXjFPffR29hCA2LsfQmbJfHSvRMxU1xCFIn27u7okTUwqZS+cHrkEnCGI1C6kXPmwhx7kEYIiDykMs86iKC6TUAvfde9RrJzleFoIXpa+Im3X7HFSFoDfK+g2FUNf3gd22C1mA3oXH+TiL9TBXe63zfyMkG3Sp1MV6408/CEKOg59T9PgYZ40HiOyJ4xV9OR6jU86jWU4ZNVQbnHizBPOcPydz7XXITu+mcfhKynZS1VlIrX47dvQb94I9JzT4LQN/4fcy0b2Bif5mMMUHXxKOUswPk+6/BTHXU0rvRtMBUfO9YvOnI921YWfve6+jxc+SJ7rfK+uf3nNi2DaU5MFcAYJ71dkyjyNzee2kfGMS8+irs//ojllxcPdefH5ufaM28CwVAvViA11D2Fhl5IzudN19PettwrYDKgUwgQARZXY0zNgd+SjIyNMNA99MSly1iot979xGHUMRZJP1ko8NIHAdhviZumWiFAxlJkHmQvcpEsgJm0Tig0fgq5Cf49u/+BcV3/A20dDB9592ky+N0Tm5nuvsiOte+uG6foY3t8jTpp7+A1bMBsl1gldFKk1AaR5s7CnoWu3sN02YbpZYlNa+Xiqqb6HwcqCgWijzuYbxaKkXiYZQTVa5tmHcyrgS8H8IY27I0s6jwGpUqMtsO/CJjXsjqn2TvkmycMuITtfDfC5WInsp8HkZJ0w1V9TPRGuwlNQ5ExEaVZKgol8ocG6rRQzdEyqphIzWqY/TC7QxzrwUyhFknm7lGqq6HSdboxHEYuPdRQ2EabeIommmgH9lN+pn7oTiHobehrX892vD96NNDaFap9hNjxQ3Yg5dL9x8l2urNxrnwIzfVvgtKQZM9Y6r2rWi8KxcXKGy9n6nv34lxyR+Bpp0c49JzsZYUyP7gX2k7/yJ63v6r1f2c6ZLOfqQGghceWSqBSKFIJuXsRVT5xWYSGhFhaWa9iBt+kR1ZV9xmHVs0Bi9OB1ITVWbRgZeky0hKFNlLv5SZLX/7L+w+0ErrWa8hf3AHHZNPUGhbhZnprhuHKuruX3mKzOOfxtZ0zHOvxU5nsDv70Y/p2G2D5Ef21YXvk5KodkNmPDoTtyiNTKWAX1X9Sqa05O27klS6WVgpTufYfqkEqmhGbYmsnkJWj+OX4ikjkaK1I8j4kRnson5nKuRbJQUpinMhLhFWmStV0s+CojRuhFE/U0lDhMa6Ovc1dCtJ+R1HRExFz0FYFVVZOpkbfjVs3jlElcBGUbhKGs1SUUwConlamrpmGmgTR1m2tpX0goXse66aDqYfeprsd/8Zc+0bqLz85ZHGobo2OKniTira5e2H+NSe9Yk4VILqqJ37ePhv/hw7P4a99nXYPetObmzbpHd+DjsL+sQIxbf/DasvGazu54VOahzIUnEcqLwMQVGaMB2AVWsd5hNRi16THrc3fcYL0XfeCViUTiVD2LxT9zibBdXwuNewUkkXEF2TIANHhRRMjxzj7o99mvKKN2F3LGNy/1Z6x+7F2vQRYa5waNgWmUf+ksrFN2Bc8drax95olGjM3rEHGcxhPKXeWrwwhNRrDLnnmCgeWlV5TVXI6qyipJaoGhxJkBm/lB2Ve+tX5C2ax1WiNW6EIdYyQuNHulRrNv3QjPrIqKQG/CM1YaI0oFZPo0oavA163dkdcfvVxJkDVMSPgqIcopoxVUQltUkgLLkRRUHDpIOq1DiFdXhpx/bR8s2/pXTTh1j1UrFdMnXnbZT37qb31z9CqlXtufB772X3uHf5+bz9gwtrxAaC5Z/DEhtRfensz+9l5kd3UWnpw+7YxPisUX2uLJPMo39F6Zc+jLVgJWRytXs+X6TmlKqfuS+uipHrl+Pq1+QrSlGfCvzSqJKGzJOv4uEPI2rgd0zZZ0FjhEajVmUczUytEUGlsDBIBUq2D7/UEOd6+BmkKtdMVtfz9De/z6zZS7qj+g5kyuOUswtICwhNlOicNn0Aq3MA4+JX1T7z1gQ55+AHmeBHmLx174Qe9fkQ/c5ZNJzjJImk0labQWiinKvsvok+U00blo3DXfekqjAog9vQidIw06v8FgZRjJr5RBgFPAdOTxpVhH3f/SJt3nsfZfzescUdpwpk6VOyfQS1BPCi2RkgXkQp2HfgJyLiB785QTYu93FEUTJn+6WrsowBdqVIef8esqvWNuzbGB+lcnA/E7d9gf73/lbwiQqg2tri1i3Xw7XL6q5LXHEbEWzTZGTHM1x97gYeeNGLabvsaoa+u4XMA9+k76y3MX5wBy1z+0jnerEWrYFUlV7Efe/C4pSSGpkQgLdgTnZBRE2x3J+LVEqiMFjv5Bh3gUnCEPczfv22OV0KBIPGoRKZUIWs5kW0cIi8aLIJThXO8xM1BSBOxM0yTcaf2slc+5U4vpF0ZZxSyzLhy+/XS6h36TkYO79CLteKufzl0DpQ/dIso82OQzobaYxeIuZ9r2XNdFX2m4QMaXUf4rQUP8gWlrCGtooBEkWmWYaw6mVeqPTxcEPkkAor7+t3L4KKo/0856LrIDqW6LNbt6QDjdJTqZzpHUcSa4Ofc9ENh+iIIjZRoiHuaxvmnZfd3yjPvYohGeQQ8/5bttb4RfBlad1ux5qX2PhlYESBd8xxiU0c+M3b7rXH2VYmRnLy/6sY/NQXmPretxj/wn/ScsEm2q66juyyVVzZNc7PHjsKbR0A6J3ddeMQnYtzbYKyMkTktXf5+bBtmFs9ss/u8w57/UTPwKplZSb/5k/Zkp9kqnsT7W3tWIs70bQLQE8BGpnyKB1TT5Hvv4bOJ46dMlvztEg/C0oRUE1NceAmMiKmLxqDCCKlIr8woBveBzTpGxw0SaiEuOMcTzTRilKvHDTrOogwH14BPw9h0PPkhSwdS1ZTFmSAuMdUGT7I2D//H8oX/AFQfX47pndQaF2F6eqULKrt8Y5Xmxkm/fTnMZdsQD86hN3Vi1aoQHkK4/wXQ+4q6ZhUajlEhEZm/EStj/N7NkQpYn41NTIZ2aB9u/cP6rnxfkhCySxO9KmZqpMQjtyE9Yq7IXuvwxJa2XMXhtiEfS7iPkfNFAsAcSqa8177kRxVYR8ZnDRYryCLqiAJyB2oXgTNAVFSz5JIWXSgmtIdZp1Oer0NciDEmadU5mzVd33yW19l9sEtmGs2kdq3nXRXN+bYMeyWDqzexejjw/S86e20bboyMOIblJ4cdN/yB3fUam289nISYiWpJ39Eeud2yqUSueIhNKrvq63paLbF+MBL6Z18hKn2cyi1LhNmaKxYVn5h1dTIHiAVUgPhiQ0koxkfF3GMeK+XT7UmIIyhrXp8lWOIjjdf8pEqEZb5hkohOqhHrUR1E7Lr65z7pS0jfOc3/xhTbyVlVd+dUm6Qmc6NdK25puF3bo9egyrbIwfIPPFJbv6Xv+LhyR4qB/eBnuLQ7ELSO8brfu8Hr2EhMoi8BpCTxhLW6HFDRRFHpH7oN/dEUWFyS6s6iJrKqkpugxC3xsAPfhK+YeR9VRsfymRNHcSZF1QNnqAxgL8oQBTBiLgiK80SCwB/wQA3gpwXt24Jn1wisi9k0XsHQSQtbjq7bG1IYu0OW5cpwqkiNVEEYoLEPJzPw9RWB73nmwcLHN/1PD/5xOcovuljpJ+eQJs7jLFhAfbi9aS3HyH1zJcxLnkJ5tlXKTnGZMQm7NogEkTxQuaAFjmf9f1P0Lb1dsattZRzA/Rly1SO76KleJDUgkWYx49iazrWildhLbpM2jTcKs5y+I9vemHV1MiYY1A6hvvmyKQWw2C+CI0fwk4EqtvLtgsjc+hspxKNUA2Ti8bofrHCRJb8PFlJTbBBRYgq8F5zbw2ZCoJqpGTkxrmm935vO0CtCRhUvSuZykR9Y0xPvyMH03fefXJyunQF6Sd0fvjF71B+fhfZ9ecwftHbIFPfRFO1N4b3XrkXJG8uvp9R5E5XESlkeXX8VR0EQfcoynMwn1A5zzDzp6h2MWy6ETR6551/x+ld4iaVotQXCJ5bRMTUm4rnNaJka5pq+k2Sa42KpH9ciJ4p7zURPROqtTUN2+yuL4AOgooTLb1tGDasVF4rvGntcRF2LgibdaGSmg7JPXuqdoUfIqe5DtYTFS+RadhesJ13DO532ZnzvHPDfSOtbD57HUvOXc2R//wohff9M2RWVa/pyBEoT6FPHyD11HbMs6sZDN50VBnCyDvLfm9sWuI7/yvfq3KR7D1fIN9xLqXWajuGMSNHa7aXluJBZm74cLUPj66R3jlZG5d7HprvvkhNi9Qs/Zu7WHdBT913MvYritZAeCW0oLClquc8DJqlNATNKfZKCipEIo6HNIwnKw5kz4zqJBvl/kQxcKNODJl7Pk96z6MAaK1t2IU5DL2d8YUvP9kUTABRtCa9bZjUs19Fn3yutl3xLR/H7h2Uqty5IYvQqHp2/Yxed/2cW/nGu1DJnltne9G9kXnZ3PsNgigCJPPGJaH0p5oqFARR2o3I6xnFOx+miHznbi20MlbU+dNLjIPqi8IoLYkgeh5ALVqTJGGJW5OVZMTGgXPfRe+vCKJ50k/NSYYoRrbKsxY0ftX6zSSdJCq2lyqirs9JRIpVVBWd7cLW7Dnw3uPBJ3/A9i/fTull78NaX+1No00cI/PjO0gdf4zKOb+Mcd0Vte29PdAcqEZpRJC131BR/HRn1DT0zbNtWm79fbTiDJXL/7z2m7nd36dpRP2SAACbRUlEQVSr9AwDv/a7ZFeuadiPDOVzu+clUtNUUqO3tDcYDl6IDAm/+osoL01UMpO0stZ8ImqRmApkhp8s4hLn3OMqZwQZo0mrWEUxcpuB9Lbhqmb8jn+F4higo2fTTGdXkysdY6L3KuxUTtrY1YF3okw/8X/RSnkAzMUbKN/426R3jCqNSZbKFVcG1g2V/HuR4eN9bkWERyUlQSQ/Kks/c/8dFlHTzsI+7zLvtJ9HFKIZryo9TcIaIZDMHBiW0Ki+31GeBW+KKMST8E9KYAKiN+L0g5vYeB2g7hrDsI6fU0FqQJ3YxI2AqBxH1aGsirBjjeJgCRM5C5qnZNu64ee0eFH/NN//8MeZ6tuAcelNpB7fT+bpfwfAynRQ+uW/r2ub4K3VlNlMQXV2qn0E/YiNiIg4++++YBG5u/+tuo+1r8fuP5/80OP0Z0ukR++j992/SW79OYH7c+MFSWqsUpGlz21h8YXn0r6gv/a5zEMatrg8boGdaHGJqrYVBkkb1ipQ8S6GQRjykUS4WgaR/GNUNZuoCHtNk/a6GZuWkH7sEPqRB9BHn0ArjlE57yWkd25hdMH1dE1up5xbSKF9rTAnX/aZubRI7rv/jLHxOowLXgqtXfXHDHAQyGpTgkiNzOAN6nURtoZPliLkVZVxQ3av3e+WbLJfcctKpYVsPg01PxITFKGJYrCqIg6pgXjERlUZS7XPhQOREE1UeNcu2d9havm8iCI2kWS0BqopPH7vieq6nWRaJjTHeTgfSFJISBVh5iFRKqOM1Pilwkb5TrUGx8iPcfwvP1L3ndm3jP6bfonWiy4VzvHunkkQXlwoDGTERrQuTe5/mL7ZHeizhzFTbUz0XY2Z7kQ3C/TNPI4+d4SuN7yD9qtfWtuHKimzynMcuP1Xz/yaGvdJT9/1P2x74KcAvPmrn6ltU33I5QuCN2QnewDCevVFE2Cch0j12KeCxMjGEJSyp4ow171ZUStRrruDKJGZqCHqsAibM+2Hkwu7hp3rweo5m9TIA2i2BZkO7FQLhbaVZMvV6IpX6tMNb51N/8FjmOsurWuw6RwzaEwyiBYTN1nZuMEOJDSydIIwksr+ucdyUuNFmOdr6LYDpPEXVziVKkRuBBXaRiE0q/UW9lnFOMOqIWzfkDDwEhkZsRH1uQhDblRr0YLgfWaCZP5VcKpFV8CZwyuB74tsDZ9PBU4RVLMXRLWmSY/B2W/cer9mOHC9/YD8vnewcYMNu+Ukx48Ahelv6P7MWV9eck4bE3/3J+SfP0Dbsd3MLtrAqs1X8MCxqlCWqJ7We29l9yEJh4cMzjGNTUvI/OxBzL13M1A6Qik3yFzfNXSsexnm0JNki8P05B+q/S6/7Snar35pQ+316YKmkZr040ewrlwHnHxJO296E+bMNNbUZMP29Q/7CUNkw0qhVz+I2KgiiiqICFE8WKpo5mLthSjK4UCWX67iqVaF6iQuO3YSPQfcxdDO/1XydkXjE43RDzLRBVm6n+z72kSY7Sa155sA6Lu3o1WmaJvaiZXuoNWeJdtqYw9cAFCXhiYsNl56LtrzT2EPLK8bg0ourXu8KvdCJQ3JiyTeEb+5Q0SaVPuVeOFNIXA+i9Ll3UESxo9feoZf00ynyN/9fz/EITN+86GfEyKsJLMXfumHfnNdWIGAqIQmbjGun3hLGHjnYFH6j0goIgyCUm9E10FEaJJy6CUtGOImHF6oppXL7p9q4XiQemkzSG4cIQa/fkcqx5JFa/w+2zq7jA+vPVFfehZsfM0ydu6uro8bNxxG3179t+PkcAiEqCTDvY0XcYlNetswe6nPlHCen9Xr0xz64ldIP3Mvha4LSK29icnx0VrKXLY0TE/+YWY6ziG39pUYm1ay+qw2wP959rZBmc9mr01LP1v55s+jZ6sn7y2Msk2Ta5eWpftwIyhXWZYfHzb1TIQkjQqZMRdXUcXPmIvatFAEWbrafIkZzFd0K2yergriXB/VvGgvMj+9D21sJ6nR7XWfz7WtJVc8RMoqYS57KdaSzUD1WZ++8+7GA9gmfa02qaNb0eZGKLzr71hz0UDd+FTq0kTF9mH6WYB/D4ugqJooNcib3+yGYxREEQgQGR5++ctxojRJR4dV54yoaUWr9Zbav/dZxdrf7n87f7vhjcypjEe2rRtR3013WqssChwmHU0k2+7+WxWi+UBmsDY7+hI2zdQPO3drfGrP+kg1IKKUO9X1WiQ8EZcgR4XKO+znZPT7XoQkxHpU07/DNmz1qiWqqCeqiJuIjueGTHL88vZDdWNw/q0i/R10b5JITRP1WytOz/Dt93+0+v2a1zJe0Bt+1zN2P7pVxN70IeBk2lwU+3p836NMPvDpM7emxk1qQDyZJJG36kxybsMkbPGVA5ECkWo0J2wOb1BB5XxAdcEP0ld30AyCkzSZ8UZiZN97P5MhDMGJEtXyi9K4vapeaNPjpB98hPTeb9Z9fmzwtehWkf6pRynd8CvYi1bXFYy634FM6Rg9Ew9j9y/FXLERu3cJK2+8Sirs4YbI0RA23160ePktEqoy3F4vpOjdlCnhqZAZv21FajMOghTjvGhmhBjkRDEJQuMHP0IjGo9sTEG/cRB2zpIZvO79yd5pPwMlqbSo0yFVzIHo+QtLbvyEAhyIFM9EHm5R880gkhdH9S4MgoiUe57zi1iqkGxVBGUJ+CEJIgPiGsswvwsrFS8iTEHH3zq7jPdefLDhO9n6FdU5HLT2+kV1jE1L6upDb3/bB6qfn/Me7M4qWamzgRevJ7PtE0z0Xkn7+usbbGw/nMqamnkjNSD3kiSpNOLNW42b7xdFHS1OnumpIjgQLwIRZFBG8RR5pVXjQpWcqBQmuj9TlYicLyU6AP3ADrL3fBHNmKt9Nt15PoX2dfT1dKEP30fplo+AftI74w4X68Ys/eNbKL/yfVgrz5dOZqrF7V5S43cvvMTGvRD4Tf5xvebeMcaRAxb93k+2UzX1LOmCXBV4jSkv/IxSVSIDoB3bjr3wYuAksZEZEF6jTiWdJEoX+GYgjNpnFCStFhn3+qgQGwhOO3UTGwcyMqjqhHTeeZlktChlR/R3FASle3u3c8MvJVqV1ISJECRdOxMlShKEOH2u/MYgIjh+zYRVxiRqDBrW6SlLaxUJZrgFCjYPFjj+9f/gp998GIDCr/0ra85uYe/uSq0v3cSBbfSM30c6k8M479dr+4/TX++Mj9R0X/0h+lZf2vC9Su8Z1cVYZuyq5Jv6IarMc9ISkSBXF0r6BXYQVTJVdh+8xCROukdYzBdBlDUkVO06HfW6SJ/juUla/+MP6j4y9VbGFt1A7/Lz0Y5to3zsKbR3/WHDT50UtP7UJGTGKF//G77eGa++vRsir6gKsfEuHE7zvaQLZ90eWhVSnqRSIISfZ041oYFwxmgYQuPAj8w4iBKp8fvtfJGaZhTURn0fZM+z+7kZeeJpcl0d9K5eAQQb337HksHvefIzCIOcFFEzK2RpqEEpfVGhEl0Oun5JZAu4EWeejZPmqlqTJ4L3d94av2bZS3H2rUpGRdt4EUY9+DM37Ce//xn++nfvAMBOZ7B7z8MauIj8+Cg9C5aQ3vMt7Gw31tJrsTuW1fYTxgHjfQfP+EhN99UfQkvnQhW/zpdufJRJ0A1VgyOs0kec3HVvLmdUNEOUIAmjIYznR7XLeVR4IzOiTuui7dxQEVyIKrbQ+v/eX/vb0nPoVol8/7VUstVamNzcEB3tbVjLXtLgyakRlAVLSD/zZay+cym/8o3Q0gGpk806VRpHikiN+5wdqETQwkZm/bT5vel7YZwoKmOQQWXeiROhiTpHqtQNyUhNXEKzzypKlexkEL1XcUgNBM9RzrsoS20GtedP9LsgpLb/AHtgBatedmGkepioBPfA/VvRdJ0VL2p0TsoQleSEma9lxNQbwckf3EHnzddLU3SiyD4nSW6akRoaBkHe//mMzoStr/LW16j8xn2spEiPSmRGtP8wtTbebfxsBpW55d3XGrz34oOMH5vhS/e188O//W/0mSFsNMCGVA5ryWaswReBpkXqAeWG8/7NF6lprAxKCD1LzwUam/r5kQe/G3LfSKvwv7A4Vd4yFWUNv79VJq9m9onwqoB54b4fYe/R5sFC3Qss+jtobH5/NwtBspB+41Bd0MIufGs2ZOi44XWYSzZTueQmdKvEdNdFdKx9SXUD26Rj5hnGzS7yB3eQ3jYszlF/0fkU3/oxtNIELf/9Z7R84XfQ9z0eaixJSVEGkQnnHNzvtkhuslneVu+Y/NLbRMd0K86JrlmzayRU3lHRNmEJjXbspGjFPqvIPqvIl7YvZ+vssrr5zW+ui+t0iTo3eCMDonvst7Y4v4my/uj5I2jTow3Psur+ojqVVl5zeShCowrReMLcV2ctct/LzYMF4fslep9UDbSo9+t/EQ5h7RZvQT4EZ644rQG80aA40SHRcWUOZ5X9O2u91/4RbSPbTmWtuHVLmp27NfoWdnBB5yj6zBAApdd9lOKv/SvFX/knrMVXY1yytPabOKI18y2h3vRIjRsiKca4TbJUEVdBIkyEKYzSWZyoQhTpWxWcigZ3kEyKngpEKiVxEMa7LIvYyBClFglg7HOfxjh2BGt8FFtLMdl7JeXcIjomt1PJ9NN21qsb+jN508ic77XJY7T8959Rueh6jCtfX9seGp0WDrz7iBqpcVLPRBi67YBvlEimjOhGmGcurGcsSJZbJUrTTI+8SppuUNqgdw7yEhqHyIhqZRw1K2/kzJFJDZJujouw76IIQak6QUIffmh2ClBYqDrZogovyI4lOp7f9+6ojTOvJdEHyo0o96ZZ9yUKkhY3UEFUgRE/iCIuqvsU/UZVUU30Oz+CJfouTNQ46Dr73U/ZPPOZG/ZTnCvxzKN7mF5/FV97vLdhmyAHgExZUQT9oefP7PSzlW/+PJNH99QRmfmUMHUjCUk8kKfTOJBNzkkRF9XiNDdOZSpamJczjhiAatGhaMKLS2781LlUZWb9ctVVFWzc5Gf6+99i+p7v4D2bY4M30zP+ANo5b8O4amPtc79UsuVvWsbkN75C4aEt9P7KB2k594KGmhBhXxsPqQH/XjV+10pGJkQS1EFzS5Lqi2HymL3fi8bmRjOa2nmhWnvoTtELSj9zkxqH0OwdOKdGYoZuOwCclBDvvPl6oZEvI59JEJqoBrmIgKkiisf/VBvOQSl+zRBF8ZsbnLlAJljhHZdbLU1GbKJIZkdBM+6LF1HrYVWgsjaJkHTtjBtJ7MO9L2hMTVOFahqa9zuVd0hFMCkKqYFqKprXWXHrFrX2lWEIDYBVnOXwH990ZpMaR/0sTvMdvxxz0SKYRH8av+OrkJmk05/CSBOG6fGhAq/K1+mGpKI0SUdvILwxEERY/LZxb/fNj34S4+D+2ueVTB+FttUUc0voHd/CRN/VdLz+ZuDke+RVTckf3EFfZwvsuZOWwX42v+8N7OqpvsN+Kl4ORNHYOITCgXuiv3VLuo7Y+M0xKv0pwnrDmpmakhSpcV8vmeCBm7z4peiJiIV7vhGlnb3kuyuE4xJJW/cuPz82CVaFqkEet1eH6jPi9ohGkcwNY2h6oSJzL0McYuNXHyRaU7fOLuOrH3+Qs1ce5KJ3vZErO/3XcbdDxK3s5KDZUZqkIzPN6KHmhsraEhZhe5H5wUs24iqkBfW9kR3Xi7hOZZV7FlY1VmUOc8NNbkQqgw5Unn3Z8c54UrP0b+4i+/Rkw/dRu6PGzcsTHVNmhMmOGZS60iwyE4SwL1uSBrsq/ArjT5WymWyiiqpv7ycjq9rUUIXYeLdzG6wAd/zaRyjPnJRytjqWYa59A/Yz/42+fDPjc3adAek2qBwjs689TWrfdyi//N2sfOVlXLu4KJQ9jUpqROekCplRHiedS2UsUQszwyCOdz6oiFSEMClQKilo3gaaX3J11fY7ntubHpYER5kLojTlDCI4YZ4Fh0CeqkJzCE9WokQIwoj1QHCa6u/f/H9qf1vtS7nq6gW86QM31I1DNAe7nz+/VFvZWKIgrhBA2GaRDpJwPgbJP8dROYNkJZtV+hyFhcjJ6ddQ02m+6TcGFVU/PySRHqsy33947XMN6ZxR4D3WC4LU6C3tgds3i+DI9uuXKuN3DJXF3YFfnmUzi/njaKeHjU4kLSMJ4fNzVfpVOFAhKs2SzA5SSPNCZLTLvJmiReanf/VPHH96d922draH8a5NdK3ZXFMFEiH94NOQ6UQ/+i3MlRew8vWvaDiWiNT4NZL01rfEjdioyrmqKIklqXym2rMnCGE8we7oS1ipXYhOakBMbNyk5q5dJUCeQug1lET9W/xSfmXjkc0Hfv2mRFBN6QirepZEnWgzCY0bfnOX+3v3316EJTYgv9dfe/tvo9lW3Xdv/upn6v4WjUdE+GWpaUFp5kFI6t6orGsiNIPUeDFfSmcOVG0br1NFZR9x4L1HYVXc/Pbn7FP0OUTv/wdy0ZwgRVA/hbag9/wFQWrWXdDT8L3fRBa1P4zf72SFzBBMZsJGZppJWODkC+t9Wb1IQp4wqbCpg2YQGwfeRTdsfqufYkmSdTZuAiYzBMLKBosM2qfv+AFP3f6dut+b/RdirX0tINebL97+n/SO3weAlmth4EMfI71wMPI760B0PL/UIj+E6bPgRwbDQsVzL4paRUl3kTUNFs1Hsohn1Bxr2XhExwgSDHDkmpMQHhm67UBdR2svVCI5IoMhKL02TkF13MhOnKhiEOJEt1REUbyIQmxESG+/G60wSbs5RuXAXm78P39AW39jgbMqvHU3IE+D9CJOSlacXktRETW7wg+yNMFTRWpEv/PLyFB1csr2JTrXsOenamPMd2NvSC6bAsCYm+WBN19/5pKaq2+/m3RbY6QmSs1LmKJbN+IQGvDP9U0yrOqGYwyE3cavCF4Ffr1vgqBad9NMYuMcPwh+KXmiPFrn33EQtICpkhqZoe69Xnt+fD+PfeG/6z6rpHuY7r6I9s2Xox9uAe3kOTlF2/2pPKlDP0Xv6qH3Pb9JdtW6uuN7EUY50L2t1ziNo+zi/D5qf4wghCEHoqhV2OJkGaFxvvNClpbod02SIjXgT2wchCU2QSqBfmlbSdcxxE29UOl1IkMzmjl7ESUCEIXUQHLExo0wfaaCxuNNYw3j4FTFfLUbCIJfDzUHUddrVeEeVYQhHiq/8futrObG/ZlKX61mEJu498lB5fAQxae203n9zYHbxplnvOM640nNR+69g1xHldT4eTn9FvEgObkwKWZenK5RGr/waVioaLcntS9ILic0jKqKd6GNUtDnlxoo+y5KvY2DIDlSCG+ou6M1Pc/dx+f+/La67eba1qJbJbLZLNaSzdhdq2rfGZuWQGGK1ls/grHhbVReep2vsokSmXGmFU0D264Sp2//sC6HXWYsJ+l1StLTpBKx8kvDc0NUz6SCMBEuVSNSpUt0EAkNmg+DFH/C1muIUhCTEKKQHSMMwogDuDGfjandUC1AD1PnkWSdjQqC5pIoaTp+0dKka7xOFcJGJ2Xrkoo6YZxeMFEVZKOm8LnhJygQ5vcqSJLceNUrne+P/tnvYM3OsPgfvijcjywDIEhQJAg/3Wu9cEiNF1FSI0QLb1DxvwxeQyOswlkzCI07+uJOM5P9WwVx1NKi7C9Ot25nO1VCE6aORgV+8pBhojZ+k55f+osXYdVO3Lis7SAfee3fVv/QdbAsjLPfBc99CyPdRXrNK7E761WppvY+QP/ojzCXv5Lyq9/ge7xAUjM7QmbnZ7HTbZACjAqaWX2vp7ovofWsm4BGYuM+F1VpXT/Iao68UE1p84NflEYmZS9LAwT/lBeZipkqopAa0ZhUPLQqxbFRjY0kilnDIIrRrbJGhYnmNYPcqJKa9158sHYfVXtz+aEZ5AaSb1YbhtycSYQG4pMar10UVIPlIK4IkgrcEuDuMXrHIVrfvensKoQmqJY6rAS137HCvFveZ9QyTO47lEJvCW+X+QkeBZGd0swsn3zxa1+YpAaip0lEERbwSwc51YTGG5mRdeMOIjwyJBmtUdlflLx0UV2IKpL0DKnU18i8NrIJL0gqNcjzEYXcXNIyxN/86meYHJupfWenWtHM6vflzAD6qpeDpjNzfD+2pqGZZXomHwGgsumj5I9UGyCGlWLXjm8ndeBuNKsk/H62fT2zXef7Nud0I4lUnbhQJTQgJzB+aIbykgwq0aYkDer5MvKa2aPDi9B1IBKFQIiWnhgFQeI2qhClLQWpqEWZ3+ZDVbBZwg1JKXNCc4rb3YjjGIhST+OGqIZXFuFNIlLjHWvY30VJq/Or51UpNZDtww1VguOnoOpGkJM57H1wxnfGk5rbHvlX2jqqFy2pmouoBcuqjbfCeCJV9NKdh9b9/2YhjtJHUl6TsJ451RSasAZTHA1859/OfrznrPqZCLI0syAEqZx4v/vw2ufYtW0P//7x27HTOTSjnmBULnk1vX0a48UusEy06XFSzz6GVhpHoyqVam78lcBxCXEiSgNg9QyiT4xU/93eg7n01dBTrdNxv5NBRbnNlsqNa0CF7XulknJ2KkgNhEuHC1vXkpQxLfrbu20UxE1N8sKPzEA0B1tYhEmTUpnHZLUYScgNN4PgOH2sZFLhSSMquWlWcbkMSdfRQLT3O856GgSVVCkVNVLZtl6okBrvvDUfmTKgZm/Yts3QA4+weNP5ZNvkz0HUeXxupsAtl/3mC4fU+Mk+Bnnpg3oceBGmgNkNVVKjGkr0kpioxMYvSuPdxgu/6IEbSRAbFVITtig8au5yUGNNlfoa1VCzyvZ+Eay4ssKifVzefojP/MO9HH1sO3Mz4mfDbl0IxTE028TWdEAH28TuXkjplo/XiQmErf3AtsE00CaPYfctBk2v7ceBjNiAuFtx0Hsdt5dVVKiMy+/6BUkXJ4lmNQwNIjhhvH5hhDWSQlIS2N5nIYxYTdRnYL7knR3ErVNoOrExyugHdmAtPRta2pXnrmaQyGYJCjmIm57lRhI1r6dr+l0StomqEJFb+dFvHDK1VhWo2Bpha18sy+KBT32WjW94NX1rxE2THUS5zy8oUuOFn5dARR87KXKj2osGoqWdzUeExkGcFDQv4oS+VT1AYWoc4np+VbsQq56v3/7CEJuokSsVbB4s0PXsz/j3j9/uu11q0RLMo8NkVqxm5pxXkd7xE1LDz1J69e9gLd+odCxV+NUXqJAbEbEJisKq1ovEgVfZLTQBPIFmkhloHqGRQbXuSQa/RVkUtYlDdpKsq3IQldBAcmpbQYhTz5RE5C2MYe0XgXXfG21qlJav/gkAg5/6AvueMxpktEXvaJLvX7NVUoPQjDRxL/z6RJ2u5AbCkbmokTe/vk5uRI3aQDJS0KJxqM6jYSO980Vq9Kbt2QeXtx+q/eeG26vn96Ct2ZCp/acC7+RlbFoSyuiIEqaH6JEZAO3Y9rr/hz3Ozt1a7T8ZmjGxqr74svvbjIJf9zVIIqwt20fcfScpS3zfSCtTZ13H39/5R7R3ifdrp9swj1YNscrQPvSRPVi9izHOuorWLbeiH9xZ29Z518K8d1GQ3jZcZxzu3V1pMCbzB3fU/nP/7bcf52/v5853DShMoR3dB+XgnGdnPnHmlGYTmigG7nwTGueYovvnht8z77e4bp1dVvvPgWhNUYXKNfW7R2EIjRfNIjTNMiyTiJQ10+i1uwYovOcfKLzvn9E0re56OvOX6B0VPaubBwuxpOCbEVUMQrPrcGRwn2uc8z4V10wG9/wUVpZeBfNxrkHzove7OO/mxg228L/5RNMiNY/nP8PQSFvddyIyoHpTk/CkyRBFvjlK+lkUaMe2Yy+8uPZ/aF7zzSQQN1KTVPqZH1SbjMoKYVWKCEWeGlUPUZhFVEWE4ZLcAf7j777Fzoef893WXLAJa0En5gUvQ8sfIbvlv8gtWUz7S28gd/b5aFrjtQrzznm9oyp9XWQEwcmVl0GlUN+PfOT+5y/Rx07eP6v/Akqvfz+k0oH7VUWU+h8HYdXPTgWp8UPQOTcrMiGaX8KqcUZR3VQVBFCVpQ7yAidBGlT70oSBqjpkkGS3F37Pd9CzJlM3U0mV9spHh71nSRt8Ydb+JEUCHMSN/HkjeEk+e1HqiJqhbhdkP6g8E6VihWwuzdPPqccloogmBNnnYcY9PVXgot4PnLnpZ4/nP0PnCQ/xfPY4idNYDsLJlKrArw7GC3dUxk1kVAiNSkOo+YBqWFs0KUYx8oMUV2TfiZpoyeCV0PUzhPwm+zjXRjYuVWweLHB2eRebLszyxhtuwxg5LNzOalmA3b0WY+0KaO9BHx0ivfshtNkJ0DQ6XvZqKgf3Uzl8gMKL3oa1ZpPyGESIQ2zCKiGGjaBoxw+QeeAnpEYeqh5v8TIWfOQv6rZxzzfeVLkgNDvdzI2oKnLupq9+kBFWP8RV+UoqXTNsWhlEIzGgrnSXRFpes6CSnhwlhdk5p6Si9bJ3Mwy8aWRxPeunQ41NGOda2PUpCVKT1D69+08CMiM+zrvgZ6M4cCul2bbNjed+gn/46js55+KlkcsEwqjVydpRhCnLeEGRGi/iqmiBulJanLSOOBOQCplxSIxDWLykxg0/dbOkPXRxEGS4R+0X0qwO2nEXUtHE721WpYIo9TWi3/nB2edZxWe44/P3sOPBZwGwsm3o5Tnhb5wn3XnaKpfdTOaROwEw1r0Zu+8c32P69WJxEEYSWbQPPwM6rJKX0DP/6BCpvXeAZWCufwtompJxGkQIVOempKRn43izw+zPIThR5PehOZLGEF6xzA0ZifGLCEZRuFNZg6J4seN0Xo8CmVyv6tovWjOSIDt+jTndUBG2iFPL1YyojapjM6pQkwO/Whr332EQhaTLnif350mnd/kZ8apNv+O22bBtm3u/+zTXvuocUmldaZ9x4VcL5MYvLKkBdY+Cisa9aNLzLmCqi6FKZ1wQN1pyQ9RMMypEShpRpAeTkkqUIYniwyAkofTjfa7iNLr0K3ZVaVjlhSoBjIvL2w8xOzXHrm17yebS/Oc/3IVZPvnOVFId6LaBvezFFMf3MddZFQ0I27dGBq/BF2QAewUBRAX5zZZKTqrj+amEXyNBEVTT3GQNPWUIU0TvRjMEH6KSLwdxn7n57vHjNcRUPc5++xP17RIhjENTNhf6Sdz7OZmiImyBeFL7D/Lwi+6biufdj9T4kck4GRNBSDLyGKXQPUih19k+ig2l2r/Gb/ukehJGieTJHMFhifkLntRA9PxPN5KO2KiQmiQbbgbBTWj8IjJ+E2DYlyoK4ujeq96jZhj5Kqp63u7RMolxJw87jApMnMhWUnDGWCkb6Cmd7zw4xc+/8HX0dJq+9/8eB453kd42LI2ihE078v7GjbA9X1RxupCK0wlR63mC9ulF2OiHH4JItcoz0SwSEzZlzs9YbAah8a4DbulZvzVCtLb4GUiyLu2yz90IchAF9eySIcw8mtS1DyvjH4cQRG1eHQdJqZ3JCEUzCU2Y/Xvtrk/tWV/7O6y9GEZhFZJr0Ondt+w99F77KGmkMlI2NTVHT/evnLmkZmLy3+nqqgoFqNwUB1H7oARNdqoLuFfCT9QsKUgkwPsgukmMOx0tKJLjjdD4Fa6raJ43K0oTJkIT5O2O0rU8KoIIjbdo19l+6LYDtc+9Dd28z4+sX44XYWQXm6mYohIZdeDNWU+6GD0uQXIjiecqijpdnN4PzVACjAqRMe6FyDkRhuRA9FqVpBG3Aakbqs/XfBAZB84apuIBjgJ35EZm1MkiDTL4OXtkEQZvLaQq4kYeoDl9YET7ibMuRqnpTCLdTIa4NTV+EZ8o9zNMG4YoqWl+CBOxidO2QxS5DXI+hBmzM+75IjXJSfn4IKmJ08+ocz9cspSJsJ5J0UugEmb3nmfQebvJjWhbZxwqKlzOGE8lohpj8+lNDztGd3QmjdjoaSDVg8tg96G6ZyRuD6Bm10yFIUzNvl+iXjNxvexuhDUGohCPIDLgN4awxk0z4XYayZxHImIr+sx7X91wSIuo/5Aj3R2F2ASRlLDPVZJR5fkkM1BvyMRxOMoiP97jiNZK2TyoUqOi+s54n9ewaPZcK3MCDd12DGPTEmGNXhUVJXU2L5IiQ+51KAny50bUGiWV30cZY5TxiN69KGlrbseD814l4XwQvYfev2XzR9iMoFOBeYnUuJFUKE1FLU2WLqS6IKkWqalKPAfBS/6Colbuc/QSPpF3SjUVKqpnJG436KjedFWy50aYKI17G1HRuzeic+uWk76Cd19rAPDeiw/W7S+qtHncST8K4hrPIhUi2bsYprFu2PoKVbncMwlRpFibkbYTdhx+IgNxkXTdTdjUZRHC5KU7UDGEgoqlVdck1TQXVQSlpnn/rVLTMF8IWk9Ua1b9MhhENWjNEsgIi7BzY7PVyeJGV+L+3g0/pTgnM0OEJNK3RO9nlAiNLFoqg0raqcp++mesF076mRdJ5gj6pcrIBATCGM+ikKIo1zjopobta6MiDuAmLt4F4b6RVqHhqBpa9kOS6WZeyO5NEjnIQaFkPwnQoHob77Xeu7tSpwL1T39SFo6hmQiSyIyqzNZMzEc/lRciuXEjbJpcHFnxqMd3MN/3OymcypQyN1SJjwgiQylKVkXYOgFvBEeEpCV4VfptiCIOqlK2QRCJ0ngdZSo1i6oIq/qqEsWRpf+dalKjWuQfdBwZVOpuHXjraiF6doaKTRllP7IIahjiFMVp8oKqqRGh2cTGS2pUPJRRDGdVxRdR0aQXovC9GzK1LtEE49526LYD5A/uoPPm6wFx/Yf39zKEzRNOUjEqKH81rFS4LEVRdHyHpIBYucuvtsY5lpdQu/fp3q9KR3G/+xR3Uk+qJ5TKwnoqm0KeanLz1NfvYsE561m08aym7F+lr5IMzb4e89V3LC68126+6zLcCJMJELQmueF1pnm/EznY/MYUpOwkEwhoVqRGRX0yzHwapsDcTx1TphjorSuLqwYY9p1QqVdyEOfZ9tpEUdPGwj47UZ107vsliih706NX3LJSmPWjKvEcVgpahjAqehCubud/SY0AQeQmLrFxELSwx5HV9Cu68m7jhkoYUERs3JNiGMMsTJGbcyzVfXkhk9QOY6SokhrVhVUlVc49RvfxHWLYu/z8uoVk+s67a4uOd4ERLSbeidHtnXPnUbu9PaqenqAiyzj3042ohmYzCIyoKD2saMGpIjcHH97GpUsrHF12xbwd00GURrdRETZlMol0xzjkJolrkGSEppm56n4iNV6ElaEN+o0IKpLOIHfSNDtqIEJcR2BYOXQ3kiI1qpFbUcq7CGGUP+OQJpEibNA6F1SG4Ld2eO+NrGm0N+omc3rGfV5Vnv8gchTFWRL2979QpAaSITZxU2n8vOFRvW1+dTdhHo6duzVlg1wElUVatS5FhQx4EdWolZGaMF6PKIa8aJzTd94NNE5cKqkCfhOhAzdZeve1hq+aXRyFQAjfzC7p+odmeBe9iNuwcr6ktIPUes5EiIwLv7m02WmQpzLF0M9ZpFqb4XwmQhK1nH5QUW4Mg7gKkF40K73PT2k0zBhU158kHT7zlW4ZFImUfed2zMqOEUVuOQjuWtega+RNDVRBEhE2WfsIL1Tr90RO9jD14EEpaf8bqfFB3HQ0vxS0IENcljLk9XI3Oz/aDT8Nca9nw3lZ3R5qb6qUX/dqFY37KGTGfdwok3ZQGpbfZOpAlIbo/FsEmQSt1/MSRoXJHeGRdZ33wpuXK0PUULtf8b4DUXNLL2QETYY4PT5OFeazVxDEM/znG1F7Sfidr1/UvZm1QA7mg1CGvW6yvHgvvI6zMITHr56m2YqaUa/3fK7JIoiIu+g7B81K13bW/vkkNFBP/lQdNEkRGvfx/eCOzrihQmzCOu5kkvSiNTGpflcO/CSlHQSloInIjl86Wpj5Zb6EAuZF0nk+IHqp3JKOQfUTssVQ5LFphj67F84DI/Jsuc+n+v/qebjPxy2bamxaIjRi3ddENtHEmYTDEBpRvYrfJB0u1Ox/nqpjdBCW0ABCQgPy1Kd/+fCPazVQftv5EdKgZ172We1YG1Ym6kGcL0JjVyrYlTJ6W3si+4vS5yIMvPPIqTbUmg2vh1d2/u53W3Tto/YgkR0rjKEW5RjufatC1ENCBaokxDFYtGPbsRdeHInQyBx+QVGZOMXbp8M74h23iuMzyKkWtd9XswgNNK4xovfV7x6KCE2cdP8w8LvOcPK6+YkEJQGRzSCr0fUbi+p185NklpVJeKMvbtn3MA3jTzVeMJEaCJ8y5U5RUX1YZDmM80F03MfxU1HxwilgC5v2k4RBG0RsvGMWjVGUhyoKYTvfu8PMov0H1bp4fxcmGpG0zLDf8ycrOPU7RhBUmyWqhtqjyJT6FaqqYOQPfwO7XCKzej0Dv/1HoX4bBnFJjiw1QyUCebogzHwXJAcaJhoQ51pEjYL5kZ5TbWS7jRWZ0SIzdNaMPoO98GLu2lWKdOygaIUqeVHJGJAdJwlEvZd+jk8HonNLSgYdmhvpVonUqCBIcCPplDPVCE3Q+hmmWXCQszPIlvCzfyAZFVg/+AlfxZV9f0FLOotwqkiNahOrZkVqgvYlS0XxkpogwzMJmUhVeEPhYQrvHIj6wMj6Drm3cUNE9kTpeDJS6E45c19LJ4IiU0BxI+gayCasqPVcUdLRVO9PM0LrxtEjHP/EnwBwwVtfS6a9jbUvvVo6HhWUZmaZPHAYPZNmYMOa2udRm8+FlUgOg6gG1OmEqPNg2HqxIKhcm6iE0c9YP10gI4dBn0PVYFEhNX51EmHRDDXSpBDnPGXpVqIIe5z0YC+CeoBFRZBIQxhBpqB9qkDVzpMRGr/rM3TbASC40bNsLRQhrMNPNToDyajPeeEmL86/V+stvtFcCBa++oUjNQ7ikJuwD7uK6pHKIujnoQkzMfqlQni/h0ZPRNToghtxyE4UNREIR2xU9hc0mbsnLm9fGWgMFXsVyvzG7B23CsJKOCchWRkUkVGZtFWIsnNutmlgFwqQyXLdSqv2vWWYPPX1u8h1dtC5ZCErjMMYl71KesykDCoHYbzDot86iBO1iUJsTichgTj1IWF6fEUlPHHTm05HAqMC1WvmvR/u5yuoGByiicqoIEr2RBJ1iEkjynWImyURltCE7d+XlGhHnOhMWAedA2+6mahm1oswJEaGIPvLTz01KsGP0lfRm2rm2ORORNf9mRtBpGZ6qsBFvR/4xSE1STT7iiNZG5cN++VhNzOdJAyxiat374ekCY0DFTUxFSllL2RRH7+c5rBFg0mqfKkYzWHFD2Twm8DDhMpty6Jy5CD5L/8b1tix2ueL/+GLgH9/paSLRU83JGUkny7nHjYNLSqaTXDOhIhMElB5zz61Zz0fXvuc79omai8QRVrdT8gmKuLUMjUDcdQmVa+l6noStgYnrGKm8xtZDU0SZCYK8RPZR27xnyTgzeyI4kz2IzRR5lpZw00ZROIA7miN9zvnGN7junHGk5rH85/hgp5epd844a24xCZMpCZM53oHqt6qoFS1JCdY7wveDMM7CGFzVB1EGWuUCEmUMHzU3gHeycw95jDXOilJYzf8UhT9JnYVImPbNpqmUXzyMfJf/gwAWi6HXaqmtGRWrGb9pWez+sUvon2gz9d4jNqB2bu/0x3NlqOdb8RV9JJ1uFdR3fHWk4RZH6KM/XRDGKIXV0K72f2mIJoRrQK/9T1IPlclzcr5XHScZvYCk8FvHQmT8RCkOihCEmIAfjWkorRyN5wITNQMFS9Jd0d0QC3tWqWhalDjbpEIgF+KaVRxERX4RWuCZOhfEKSms+vkwy8LaUVFnH4kYdUlgl5CUWRG5TPV8aogqNutDM1IN/OOJwhRZBOjRp2SFkII6kHTefP1kaJRQQgiknHzgVUmbGcMY//2Scp7n2PxJz/HOVM7+elffBrbsuhaOshLPvZ75DqrKmSbsgcYOXCMcsngqYefZcudj3D+i85i5YalvPs3LqCjq1FhpZlSsvNl/J8qg/lUE7ug825GfxWRt1Aki+/GmU5owkAWafEi6d5UDlQdT06zYzeSFCNxw1uT6tcGIQqiErQkiY3XkZukuIwISQkB+GWiuOHcs+k7767VvIapTXGOFRVBY5Slt/nVDruvV9JF+3ER1L8GTh2pmRdJ56QJjRdRF+8kJi1ZJCaOXGUQRDVBsmLCsGFQB0FqaVGunWyfKkV5YULEfmOPs1CoLOje0HOY/YYhN0HnoVL7I0MYQgPQ8bJXk3rTQHUyHlzDFR94D6lclqWbzudcYzeP/egp9uw4wO2PPF/7zeLlPQDs+Pmz7Pj5sxxJLWLty66ZVwOzWb1gfpGM5NMNQUTphX5vwkSpVAmNSvNgB2HWGPf+n7jTv6ZBBq9RKHJYuqMq3nObvvNuodSusWlJrfZSdLww61/Yur2wDsEk1w1ojpJaWELjvl8qa5hzHTpvvl46fj856aiERtWZGLSmyqI0DkQRF7++UqqkJ2ok51QSqiDMW6QmKXxp+/LQxkiY9DNIVnUlqqEkylV2IO0r4vk+KPQZNBnKjG3VbrxhEWbxhPCFd0mMKQiy8HMcqNQVqSCJCE1dzYxpAFDa/TSdTz/A3PExrvjAe/ju736MVO8ArTmd6eN5bFtHt+qVlc57y2s4MNcCmsYr33g1qXS9f2W++xm48ULy5p/u0RoHzsIaxwMpazwZtw7nVCHKmEW/CVPIr5K2quq08Yqt9C4/nxW3rBQeS2U+C+tkc/bv9t67ETeCvmZDhqHbDiQSKQrbpDpJoRoIL/uvaj+FITNhiQxUn6sLP3KT0rZJohnpgbLrJiMzDk4nguFHkl5w6WdJwJmsvdGROAIBMoQpzvIrugyrza9KwKKkd7kjHrKJLwqRSSrVzBuxkUkqixA2NSEuKQjrUQyrRufcq6BjJlXc6HeMhmtomWTu/Q/Sux+q+9gcWI6m6ejHD2B1r0Wb2g/YaLaFF+byV1B+9RuB8Op3zZK49OJ/yU1z4HcNk0pJE/VsOdNITVwkTWa8kM09F37kJmnKVdRaRS/ckWiROqUMUY7n3mdQVN1dxxEk7+9HZFTmRJVtVMYdRSlN9NuwzmDn+XT3lRPBaxM41/bd1xq1z5OuvQqLsCTHLzVOpZGmqBnm6URuRPhfUuOCqAApjjcK1LTc46hOBI0tquyuGyp9Uvx6rwTBL9SuOjb34hOUEqUyYXsRtvmV6v6CCIcqoqSjzSei1CZpY4dp+Z+/EH5np1qwO7ognaVYyJHr6AE9i92zAXNtN/roQVJP30f5pg9idy9o+H2Qyk8UgQ8HcdPN5rNHRhLHO52IjAiqkqRR8ItGYLxQrZ1xEEZoxr0uhCm894vMqBZ0ywhDs6HaBy4K2Qk6psqaVLfObuwmvf0wZDuEwjUOkkwzC+No+sD3VwU2CnfgXLO3f3ChdP+nmtC4EbVWSTVK4yCJCG7Q9iqQ7fMFq37WjEiNavEniBtcqTRBdKDaSTeMhn8cWUeIl86k0jwxKGc4qbBrkCyzaBsZmkVs/JC0DGTSEJGpMFKT3vuhHd0HmRx23xIwK7R+/rew0UDTsZZeh1YYQx97AtIZut/4DlovvZp9z5u134s8U6qGlnsfQQ1X/TCfvWRUoSr/7vebZqJZBkOUtELZwuz9vBmpZn61k0F9x9y/936eNEQNESG4jkBEOFbcsrKuaDmq0E2U6IyfMR4FYdO7ZJCldDuQkZsgx6CsiN/tHBSJGQxOPcrYI09g9y7G2HRjldTsuJXWwn6mui+m2LY6FJlxq7fJInpRHEv/9Y/HGkidSuNpVfjNU2HueVJETybL7YVqhMbpHwXqzcdFx3D/3k+QIIn58wWvfhYVMklPEVSiNVFlDONApUeOqvZ6EjUaXqj2U1GZHFTISlh4iyHDXIMonX+TJCpJR2qC9idLUXP/LlSqXqWMvm8buZ98CXPJWVhLzyLzyLcBmOncSO6cN2JctIjWz/1mdR9r3wiZEYxzrmH15g1AcA52Uko8KrnpUSM9811TN18I6mweB2EJaLPugRun+n4EGS4iD6eKA89B2AwAJ4LgThlzxjk9McvQ7mFmJucozZWYGJ2iVCiTbcmQbcky3raUgwvPJ7O4cUxR14qwEf0gRFG7DONMc68ZSqm7J6AfeZ7cnZ+kfM1bMc97cd1YnffRNgwqB/eT6usn1d3beA6mQevnP1D9p55jrv0s0CBlzNCiFSnYbaQ3vxz9SAZyveQPPaXUMBkA20YbHUI/PkRqz0HK4wfQrSKZtj7srlWUX3EDpLN1P3Ffa1mtkWraVVxCY1sW5sQ4ensn+w/otXMCQFMz2IPmLD9Vu6C6ZxXZZgdf2r68pgKnIivtRhCBjIOw9ZJnPKm57ZF/pa2jVdhPwEGU1II4jTejKH/IHlzZg5GUioaDuDnAsn0Ym5YETvhBBqJIecWvuVWYZpRJLUBhCUVUEpIEeQlDquJGo7yQReiOf+JPsNEo9awk/eyDANgt7bzsD3+dn/x/n6LYsoRc6Siabdb9rnLVG8Hc2LD/MGiW1yxuo79mqaY1C81Mz0i6Z0mc9EIIL78/3xCNzy+yFNT/DORGlaiOwv2ZSHFp5fjjfPv7e9n3zEEqh/Zj9K/AbuuGTAvadBpzxUI0owSVItrsJJnhnWSWriC3YSPZdWcz8nO94ZhBkM3hYTIL3BBFdEV/yzrJKytHGkXyw7vpXXGB9LfeVD3LMCnPzjF7fJT8voMsvmgj2Y52Mq0tWIbJ5MHDPD7XR6pvgOkf3MHsPd9B7+xmwR/+NWZ+nNLunYwP5SF9BdqRB+DIQ5RbFtNa2Ifdew7Wgm7szj6olOgwR7FLRSqHhrDKJTKLFlNsX4LdtwS7rRu7vQd9OAfp+vqM/MEdDBj70PK7sbtWYme6INuJne3CWtpC6vlHsI4dZa7jLNqXXEhl8ybQdKkSm+o8blsWmxcXsS2LoQceYebYKIezizmqr8HuWtCwr8rIYUbu+C768QNo5QJ2JgeANjuBZlvYegaMEnbHKuyOJehjTwFlrIEVwCLsHtDGK5gbz8FasJIV61rRWlvRWxr7ETnPz7uvNXyjljJbU5XUeJ0cDhwhBRVio03uxW49inHF64UETqVsQZXQic5BhrmZArdc9ptnPqmRQRTmCiI5fiGxsA+ZDGGagCXVIMxvbEmTGrf6jMrx/RBEaoIgK/AM28wzTk8W74SQ9PZB+/ITQ0iCuPgZF8Li0dlJeh6/jdKObWidXbRdcR0zP/4emm1iLtiEtfQlwA4yj/8QgMoFLyfz5I9ouehyUr39jGdXQbYV/Win0hi8aIacKKhFDZLyYJ1qJEliRLWHUbzwKlA1iM7k+xSFdMmUAGUZCCKZYmPTEmEPj9F/+Vsy06NsevebWXjuBr77d1+ivP95ipvfibV8I+mnxuv200ACzBKZx/629n3xzX9Oaq8Jeqru2EHwc4a5P3PgdpSpqnG6HWYi8ZywSD/5L2AUsDtWoE/sonzJTdDZh5Y/QneHwWCuzGCuQDqTYm6myOjwOEO7h9HTKXI9PZTyeUyzKqLS0dWGYZhoLW3MThWhUgLbBC0FmQ4oT2LpObTWNvTZfNWAt1PYLf1Yq9ZjnLu5mhpMI3G1LYt9OybQ80dYkBrBOHoYc3oKMz9GZWQYUh1YPeuZK5QAm1xxhGz5GMW3/iWpPUbDPckPPUnr3F7amUKf2kdm2UrmFr8b46JF1QuTStfdE6tUwjw+gjUzTfasjWiahjF2nNJT2zFGj2FO5jFHj1E5Ogxt3WBD36IuFpyzjgMHxik+txtz2fXY3WtBz2JcthJt4ii5r/8t1sJLMS67An3vLOb6bgBWnD8Aus6B4VYoz5G76ytYC7owV56P3b0QfXQI/dAz2B29YJqknt+JVhiFFFAuYnf20bKgHy2TYemSbhZmZunu7+SuJ85h8CV9XFvexooNS9jXfjYt3SfXOfDPCvKLlshSwLwRG+cYfqRcG32S1IHvYfVfCK39WIsub3h2VYSLgohOWGLzgic1DuIWJEFyURrwN6ijGlyqi5EbcYwCd0qBDDLZ56CoiqyuIYw8p8zLoJL3G8egCqtApvL7KPuZD0SJjGijB8n+8HPoU8cavju+8Ea6z1tE9idfAqCc6afcspi5jg30DgxCtgtSOaVxNIu4gFpURgVhDOc4JCKqgd6s6EuSKTpRI55uBD0/p4rgBHWfV91HUpEumWyxG6vXasz85PtMbj8CLf2Ur38NPQ98ltJT2wGwtTSaXTVijw2+DjQtkFjox+8kte/x2mdaNodlgzWwHFLLmSimSJlzdPQvxbjoLOzexZCqql2t2ZDBNk3scqmaIqSnQhfHhyE0e3dXmL7zbt/tvXAcbg45OHDPo6T2P0l2eCdm2UCrFGppTdn2NhacvY6uZYtJt+TQUzqWaWEZBtn2NtoH+hk4ay0Pz/QDJyTxTQtSKcyxY9XzH1jI3mdLrFpahnQaLZtD03X27iqBppHeNsySV7RxxRKT/9nRD5qmnBruRm3d3n4cfXwYfWQP2swY2GAt2YC5+mLSO/O16wwn3/m53d+je+KRuv3ZrQuhnK9ei1wrVIrYLR3oM/n67TKd2GYJDTDXXoTdu4SBtf2k+xeQHlzKhalh0DS6ly3m/mPt7N1dQT+wg8xjd6GPH8K2LCANtoG1/JUs++Cbq+eRQLrx5e2HMComw/uP0t8+S1cRDh7Kk0rp7Hn+OI88coDWjMHyJe38+P4RAP7q399Cy4I1fGrP+tp+g+w7FRlnB26pe6hXOAuqs9EP7ADbwlp1IRRnSB3ahbn2klr0RtVOE9mEqo1N3ef0C0FqVAhNUMGSrIATwtXSuOGXAiX6LmyoTka0oobhnVzk/MEdvs2nRMf0HlvkuQpT9Bimm64IYZqbxYlwhe1WHdSroVmkJmoTTVlDUz+yk/rin5ItH2/4vJLpxXjPX9H6+Q9g59oxV72Oyks2175PIpytgjgGYDOJ1JmGJIhLlFq1KBC9Z6rPVpJN9lSgQmhkvTj8yJtonXDP9TJJYOO8PrTJY/RPPo41M83szqfRp0ex9By6VcLqXgfaDPrECNaCizGXvQytcAz0LJVrLxPu0z3eNRsylPfuZmTrLqb2zdG16kpWvHUVl2SGye8/yP4tD3Pk2X0YrX3YmRa0iaPoM+PYWhrSOUi3oZXGqvUbuobet4BUZzd6Zxd6WweThSz6sQKF6XFaBtZhnr2c1J4xtOI4fVcM0nbVdUoOwzUbMjzxybsAhRqEiwfRZiZY0jnGyM5heqwRzIlxzNFjWIU5OjpbuOalZ3P2pWvZZS2nNDVDrquT9oX9aCeMRfcY/No1uMfojDMI3lqVKIRGdDw/WWnvO9ifniZ18B6s9qXYnSswzz0Hu7MPq2cQNB2tPIedzqIVpsn+6AtokyOY6y7HWriKwfOWkupfQKq7Fy0ttyNk18IqFbGLBQ4cyrBmY0fd7+IKx6j0htlnFbEsm99761d49slhsuvPoXh0lExO58ZXLOVVb7qQgj7I1tllgVLVIG+6eXn7oQZCA6Ad24698OIaufHWnHvbnjh45ts/ZMdtd/KG//gnfj5aH12Swe+ZiEJwSjOzfPLFr33hkZo4KWZu+JEZCKfAErZniwwqqRLu0KEIUeSCvSkFbsjOW2T0xm2y6c319Bu397huyUvnM/eiHjYlTYSojTTjptnFgbd41nv8JGtVjPFRlg9vo3vZYmaOjbL9O1swDh+gcvHvY65vo+X2qozzZM/llFqX0bv0HDAK5Ef20rviwoZx+x1LFUnXbMD8EZwo0tTNPq4fkmiy6EYzeoY48HMqhFF6cuBHdoKEFNxpyCq1lt70JweyKLmSUuTWPcwceJjW2T3krBkwC2CVSXX3suay82hb0E/HwgF251aS7lvA0A+3glkh8+C3KaT6mem+sG4MfsdzSzl7o02Ba8bTs6xcYWIXCpyXOUb38iVk29soz84xc/Q4xclpipNTlGfmqMwVsC2LSqHI4aOzdBTzaLpOtrOdw488wU3//Fe8eMVsbd8yr3WQ02V51zHm7v8J5aG9mMeOkE6n6BxcSMfgArqWLaatv5eORQtIZTN0LR3kqp6jgenufmTL9/r4GOfNmAtPF/it9X5QTSsW9QMMI0PtJhiGYfKuWz5Dd2eGa69cxIWbr+JAqcB9d+/im1/ayqb3voWHH+mFTCf5I8/Su3gD2BZwwvatzELbYF29i7FpCcvbj3DpYouXr680HFM7tr1uPPbCi6VjFwlr2bZNuVQh13JS3EHWOiBqCxI3RNf2BUdqoupty2Qz/W5EkEck6cZWbgSx1lu3pBMpbneHxb0IigDFVZcREUJRTnQQRPUpDlFLsheBX8GsCLIoh3uMst/J9h1Hslr2+yhYsyGDbdtYM9NcmBmhNDVDx6IFdCwaaNh2x+3f4Zk7fkDl4t+HdCuZR/4SAKvvPPTxp2rbTXeeT8s5r6+Oc2MP2R9/kco1t7D60sWRxvhCXrxPNVSdKarRlaBGf3Gb3IoQZ2xuxFE3Em0ngrRP2uNjZO+9B0pTgMVUJUclVy2GFhG0hjqZygzaxPNocyNos7vR5qZJDwxQXH4J5uqLsVs6oK2rVtviVdZyY+i2A76Fx36pyLXzSTBNWyTp6x6zXS4x8oe/wcprLuO3P/Jy6bZDtx3wHT+ANjpE7q5/pOOKq7n06rPoWraYlu4u7j/aJh2fCKdCjEPk7IoTuTmdoSIg5EcGg8oK/PrEOJGSGrF4/h9g3e8Jj/X7/3aQ++7eRa4lw/Gjs1iGQSabxk6lSWs2pq1RKRQx1l6CVuxkbmoMS8/RvvhcUru+goaN1X8+5pLNrHjvpXx47XN1Y6gbB1Vy40RvVBDUoFNkj7vJTxShFed6vqDSz6JGZ5LqBROm3kMl3SfMYinyDshSEGTHCRsxcTBf0QQR/FLOVGpb5rPJWpwGpQ5kCkPzBa8hKT32TJ6Wr/81lAuYWg5bz5GpjDPReyXlliX0LjsPY2MPaND6pd/D1jMYl/4xABMHttGXq2C3z6I9+wgpq4ilZbDWvRFt9hCV667HzubI/vCzLHzjm8iuXh/pXMLWvyUVyXPjVL47SUOVJMR9XqP2lRKNJSrC1nCpiJDIIj9h0s28x8p99e8gU8JasJL0rgcAmOk8j7n29bVaFq8Dxfl7at/P6R39KXStxm4dwOo/D+NFF0PqZHG+CGEiAM55q0SJwqRfy1KzVHDfSCu2aTJ0x4/IPvA1Fv3l/0Vv72jYzr2uOsI4dedYmiU1tJNe4yBzW+/ngjfcwIYbXlJLH/MeU3Qu89Xw8YVIUJKCH9HxXQMl+3FD9Gy+9+KDtX+7SYYbbtJg2zY7dsFjxRV12xza+jiP/eAh0gsHmRwtoU2Poo+OYaw/H+PiV5F+/Iekn7kPUp2U7DRGupvcxrP5/LtzHDyYZ9Xqfs49dzELFnTWCI4qqVFBUAsVJ9AQFi8oUhOlwZwqVEJlYZp/hemHEuelceAmOarpEBCtoZkq4hbUxzmO93gq6jRRjbE4Xq2w9SrzifRjhzFXGGimgbVodU1uM/3EP6GVJrDRKbStrqWcdE48RmvhAOaqV6ON7UCfHsJGQ8NmpuMccue+WWjY7fjb2+mcfIJs6SgaVRWfwq98BtLpmvfLS+RVjIIwTogkEFXBzq+I+nREFGl1B810nMiiBFH6MQlh26QredLGNEa6EyPbF7i/OIp9Ks9v4dnv0DG1g7GFr6KlMARotJvHqRgG5dwiNNskd945aJM9UJllcmIUM92JZpXpmngUM9VG5rx3SscU9h4nZTyr5teLIGu66MwVtmVx8CtfI/PEPeTO30Tfe3+rbru6czDKLO8e49DRHHZ7L2Cj73uczPa70fLDLDprNbMLV9N6+TW89MLeuuN4x36qOtb/IhGaMCQkyr7B/52Io+yl6rSX2aoicRvbqFDev6eqCnfkEFOjJfTRg1x2XgfHDo0xtG+M1o5Wzt3Yx7s/eC3XX7CafVaxppgmI11RIKrZUYGX/JzxpOYj995BrqNdmjrm16E5DIJITVjj3y9SI/PgRzESwqJZRkXYVDEZyQj7edgxRI2ayBC2H44XzWgymghKs7R86cNoJ/J3rd5zMNdXFWK0Y4+ROnI/dnkGQ2+j0HE2GgZWqhVLz9EztgVr6XVoww8wtuCV1UjZpfVeJm/q4fSdd5MtDtOTfwhjzSWkjuymcuUbWPmaa2vbyXKaZQgyCr3vYdjUqfkgIH5jmC8C5CUxUeYglXnHuHAhGCXSOyel+9GPbkWbPYK58lWNKnnFPKSykGmvfSR0rCzZgDY7jN26CDJtDdu2zj5PR+UIxprXkh8bBdtEwyJbHKF78lEArPblmBt/ufbbyX0Po1tFjExvvdqXbUNlBjId5A9VUy1FpFA/sAP98C7M816C3TVQd23yB3dUi+CtErpdQbMq6FaJzo52jGM7yGoGxvm/CdqJ3i7n9ZHZ+i0wKqCn6WgpUXjqGexsN1rhGHauF33uCMWW5Ux3X0TPyk3Ca60aYWkGwjYZdEOWav7Du3cy9sN70I88j4aN3drF4r/6dC2ysnd3BcwTz6lpknnga6R2P0SqqxtzrgBGGbDRW1q57D1vZPCCc3iksOiUkxY//CIQGhXbxS8DQpUIqdRPO4hCyt1F/W7IUrncz7hqTZqTjfDhtc8BYJkWx4fHuetHB3n+hz/jxb90Cdf+0mW0trfw8MxS3nneATa0tAv35YaTuhaUwqZCbPzs962zyzjPfu6FQWqSgmrDuziEBsLViISNXkRdWMKoEMn6qIRp7ChCHOlj1d96OzRHHYuf8EMUYhonFTEqZN7fQDJmmqQf/Tb62GG00VHslj5oXUj5JddDR9Ujmf32V0kN/6zhpzOd59E2/SxGpqsq7Xrhb2BctrrhurmN5L27K8x94xv0H6/2rWm77pVY01Nk16znVa+/UjjEMEWzbiSR3hQWzZbqjiNA4TZeg4rjgxZn2T2xbRtN05j4n1spPPgziq/9KPbgmtr3+t5t5H742eoYzn4vdtdJEux+n1NPfxF95mC1PssokH7mS5Buwzj7nWQe/zQ2GpO9V6HZRvU/q0LKKpCuTJEyZzBTHWTsWUi1QnkKu2c9M0YGI9uHpbfQUjhAx/ROACw9i2aV0aAWcbQBM91Jypyjkqn+BixyxWE0bIx1b8LuO7c6cLOMveMLZMrHQU9jnPf+6lifuY2cbmEtewl29xqMCxfQ+vlqtMBuGagSFGMWrZiv1rpMPo82fQCwINeGfeK/jpVLmcwtx1x9EbR21e6ZSPnJuW/luQK7v/tjntxTxm65puGeJwHvGKIY1qrEefNgoc4YlBmAZrnCN97zQQDsTAdaZQaAwi//I2vOq167vbsrZL/3z+iHdmF3rYF0gdKNv82aiwawLQu7VDXI9u+HNefU18qcjsRGVZ44rKLrfBOlZkXZvUQnbO1es4hNWATVgfuh1qdm6EnOes0qClvvI3P8INf98e/wvT/+JNbUBOayczE3XMGCRToXzDzBihU5lnW2s3BhJ5nZIfrWnMf6nhG6111Rt2+ZKEEQsQmqtznjhQLikho/xidCVHEAL/wkfKN6hucDYQ25MM0e/YpITzeIjO+kJtcki/VlKi9hF1n3M5569kGyP/2ycDtz4WXYXSvBKEIqh90+QebJH9e+L2cXoF30mxR23UnH1FPQu45C2WK26zxh4bKTXnbrljTTd/yAzsnHaC0MndhKI714Ka//1B8JxxLHgIjTiDVJBCkmBm0XB0k2D71vpBVzeorRv/8YLRddTr7nAqwl60HTyX3tH9Hzz2Cn28AqoVkmAJXLPlZT7tGHfkxq5P7a/syVN2It8sgB2zYUjqPNHUUrHkebGUabGXLae1QJdLoNu6UPu7cLO9NC58J2pipd2J39aMdzaKU8xgXrsBeugpk82S33ok0fwJ7aj26WqGT7me66gK4112BcvJj0o/tBz1bHaVtgWxiXrkCbOIo2MYI2N4lWnIXSKtK7/gPTNNDb+sEso5XylFI9TPdcwoKj36megp6i9YJNTKcWkX78bqwVG7Fbu7FTabS5SdqzJSpHDmPNzpDuGyC9eBm5DedyzdVreMxY2lCv4Re1lElRh1HUcuaXJAzZpGSDvXCIDfjXz/798+s4+OVtWKtb6B19jMK2h1n0F/+Elk5Xx2XbZL//GfShpzDXXMySt7+VVG9/pPGeaiShmNisekLVuex0qkeMqhoaJ7PGK3jhIMjoV+mp6H4X3YqxxsWL6d36Rcp7nsWammSi9yo6O7vQpvZRKUxhZHrQbJOWtg4qU0fI5NrRKtOkymN09bXzW3/6Mi66aiXndfcAjWIEbjjkxt0nRwVnPKm5+va7SbdVSU0cpqv6IIjgJ+kogyrrT0qhJyriyq2q7Pt0JzBR1ZWiHisM4vbZUdmP9/f6/ifIbvlP7I5+rGwb6Dr67ARUiuhT9f1nrM5V2F2rqkbc7GHsrtWUX/NW0o8dJvXo/2GmcyOthf3k+19C74oLpCH/2sS65Cwqz9xG29w+7EwLPW96J9ffdJF07El4Rn8RUjQcJCkBXXxqO/kv/jOpBYsoLrmQ1N5n0acPYGe7QdOxWxdgLn8Fqf13ARrm6l9iavhp+kd/BFSjEmBjGhX0XAf67DA2WrX/SM86KE+jVaYp3/h+0g/+rKqUl9Kx+pdg9S/H7luC3dmPnWuDlg5WXbSAfc+bgecbpiBY9nvh50+MoY/sJbV3nOmxw3QsPhfaFp1MC7twAVg2ZKpyqCt6x3nJzP3MTs0xnZ/hGL10LBqgZ+UyelctR9P1wHsA4negmc1Y5+t9UXlWg5oOQv3af/ddjzNxx9fIdHfR8/Zf5eDMIFC9/9rUPrTd/8OSj39CKBxwJmE+57S4a+epanMQBkk4lbzZEXH74fhBqpboM/dN33k3F37kJj64chfffXSOH/9oiKn9Rcx09V2QiTAB5IeeJFccpn3maVLmLHbPIGddeRbnr8zSWZjkd97WR0db9XyDIjZbZ5f5zkPG3CwPvPn6M5fULP2bu1h3QU/D97LJzI+8RDGAVKI0UVWuosgX+x0nSW/uqZpYzohojm2hHX8crTwFZhHNKFKZGcFKtWHqLWQq42TKVYnFSnYAW8/QWj4KqRzlV7wLa/G6mkRqGKgaWEktaNr44VpPGTdsLYVmV41HO52BTCvmshuovPQlJ7sMP7KP1LZPMdF7FV1T2zHSnUz1XEHvigvq9uXIiTtdurvyD9NSPFz7fvCTn+PapeLzaUaqxwuJ4ISp9wpLnjM/ewi7PE163x1oVrV7vN7Ty+wbPk56xxhYBqm9d6BN7cXu7KFyzVuxlp4FgDZ2qFqfoOmgaSxdpmEXCqBr6G0dWIU5jOMjjE7k0I88T+rZBzDXX4Gx8cXY/cvq+jJ4IevF5KhX+V0PR+5YJHEvkjD2RkPdUQ3v3C5L54XqPPf2Dy6s7cuJPIiaP4eFd19hECWVBZJJUQpj8KkWY9/23SG2ffXbXPuh97FTX066u5cDd92P/vwwxrEnyZVHqVz5Wla+8VWxxt5MnMr56XQkGw7cbRxUEaaJd1JQVQ70kzn363fll6HhV9fozI/e328eLPBf/3gMaMxeccboSJ7Xrr1t0tfTgza5B/3IA2jYLDh7HR/9xJvqaob8Us/8SJlVnOXwH9905pKalW/+PNaV6wB519Qg+D0AYdTBovRmUKm9CNOsLgqhidv8sxniAvOhjNa0CExllsz2v5d/nenBTLXXGed141r1Gsh1Y2e7Ma6uN/KxbbTJY1AuYPctBU+35LDenViLoGmwcPgnlHY9hZkfwxwfRe/qwZqawNbTNWO2NnR0jAs+gD6xGw7fj9a9itHsBjLlUXrH72N04avoXnUy79ZbUzN95930jv6ETGWitk35unfyjvcH19TI0mSSiEwEFWCe7kQobEO6vbsrMDeJPnYIa9m5oGkN75G9/TNkK6NMdl9Ctnyc1sIQCz761wxNNvYpUoVzDLeBL0yRcBHhsFL2QXO+s08/YiNrkilTn/Qbpzdy+Zkb9te+czyWYRsJytKxwiIMqXGPMc77EEf1DOTRmi3D3XznQx+n/wMfZfbnP6Hw4BbMBZeg53dBWqfjiqtov/aVpHobFe1E4/E+B81CM+YWmeKmqID+dEQStY5J9ahKAmGdAEmvaVDvDPI2xR267YBwPnTWbDd0Y5ae8Z9Tzi2gku2je+JRTL2V/ne+lz99fXfDOJw5TpYqK7ouLwhSo2fbpA0iIbjrblRDJ0yBcVgRANUmim5SJFMAU83LD9reD94XL2m1tDC1OfMBY9MSMA0y9z+K3bYIUjm06SFSe++AyjS0DFQVmCoFMGarXudiHq00jjFzlJRZBtsglW0Ds4BWqXasNhetIXV0LwDWwlVY3YuoXPfOGnlJ37+dzFP/r/p922JmMktob2vBGn2atDkL6TaKb/ljaG+cIFSQfmQf2uQeyHZjtw6QH94NCK61ZaIPfR99+hBW91rIdmENXAxmifQz/4pWFjffstPt2C19WIuuhHQL2tQ+9GOPYK58NfaAnNi7vT75gzvoP/YDUuYcdq6N/l/+AC/fvEp4PNnEFxdeT1lSaYCnAqqph+53Wjv2GOn9d2Gsfxt2xxKwDPSjW0mN/Byrez1acRQoYQ2swO5djLHxOuzexiapqg4VUR+XD699rs6wDyvXGkatKAhhUqGC6lZEYh2yAn/3b/waX3rHIMPpbIAnWePlJnVGucz3/u/XmJkBrdiDfvAe7I7ldG7aQHrJckY6L2HN2Y3StVFry5JElGt6upIRL061fP3pRGyiIirBkdm2bjvbmXOc+cb9961b0kzfeTcpY5qUMUM5twC0NLoxx8DxH9Ttu/PmW7j9b1fV/nZqaLx9Fr1OKJlzqHxu95lNaq6+/W6GDmVrn8uiNX5EJogJh20mJkLYyENUlSzVfSVJaERQGqNZprzrG+hWCbAx0x0UW5ZjpduloWKviEJSxEZFEroBc0drBKNy2cfQZodJP/3vvj+xtBRWqp1UOgtmoVpQn+3CbluEnW5HM+awc2W0ORu0VLXQubP3hFyohmZl0OZGqvvSc2hWmbn29dVuwbkU+ujj2G2D2FoKu3sdpYkhWrQStPRjLbgEu20hpFqEKTr64Z+ROnwvAEaqnZRWwe4+G3PZS0FLVRWXLJP86GE6px6npTh84pzS6HY1KmP1bqRyzfVQnCG9ax+YZSrje0/I3proZhHdKqJbZWhbhNWxHGvhpdC2sG4sIi/63t0VSl/7Mj35B6vXPN1DxpgA4M1f/YzwejeL1HgRxRHSrLTApCF8l40S5We/QVtpGMwS6Ck0swRA+eW/gt3RV+tdFLRfUTqYSHnI+7sVt6xsIDZxz20+BRdArWeYjMxEiQTIPJ7NRLN604gQhWg88OnPcfiRJzAXr0M/spfp7otpPeumum1kkbkwONWEZj7JTBibww/zSWz8HMNeeKNVZzKxCbJjvc4kbw258/30nXfTu2wjdvsQ1sJVTG15kvbpnbTP7q79vkoCNGwtg26XufFdL+a3/+hKVustDcIAt25J+9qpMnJzxtfUuIUCVKFa2B+1a3TUyUP2YsjyJ8Mqran8zrutN2WgrjfCCUQlFlN7H6gVBbthtS+Fln7s1gVMFLXaNuXsALaWrhrsWgoj04ulZciWj2Gl2pjtOLtmRGlWmUx5DNAot1SLPVOVSboXrMBuXQjpcE2jpJNdcRxsE1oXVI97/HHS++4M3F9l0x9UyYUxV5WOXVAktecIs1PVWhvNttCtAq0Da6GlD1uvEveZ4adIV8bRrTJmupNSbjE9qy4FwDi/H31kD2BDpURq+Dns1k4WbVpLef8eCtsfxhw9BrpOZvEySpMpSpUK2YENYFZIDf8Mq6da12CueyPGOd1kHrmT1O6t2LaFlulAK1d7hFh9G9FmDkJltlY/Y2mZqsJU2yIqRrUvTaZrKXOFAraWpm1gZZXApTsg1w16WnhtvISmLoxtWwwc+/4JIgzlq9/CjTesom/NCuG+onrxfyFhWWgz42R+8iVo7cBacLN0U/3Iz0kdvAc718tk21noVgkj00Pn6s2gaQ3vS9hr755nRPLeSRDCJI28JAuFvVCV3g0LlfTqqEiaoEchNEG9auDE/LB9FH10CG1uEmvxelJ7q/NZ/uAOOm++PnEyFfWaJ9Xr7ExDs4hNFLslqspZXDTD+RL2ufDafHVk5sS1nN7zM/rG7sXSsuh2ue73dksHi/74r7h2tc7koSPc80f/B4C/v7OqXurU03xp+/JanY6bPAZl6jhE54wnNU76mRthU7ccuG+UH1QWnyiESQUykhF0rKC6nCADxEus3LmSdQ9XaQKtNAnlScx1C7F7BrH7GvenD+9Gm50Ao4J+uIie34U+9mTDduaiK0gdffjEv6+kMnmYXPmIoF4DJnuuxNYz5AqHaCvsq313fOGN9HZ3oz//P1ipNtLGFOXsABP91caNfZ2t6EcfgnQHdms/Vv95kOutKy4MKuStvXwPPk36ua9B4RiabWG1L8XuP5+5iWEsPYuZ6qBzyUZoldcWxM1ZlhFTgL3PlqE4w9KWI1ilItbEOJWRwyzvS9O9bAkH11/Lvj12w28dA2jyW1/lwo4xptqX8P+3d+dhUlTn/sC/p6p6m5VZGGaGdUABiYgIGkAi4AIxbjcaE02iGEyu1+uCSwwuudEsijHXaJJfojEaozG5JlExJmoEDYMLCIqAAgoIo4IMDMvs02vV+f1RdDvd0/te8P08D49Od/WpU1W9nLfOOe9Zd3AIejbsgDD8EDIAqdjht1WhauTklIPeWHeDAIS91xTdjdq2F0N/D77tbsz5XHnMcuPd7Um2PpGscHcOGHi3LdZYeQBQWrfB8ffP5oFJ1YHACYsG9uj5eiA6t8G9vwXl3eHfIf7j5yEw7fy4dUpnPl4u7ooWqqGXr4nFxSBbaZ6TlW5Gt/7SDThy2WuTyXm0akCTyx6aTEd3xFuoMxcyaUum2z6M1YaOuuSIDEDzdyFgq4JieFDb9iIMYTOTIJ29AE0nj4m6XtQb+2ogVBWr2s2h8pHt5/ad72HSTWeHPRcteVbk9TR8ffj4r9+xblBTefL1EJq5cnQ2VteOvCsYT7oT5OM1OuOV23/bVBcMzCTrR1h9dT/qu9cisLcVRl8fFKcTWuNwqBWDIPUADj7yS4iISx046quQzioI3W/OLwm4obSuguIx0/8aVcdAumrh6dwLxfBC0T0IdlQGbIOg6n2we3ZDKnZIoUBICV0rha6WHBrO5DUXztMqACnNMgwvpFAACAghASnROehEBGxVoUZxYMLlgO6FuuXPEDDQUz4BJb0fAhWjoI+9OOnzFZPnINSND0EYXggARtUE7HeMC19RPIZkhivGmneUSfa7eOsm9S+nf89HOgvIxgucI4NmRXejtHuzOcSuX1c2AMy75/uoHDZwrgbw2STGXEvlvObqxy+VxkvUgFMaQN9es6wdz0K42+CffBPa92wPbWv37EZl1wbI8uGAYoes0CB6O1AyvB5lp54JW+NwAIlv7iQabhbtdekM3832vL5k952KwznISbYxnos6ZxLgpBrYFGtAA1g3qAGKq4cmKNs9NbFGEGRy3bL5nRLvBn7331+C3dOKsu6NUAM9MNtsKgTMns5zH1iMUxq7AJi9MJu2Cty7/eiwRCVB924/ekD5QHLnIfJ9IgNedL5xn3WDmmg9Nf0l28iKt13keNpU5tLEkmhl7ljjqJPZd6JjjmzU9P9b0T2we1uhBbrN1bKNABTph+YoBeyVgLsNECpkZRP6ejqhGD5o/k7YNBXOISUQJaUQmg09XQEIdzdEt8ecTxHoAxQbpK0MUJ3mf2UAgIAxapi5xsnePjOVsZRmI0v3QEgdEgLe3nYAAuZ4TBVSaHBVj4BU7YCt3GxoqY6Y5zt4jKXdm1DaswUSArpaCqnYIaQfWqA7tK3fVg2f3exJkUKDoTqgqyUoHzI2tMAefJ0Q3g4Iz0FzyJvUAalDlghznQkhILoMGHVT0b13C6oOvhEqXwoVxrA5MBpOjlvXWNcv2e0KMdEy1X1H9hCGdTNLHXV7PhvKZ5QOhdL7KVwnnozKC74JYXcknJOQzaAmHz0zuW6ERAtoovZEfvJuqJdGGF7Udr0F6N3wzbsylHo5nmSPI1F9Iu/GxephTneOXb4/I+nOo0xVshmTiiFbXzpBTTZ6ZWJJp7cmmfpw2Fl6svUZTfW7Idvf94We05Su/p9Pw+PGzn+thOjaDzjLoL35NPRRZyNw7NFw/vM+zLr1WjgqyiAUgcphZh0ee1UbkGEyqH9w078XJ9Y8yWTOoeV7avoHNYmGTSUzKTMoUZrWyG3i3a2ON7Qr8scnlUUQo+27//4d7k9R2WEO3TpQMxuKDMDmOwCb/yCE4Ydi+M3Gd9XRUPetBQBIRYMxfAKMwSOg7NOhj6mHtJnzT0RvO6Co0MfNgLahLWyf8TKsJZPZKNtiDQ+DYUB7Zyeg2MK2dfVuh+Zvh6G4AMh+DboAFMMLe4UN0P0Qbh1SCDM7mKMSvX0elFY1QB9ZA2VXj7m6uBEAYEC49wN734ZieGEoTkihQDH8UKQPet2JMEZ9aUBd+0u2NydeIJHNRAqRZcbrFUrmhyj42shgRtHdUAPdKK8DtA8+W0W+4ee/T6nOwbk0mWTNy2bCjoKTBuDvgfB1A/4ewPCZi6IG3OZ7VrXB3f4pSpwOwL8bUFQ4Su3w7zIDw8DY6Rj+X98JFZdMY6vYzlEhMyoVYt2LXMlGeuZYZaYrW4FOpvOMspWM4UgPZqLJ9joz0aTzGUwmk2Iyw4GzJdMMtrHq1rf1RVR2rAn9LZwu2MdOQPVlV4VtF+zJiTUnLZlFcVPRf47ch+92WDv72U3Nz8JRlnyigEy/sOJ90aQyAT9y+3hzCqK9LvShMPyAtxNK90fmpHWhQnRsARzVED27IAJmqmAJBSipgz5qHIyGo6Ds9CBw7AgIPQBl9xbY3noO+tBx8H3pGkC1RT2e/h/EyC+X8vPmZSWJQLwGfqxGdDq9Aqk0uoHwRSCBFLtFpRw4NyHB/pIpO97x5CrddaJrm0w9Oj5+B6rei4pBNRDedsDbCVlmoET0ILBvD6THA7WuHrbG4bCNGA3b8JGw1Q+DsKWWNjkyR36iesViqcDGCJjz2nxdgL8bwr0fom8vhHuvGchoNmhV1VDLKyCcLgi7HUpJGYSmQfp9GFopUFJdhdqxoyEUBe+0CihlZVBKyqCUlQ9Yxb6YMzAlkq8AJxsTkg93mQQ0sYKZdNNap1JWrqT7ucp1Y/lwlu25etEyOBbi2qSb5j742lh1Fgc3QfvwKdjHTkDvoAtTSqyVrfWlgIFrbXl7evGz2f9x+AY12foyykU2l/5DY5J942nv7Aa8nRBdOwBbGbStf07qdW0N0Sfw9r9bHnN/UeSiER2rNyAZiVYLTnboVqztsyXeysapDKXJtP6JUldGDV50P5T96+A+8LGZGECo5vBAxQ7j0D8hJUprRwKq3RxmqGiANMyhjL27oezfALj3HerpqoIxbBhkWTVkSQWGjBkEtbYO2uD6AY3nRKL1muZyTkTRNB78fRCd2+DbswEu2WueW1sZpL0CsJdDHzkCsnooGk9oglpdA8U58PswlTvLmd49LprzdkixjduPXGzzSJTucLRkf+sz7dGJXES1kKmai+mzBBT/wpzx5DqoKQaZjJoZcDyHFhkPjD8ZsuL0uGUn+kxnczip5YOaTFI651P/i6p3dWLXsjchB4+ELKmA6D4I7d0PIBXVXA9EaIC9HNJRDdjLwt8snh7YXvk9tJ2bBuwjoDghpISQOhR8lh3MZ6+FvuDOqPVKpgEIJHdXPt62sWSjjHjlZWN4VKr7TFROOuP/c9FAT6be/bfR/B2o3v9vAIBRezyk6jTTMutuCH8foHvM9680zKFNmh8wdHPOkeaALK9G4JgvwBg6PrSYaLbFGm6W7fdZULLDLjP+UTMCgHs/hPcgevd/hHJbAKJ7J+BthzF0LCqPHQf76LGwj2iCsJtzyxItCpqN78FEWXOK5cc8nnQDm1wlC8jWoqDJZj6KfE2xBVOFTCTQf5HOWOIFNfEWTE30mnQU6+ctVgbDYqnv4TBfMpeifUcqeh9q2/4FqSjwfuV/IKsbB35/eHqh7P8ERs1QjJ5Uk5e6Wj6l89C7/gnFmVpQky+xvsjan3gIfS0fQ/R5zIXrbOXmoohSmpPnjYA57t29D7JsKKC5ACMAWapBbe23kJGjBsJ7YED5EgIQAgG1DLaAmX3Cf9LtYdsks7hd/23jfSDTmcvRf3/xhgklKi/Wl2O84Cad3p9cBQ799xX5mmz1JiQTEIUNlQNQNeK46C/wHIDa+gbE/ncBVy1kST0AYfbIqA5AdUDayiBrjgUUW94aSLGOM1FQm89x15ES/shJCaXtbSj73jEzk9krYNQNBQQwaOJ42EePhW14E1pa4heTKDtdrnolrSbbC/pGShTkxvtOTiTbDaZiC2xSkc+7wkHFtN5PsTeek02Xn+/jKIbMlMUg3vdg2O+HNFDtkhDuNihta6GPv9Rsrwa3/WQD6vY8O6AMqWoQegDeM6+GMTL737WGp9fac2oSZT/Lh5Q+DO5uuB77rjlRvG4KYK9Ax65DvS7CzIwFqOYEfsMHu3cfAAOltU3mY56DEN07zYUPA30ABAzFYQ4FqhkPY9ip6Pj0fQyqHwNPSzOE4YVj1CygZEhSqQNTmfCf6Yc11SFvQOKemKQ/kEnKRQMnaq73LO0/3mJVQcLwwuneCefoMwB7mflYlEVDpWKHdA0GtBIzWNEc5v9rpdBHD4HoOYBKlwdCUaB3dsC/swX6ATNNt+frd0JWxF6LJygbX/iZJFpItI3o2Q3R9SGE+yD0rp1QdDcUYZi9T6oTRk0d5KAhqB43DPbRY6E1DocQIrO5Jp6DUD9dYQ4x1Urhm/NVGEPGAA5X9O37HU8QA5XCyXQMe7zni0ExBzypJN6JDG5e2+PKWVa1fA2Dz9X7JZtphzOZiJ+rHp4jNaCJFzxGziMOita2KOnZgrLuTdDVUhysnYOqynJIRxW09/9gZr6NIKFAH/cNHOzqTbvusX7jLJ/9LLhOTaZ30vPRCOiflaxc6TaHjwR6IaQxYFsJgX0NXx7weFjGqDU7zKE+tvSCuv5v6FwMc0gnaMlUNsfIF2JeTTb2myiw0XwHUX2gGQDgdQyBz14HXStBheI2G+v+XqDrIyhy4A+oUTXBnC/j7wFUN4S72+xFdJRBVtTCGDoOgbHTgNJBMeunrf4Qwr0Pwt0GuPdB6dwO4T0I/4k/SCqhQjaHDsYqz+bdi5LeD2HztcPjGgpH7Th0d3dBV0tQMWyi+bkLuCF8nZDl3VBat0Jt/RDOSVNRNf+/k953UDBTm+eDZ1HW+wECE2dDP/oks0t/3Z6sZciLp9iGhBRCoRvs2T73ia5/Nr6DCn3OIhVqrZ5ECQsymYMTL/NpNn9nM72WyaxLdSQp9HdptkYUhPUiv70Tvdv/Db+9BrJfFtm61mfilmMIDfvrzw17LNtzsYEjYJ2aZKU9rrpxLJT9GyDaP4DobYUhBXTVhYCtCj7HYHNVVcUet4xB+1fA7jeHkRlCQ8BWDXfJSPhtNeawHghzDRTFbjY6g/vOYJHFoFwvChhvn0eSXPcSpTLcTtHdoQVIJczVfwCYi5XayiAdVYfmyvgBxQ2la1/otZ4vL4IcMjr5g/B7oHy6BUrrNqgffwLZvROK4RkQyEtnDQKf+08zYEryGKNJZ1HTSCXdH6CsZzO6KybBefSZA9Y/6l+Gs68FFZ3rwp73H3slAjOPT7ifoGAjTEqJPTdeDqN6KPSmyRDtDsiSwYCjOpSRMERKM/MhJKDY0b5rY8ykH4X6vCU7p6gYgqlCNbxi9dTkOs19Mqwc2KSqmBYt7S9b82ti9bRY/boVu2JbmybWEifAwJ7K4N/BRazbd74HRe+Dq3dHaBHswJipUPZ3wuhphar3QMBsU+hqGTS9J1SWz1aNjppTQu3XVNuuqZxHy/fU5Hr4WaIfgtKuTSjt3QKvox7ukpEwFBcqahrg3b0Odm8btEAn4BoMo3wkZM2xkGVRJhxKCbjboHR/DNGzy0zJ6u8FAm5zAUp8dur6So+C31YNXSuDrjiTDnRiKfSXWjE0uPorhsZEUKapYOPOM5IGbL79sPkPwuZrh+ZvhxQqfI56lPSZq8hLoQG2Eui6mZJaKas/1MAXkM4a+M68IO6Ef7H/EziW3AvprIGsGAXpqoPS/RFE+xYzGUagF0Kaqw/rDTNhDJsDHJoPlomMeuuMAOr2PgdD2LG//uzE18Dfh76WV82AEGYyhVLPxwgc8y0ETo4+LynmKtIr/wbbuy8PeFwC5nnXSkOL0kL3QkCaz9nKEZj432jfvXXAuYusf7pDP1JJehCrBzjWDZRCrNdQiJs5yYrWGM3mOcrlWh/FeD5jyWStnVwHQYVIZkTZlYvvtWzO5Uz0nR7ZXqhRDkLd/SqMijFQurbDqJkEWdqAnq4D0NVSlI+YCthKw18rJQAdwSkV2eiZSTTfyvJBTaxEAbn6oYz8QVADPXD2tcDm74Sq90DR3YCtBNI+CD5dQgoNWqALNn8HAECvnwZjxLyBBQc80Db8AoCEx9EAv60GXmc9pOI49MaQsHv3wOZvh+Zrh6b3QDG8EFKHIWwABIS9DIEJl8ccjpZMwyTfP0qF7rXJdKGtZOTyDimQWsMnZl2khNP9EVx9LdDVUmhDp0Npfx9GQy2gqAAEKgYJSI8bgT274d/ZAu+8K2E0HR+1OO2d3RAHN0P78G+QtjKz58cIQPh7EDj6a4DigLbl8bCeoiCjZiL00V+OHdzoXii7X4fwdgC6G1Bs0IfOAkrqkzvWKMcupA6brw1O9y44PbvQWzoWvRXHAkgttXZ1VQ2UnUshXbUwRp2d3P5hXkNx4FOoH62HdJQAQoHo64To2AvhrYBRcxzg74Ft88MDqw/xWYCjaICwmf9VzP8GAn5IoR6ar6cAMGBzlAGGD8bw0yHLRySsWyypfBayOS4/FVZqaMeSq2FpyTqSem2yITLoKYYghT0zhZHNz24uhpNFPhdtbqa28bcQfXtgCBv2158T9ny6cznTTQaR6BxYPlFAtrOfZZ56VT+0+F0H4OuG8PeYGc6ECk/XXvjsg+F3DB7wMmH4UdGxGg5vW+ixzkGfh9c1dMC2kBIVHWvg8OwBYIT15OyvOxOGmnjMbiYRcza/GAsd1ATlOnVqUDrZ0CJlkms+kWDZtuWvQdvyRNxtfV/4OvRjvgBErCkTtn/dB/jNeTcQKmCvDB9KZQTM9Wt2/RtKt7luk9RKoY84AzjUmd13YGdo85LqRmgt/zBfWjUeRs1EaB/+DQBwsHYOAraqxAcpJRzunSjt+QAQAlqgGxICAdsgeJ1D4XENh6G6Bl4DQzeTcwT6DvWk9sG970Pz5oLhg6r3wuHda57HCd8OywSTqcDx9UDAB3FgF5TWbdC2rYbS3hq2jVpVA+n3wXC7AT0Qo6RwvlO/BX3stKjPJVoEOJojcQhZPvRviOQyuUayuKAoUerSbcTH61mOFUDH6k0Mzt+MlignfAmHdgxybzXnvxo+AIBR0QR9/KUD6peoTonEmzMWiUFNjmX6A5Pyj4uUENKP6n2vQDU+G/8YUMvht1ejp2LigDk8/d+46fywJPsGzfbdqGIbmpZIMWVkSWeNCmDgtTa8Xhid7TD6egFFgVAUCJcL/k93omfZP+C11yAwdhqEp8dMQbxHmj0EngMQ7r0Qvm4Iz0FAKNDrpkBWHmVmUJOBUE8CAIiObUktJCuhQMCcj9NecwoAgbLO9TBUFzoHnRQqL3YBEjVtL0I1PPA4h8JW0Wj2bCo2QLEDUkdf+6cQkFD0Ptj8nYeCFi8UGYAhNAh7OaRWYh6HrQQed9+hxUcdMBR7aB5dzIaf7jPPj+4ze7EclWjftRnC8EI1PLD5DsDh2X2oJzYAYfghpN8M8VQnZFkloKiQ5dWAXgOoLvR0HYShOiGhAEI59F+BisYJ5vBUofb7pxz6Z/aEJZosnuxwsUIuNnekN5iLIdDp73AetpaKbNxgosNLqu+JTBa1jNR/zkz/NZhe2+MaEAz1vfkqOv/6BwDhc2/9E68CXPEzm2aSnr6/dG6sMajJAtH2EZR95l1maHYon3rNxoqtwhxjGGeOgLL7NShtb8PQA+YwMqGYK7DDMCdTS91sxEnz72CDTkJAChWKDL8je7D2VARsgwCkntY43fH3ybzxsrWgnFUV2/FnpT4+N2xvPQdxYBekqxyAgOg5CKW7F9JRDVlSD2kvR3dXB8qrG6HsWQnRtxdC9x6ag6JADjoa0jEIcAyCdFSZSQpUO4S3E/DsByAgS4ZA+HuhHNwI+Lqgu9shDB0CAUho8DkGwzbugqSGXQKA9uYzUPZ/Yg6rO/RPKiqUdh8gzM+VuWCoC7JsOKS9zJzPorkSB00DzlE3lIOb4N+3GcLwQwt0QdHd0GoGQzidMLo6YPR0Q9gdMAI6ZEkl5OAR0EcdD6NyMGBzQNpLALsLsDkGfJckGuaS6pDEVL4Dkv1xzjRteTF8XhJJ1Ljo32DI91CkTBrW2Qx0IuUj42gu1jvJ15wwK7zvk5HrBYAPV7kcLpho7bJoBne8DuFuCxsRkY2bF8kEZqm8Tywf1MRKFJDPLwT787+AunNzzOe9Z10LZV8VYOgQB941x7A7zdVVtQ2/gvAejPo6fcQ8GJVHQZ/YCKlqgKpBe++A2RATStTXANlf+6S/w+WL1uqKNXVmUvUydHPOSPtuKG0fQ3Tvh+g+ANG1D8qe7QPm2ETyT74RsJXFfD6rixYaupllTAYA1ZlcUCMlRPfHEAfeg9K5Gfrwz8FoOBqwl6Bx8ghoQxog+iVYkD4vjN4eKJVVEIeG8kX7Ek9mgj4Q/UciX42HYuihSXbtrSNdoZIPJMNq6ywlWj8tHXzfFodkMjfmouxY+8rW91u0wCbeUhN2TysGta+C1GwwBjcBeiVk5WjIitGAak9qYef+dY03PC5RfeOxfKKAYFCT7GSlnH1RGDrgc0P4fUDAC/i9EAEfRG8H9FGTzLus7i64Hrsp9BL/pIWAY9BnZUgJ6B7Y3rnHLLJiDPRRX0L7vk9Dm0Q7tmwfU6aTf9MpJ53yrSJbcxNyNbEul1Kqb28rbJseGvCwtFea89J0D2AfBH3YqRCe/RA9O2HUTYWsnpD8Pnw9EH27Idz7gUDvodTIAXOOjL/b/K/uAaRu9pIaAUihQLFpkH4/lPIKCFWD3n4A+qhJ8H3xv81j1L3o+vgtaIFOlPZshZABYMhU+GedgaYTY8+tibVQYGRqzWReD+QuAUgqi/QWUi6HbB4O30WxFPq6FatcJ3kJOhzfW4W8uWIVhUjYFNxntEA83jyb4PNC98DhbYXdtx9O92fzXQ8MPgMVwycf2kn4b1ZwIU8g8XpO/aVzc8/yQU1w+FlSP0g97WZwYXeZwzikNNfiUG2ZpZGVBuD3Aap2qBclTllSQntjA5TOD2HUTxvY42IEIHo+hdL2tjncBoA+bA6MxlPCNosXFcdacC2V7EO5/pLN1o9oqpPmMxk6kMo5SSX7TbqJBopx3Hqm11XZtRzK/g1mYgHdbfaO2EoBoUH0tQ7YXm/8Ag7IgYk3ICVUvQearx1lDmEmIQj0AboXsqQeXl2FoTpCc1DM+TBOGKoDhrCjcugEQGgITB15KKOYAAJ+iO4DGDZMYv+9dwAAjMohEJ5uwOsG7OUwaoYgcOwcGE2TMXp8+Po28RbfK8SPfbLXKl9JNHJVh2RYpZ65djgHN9noTWIPTHYw4MmvVHubIgOQ4Jwb7Z3dsK35YcyyJAQAAUN1wmevhX3IRAQmjoNRWQeUVcVdJyeWVH8vLT/8LFFK59AFkwZcv70yZnlSs8GoHQFZXmOOay+rhqwwx7RDSjNwCf5XKJB2F2RFDeCqgLZhGWyrnhpQpvs7v4a2oS3K3gD4e6G2PGeu3l5SZ04eDvRBdO80U0I7qgFnNWRpA4zqYwHNmfCcZKO3qlhSPWeqEDni431Rp1OfbCw2GckKgQ0Q/S6SsuvfUHe/Zk7SVzQExl0SPmEx4EHfjmbYva1mZkAh4LcNglYzHrKiCdJWCjirQzcSUhmmGTm0K7BvL/SOg1CcLuxqc0GWVAKqGvb6aHemUul1yaViHb5YKOxVDnckBje5HvJ2OL0/MpGtzFiHs3wkHYqcs9P/uvQ/55E9O0qgF4rhQcWQowAAPa2boWvl0BWnmYgGEpq/M7QOnqr3wubvgLSVA4EeOI+ZiKoF1+KURm9oH8GkBYCZuCCWZAIcywc1J//1JWglZlATbShH2AH7PRAde6G0fQSlYy/g7YPw9UFpa4Ho64q5L+mqg1TMtWDMgwkA/h5A90C66iB0H+DrMO8uK3ZzsrGt/NC6GYcOW6iQqh0i0Af4e6B0fxIqXx8xD1K1A6rLXJzTXp7WOeGXZmHF+iLKdLG7bMyRKqb3RkZf2EYA6ra/QOn8ENJWBmkfBAgB3dsNzd8Fv60KPmc9vM5G6GpZxgt5Vg2fGHWuSqIf2ngBzZH4I12Mim39iGJ1OAc42XY4vw+KSaEysmZbOpnQMrnxnGgeS7z6xJo3FpnpLFp7RfO3o3r/8tDfuuKEojkgy8vhrK1EBTyoHNaAmqOb4Cgvg6JpcNVUwVVVCZsr/g39yEAn0NeLN746z7pBzU3Nz8JRFj37Wby7otHIQABGdxf07k7s3rQXauuHUD59H6J9j7nQef9DUFRzHg0AWVIBzwW3AZoDoqMVSttHUHd1mT06QgEgIIyAOfTFVgrYysz/2iuiTnhO9osxm8NHcr1CMlA8XzDF/COdizHcuUzjHU/OrrehQ1u5ASLgQXfbh+bnUgj4bdWHbj6kL5NFBpnlJzuK+fOZrCOhcXs4XKdIR8J1I0pFtM95MgFO/9e273zPTKBzaMF4AXPUk2J4oRg+SKHA5jsALdANYfggYECDDwi4AVWFYrNBcZXANqIJDYNssJU4YSspga3ECUd5GeylJeZ/y0qguZz431PPt2ZQM2HCBLhqRkIIAenU4KgsgeJ0odopoWgaRjfY4CxxwOv2YVCFAc2mwmZT0d6tQtM0aDYVqk2F3WGD3WmHw2WDw2mH3WnHB3I4NKcD9rJSvLHbDmkYEIpqLjQoBHpfXYbuf/w1VB+tfihKZ8+FsDshHA4oDieE3QHhMP8WDic++kjEzVqWTfEaWPHGMqYaCMZqrGW7gWfVjEa5GnYWSzaTZORqmEC0hcRyNbcpHcFu+XxOHM9lhp1idTg2ihM5XK8lkPvreTifO6J4srm2TSyZttli9dJE6p9hLTgSIvL4QuUcStYjoEPRPdACnWZQZPihSD+E4YNi+My/DZ+5tpsAtn2w0ZpBTV1dHRpOvxWK7VBDPOAGDC96938CIQ2oeg8gdUhhTvQ1130x4CyvNtMry0AoZassU8yMZf5g5jIP4PNCBLxQq2qglFegTNWhaCoUTUPP3n1wH+xIu/5SiLCeH/e37gccqQUUiSQzbj4fPTSRkm38ppryL1K84WDxGv/JjLlO5ksjnVzwmUg2oMn2NU9nbZRIyayflM+Uxek20FJJxlEsstFYLPZjLCZHWuM8n++NI+3cEhVCZNsmVtuj/292/5vpj72qhQVB8VJJR9N/f2GvkxLC14n2Nx+0ZlATb52aWKLdHY7boBo6HnAfgNDdAMShhAFmutfefS3hC2VCoqRyiLmuheEDDD+E7oNRoUL43BDuLojeTjNbUoTaRT+BbYhZt0wbaNEafclOVk5XtDqn0nj+Qr076Xql0zuUbBmxysvkmhQyuOn/hZNqIJbsa/IhWu9OIfZ/OCrW9MyHg2L5/BwJ8pHNj+hIksrCmNHa0/HaHpl8XuOlpbZ8Suf+iQKCog2vStRgjpftIVsGRLNSon3nBvP/hRp9G8QfppNJhqxks8Akcxc9lfJTEZmmOt3X95eNxaqyKd3zCxTXvI5cZs7LtNcuHjbeKdfYkM6OfGSFygdm2yMryvaN42CZwW1TCaJiGTHMZ+1EAdGCmkRSCWBS7RaLfG00yZaXaJ2ZfPcAxJNqOsxsn9NiUKhUoZFysSBqJnfzY7023WFw2QzOGNBQrrDRmblCfj7TXey4GPC9R4UUueB4Nn/rE5Vl+exnsdapyYZ0UrhGbptM5gggdsM31cUlk31dOhJ9wcda9DNSZM9TOo3eZCeu5Uo2r2G6rJCSNht3XqzKqg0iyj42Mgfi54MAfjYosVTa4pZfpyaZoCYfC82lsoJ85GvSbdSlk50p1UnWh2tWpmL4QS30+eMQiOwrhvcVFbfD6TPD9zvlwuH0GaH8snxQk2qiAIAfGKuy6g+old9vVj3niaTbA0pERNaRzu9vPkdB5OOmeyr7trp8JQrQclZyGvJ1Ia3SmD0c39jFhOe3+PCaEBEd/gr9XZ/O/gtdZ0os70FNoSfOAwCyVIdinhxPRERERHSkyFlQ0/HpZgjNkavi844BDBERERWz4BpoubiBnI12UFHc2Ka8kwFvXvZTVMPPghhAEBER0ZEmG43+XAUODEio2OUsqBk3/nNQU0wUQERERHSkqp9wXKGrQJR1u/bsR2ce9pP17GcejwdNTU3Ys2dPNoslIiIiIiILqq+vR0tLC5xOZ872kfWgBjADG5/Pl+1iiYiIiIjIYux2e04DGiBHQQ0REREREVG+KIWuABERERERUSYY1BARERERkaUxqCEiIiIiIktjUENERERERJbGoIaIiIiIiCyNQQ0REREREVkagxoiIiIiIrI0BjVERERERGRpDGqIiIiIiMjSGNQQEREREZGlMaghIiIiIiJLY1BDRERERESWxqCGiIiIiIgsjUENERERERFZGoMaIiIiIiKyNAY1RERERERkaQxqiIiIiIjI0hjUEBERERGRpTGoISIiIiIiS2NQQ0RERERElsaghoiIiIiILI1BDRERERERWRqDGiIiIiIisjQGNUREREREZGkMaoiIiIiIyNIY1BARERERkaUxqCEiIiIiIktjUENERERERJbGoIaIiIiIiCyNQQ0REREREVkagxoiIiIiIrI0BjVERERERGRpDGqIiIiIiMjSGNQQEREREZGlabko1OPxwOfz5aJoIiIiIiKyELvdDqfTmdN9ZD2o8Xg8KKmshfT1ZrtoIiIiIiKymPr6erS0tOQ0sMl6UOPz+SB9vaiY9t8QqiPbxQMABg2dkJNy+wsc35DT8kcdZctp+TPq3Dktf0rp7pyWP/4omdPyAWCUkpv3Z5DY925Oy8eO/5fb8luN3JafD88XugIZ+muhK5C5ZwpdgSPcm4WuAOGnz20tdBWOeGKpp9BVOKJ1+Xow/KEZ8Pl81gpqgoTqgNBy02hU7CU5KTdsH87SnJavleQ2qHGU5Xa6VEmpK6fll1fkPqipUHLbDSo8uQ2aUCpyW37uP2a5l9uPWe7l+BLnQ0nuP8oUR46/hSgJFaXlha7CEU84rP5jQMlgogAiIiIiIrI0BjVERERERGRpDGqIiIiIiMjSGNQQEREREZGlMaghIiIiIiJLY1BDRERERESWxqCGiIiIiIgsjUENERERERFZGoMaIiIiIiKyNAY1RERERERkaQxqiIiIiIjI0hjUEBERERGRpTGoISIiIiIiS2NQQ0RERERElsaghoiIiIiILI1BDRERERERWRqDGiIiIiIisjQGNUREREREZGkMaoiIiIiIyNIY1BARERERkaUxqCEiIiIiIktjUENERERERJbGoIaIiIiIiCyNQQ0REREREVkagxoiIiIiIrI0BjVERERERGRpDGqIiIiIiMjSGNQQEREREZGlMaghIiIiIiJLY1BDRERERESWxqCGiIiIiIgsjUENERERERFZGoMaIiIiIiKyNAY1RERERERkaQxqiIiIiIjI0rRcFSx1b66KhuHry1nZoX14enNafqDPltPyvT3unJbfJ3NbfneXzGn5ANClGDktX3Tn7jMAAOjN8TnK/ccs9/yFrkCGcv8xyLnD4W1kZTn+FqIkdPV2F7oKRzzh9RS6Cke0Ll9PXvYjpJRZ/dns7OzEsGHD0NOTnwMgIiIiIqLiVVZWhl27dqGysjJn+8h6T40QAj09Pdi5cycqKiqyXTy6urowfPjwnJWfj32w/MKWn499sPzCs/oxWL3+wOFxDFbG8194vAaFx2tQeMFrIITI6X5yNvysoqIip2+eXJefj32w/MKWn499sPzCs/oxWL3+wOFxDFbG8194vAaFx2tw+GOiACIiIiIisjQGNUREREREZGlZD2ocDgduv/12OByObBedl/LzsQ+WX9jy87EPll94Vj8Gq9cfODyOwcp4/guP16DweA0KL1/XIOvZz4iIiIiIiPKJw8+IiIiIiMjSGNQQEREREZGlMaghIiIiIiJLY1BDRERERESWllZQ85vf/AZNTU1wOp2YMmUKXnvttbjbr1ixAlOmTIHT6cTo0aPx4IMPRt1u8eLFOPHEE1FeXo66ujr8x3/8B7Zs2RK37ObmZgghBvz74IMPom5/xx13DNi2vr4+K/UHgFGjRkWtz1VXXZVW/V999VWcc845aGxshBACzz77bNjrpZS444470NjYCJfLhdmzZ2PTpk1xjwcAnn76aUyYMAE2mw3l5eWorq4eUL7f78eiRYswceJElJaWorGxEZdeeil2794dt+w//OEPUY8pWv0vu+yyAdtMmzYt6fo7HA6MGjUKJ554YsxzFKsuP/vZz1I+hnPOOWfAezLTa6BpGlwuF1wuV9T3fbavQ7RjyMZ1mDBhApYsWZLwNal64IEHcNxxx4UWTps+fTpefPHF0POZnv9c1j3ZYyjm8x/N4sWLIYTAddddF3rMCtfByhL9dvH858enn36Kb37zm6ipqUFJSQmOP/54rF27NvQ8r0NuJWpj8fznXiAQwPe//300NTXB5XJh9OjR+NGPfgTDMELbFOw6yBQ9+eST0mazyd/97ndy8+bNcuHChbK0tFR+/PHHUbffsWOHLCkpkQsXLpSbN2+Wv/vd76TNZpNPPfXUgG3nzZsnH330Ublx40a5fv16edZZZ8kRI0bInp6emPVZvny5BCC3bNkiW1tbQ/8CgUDU7W+//Xb5uc99Lmzbtra2mOWnUn8ppWxrawsre9myZRKAXL58eVr1f+GFF+Rtt90mn376aQlALlmyJOz1d999tywvL5dPP/20fO+99+TXvvY12dDQILu6umIe08qVK6WqqvKuu+6Sv/3tb+Xs2bOloigDyu/o6JCnn366/Mtf/iI/+OADuWrVKvn5z39eTpkyJWbZUkr56KOPyoqKCtna2iqfeOIJuXDhQvnwww9Hrf/8+fPlF7/4xbBjP3DgQNzy+9f//fffl/Pnz5dCCLl48eKo++hfdmtrq/z9738vhRBy+/btCY9h9uzZ8v7775fNzc3y5ZdfjvqezPQazJw5U15wwQVSVVX5xz/+ccA+Mr0OyRxDNq7DXXfdJTVNk2+++Wbc16Xqueeek88//7zcsmWL3LJli7z11lulzWaTGzdulFJmfv5zWfdkj6GYz3+kNWvWyFGjRsnjjjtOLly4MPS4Fa6DlSX67eL5z72DBw/KkSNHyssuu0yuXr1atrS0yJdffll++OGHoW14HXIrURuL5z/3fvKTn8iamhr5z3/+U7a0tMi//e1vsqysTN5///2hbQp1HVIOak466ST5X//1X2GPjR8/Xt58881Rt//e974nx48fH/bYFVdcIadNm5ZwX21tbRKAXLFiRcxtgkFBe3t74spL84dh0qRJSW0rZWb1l1LKhQsXyjFjxkjDMKI+n0r9IxvshmHI+vp6effdd4ce83g8srKyUj744IMxy/nqV78qv/jFL4Y9Nm/evKgBQaQ1a9ZIADGDWCnNxnRlZWXC+ktpNubOO++8uPuMFKv+F110UVLHcN5558lTTz017jaxjiHyPZnta3DRRRcl9b7P5DpEKz/b1yHXqqqq5MMPP5yT858vwWOQ0jrnv7u7Wx599NFy2bJlctasWaGgxsrXwSri/Xbx/OfHokWL5MyZM2M+z+uQf/3bWDz/+XHWWWfJBQsWhD12/vnny29+85tSysJ+DlIafubz+bB27VrMnTs37PG5c+di5cqVUV+zatWqAdvPmzcPb7/9Nvx+f9z9dXZ2AgCqq6sT1m3y5MloaGjAaaedhuXLl8fddtu2bWhsbERTUxMuuugi7NixI+a2mdTf5/PhiSeewIIFCyCEyFr9g1paWrBnz56w+jkcDsyaNSvm9QBiH1MyOjs7IYTAoEGD4m7X09ODkSNHYtiwYTj77LOxbt26mNs2Nzejrq4OY8eOxXe+8x20tbXFLTtW/eMdc9DevXvx/PPP4/LLL0+4bbRjiHxPZvsarFy5Mqn3fSbXIVb5+bwO6dJ1HU8++SR6e3sxffr0nJz/XIs8hiArnP+rrroKZ511Fk4//fSwx614Hawo1m8Xz39+PPfcc5g6dSouvPBC1NXVYfLkyfjd734Xep7XIb8i21g8//kxc+ZMvPLKK9i6dSsAYMOGDXj99dfxpS99CUBhPwdaKgeyf/9+6LqOIUOGhD0+ZMgQ7NmzJ+pr9uzZE3X7QCCA/fv3o6GhIerrpJS44YYbMHPmTBx77LEx69TQ0ICHHnoIU6ZMgdfrxR//+EecdtppaG5uximnnDJg+89//vN4/PHHMXbsWOzduxc/+clPMGPGDGzatAk1NTVZqz8APPvss+jo6MBll12WtfpH1i1Yn8j6ffzxx3FfF+01iXg8Htx88834+te/joqKipjbjR8/Hn/4wx8wceJEdHV14Re/+AVOPvnkqNueeeaZuPDCCzFy5Ei0tLTgf/7nf3Dqqadi7dq1MVeejVX/WO/B/h577DGUl5fj/PPPj7tdtGOYMWMGZsyYEfaezPY1aG1tTfi+z+Q6RDsGIP/XIVXvvfcepk+fDo/Hg7KyMixZsgQTJkwIfdll6/znou5BsY4BKP7zDwBPPvkk3nnnHbz11ltR6xLcf2R9iu06WFW83y6e//zYsWMHHnjgAdxwww249dZbsWbNGlx77bVwOBy49NJLeR3yLLKNxfOfH4sWLUJnZyfGjx8PVVWh6zruvPNOXHzxxQAKex1SCmqCInsdpJRxeyKibR/t8f6uvvpqvPvuu3j99dfj1mXcuHEYN25c6O/p06dj586d+N///d+oQcGZZ54Z+v+JEydi+vTpGDNmDB577DHccMMNWas/ADzyyCM488wz0djYmLX6J1u/RHWLdUyx+P1+XHTRRTAMA7/5zW/ibjtt2rSwSc4nn3wyTjjhBGzYsGHAtl/72tdC/3/sscdi6tSpGDlyJJ5//vm4gUc6xwwAv//97/GNb3wDTqcz5WOoq6vDW2+9hc2bN2elPtFeo+t63Pd9ptch1jHk+zqkaty4cVi/fj06Ojrw9NNPY/78+VixYkVG9chX3YNiHcOECROK/vzv3LkTCxcuxNKlS+N+dqxwHawq3m9X8HPO859bhmFg6tSpuOuuuwCYIyw2bdqEBx54AJdeemloO16H/IjVxuL5z62//OUveOKJJ/DnP/8Zn/vc57B+/Xpcd911aGxsxPz580PbFeI6pDT8rLa2FqqqDoia2traYt7pr6+vj7q9pmlRe0YA4JprrsFzzz2H5cuXY9iwYalUEYDZmNu2bVtS25aWlmLixIkxt0+n/gDw8ccf4+WXX8a3v/3t5Ct+SLL1D2a+SeV6BF8X7TWx+P1+fPWrX0VLSwuWLVsWt3cgGkVRcOKJJya1bUNDA0aOHBn3+GPVP1Fv02uvvYYtW7akdU0WLlwIj8eDyZMnh70ns3kNHnzwQQghYr7vM70OsY4hmlxeh3TY7XYcddRRmDp1KhYvXoxJkybhF7/4RdY/A7moe1CsY4im2M7/2rVr0dbWhilTpkDTNGiahhUrVuCXv/wlNE0L7dMK1+Fw0f+3y0qfAytraGgI9a4GHXPMMfjkk08AZP83mdchtmhtLJ7//Ljppptw880346KLLsLEiRNxySWX4Prrr8fixYsBFPY6pBTU2O12TJkyBcuWLQt7fNmyZZgxY0bU10yfPn3A9kuXLsXUqVNhs9nCHpdS4uqrr8YzzzyDf//732hqakqleiHr1q2LOyysP6/Xi/fffz/m9qnUv79HH30UdXV1OOuss5Kv+CHJ1r+pqQn19fVh9fP5fFixYkXM6wHEPqZogg3pbdu24eWXX44byMUipcT69euT2vbAgQPYuXNn3OOPVf94xwyYd3WmTJmCSZMmJVUXIPw92dTUhDFjxoQ9n41rENzHW2+9hS9+8YtR3/eZXIdExxBNLq9DNkgp4fV6s/4ZyEfdg4LHEE2xnf/TTjsN7733HtavXx/6N3XqVHzjG9/A+vXrMXr0aMteB6vq/9tl5c+BlZx88skD0uFv3boVI0eOBJD932Reh9iitbF4/vOjr68PihIePqiqGkrpXNDrkHRKgUOCKZ0feeQRuXnzZnndddfJ0tJS+dFHH0kppbz55pvlJZdcEto+mBL5+uuvl5s3b5aPPPJIzJTIV155paysrJTNzc1hKfv6+vpC20SWf99998klS5bIrVu3yo0bN8qbb75ZApBPP/101PrfeOONsrm5We7YsUO++eab8uyzz5bl5eVZqX+QrutyxIgRctGiRQOeS7X+3d3dct26dXLdunUSgPz5z38u161bF8p6dffdd8vKykr5zDPPyPfee09efPHFA9LmXXLJJWHZ6d544w2pqqq8++675dtvvy2vvfZaqarqgPL9fr8899xz5bBhw+T69evDronX641Z/h133CH/9a9/ye3bt8s33nhDnnvuuVHL7+7uljfeeKNcuXKlbGlpkcuXL5fTp0+XQ4cOTbr+77//vvzhD38oVVWVjz/+eNRzJKWUnZ2dsqSkRD7wwANRr1msY/jGN74hy8rK5JlnnilVVZUvvPDCgPdkptfgoosukk6nU6qqKp9//vkB7/tMr0OiY8jWdbj77rtzkgbzlltuka+++qpsaWmR7777rrz11luloihy6dKlWTn/uax7MsdQ7Oc/lv7Zz6S0xnWwskS/XTz/ubdmzRqpaZq888475bZt2+Sf/vQnWVJSIp944onQNrwOuRevjcXzn3vz58+XQ4cODaV0fuaZZ2Rtba383ve+F9qmUNch5aBGSil//etfy5EjR0q73S5POOGEAalhZ82aFbZ9c3OznDx5srTb7XLUqFExG5YAov579NFHY5b/05/+VI4ZM0Y6nU5ZVVUlZ86cKZ9//vmYdQ/myrbZbLKxsVGef/75ctOmTVmpf9BLL70UWnsmUqr1D6Z8jvw3f/58KaWZOu/222+X9fX10uFwyFNOOUW+9957YfucNWtWaPugv/3tb3LcuHGhYCNa+S0tLTGvSf91dyLLv+666+SIESOk3W6XlZWVMcvv6+uTc+fOlYMHD5Y2m02OGDFCzp8/X37yySdJ199ms8nhw4fHPUdSSvnb3/5Wulwu2dHREfWaxTqGZN6TmV6DRPvI9DokKj9b12H8+PExbyZkYsGCBaHvm8GDB8vTTjstFNBImfn5z2XdkzmGYj//sUQGNVa4DlaW6LeL5z8//vGPf8hjjz1WOhwOOX78ePnQQw+FPc/rkHvx2lg8/7nX1dUlFy5cKEeMGCGdTqccPXq0vO2228JushbqOggpE8wQJyIiIiIiKmIpzakhIiIiIiIqNgxqiIiIiIjI0hjUEBERERGRpTGoISIiIiIiS2NQQ0RERERElsaghoiIiIiILI1BDRERERERWRqDGiIiIiIisjQGNUREREREZGkMaoiIiDL05S9/GVVVVfjKV75S6KoQER2RGNQQERFl6Nprr8Xjjz9e6GoQER2xGNQQERXY7Nmzcd111xVNOYWSTP0PHDiAuro6fPTRR3mpU7LmzJmD8vLyqM995Stfwc9//vM814iI6MjCoIaIKEsefPBBlJeXIxAIhB7r6emBzWbDF77whbBtX3vtNQghsHXrVjzzzDP48Y9/nPP6tbW14YorrsCIESPgcDhQX1+PefPmYdWqVTnfd7YsXrwY55xzDkaNGlXoqiTtBz/4Ae688050dXUVuipERIctrdAVICI6XMyZMwc9PT14++23MW3aNABm8FJfX4+33noLfX19KCkpAQA0NzejsbERY8eOzVv9LrjgAvj9fjz22GMYPXo09u7di1deeQUHDx7MWx0y4Xa78cgjj+CFF17I+76nTJkCr9c74PGlS5eisbEx7muPO+44jBo1Cn/6059w5ZVX5qqKRERHNPbUEBFlybhx49DY2Ijm5ubQY83NzTjvvPMwZswYrFy5MuzxOXPmABg47Gr27Nm49tpr8b3vfQ/V1dWor6/HHXfcEbav3t5eXHrppSgrK0NDQwPuvffeuHXr6OjA66+/jp/+9KeYM2cORo4ciZNOOgm33HILzjrrrLB9X3311bj66qsxaNAg1NTU4Pvf/z6klKFtpJS45557MHr0aLhcLkyaNAlPPfVU0s+nU38AePHFF6FpGqZPnx5W32uuuQbXXXcdqqqqMGTIEDz00EPo7e3Ft771LZSXl2PMmDF48cUX45b91FNPYeLEiXC5XKipqcHpp5+O3t7e0PNr167Fxo0bB/xLFNAEnXvuufi///u/pLYlIqLUMaghIsqi2bNnY/ny5aG/ly9fjtmzZ2PWrFmhx30+H1atWhUKaqJ57LHHUFpaitWrV+Oee+7Bj370Iyxbtiz0/E033YTly5djyZIlWLp0KZqbm7F27dqY5ZWVlaGsrAzPPvts1B6HyH1rmobVq1fjl7/8Je677z48/PDDoee///3v49FHH8UDDzyATZs24frrr8c3v/lNrFixIqnn06k/ALz66quYOnVq1PrW1tZizZo1uOaaa3DllVfiwgsvxIwZM/DOO+9g3rx5uOSSS9DX1xe13NbWVlx88cVYsGAB3n//fTQ3N+P8888PC+QyddJJJ2HNmjUJzz0REaVJEhFR1jz00EOytLRU+v1+2dXVJTVNk3v37pVPPvmknDFjhpRSyhUrVkgAcvv27VJKKWfNmiUXLlwYKmPWrFly5syZYeWeeOKJctGiRVJKKbu7u6XdbpdPPvlk6PkDBw5Il8sVVk6kp556SlZVVUmn0ylnzJghb7nlFrlhw4awbWbNmiWPOeYYaRhG6LFFixbJY445RkopZU9Pj3Q6nXLlypVhr7v88svlxRdfnPD5TOp/3nnnyQULFgyob/9zFQgEZGlpqbzkkktCj7W2tkoActWqVVHLXbt2rQQgP/roo5j7TmTu3LmytrZWulwuOXToULlmzZqw5zds2JDxPoiIKDbOqSEiyqI5c+agt7cXb731Ftrb2zF27FjU1dVh1qxZuOSSS9Db24vm5maMGDECo0ePjlnOcccdF/Z3Q0MD2traAADbt2+Hz+cLG4ZVXV2NcePGxa3bBRdcgLPOOguvvfYaVq1ahX/961+455578PDDD+Oyyy4LbTdt2jQIIUJ/T58+Hffeey90XcfmzZvh8XhwxhlnhJXt8/kwefLkhM9nUn+32w2n0zng8f7nSlVV1NTUYOLEiaHHhgwZAgCh8xdp0qRJOO200zBx4kTMmzcPc+fOxVe+8hVUVVXFrU9/L730UtznXS4XAMTsLSIioswwqCEiyqKjjjoKw4YNw/Lly9He3o5Zs2YBAOrr69HU1IQ33ngDy5cvx6mnnhq3HJvNFva3EAKGYQBARsOinE4nzjjjDJxxxhn4wQ9+gG9/+9u4/fbbw4KaeIJ1eP755zF06NCw5xwOB3bv3h33+UzqX1tbi/b29gGPRztX/R8LBmjBukdSVRXLli3DypUrsXTpUvzqV7/CbbfdhtWrV6OpqSmtukYKJmMYPHhwVsojIqJwnFNDRJRlc+bMQXNzM5qbmzF79uzQ47NmzcJLL72EN998M+58mkSOOuoo2Gw2vPnmm6HH2tvbsXXr1pTLmjBhQtiEeABh5Qb/Pvroo6GqKiZMmACHw4FPPvkERx11VNi/4cOHJ3w+k/oHe4JyQQiBk08+GT/84Q+xbt062O12LFmyJGvlb9y4EcOGDUNtbW3WyiQios+wp4aIKMvmzJmDq666Cn6/P9RTA5hBzZVXXgmPx5NRUFNWVobLL78cN910E2pqajBkyBDcdtttUJTY96kOHDiACy+8EAsWLMBxxx2H8vJyvP3227jnnntw3nnnhW27c+dO3HDDDbjiiivwzjvv4Fe/+lUoO1l5eTm++93v4vrrr4dhGJg5cya6urqwcuVKlJWVYf78+QmfT6f+ADBv3jzccsstaG9vT2loWCKrV6/GK6+8grlz56Kurg6rV6/Gvn37cMwxx2RtH6+99hrmzp2btfKIiCgcgxoioiybM2cO3G43xo8fH5rPAZhBTXd3N8aMGRPqtUjXz372M/T09ODcc89FeXk5brzxRnR2dsbcvqysDJ///Odx3333Yfv27fD7/Rg+fDi+853v4NZbbw3b9tJLL4Xb7cZJJ50EVVVxzTXX4D//8z9Dz//4xz9GXV0dFi9ejB07dmDQoEE44YQTQuUkej6d+gPAxIkTMXXqVPz1r3/FFVdckc5pi6qiogKvvvoq7r//fnR1dWHkyJG49957ceaZZ2alfI/HgyVLliScd0NEROkTMpPB2UREdFiZPXs2jj/+eNx///2FrkpUL7zwAr773e9i48aNCXt2isWvf/1r/P3vf8fSpUsLXRUiosMWe2qIiMgyvvSlL2Hbtm349NNPM+7tyhebzYZf/epXha4GEdFhjUENERFZysKFCwtdhZT0H7pHRES5weFnRERERERkadYYkExERERERBQDgxoiIiIiIrI0BjVERERERGRpDGqIiIiIiMjSGNQQEREREZGlMaghIiIiIiJLY1BDRERERESWxqCGiIiIiIgsjUENERERERFZGoMaIiIiIiKyNAY1RERERERkaQxqiIiIiIjI0hjUEBERERGRpf1/1inyHMUd6AkAAAAASUVORK5CYII=",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 10]).STATES().BORDERS().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude, ds.latitude, ds.si10, transform=pc, **paint.NWSWindSpeed.kwargs2\n",
    ")\n",
    "plt.colorbar(\n",
    "    p, ax=ax, orientation=\"horizontal\", pad=0.05, **paint.NWSWindSpeed.cbar_kwargs2\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.standard_name, loc=\"right\")"
   ]
  },
  {
   "attachments": {},
   "cell_type": "markdown",
   "id": "9d5c9ca7",
   "metadata": {},
   "source": [
    "Now lets get the humidity and geopotential height at 500 hPa\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3cc4e8b7",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
       "<symbol id=\"icon-database\" viewBox=\"0 0 32 32\">\n",
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       "<path d=\"M16 17c-8.837 0-16-2.239-16-5v6c0 2.761 7.163 5 16 5s16-2.239 16-5v-6c0 2.761-7.163 5-16 5z\"></path>\n",
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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; Size: 8MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    q                    (latitude, longitude) float32 4MB 0.0001736 ... 0.00...\n",
       "    gh                   (latitude, longitude) float32 4MB 5.196e+03 ... 4.89...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0efbf07...\n",
       "    search:                  :(?:q|gh):500</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-8bce9c3f-8855-465a-a5a0-e6efa9520721' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8bce9c3f-8855-465a-a5a0-e6efa9520721' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-50dad81a-3b34-4edf-87dd-9ed0a023c160' class='xr-section-summary-in' type='checkbox'  checked><label for='section-50dad81a-3b34-4edf-87dd-9ed0a023c160' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01</div><input id='attrs-002be954-0e2c-4691-a003-2e63c9e0be86' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-002be954-0e2c-4691-a003-2e63c9e0be86' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-50bd170a-0570-4f4b-9a3d-07505eb86d9b' class='xr-var-data-in' type='checkbox'><label for='data-50bd170a-0570-4f4b-9a3d-07505eb86d9b' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>step</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>timedelta64[ns]</div><div class='xr-var-preview xr-preview'>00:00:00</div><input id='attrs-bfdaf202-88d4-44ab-a526-53f25746721a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-bfdaf202-88d4-44ab-a526-53f25746721a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3ac071f5-31ed-4aa9-a35d-6e9fe1371959' class='xr-var-data-in' type='checkbox'><label for='data-3ac071f5-31ed-4aa9-a35d-6e9fe1371959' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>time since forecast_reference_time</dd><dt><span>standard_name :</span></dt><dd>forecast_period</dd></dl></div><div class='xr-var-data'><pre>array(0, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>isobaricInhPa</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>500.0</div><input id='attrs-57e846c6-4a95-4f4a-992d-e986f4a6a4ca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-57e846c6-4a95-4f4a-992d-e986f4a6a4ca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-5e415b9d-eade-4abe-8937-042878923680' class='xr-var-data-in' type='checkbox'><label for='data-5e415b9d-eade-4abe-8937-042878923680' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array(500.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-5e977cff-ba72-4a70-b9af-c78cfb3af5da' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5e977cff-ba72-4a70-b9af-c78cfb3af5da' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-34944bb9-254a-4107-820b-47a69848f653' class='xr-var-data-in' type='checkbox'><label for='data-34944bb9-254a-4107-820b-47a69848f653' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.8 ... 179.5 179.8</div><input id='attrs-be4a34de-df33-44e8-87a3-c38f47517b56' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-be4a34de-df33-44e8-87a3-c38f47517b56' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-8e8dc300-05ae-4788-ac6f-f0fb621d24a6' class='xr-var-data-in' type='checkbox'><label for='data-8e8dc300-05ae-4788-ac6f-f0fb621d24a6' 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([-180.  , -179.75, -179.5 , ...,  179.25,  179.5 ,  179.75])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-03-01</div><input id='attrs-e987afc8-8f05-4b59-8c0f-b62ddedab29b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e987afc8-8f05-4b59-8c0f-b62ddedab29b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c217a13d-e19e-414e-8d85-c40c15a1f4b9' class='xr-var-data-in' type='checkbox'><label for='data-c217a13d-e19e-414e-8d85-c40c15a1f4b9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-03-01T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-29853232-d6f1-453d-bf72-4232ba8d9483' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-29853232-d6f1-453d-bf72-4232ba8d9483' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f5580549-f6eb-482e-8709-dfc04821d711' class='xr-var-data-in' type='checkbox'><label for='data-f5580549-f6eb-482e-8709-dfc04821d711' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-d13899fb-ab6d-4be7-bd19-8413b0be3b49' class='xr-section-summary-in' type='checkbox'  checked><label for='section-d13899fb-ab6d-4be7-bd19-8413b0be3b49' 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>q</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0001736 0.0001736 ... 0.0001869</div><input id='attrs-83124f67-e29f-4b33-833d-4a6d42068855' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-83124f67-e29f-4b33-833d-4a6d42068855' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f439595f-4be8-4e93-9622-f9f635110968' class='xr-var-data-in' type='checkbox'><label for='data-f439595f-4be8-4e93-9622-f9f635110968' 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>133</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>specific_humidity</dd><dt><span>GRIB_cfVarName :</span></dt><dd>q</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Specific humidity</dd><dt><span>GRIB_parameterName :</span></dt><dd>Specific humidity</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>kg/kg</dd><dt><span>GRIB_shortName :</span></dt><dd>q</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>kg kg**-1</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>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>array([[0.0001736 , 0.0001736 , 0.0001736 , ..., 0.0001736 , 0.0001736 ,\n",
       "        0.0001736 ],\n",
       "       [0.0001736 , 0.0001736 , 0.0001736 , ..., 0.0001736 , 0.0001736 ,\n",
       "        0.0001736 ],\n",
       "       [0.0001736 , 0.0001736 , 0.0001736 , ..., 0.0001736 , 0.0001736 ,\n",
       "        0.0001736 ],\n",
       "       ...,\n",
       "       [0.00010112, 0.00010112, 0.00010112, ..., 0.00010112, 0.00010112,\n",
       "        0.00010112],\n",
       "       [0.00014308, 0.00014308, 0.00014308, ..., 0.00014308, 0.00014308,\n",
       "        0.00014308],\n",
       "       [0.00018695, 0.00018695, 0.00018695, ..., 0.00018695, 0.00018695,\n",
       "        0.00018695]], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gh</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>5.196e+03 5.196e+03 ... 4.895e+03</div><input id='attrs-3b0a87d2-ef28-409f-9b45-6ebe518dfce3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3b0a87d2-ef28-409f-9b45-6ebe518dfce3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-60bf1326-bc6b-4063-afe8-0b3a501aacea' class='xr-var-data-in' type='checkbox'><label for='data-60bf1326-bc6b-4063-afe8-0b3a501aacea' 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>156</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>geopotential_height</dd><dt><span>GRIB_cfVarName :</span></dt><dd>gh</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Geopotential height</dd><dt><span>GRIB_parameterName :</span></dt><dd>Geopotential height</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>gpm</dd><dt><span>GRIB_shortName :</span></dt><dd>gh</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>gpm</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>Geopotential height</dd><dt><span>units :</span></dt><dd>gpm</dd><dt><span>standard_name :</span></dt><dd>geopotential_height</dd><dt><span>grid_mapping :</span></dt><dd>gribfile_projection</dd></dl></div><div class='xr-var-data'><pre>array([[5195.6367, 5195.6367, 5195.6367, ..., 5195.6367, 5195.6367,\n",
       "        5195.6367],\n",
       "       [5191.1367, 5191.1367, 5191.1367, ..., 5191.1367, 5191.1367,\n",
       "        5191.1367],\n",
       "       [5187.6367, 5187.6367, 5187.6367, ..., 5187.6367, 5187.6367,\n",
       "        5187.6367],\n",
       "       ...,\n",
       "       [4891.1367, 4891.1367, 4891.1367, ..., 4891.1367, 4891.1367,\n",
       "        4891.1367],\n",
       "       [4893.6367, 4893.6367, 4893.6367, ..., 4893.6367, 4893.6367,\n",
       "        4893.6367],\n",
       "       [4894.6367, 4894.6367, 4894.6367, ..., 4894.6367, 4894.6367,\n",
       "        4894.6367]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-24090364-d0b6-4310-ae84-42a21cd2b3ab' class='xr-section-summary-in' type='checkbox'  ><label for='section-24090364-d0b6-4310-ae84-42a21cd2b3ab' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-b1e2481e-6b19-40da-9c83-2f5ba26b02e3' class='xr-index-data-in' type='checkbox'/><label for='index-b1e2481e-6b19-40da-9c83-2f5ba26b02e3' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
       "        87.75,\n",
       "       ...\n",
       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
       "        -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2f3551e3-aaf5-4f7e-ad7e-77bbb3982fd4' class='xr-index-data-in' type='checkbox'/><label for='index-2f3551e3-aaf5-4f7e-ad7e-77bbb3982fd4' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -180.0, -179.75,  -179.5, -179.25,  -179.0, -178.75,  -178.5, -178.25,\n",
       "        -178.0, -177.75,\n",
       "       ...\n",
       "         177.5,  177.75,   178.0,  178.25,   178.5,  178.75,   179.0,  179.25,\n",
       "         179.5,  179.75],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-23e4a336-da6c-4f17-9877-4c0f9fb40f65' class='xr-section-summary-in' type='checkbox'  ><label for='section-23e4a336-da6c-4f17-9877-4c0f9fb40f65' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>oper</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240301/00z/ifs/0p25/oper/20240301000000-0h-oper-fc.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20240301/subset_e0efbf07__20240301000000-0h-oper-fc.grib2</dd><dt><span>search :</span></dt><dd>:(?:q|gh):500</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 8MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-03-01\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-03-01\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    q                    (latitude, longitude) float32 4MB 0.0001736 ... 0.00...\n",
       "    gh                   (latitude, longitude) float32 4MB 5.196e+03 ... 4.89...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20240301/subset_e0efbf07...\n",
       "    search:                  :(?:q|gh):500"
      ]
     },
     "execution_count": 17,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(\":(?:q|gh):500\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "303034d5",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, '500.0 hPa\\nSpecific humidity/Geopotential height')"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "ename": "",
     "evalue": "",
     "output_type": "error",
     "traceback": [
      "\u001b[1;31mThe Kernel crashed while executing code in the current cell or a previous cell. \n",
      "\u001b[1;31mPlease review the code in the cell(s) to identify a possible cause of the failure. \n",
      "\u001b[1;31mClick <a href='https://aka.ms/vscodeJupyterKernelCrash'>here</a> for more info. \n",
      "\u001b[1;31mView Jupyter <a href='command:jupyter.viewOutput'>log</a> for further details."
     ]
    }
   ],
   "source": [
    "# NOTE: transforming data to a Robinson projection can take some time...\n",
    "ax = EasyMap(\"50m\", crs=ccrs.Robinson(), figsize=[10, 10]).STATES().BORDERS().ax\n",
    "\n",
    "\n",
    "# Color shade by specific humidity\n",
    "p = ax.pcolormesh(ds.longitude, ds.latitude, ds.q, transform=pc, cmap=\"Greens\")\n",
    "\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    label=f\"{ds.q.GRIB_name} ({ds.q.units})\",\n",
    ")\n",
    "\n",
    "# Contours for geopotential height\n",
    "ax.contour(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.gh,\n",
    "    transform=pc,\n",
    "    colors=\"k\",\n",
    "    linewidths=0.5,\n",
    "    levels=range(0, 10_000, 60 * 2),\n",
    ")\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(\n",
    "    f\"{ds.isobaricInhPa.item()} {ds.isobaricInhPa.units}\\n{ds.q.GRIB_name}/{ds.gh.GRIB_name}\",\n",
    "    loc=\"right\",\n",
    ")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "77fae02c",
   "metadata": {},
   "source": [
    "## ECMWF IFS Wave Output\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "d5f1a294",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=wave\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Jan-26 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "H = Herbie(\"2022-01-26 00:00\", model=\"ifs\", product=\"wave\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "eb4029c9",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/blaylock/GITHUB/Herbie/herbie/core.py:1102: UserWarning: Will not remove GRIB file because Herbie will only remove subsetted files (not full files).\n",
      "  warnings.warn(\n"
     ]
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Success! Downloaded IFS from \u001b[38;5;202mazure               \u001b[0m\n",
      "\tsrc: https://ai4edataeuwest.blob.core.windows.net/ecmwf/20220126/00z/0p4-beta/wave/20220126000000-0h-wave-fc.grib2\n",
      "\tdst: /home/blaylock/data/ifs/20220126/20220126000000-0h-wave-fc.grib2\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div><svg style=\"position: absolute; width: 0; height: 0; overflow: hidden\">\n",
       "<defs>\n",
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       "\n",
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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; Size: 8MB\n",
       "Dimensions:              (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    meanSea              float64 8B 0.0\n",
       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "  * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "    valid_time           datetime64[ns] 8B 2022-01-26\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    mp2                  (latitude, longitude) float32 2MB ...\n",
       "    swh                  (latitude, longitude) float32 2MB ...\n",
       "    mwd                  (latitude, longitude) float32 2MB ...\n",
       "    pp1d                 (latitude, longitude) float32 2MB ...\n",
       "    mwp                  (latitude, longitude) float32 2MB ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 wave\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             /home/blaylock/data/ifs/20220126/20220126000000-...\n",
       "    local_grib:              /home/blaylock/data/ifs/20220126/20220126000000-...\n",
       "    search:                  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-a10dbcfa-9ba1-4591-854c-961d61b46124' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-a10dbcfa-9ba1-4591-854c-961d61b46124' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 451</li><li><span class='xr-has-index'>longitude</span>: 900</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-efd54b76-dc0c-42d8-b0da-42a4fbceb3e5' class='xr-section-summary-in' type='checkbox'  checked><label for='section-efd54b76-dc0c-42d8-b0da-42a4fbceb3e5' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26</div><input id='attrs-cdcde4ec-3eba-4155-a9aa-4fa4b303dd24' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-cdcde4ec-3eba-4155-a9aa-4fa4b303dd24' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6ec751d4-e94a-4c78-b40b-f9becbbf08b2' class='xr-var-data-in' type='checkbox'><label for='data-6ec751d4-e94a-4c78-b40b-f9becbbf08b2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T00:00:00.000000000&#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-c203a2d7-c476-423c-a2e2-0f93d10860b9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c203a2d7-c476-423c-a2e2-0f93d10860b9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b9f06ecd-ac72-45c7-9045-cfe87ef4a762' class='xr-var-data-in' type='checkbox'><label for='data-b9f06ecd-ac72-45c7-9045-cfe87ef4a762' 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>meanSea</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-b6281a58-0a3c-44d0-91ea-768e335d15fd' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b6281a58-0a3c-44d0-91ea-768e335d15fd' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7dcb859f-51fe-49a8-92f6-f8f337b4f65c' class='xr-var-data-in' type='checkbox'><label for='data-7dcb859f-51fe-49a8-92f6-f8f337b4f65c' 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(meanSea)</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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.6 89.2 ... -89.6 -90.0</div><input id='attrs-64269db3-60ee-4377-ac81-9dcfacd65505' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-64269db3-60ee-4377-ac81-9dcfacd65505' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-03ab958a-7646-48d4-ac9c-fea994a537d9' class='xr-var-data-in' type='checkbox'><label for='data-03ab958a-7646-48d4-ac9c-fea994a537d9' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.6,  89.2, ..., -89.2, -89.6, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.6 ... 179.2 179.6</div><input id='attrs-e5e2e2c2-7d45-439e-a0f0-177ea01e7992' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e5e2e2c2-7d45-439e-a0f0-177ea01e7992' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-503193cd-7316-4ea7-b2d1-f231c02137a9' class='xr-var-data-in' type='checkbox'><label for='data-503193cd-7316-4ea7-b2d1-f231c02137a9' 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([-180. , -179.6, -179.2, ...,  178.8,  179.2,  179.6])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26</div><input id='attrs-37e027e9-ae6d-4cca-8198-abedef83dc5b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-37e027e9-ae6d-4cca-8198-abedef83dc5b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6616494f-d8fd-44eb-8db1-c345f7f2550d' class='xr-var-data-in' type='checkbox'><label for='data-6616494f-d8fd-44eb-8db1-c345f7f2550d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-17ed487e-fe5d-4213-9213-bd38e07058ed' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-17ed487e-fe5d-4213-9213-bd38e07058ed' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-08ccc524-e8a9-4851-ac49-a42618a83901' class='xr-var-data-in' type='checkbox'><label for='data-08ccc524-e8a9-4851-ac49-a42618a83901' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-97ce0a94-4163-4744-91ed-e1983a7369e1' class='xr-section-summary-in' type='checkbox'  checked><label for='section-97ce0a94-4163-4744-91ed-e1983a7369e1' class='xr-section-summary' >Data variables: <span>(5)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>mp2</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8115b672-1198-41d2-9c88-d0428aae3d97' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8115b672-1198-41d2-9c88-d0428aae3d97' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c7353125-dab1-4d77-8773-d557c90b01b7' class='xr-var-data-in' type='checkbox'><label for='data-c7353125-dab1-4d77-8773-d557c90b01b7' 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>140221</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>mp2</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Mean zero-crossing wave period</dd><dt><span>GRIB_parameterName :</span></dt><dd>Mean zero-crossing wave period</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>s</dd><dt><span>GRIB_shortName :</span></dt><dd>mp2</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>s</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>Mean zero-crossing wave period</dd><dt><span>units :</span></dt><dd>s</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>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>swh</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-aceac582-5678-401a-839a-556823923c9d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-aceac582-5678-401a-839a-556823923c9d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e7d755f2-f2ea-4845-979c-83703afe659e' class='xr-var-data-in' type='checkbox'><label for='data-e7d755f2-f2ea-4845-979c-83703afe659e' 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>140229</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>swh</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Significant height of combined wind waves and swell</dd><dt><span>GRIB_parameterName :</span></dt><dd>Significant height of combined wind waves and swell</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>m</dd><dt><span>GRIB_shortName :</span></dt><dd>swh</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>m</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>Significant height of combined wind waves and swell</dd><dt><span>units :</span></dt><dd>m</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>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mwd</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-ef7f5f15-007e-47ee-b380-ef04eaaa766d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ef7f5f15-007e-47ee-b380-ef04eaaa766d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-230f3a61-03fc-4a3a-8eda-e911049abfa3' class='xr-var-data-in' type='checkbox'><label for='data-230f3a61-03fc-4a3a-8eda-e911049abfa3' 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>140230</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>mwd</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Mean wave direction</dd><dt><span>GRIB_parameterName :</span></dt><dd>Mean direction of combined wind waves and swell</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>degree true</dd><dt><span>GRIB_shortName :</span></dt><dd>mwd</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>Degree true</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>Mean wave direction</dd><dt><span>units :</span></dt><dd>Degree true</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>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>pp1d</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-8a3254ef-6579-469d-8681-503a2b0abe6c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8a3254ef-6579-469d-8681-503a2b0abe6c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7ff3cca2-dc7e-460e-9cf5-8aeb5f489697' class='xr-var-data-in' type='checkbox'><label for='data-7ff3cca2-dc7e-460e-9cf5-8aeb5f489697' 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>140231</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>pp1d</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Peak wave period</dd><dt><span>GRIB_parameterName :</span></dt><dd>Peak wave period</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>s</dd><dt><span>GRIB_shortName :</span></dt><dd>pp1d</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>s</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>Peak wave period</dd><dt><span>units :</span></dt><dd>s</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>[405900 values with dtype=float32]</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>mwp</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-2edc307f-a833-4953-a3e9-8dd38ee055de' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2edc307f-a833-4953-a3e9-8dd38ee055de' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6675b92a-ac34-49ea-86ba-b5c2c6a3f795' class='xr-var-data-in' type='checkbox'><label for='data-6675b92a-ac34-49ea-86ba-b5c2c6a3f795' 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>140232</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>meanSea</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>unknown</dd><dt><span>GRIB_cfVarName :</span></dt><dd>mwp</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>Mean wave period</dd><dt><span>GRIB_parameterName :</span></dt><dd>Mean period of combined wind waves and swell</dd><dt><span>GRIB_parameterUnits :</span></dt><dd>s</dd><dt><span>GRIB_shortName :</span></dt><dd>mwp</dd><dt><span>GRIB_stepRange :</span></dt><dd>0</dd><dt><span>GRIB_units :</span></dt><dd>s</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>Mean wave period</dd><dt><span>units :</span></dt><dd>s</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>[405900 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-89e029c4-d15f-4b9e-9b9a-966189cc621c' class='xr-section-summary-in' type='checkbox'  ><label for='section-89e029c4-d15f-4b9e-9b9a-966189cc621c' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-ea63b34e-c367-43cc-9ded-a06a32a71522' class='xr-index-data-in' type='checkbox'/><label for='index-ea63b34e-c367-43cc-9ded-a06a32a71522' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              90.0,               89.6,  89.19999999999999,\n",
       "        88.79999999999998,  88.39999999999998,  87.99999999999997,\n",
       "        87.59999999999997,  87.19999999999996,  86.79999999999995,\n",
       "        86.39999999999995,\n",
       "       ...\n",
       "       -86.40000000000036, -86.80000000000037, -87.20000000000037,\n",
       "       -87.60000000000038, -88.00000000000038, -88.40000000000039,\n",
       "        -88.8000000000004,  -89.2000000000004,  -89.6000000000004,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=451))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1e22c01c-9332-49cb-9cc6-afe4d51ac2b6' class='xr-index-data-in' type='checkbox'/><label for='index-1e22c01c-9332-49cb-9cc6-afe4d51ac2b6' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([             -180.0,              -179.6,              -179.2,\n",
       "       -178.79999999999998, -178.39999999999998, -177.99999999999997,\n",
       "       -177.59999999999997, -177.19999999999996, -176.79999999999995,\n",
       "       -176.39999999999995,\n",
       "       ...\n",
       "         176.0000000000029,   176.4000000000029,   176.8000000000029,\n",
       "        177.20000000000292,  177.60000000000292,  178.00000000000293,\n",
       "        178.40000000000293,  178.80000000000294,  179.20000000000294,\n",
       "                     179.6],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=900))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-7e4b6a00-baa2-4bf5-88ef-3766dc994e5b' class='xr-section-summary-in' type='checkbox'  ><label for='section-7e4b6a00-baa2-4bf5-88ef-3766dc994e5b' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>wave</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>/home/blaylock/data/ifs/20220126/20220126000000-0h-wave-fc.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20220126/20220126000000-0h-wave-fc.grib2</dd><dt><span>search :</span></dt><dd>None</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 8MB\n",
       "Dimensions:              (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    meanSea              float64 8B 0.0\n",
       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "  * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "    valid_time           datetime64[ns] 8B 2022-01-26\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    mp2                  (latitude, longitude) float32 2MB ...\n",
       "    swh                  (latitude, longitude) float32 2MB ...\n",
       "    mwd                  (latitude, longitude) float32 2MB ...\n",
       "    pp1d                 (latitude, longitude) float32 2MB ...\n",
       "    mwp                  (latitude, longitude) float32 2MB ...\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 wave\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             /home/blaylock/data/ifs/20220126/20220126000000-...\n",
       "    local_grib:              /home/blaylock/data/ifs/20220126/20220126000000-...\n",
       "    search:                  None"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds = H.xarray(None, verbose=True)\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "48d9455d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Text(1.0, 1.0, 'Significant height of combined wind waves and swell')"
      ]
     },
     "execution_count": 4,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1000x1000 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ax = EasyMap(\"50m\", crs=ds.herbie.crs, figsize=[10, 10]).STATES().BORDERS().ax\n",
    "p = ax.pcolormesh(\n",
    "    ds.longitude,\n",
    "    ds.latitude,\n",
    "    ds.swh,\n",
    "    transform=pc,\n",
    "    **paint.NWSWaveHeight.kwargs2,\n",
    ")\n",
    "plt.colorbar(\n",
    "    p,\n",
    "    ax=ax,\n",
    "    orientation=\"horizontal\",\n",
    "    pad=0.05,\n",
    "    **paint.NWSWaveHeight.cbar_kwargs2,\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.swh.GRIB_name, loc=\"right\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3eba2ac4",
   "metadata": {},
   "source": [
    "## Ensemble Forecast Products\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "8e295fb2",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=enfo\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Jan-26 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n",
      "Note: Returning a list of [2] xarray.Datasets because cfgrib opened with multiple hypercubes.\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "[<xarray.Dataset> Size: 81MB\n",
       " Dimensions:              (number: 50, latitude: 451, longitude: 900)\n",
       " Coordinates:\n",
       "   * number               (number) int64 400B 1 2 3 4 5 6 7 ... 45 46 47 48 49 50\n",
       "     time                 datetime64[ns] 8B 2022-01-26\n",
       "     step                 timedelta64[ns] 8B 00:00:00\n",
       "     heightAboveGround    float64 8B 2.0\n",
       "   * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "   * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "     valid_time           datetime64[ns] 8B 2022-01-26\n",
       "     gribfile_projection  object 8B None\n",
       " Data variables:\n",
       "     t2m                  (number, latitude, longitude) float32 81MB 246.5 ......\n",
       " Attributes:\n",
       "     GRIB_edition:            2\n",
       "     GRIB_centre:             ecmf\n",
       "     GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "     GRIB_subCentre:          0\n",
       "     Conventions:             CF-1.7\n",
       "     institution:             European Centre for Medium-Range Weather Forecasts\n",
       "     model:                   ifs\n",
       "     product:                 enfo\n",
       "     description:             ECMWF Open Data - Integrated Forecast System\n",
       "     remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "     local_grib:              /home/blaylock/data/ifs/20220126/subset_bfef7f9f...\n",
       "     search:                  :2t:,\n",
       " <xarray.Dataset> Size: 2MB\n",
       " Dimensions:              (latitude: 451, longitude: 900)\n",
       " Coordinates:\n",
       "     number               int64 8B 0\n",
       "     time                 datetime64[ns] 8B 2022-01-26\n",
       "     step                 timedelta64[ns] 8B 00:00:00\n",
       "     heightAboveGround    float64 8B 2.0\n",
       "   * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "   * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "     valid_time           datetime64[ns] 8B 2022-01-26\n",
       "     gribfile_projection  object 8B None\n",
       " Data variables:\n",
       "     t2m                  (latitude, longitude) float32 2MB 246.2 246.2 ... 246.3\n",
       " Attributes:\n",
       "     GRIB_edition:            2\n",
       "     GRIB_centre:             ecmf\n",
       "     GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "     GRIB_subCentre:          0\n",
       "     Conventions:             CF-1.7\n",
       "     institution:             European Centre for Medium-Range Weather Forecasts\n",
       "     model:                   ifs\n",
       "     product:                 enfo\n",
       "     description:             ECMWF Open Data - Integrated Forecast System\n",
       "     remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "     local_grib:              /home/blaylock/data/ifs/20220126/subset_bfef7f9f...\n",
       "     search:                  :2t:]"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2022-01-26 00:00\", model=\"ifs\", product=\"enfo\")\n",
    "ds = H.xarray(\":2t:\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "2d79ecb7",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 81MB\n",
       "Dimensions:              (number: 50, latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "  * number               (number) int64 400B 1 2 3 4 5 6 7 ... 45 46 47 48 49 50\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "  * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
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       "Data variables:\n",
       "    t2m                  (number, latitude, longitude) float32 81MB 246.5 ......\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 enfo\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20220126/subset_bfef7f9f...\n",
       "    search:                  :2t:</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-d1c35e24-307d-4b83-a4f3-bdf77d7bf059' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-d1c35e24-307d-4b83-a4f3-bdf77d7bf059' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>number</span>: 50</li><li><span class='xr-has-index'>latitude</span>: 451</li><li><span class='xr-has-index'>longitude</span>: 900</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-9cf50c4f-7b39-41b9-b574-c1b43af0ea6a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-9cf50c4f-7b39-41b9-b574-c1b43af0ea6a' class='xr-section-summary' >Coordinates: <span>(8)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>number</span></div><div class='xr-var-dims'>(number)</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>1 2 3 4 5 6 7 ... 45 46 47 48 49 50</div><input id='attrs-34df2687-02ec-4463-aa3c-1ce622d0cd30' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-34df2687-02ec-4463-aa3c-1ce622d0cd30' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9384674e-7ef8-47f2-861a-56212a5b8bb4' class='xr-var-data-in' type='checkbox'><label for='data-9384674e-7ef8-47f2-861a-56212a5b8bb4' 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>ensemble member numerical id</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</dd></dl></div><div class='xr-var-data'><pre>array([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26</div><input id='attrs-1be80a4d-9ca1-4d12-a1d9-9cd6a6679a88' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1be80a4d-9ca1-4d12-a1d9-9cd6a6679a88' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-43f17724-1f05-4bde-ae06-2e0e47011763' class='xr-var-data-in' type='checkbox'><label for='data-43f17724-1f05-4bde-ae06-2e0e47011763' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T00:00:00.000000000&#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-5c7618b4-5a57-4b73-b190-d47de5bc3669' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-5c7618b4-5a57-4b73-b190-d47de5bc3669' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-00a89658-a92d-41e8-8565-45bfa40f4150' class='xr-var-data-in' type='checkbox'><label for='data-00a89658-a92d-41e8-8565-45bfa40f4150' 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-e5eb0bae-ea68-4938-ae67-cdb8e7f4fe72' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e5eb0bae-ea68-4938-ae67-cdb8e7f4fe72' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-027a0712-5ffc-4162-a701-86531d709edc' class='xr-var-data-in' type='checkbox'><label for='data-027a0712-5ffc-4162-a701-86531d709edc' 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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.6 89.2 ... -89.6 -90.0</div><input id='attrs-b4d505c3-5211-4b24-bb81-e3725bf194c2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b4d505c3-5211-4b24-bb81-e3725bf194c2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f80a0836-b661-48a6-a0c8-3d56a9a5ca8d' class='xr-var-data-in' type='checkbox'><label for='data-f80a0836-b661-48a6-a0c8-3d56a9a5ca8d' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.6,  89.2, ..., -89.2, -89.6, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.6 ... 179.2 179.6</div><input id='attrs-d0d28b71-5be8-4388-a18d-fce92132215e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d0d28b71-5be8-4388-a18d-fce92132215e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-db33f72f-b321-4295-94af-5afb78da9f3f' class='xr-var-data-in' type='checkbox'><label for='data-db33f72f-b321-4295-94af-5afb78da9f3f' 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([-180. , -179.6, -179.2, ...,  178.8,  179.2,  179.6])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26</div><input id='attrs-d282c106-e8a4-42b3-bee1-7d038af3d3ec' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d282c106-e8a4-42b3-bee1-7d038af3d3ec' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e6aaa6d5-0fa6-46ad-84e5-2c9a45f83515' class='xr-var-data-in' type='checkbox'><label for='data-e6aaa6d5-0fa6-46ad-84e5-2c9a45f83515' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-0f513c1d-a5c4-431e-829c-fc18e666a7a5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0f513c1d-a5c4-431e-829c-fc18e666a7a5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cad33f7b-d9ff-4200-85cc-d474ac5737b5' class='xr-var-data-in' type='checkbox'><label for='data-cad33f7b-d9ff-4200-85cc-d474ac5737b5' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-0483d63c-b631-40a3-9879-4ad9309bb231' class='xr-section-summary-in' type='checkbox'  checked><label for='section-0483d63c-b631-40a3-9879-4ad9309bb231' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(number, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>246.5 246.5 246.5 ... 246.2 246.2</div><input id='attrs-35dfc1b6-1d23-4242-baa2-f4cc26c4be4e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-35dfc1b6-1d23-4242-baa2-f4cc26c4be4e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6754ddc5-6c25-41ab-a784-0373e0fd81a0' class='xr-var-data-in' type='checkbox'><label for='data-6754ddc5-6c25-41ab-a784-0373e0fd81a0' 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>pf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</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>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</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_totalNumber :</span></dt><dd>51</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</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([[[246.46698, 246.46698, 246.46698, ..., 246.46698, 246.46698,\n",
       "         246.46698],\n",
       "        [245.93573, 245.93573, 245.93573, ..., 245.96698, 245.96698,\n",
       "         245.96698],\n",
       "        [245.46698, 245.43573, 245.43573, ..., 245.46698, 245.46698,\n",
       "         245.46698],\n",
       "        ...,\n",
       "        [246.40448, 246.40448, 246.40448, ..., 246.34198, 246.34198,\n",
       "         246.37323],\n",
       "        [246.49823, 246.49823, 246.49823, ..., 246.49823, 246.49823,\n",
       "         246.49823],\n",
       "        [246.31073, 246.31073, 246.31073, ..., 246.31073, 246.31073,\n",
       "         246.31073]],\n",
       "\n",
       "       [[245.97717, 245.97717, 245.97717, ..., 245.97717, 245.97717,\n",
       "         245.97717],\n",
       "        [245.57092, 245.53967, 245.53967, ..., 245.57092, 245.57092,\n",
       "         245.57092],\n",
       "        [245.13342, 245.13342, 245.10217, ..., 245.16467, 245.16467,\n",
       "         245.13342],\n",
       "...\n",
       "        [246.33817, 246.33817, 246.33817, ..., 246.30692, 246.30692,\n",
       "         246.33817],\n",
       "        [246.55692, 246.55692, 246.55692, ..., 246.55692, 246.55692,\n",
       "         246.55692],\n",
       "        [246.40067, 246.40067, 246.40067, ..., 246.40067, 246.40067,\n",
       "         246.40067]],\n",
       "\n",
       "       [[246.15196, 246.15196, 246.15196, ..., 246.15196, 246.15196,\n",
       "         246.15196],\n",
       "        [245.74571, 245.74571, 245.74571, ..., 245.77696, 245.77696,\n",
       "         245.77696],\n",
       "        [245.33946, 245.33946, 245.30821, ..., 245.37071, 245.33946,\n",
       "         245.33946],\n",
       "        ...,\n",
       "        [246.21446, 246.21446, 246.21446, ..., 246.15196, 246.18321,\n",
       "         246.21446],\n",
       "        [246.37071, 246.37071, 246.33946, ..., 246.37071, 246.37071,\n",
       "         246.37071],\n",
       "        [246.24571, 246.24571, 246.24571, ..., 246.24571, 246.24571,\n",
       "         246.24571]]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a0b305fd-cc30-4417-a299-bd0865529376' class='xr-section-summary-in' type='checkbox'  ><label for='section-a0b305fd-cc30-4417-a299-bd0865529376' class='xr-section-summary' >Indexes: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>number</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2cdc72c0-d3a2-40f0-81ed-47600ed38596' class='xr-index-data-in' type='checkbox'/><label for='index-2cdc72c0-d3a2-40f0-81ed-47600ed38596' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ 1,  2,  3,  4,  5,  6,  7,  8,  9, 10, 11, 12, 13, 14, 15, 16, 17, 18,\n",
       "       19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36,\n",
       "       37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50],\n",
       "      dtype=&#x27;int64&#x27;, name=&#x27;number&#x27;))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-7c06063a-4173-4e19-8d84-85021ace38b2' class='xr-index-data-in' type='checkbox'/><label for='index-7c06063a-4173-4e19-8d84-85021ace38b2' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              90.0,               89.6,  89.19999999999999,\n",
       "        88.79999999999998,  88.39999999999998,  87.99999999999997,\n",
       "        87.59999999999997,  87.19999999999996,  86.79999999999995,\n",
       "        86.39999999999995,\n",
       "       ...\n",
       "       -86.40000000000036, -86.80000000000037, -87.20000000000037,\n",
       "       -87.60000000000038, -88.00000000000038, -88.40000000000039,\n",
       "        -88.8000000000004,  -89.2000000000004,  -89.6000000000004,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=451))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-0ef69e8c-704f-429a-9ac6-fb4031d3afdc' class='xr-index-data-in' type='checkbox'/><label for='index-0ef69e8c-704f-429a-9ac6-fb4031d3afdc' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([             -180.0,              -179.6,              -179.2,\n",
       "       -178.79999999999998, -178.39999999999998, -177.99999999999997,\n",
       "       -177.59999999999997, -177.19999999999996, -176.79999999999995,\n",
       "       -176.39999999999995,\n",
       "       ...\n",
       "         176.0000000000029,   176.4000000000029,   176.8000000000029,\n",
       "        177.20000000000292,  177.60000000000292,  178.00000000000293,\n",
       "        178.40000000000293,  178.80000000000294,  179.20000000000294,\n",
       "                     179.6],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=900))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-45521856-a837-4b24-86ad-d9b09be43146' class='xr-section-summary-in' type='checkbox'  ><label for='section-45521856-a837-4b24-86ad-d9b09be43146' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>enfo</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20220126/00z/0p4-beta/enfo/20220126000000-0h-enfo-ef.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20220126/subset_bfef7f9f__20220126000000-0h-enfo-ef.grib2</dd><dt><span>search :</span></dt><dd>:2t:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 81MB\n",
       "Dimensions:              (number: 50, latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "  * number               (number) int64 400B 1 2 3 4 5 6 7 ... 45 46 47 48 49 50\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "  * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "    valid_time           datetime64[ns] 8B 2022-01-26\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t2m                  (number, latitude, longitude) float32 81MB 246.5 ......\n",
       "Attributes:\n",
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       "    GRIB_centre:             ecmf\n",
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       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
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       "    local_grib:              /home/blaylock/data/ifs/20220126/subset_bfef7f9f...\n",
       "    search:                  :2t:"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Dataset with all 50 members\n",
    "ds[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "a89632a0",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 2MB\n",
       "Dimensions:              (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    number               int64 8B 0\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
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       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
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       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 enfo\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20220126/subset_bfef7f9f...\n",
       "    search:                  :2t:</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-353251d3-99e8-473d-9130-999813e66295' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-353251d3-99e8-473d-9130-999813e66295' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 451</li><li><span class='xr-has-index'>longitude</span>: 900</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-1dec7d2d-2678-4824-a16b-3fb09725eff0' class='xr-section-summary-in' type='checkbox'  checked><label for='section-1dec7d2d-2678-4824-a16b-3fb09725eff0' class='xr-section-summary' >Coordinates: <span>(8)</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>number</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>int64</div><div class='xr-var-preview xr-preview'>0</div><input id='attrs-8df32094-b45e-4e2c-8642-ab03a33e6c7b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-8df32094-b45e-4e2c-8642-ab03a33e6c7b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-618ef47d-52aa-4406-90d0-2bafa14b0031' class='xr-var-data-in' type='checkbox'><label for='data-618ef47d-52aa-4406-90d0-2bafa14b0031' 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>ensemble member numerical id</dd><dt><span>units :</span></dt><dd>1</dd><dt><span>standard_name :</span></dt><dd>realization</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>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26</div><input id='attrs-a5bb1d7c-24aa-4ec6-8d4d-cb394007e32d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a5bb1d7c-24aa-4ec6-8d4d-cb394007e32d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-954d53c1-d4b1-4f38-8e78-fc1dfb1c8fe3' class='xr-var-data-in' type='checkbox'><label for='data-954d53c1-d4b1-4f38-8e78-fc1dfb1c8fe3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T00:00:00.000000000&#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-b31f2498-6b64-42a2-a7d6-66f1636afb40' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b31f2498-6b64-42a2-a7d6-66f1636afb40' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7fb902a8-d741-4c66-b614-bb3343a636d7' class='xr-var-data-in' type='checkbox'><label for='data-7fb902a8-d741-4c66-b614-bb3343a636d7' 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-b8255a69-0016-4cef-b36f-3d9a15bf8492' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b8255a69-0016-4cef-b36f-3d9a15bf8492' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a6c78de9-e9f1-49da-af34-1e10add2f602' class='xr-var-data-in' type='checkbox'><label for='data-a6c78de9-e9f1-49da-af34-1e10add2f602' 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 class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.6 89.2 ... -89.6 -90.0</div><input id='attrs-750772e3-34c9-40dd-a9ad-f8611a375b0f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-750772e3-34c9-40dd-a9ad-f8611a375b0f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-936033de-dc50-462d-9fc9-1ae99be88748' class='xr-var-data-in' type='checkbox'><label for='data-936033de-dc50-462d-9fc9-1ae99be88748' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.6,  89.2, ..., -89.2, -89.6, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.6 ... 179.2 179.6</div><input id='attrs-d56f6f85-8a3a-4bb7-8cf7-65f7caa3910b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-d56f6f85-8a3a-4bb7-8cf7-65f7caa3910b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f54d0837-4895-4422-89f6-ae7011c41565' class='xr-var-data-in' type='checkbox'><label for='data-f54d0837-4895-4422-89f6-ae7011c41565' 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([-180. , -179.6, -179.2, ...,  178.8,  179.2,  179.6])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26</div><input id='attrs-0c0a1fad-b07f-4917-a32f-e8461ffcdc14' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0c0a1fad-b07f-4917-a32f-e8461ffcdc14' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c0f48c05-5448-4e4d-9a6d-8cb203895114' class='xr-var-data-in' type='checkbox'><label for='data-c0f48c05-5448-4e4d-9a6d-8cb203895114' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T00:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-3e61affd-98e6-49a1-bf45-1b6823926eca' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-3e61affd-98e6-49a1-bf45-1b6823926eca' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9a1853ab-3252-4a18-a4da-9ec58c7ce163' class='xr-var-data-in' type='checkbox'><label for='data-9a1853ab-3252-4a18-a4da-9ec58c7ce163' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-664fdac6-eaaf-4d92-ae88-2035c2f31779' class='xr-section-summary-in' type='checkbox'  checked><label for='section-664fdac6-eaaf-4d92-ae88-2035c2f31779' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t2m</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>246.2 246.2 246.2 ... 246.3 246.3</div><input id='attrs-df7fbaaf-3248-4ebd-b83c-4cd053999606' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-df7fbaaf-3248-4ebd-b83c-4cd053999606' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9b31ae4c-6fea-4fda-9a81-09d1e4545eae' class='xr-var-data-in' type='checkbox'><label for='data-9b31ae4c-6fea-4fda-9a81-09d1e4545eae' 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>cf</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</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>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</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>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</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_totalNumber :</span></dt><dd>51</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</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([[246.18098, 246.18098, 246.18098, ..., 246.18098, 246.18098,\n",
       "        246.18098],\n",
       "       [245.77473, 245.77473, 245.77473, ..., 245.80598, 245.80598,\n",
       "        245.77473],\n",
       "       [245.33723, 245.33723, 245.30598, ..., 245.36848, 245.36848,\n",
       "        245.33723],\n",
       "       ...,\n",
       "       [246.33723, 246.33723, 246.33723, ..., 246.27473, 246.30598,\n",
       "        246.33723],\n",
       "       [246.55598, 246.55598, 246.55598, ..., 246.58723, 246.58723,\n",
       "        246.58723],\n",
       "       [246.30598, 246.30598, 246.30598, ..., 246.30598, 246.30598,\n",
       "        246.30598]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ac5d031f-3997-4c0d-b2ad-71acd90a258f' class='xr-section-summary-in' type='checkbox'  ><label for='section-ac5d031f-3997-4c0d-b2ad-71acd90a258f' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-3da901c8-0456-45ad-98ec-c2bf0975b8af' class='xr-index-data-in' type='checkbox'/><label for='index-3da901c8-0456-45ad-98ec-c2bf0975b8af' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              90.0,               89.6,  89.19999999999999,\n",
       "        88.79999999999998,  88.39999999999998,  87.99999999999997,\n",
       "        87.59999999999997,  87.19999999999996,  86.79999999999995,\n",
       "        86.39999999999995,\n",
       "       ...\n",
       "       -86.40000000000036, -86.80000000000037, -87.20000000000037,\n",
       "       -87.60000000000038, -88.00000000000038, -88.40000000000039,\n",
       "        -88.8000000000004,  -89.2000000000004,  -89.6000000000004,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=451))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-2770ab40-ec3a-422b-b1d5-a291772ca2e8' class='xr-index-data-in' type='checkbox'/><label for='index-2770ab40-ec3a-422b-b1d5-a291772ca2e8' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([             -180.0,              -179.6,              -179.2,\n",
       "       -178.79999999999998, -178.39999999999998, -177.99999999999997,\n",
       "       -177.59999999999997, -177.19999999999996, -176.79999999999995,\n",
       "       -176.39999999999995,\n",
       "       ...\n",
       "         176.0000000000029,   176.4000000000029,   176.8000000000029,\n",
       "        177.20000000000292,  177.60000000000292,  178.00000000000293,\n",
       "        178.40000000000293,  178.80000000000294,  179.20000000000294,\n",
       "                     179.6],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=900))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-bb826f15-22d2-4a2c-a529-6932366aa1ac' class='xr-section-summary-in' type='checkbox'  ><label for='section-bb826f15-22d2-4a2c-a529-6932366aa1ac' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>enfo</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20220126/00z/0p4-beta/enfo/20220126000000-0h-enfo-ef.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20220126/subset_bfef7f9f__20220126000000-0h-enfo-ef.grib2</dd><dt><span>search :</span></dt><dd>:2t:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 2MB\n",
       "Dimensions:              (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    number               int64 8B 0\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 00:00:00\n",
       "    heightAboveGround    float64 8B 2.0\n",
       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "  * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "    valid_time           datetime64[ns] 8B 2022-01-26\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t2m                  (latitude, longitude) float32 2MB 246.2 246.2 ... 246.3\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 enfo\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20220126/subset_bfef7f9f...\n",
       "    search:                  :2t:"
      ]
     },
     "execution_count": 7,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# This Dataset is of the mean of all the members, right?\n",
    "ds[1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "477f425c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'https://ai4edataeuwest.blob.core.windows.net/ecmwf/20220126/00z/0p4-beta/enfo/20220126000000-0h-enfo-ef.index'"
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H.idx"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "12a1ca90",
   "metadata": {},
   "source": [
    "## Ensemble Wave Products\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "057fad2f",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=waef\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Jan-26 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
     ]
    },
    {
     "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",
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       "  <thead>\n",
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       "      <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>step</th>\n",
       "      <th>param</th>\n",
       "      <th>levelist</th>\n",
       "      <th>levtype</th>\n",
       "      <th>number</th>\n",
       "      <th>domain</th>\n",
       "      <th>expver</th>\n",
       "      <th>class</th>\n",
       "      <th>type</th>\n",
       "      <th>stream</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>501693</td>\n",
       "      <td>0-501693</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>swh</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>38</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:swh:sfc:38:g:0001:od:pf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>2</td>\n",
       "      <td>501693</td>\n",
       "      <td>1003064</td>\n",
       "      <td>501693-1003064</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>swh</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>46</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:swh:sfc:46:g:0001:od:pf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>3</td>\n",
       "      <td>1003064</td>\n",
       "      <td>1504757</td>\n",
       "      <td>1003064-1504757</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>swh</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>43</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:swh:sfc:43:g:0001:od:pf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>4</td>\n",
       "      <td>1504757</td>\n",
       "      <td>2006096</td>\n",
       "      <td>1504757-2006096</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>swh</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>40</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:swh:sfc:40:g:0001:od:pf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>5</td>\n",
       "      <td>2006096</td>\n",
       "      <td>2507435</td>\n",
       "      <td>2006096-2507435</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>swh</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>cf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:swh:sfc:g:0001:od:cf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
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       "    <tr>\n",
       "      <th>250</th>\n",
       "      <td>251</td>\n",
       "      <td>125340988</td>\n",
       "      <td>125842349</td>\n",
       "      <td>125340988-125842349</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>pp1d</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>7</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:pp1d:sfc:7:g:0001:od:pf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>251</th>\n",
       "      <td>252</td>\n",
       "      <td>125842349</td>\n",
       "      <td>126343438</td>\n",
       "      <td>125842349-126343438</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>pp1d</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>29</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:pp1d:sfc:29:g:0001:od:pf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>252</th>\n",
       "      <td>253</td>\n",
       "      <td>126343438</td>\n",
       "      <td>126844527</td>\n",
       "      <td>126343438-126844527</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>pp1d</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>34</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:pp1d:sfc:34:g:0001:od:pf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>253</th>\n",
       "      <td>254</td>\n",
       "      <td>126844527</td>\n",
       "      <td>127345908</td>\n",
       "      <td>126844527-127345908</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>pp1d</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>cf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:pp1d:sfc:g:0001:od:cf:waef</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>254</th>\n",
       "      <td>255</td>\n",
       "      <td>127345908</td>\n",
       "      <td>127847247</td>\n",
       "      <td>127345908-127847247</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>mp2</td>\n",
       "      <td>NaN</td>\n",
       "      <td>sfc</td>\n",
       "      <td>NaN</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>cf</td>\n",
       "      <td>waef</td>\n",
       "      <td>:mp2:sfc:g:0001:od:cf:waef</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>255 rows × 17 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "     grib_message  start_byte   end_byte                range reference_time  \\\n",
       "0               1           0     501693             0-501693     2022-01-26   \n",
       "1               2      501693    1003064       501693-1003064     2022-01-26   \n",
       "2               3     1003064    1504757      1003064-1504757     2022-01-26   \n",
       "3               4     1504757    2006096      1504757-2006096     2022-01-26   \n",
       "4               5     2006096    2507435      2006096-2507435     2022-01-26   \n",
       "..            ...         ...        ...                  ...            ...   \n",
       "250           251   125340988  125842349  125340988-125842349     2022-01-26   \n",
       "251           252   125842349  126343438  125842349-126343438     2022-01-26   \n",
       "252           253   126343438  126844527  126343438-126844527     2022-01-26   \n",
       "253           254   126844527  127345908  126844527-127345908     2022-01-26   \n",
       "254           255   127345908  127847247  127345908-127847247     2022-01-26   \n",
       "\n",
       "    valid_time   step param  levelist levtype number domain expver class type  \\\n",
       "0   2022-01-26 0 days   swh       NaN     sfc     38      g   0001    od   pf   \n",
       "1   2022-01-26 0 days   swh       NaN     sfc     46      g   0001    od   pf   \n",
       "2   2022-01-26 0 days   swh       NaN     sfc     43      g   0001    od   pf   \n",
       "3   2022-01-26 0 days   swh       NaN     sfc     40      g   0001    od   pf   \n",
       "4   2022-01-26 0 days   swh       NaN     sfc    NaN      g   0001    od   cf   \n",
       "..         ...    ...   ...       ...     ...    ...    ...    ...   ...  ...   \n",
       "250 2022-01-26 0 days  pp1d       NaN     sfc      7      g   0001    od   pf   \n",
       "251 2022-01-26 0 days  pp1d       NaN     sfc     29      g   0001    od   pf   \n",
       "252 2022-01-26 0 days  pp1d       NaN     sfc     34      g   0001    od   pf   \n",
       "253 2022-01-26 0 days  pp1d       NaN     sfc    NaN      g   0001    od   cf   \n",
       "254 2022-01-26 0 days   mp2       NaN     sfc    NaN      g   0001    od   cf   \n",
       "\n",
       "    stream                     search_this  \n",
       "0     waef   :swh:sfc:38:g:0001:od:pf:waef  \n",
       "1     waef   :swh:sfc:46:g:0001:od:pf:waef  \n",
       "2     waef   :swh:sfc:43:g:0001:od:pf:waef  \n",
       "3     waef   :swh:sfc:40:g:0001:od:pf:waef  \n",
       "4     waef      :swh:sfc:g:0001:od:cf:waef  \n",
       "..     ...                             ...  \n",
       "250   waef   :pp1d:sfc:7:g:0001:od:pf:waef  \n",
       "251   waef  :pp1d:sfc:29:g:0001:od:pf:waef  \n",
       "252   waef  :pp1d:sfc:34:g:0001:od:pf:waef  \n",
       "253   waef     :pp1d:sfc:g:0001:od:cf:waef  \n",
       "254   waef      :mp2:sfc:g:0001:od:cf:waef  \n",
       "\n",
       "[255 rows x 17 columns]"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2022-01-26 00:00\", model=\"ifs\", product=\"waef\")\n",
    "H.inventory()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "4a11709c",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=enfo\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Jan-26 00:00 UTC\u001b[92m F00\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
     ]
    },
    {
     "data": {
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       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
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       "      <td>2575744299</td>\n",
       "      <td>2574932280-2575744299</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>d</td>\n",
       "      <td>200</td>\n",
       "      <td>pl</td>\n",
       "      <td>41</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>enfo</td>\n",
       "      <td>:d:200:pl:41:g:0001:od:pf:enfo</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4179</th>\n",
       "      <td>4180</td>\n",
       "      <td>2575744299</td>\n",
       "      <td>2576556318</td>\n",
       "      <td>2575744299-2576556318</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>d</td>\n",
       "      <td>200</td>\n",
       "      <td>pl</td>\n",
       "      <td>4</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>enfo</td>\n",
       "      <td>:d:200:pl:4:g:0001:od:pf:enfo</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4180</th>\n",
       "      <td>4181</td>\n",
       "      <td>2576556318</td>\n",
       "      <td>2577368337</td>\n",
       "      <td>2576556318-2577368337</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>d</td>\n",
       "      <td>200</td>\n",
       "      <td>pl</td>\n",
       "      <td>50</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>enfo</td>\n",
       "      <td>:d:200:pl:50:g:0001:od:pf:enfo</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4181</th>\n",
       "      <td>4182</td>\n",
       "      <td>2577368337</td>\n",
       "      <td>2578180356</td>\n",
       "      <td>2577368337-2578180356</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>2022-01-26</td>\n",
       "      <td>0 days</td>\n",
       "      <td>d</td>\n",
       "      <td>200</td>\n",
       "      <td>pl</td>\n",
       "      <td>23</td>\n",
       "      <td>g</td>\n",
       "      <td>0001</td>\n",
       "      <td>od</td>\n",
       "      <td>pf</td>\n",
       "      <td>enfo</td>\n",
       "      <td>:d:200:pl:23:g:0001:od:pf:enfo</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>4182 rows × 17 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "      grib_message  start_byte    end_byte                  range  \\\n",
       "0                1           0      609069               0-609069   \n",
       "1                2      609069     1218138         609069-1218138   \n",
       "2                3     1218138     1827207        1218138-1827207   \n",
       "3                4     1827207     2436276        1827207-2436276   \n",
       "4                5     2436276     3045345        2436276-3045345   \n",
       "...            ...         ...         ...                    ...   \n",
       "4177          4178  2574120261  2574932280  2574120261-2574932280   \n",
       "4178          4179  2574932280  2575744299  2574932280-2575744299   \n",
       "4179          4180  2575744299  2576556318  2575744299-2576556318   \n",
       "4180          4181  2576556318  2577368337  2576556318-2577368337   \n",
       "4181          4182  2577368337  2578180356  2577368337-2578180356   \n",
       "\n",
       "     reference_time valid_time   step param levelist levtype number domain  \\\n",
       "0        2022-01-26 2022-01-26 0 days    2t      NaN     sfc     29      g   \n",
       "1        2022-01-26 2022-01-26 0 days   10u      NaN     sfc     27      g   \n",
       "2        2022-01-26 2022-01-26 0 days   10v      NaN     sfc     14      g   \n",
       "3        2022-01-26 2022-01-26 0 days    2t      NaN     sfc      2      g   \n",
       "4        2022-01-26 2022-01-26 0 days   10u      NaN     sfc     43      g   \n",
       "...             ...        ...    ...   ...      ...     ...    ...    ...   \n",
       "4177     2022-01-26 2022-01-26 0 days     d      200      pl     20      g   \n",
       "4178     2022-01-26 2022-01-26 0 days     d      200      pl     41      g   \n",
       "4179     2022-01-26 2022-01-26 0 days     d      200      pl      4      g   \n",
       "4180     2022-01-26 2022-01-26 0 days     d      200      pl     50      g   \n",
       "4181     2022-01-26 2022-01-26 0 days     d      200      pl     23      g   \n",
       "\n",
       "     expver class type stream                     search_this  \n",
       "0      0001    od   pf   enfo    :2t:sfc:29:g:0001:od:pf:enfo  \n",
       "1      0001    od   pf   enfo   :10u:sfc:27:g:0001:od:pf:enfo  \n",
       "2      0001    od   pf   enfo   :10v:sfc:14:g:0001:od:pf:enfo  \n",
       "3      0001    od   pf   enfo     :2t:sfc:2:g:0001:od:pf:enfo  \n",
       "4      0001    od   pf   enfo   :10u:sfc:43:g:0001:od:pf:enfo  \n",
       "...     ...   ...  ...    ...                             ...  \n",
       "4177   0001    od   pf   enfo  :d:200:pl:20:g:0001:od:pf:enfo  \n",
       "4178   0001    od   pf   enfo  :d:200:pl:41:g:0001:od:pf:enfo  \n",
       "4179   0001    od   pf   enfo   :d:200:pl:4:g:0001:od:pf:enfo  \n",
       "4180   0001    od   pf   enfo  :d:200:pl:50:g:0001:od:pf:enfo  \n",
       "4181   0001    od   pf   enfo  :d:200:pl:23:g:0001:od:pf:enfo  \n",
       "\n",
       "[4182 rows x 17 columns]"
      ]
     },
     "execution_count": 18,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2022-01-26\", model=\"ifs\", product=\"enfo\")\n",
    "H.inventory()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3d9d0bcd",
   "metadata": {},
   "source": [
    "Here is another examle, just for fun\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 21,
   "id": "077204a7",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=ifs ┊ \u001b[3mproduct=oper\u001b[0m ┊ \u001b[38;2;41;130;13m2022-Jan-26 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "\u001b[48;2;255;255;255m\u001b[38;2;136;33;27m▌\u001b[0m\u001b[38;2;12;53;118m\u001b[48;2;240;234;210m▌\u001b[38;2;0;0;0m\u001b[1mHerbie\u001b[0m IFS model \u001b[3moper\u001b[0m product initialized \u001b[38;2;41;130;13m2022-Jan-26 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3msource=azure\u001b[0m"
      ]
     },
     "execution_count": 21,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2022-01-26\", model=\"ifs\", product=\"oper\", fxx=12)\n",
    "H"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 22,
   "id": "e5c1eea9",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/home/blaylock/GITHUB/Herbie/herbie/core.py:808: UserWarning: This pattern is interpreted as a regular expression, and has match groups. To actually get the groups, use str.extract.\n",
      "  logic = df.search_this.str.contains(search)\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "PosixPath('/home/blaylock/data/ifs/20220126/subset_bf121a77__20220126000000-12h-oper-fc.grib2')"
      ]
     },
     "execution_count": 22,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Download just the 10-m u and v winds\n",
    "ds = H.download(search=\":10(u|v):\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 23,
   "id": "0fadc2dc",
   "metadata": {},
   "outputs": [
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       "\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; Size: 2MB\n",
       "Dimensions:              (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "  * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "    valid_time           datetime64[ns] 8B 2022-01-26T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t                    (latitude, longitude) float32 2MB 234.9 234.9 ... 242.5\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20220126/subset_bf124169...\n",
       "    search:                  :t:500:</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-8e23bbbe-eb8b-4829-a8db-4517d9e43ecd' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-8e23bbbe-eb8b-4829-a8db-4517d9e43ecd' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 451</li><li><span class='xr-has-index'>longitude</span>: 900</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-6543ac16-dcb2-4fc0-b989-0a09af4638d9' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6543ac16-dcb2-4fc0-b989-0a09af4638d9' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26</div><input id='attrs-649d596a-a84b-4b25-b5e1-1d65aceebb3d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-649d596a-a84b-4b25-b5e1-1d65aceebb3d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-7653ad29-49e1-4c40-88f5-ffa701557483' class='xr-var-data-in' type='checkbox'><label for='data-7653ad29-49e1-4c40-88f5-ffa701557483' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T00:00:00.000000000&#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'>12:00:00</div><input id='attrs-40624e02-c7ad-4636-99ec-aa2f02744f6b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-40624e02-c7ad-4636-99ec-aa2f02744f6b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dee9ea24-e853-4573-b80a-6cbf82fd66f9' class='xr-var-data-in' type='checkbox'><label for='data-dee9ea24-e853-4573-b80a-6cbf82fd66f9' 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(43200000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>isobaricInhPa</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>500.0</div><input id='attrs-7e4870fd-98b4-452c-a2e0-ae0735ac61a6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7e4870fd-98b4-452c-a2e0-ae0735ac61a6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-a617ef34-ba0b-47e9-86c3-5c28cef8d2a2' class='xr-var-data-in' type='checkbox'><label for='data-a617ef34-ba0b-47e9-86c3-5c28cef8d2a2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array(500.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.6 89.2 ... -89.6 -90.0</div><input id='attrs-e38d1d08-d77c-430a-8f3c-1c92ff5953f6' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e38d1d08-d77c-430a-8f3c-1c92ff5953f6' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-81713312-eba3-432e-a26f-247bd9bc1ed3' class='xr-var-data-in' type='checkbox'><label for='data-81713312-eba3-432e-a26f-247bd9bc1ed3' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.6,  89.2, ..., -89.2, -89.6, -90. ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.6 ... 179.2 179.6</div><input id='attrs-36da50af-4ca0-4dfe-9c7d-65c24a16716d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-36da50af-4ca0-4dfe-9c7d-65c24a16716d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e3fcf87d-fc8c-4524-addd-1f7b8d076ac3' class='xr-var-data-in' type='checkbox'><label for='data-e3fcf87d-fc8c-4524-addd-1f7b8d076ac3' 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([-180. , -179.6, -179.2, ...,  178.8,  179.2,  179.6])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-26T12:00:00</div><input id='attrs-0db56eb8-d92a-453b-ba19-3d30dafc111c' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-0db56eb8-d92a-453b-ba19-3d30dafc111c' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-b668dc1f-2fc9-4069-a0e4-ace6bc3419de' class='xr-var-data-in' type='checkbox'><label for='data-b668dc1f-2fc9-4069-a0e4-ace6bc3419de' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2022-01-26T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-b7aa4054-a3b0-4e52-844c-2557e49976aa' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-b7aa4054-a3b0-4e52-844c-2557e49976aa' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-0b4c0306-cd25-42c8-98d4-d230cb22efc8' class='xr-var-data-in' type='checkbox'><label for='data-0b4c0306-cd25-42c8-98d4-d230cb22efc8' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>IFS 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-b8bd9f49-64b1-4b28-872d-74383e4c17da' class='xr-section-summary-in' type='checkbox'  checked><label for='section-b8bd9f49-64b1-4b28-872d-74383e4c17da' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>234.9 234.9 234.9 ... 242.5 242.5</div><input id='attrs-7aeb361f-90d3-4f0e-8871-bea32c1250b3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7aeb361f-90d3-4f0e-8871-bea32c1250b3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-33599684-f34d-4720-8a16-49aeaeec7e52' class='xr-var-data-in' type='checkbox'><label for='data-33599684-f34d-4720-8a16-49aeaeec7e52' 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>130</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>405900</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>900</dd><dt><span>GRIB_Ny :</span></dt><dd>451</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.4</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.6</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>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>t</dd><dt><span>GRIB_stepRange :</span></dt><dd>12</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>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([[234.94899, 234.94899, 234.94899, ..., 234.94899, 234.94899,\n",
       "        234.94899],\n",
       "       [235.65211, 235.65211, 235.65211, ..., 235.65211, 235.65211,\n",
       "        235.65211],\n",
       "       [235.98024, 235.98024, 235.98024, ..., 235.96461, 235.98024,\n",
       "        235.98024],\n",
       "       ...,\n",
       "       [242.79274, 242.79274, 242.77711, ..., 242.79274, 242.79274,\n",
       "        242.79274],\n",
       "       [242.55836, 242.55836, 242.55836, ..., 242.55836, 242.55836,\n",
       "        242.55836],\n",
       "       [242.54274, 242.54274, 242.54274, ..., 242.54274, 242.54274,\n",
       "        242.54274]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a644e182-6b8c-4b25-8716-fba1a36b05ad' class='xr-section-summary-in' type='checkbox'  ><label for='section-a644e182-6b8c-4b25-8716-fba1a36b05ad' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-354270b6-8db8-47aa-8a50-27fb2fd12fbe' class='xr-index-data-in' type='checkbox'/><label for='index-354270b6-8db8-47aa-8a50-27fb2fd12fbe' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([              90.0,               89.6,  89.19999999999999,\n",
       "        88.79999999999998,  88.39999999999998,  87.99999999999997,\n",
       "        87.59999999999997,  87.19999999999996,  86.79999999999995,\n",
       "        86.39999999999995,\n",
       "       ...\n",
       "       -86.40000000000036, -86.80000000000037, -87.20000000000037,\n",
       "       -87.60000000000038, -88.00000000000038, -88.40000000000039,\n",
       "        -88.8000000000004,  -89.2000000000004,  -89.6000000000004,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=451))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-aa083df1-ecdd-4c17-948a-888ed3ce6276' class='xr-index-data-in' type='checkbox'/><label for='index-aa083df1-ecdd-4c17-948a-888ed3ce6276' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([             -180.0,              -179.6,              -179.2,\n",
       "       -178.79999999999998, -178.39999999999998, -177.99999999999997,\n",
       "       -177.59999999999997, -177.19999999999996, -176.79999999999995,\n",
       "       -176.39999999999995,\n",
       "       ...\n",
       "         176.0000000000029,   176.4000000000029,   176.8000000000029,\n",
       "        177.20000000000292,  177.60000000000292,  178.00000000000293,\n",
       "        178.40000000000293,  178.80000000000294,  179.20000000000294,\n",
       "                     179.6],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=900))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-dbb5b91e-242d-4fea-bf7d-68e480ac72dc' class='xr-section-summary-in' type='checkbox'  ><label for='section-dbb5b91e-242d-4fea-bf7d-68e480ac72dc' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>ifs</dd><dt><span>product :</span></dt><dd>oper</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20220126/00z/0p4-beta/oper/20220126000000-12h-oper-fc.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/ifs/20220126/subset_bf124169__20220126000000-12h-oper-fc.grib2</dd><dt><span>search :</span></dt><dd>:t:500:</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 2MB\n",
       "Dimensions:              (latitude: 451, longitude: 900)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2022-01-26\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    isobaricInhPa        float64 8B 500.0\n",
       "  * latitude             (latitude) float64 4kB 90.0 89.6 89.2 ... -89.6 -90.0\n",
       "  * longitude            (longitude) float64 7kB -180.0 -179.6 ... 179.2 179.6\n",
       "    valid_time           datetime64[ns] 8B 2022-01-26T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t                    (latitude, longitude) float32 2MB 234.9 234.9 ... 242.5\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   ifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Integrated Forecast System\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/ifs/20220126/subset_bf124169...\n",
       "    search:                  :t:500:"
      ]
     },
     "execution_count": 23,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# Retrieve the 500 hPa temperature as an xarray.Dataset\n",
    "ds = H.xarray(search=\":t:500:\")\n",
    "ds"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 24,
   "id": "9e6cbd6b",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f756deb8500>"
      ]
     },
     "execution_count": 24,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds.t.plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "9d6f7b9f",
   "metadata": {},
   "source": [
    "## Artificial Intelligence IFS\n",
    "\n",
    "Download and plot ECMWF AIFS model data.\n",
    "\n",
    "> Early GRIB files (before May 2024???) weren't given as a grid, but as a single vector of values. Can this be reshaped??\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 29,
   "id": "e648f5d6",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "✅ Found ┊ model=aifs ┊ \u001b[3mproduct=oper\u001b[0m ┊ \u001b[38;2;41;130;13m2024-Jun-11 00:00 UTC\u001b[92m F12\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mGRIB2 @ azure\u001b[0m ┊ \u001b[38;2;255;153;0m\u001b[3mIDX @ azure\u001b[0m\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "('https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240611/00z/aifs/0p25/oper/20240611000000-12h-oper-fc.grib2',\n",
       " 'https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240611/00z/aifs/0p25/oper/20240611000000-12h-oper-fc.index')"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "H = Herbie(\"2024-06-11\", model=\"aifs\", product=\"oper\", fxx=12)\n",
    "\n",
    "H.grib, H.idx"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "dc7220c2",
   "metadata": {},
   "outputs": [
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       "    grib_message  start_byte  end_byte              range reference_time  \\\n",
       "32            33    25515811  26027206  25515811-26027206     2024-06-11   \n",
       "\n",
       "            valid_time            step param levelist levtype  number domain  \\\n",
       "32 2024-06-11 12:00:00 0 days 12:00:00     t      850      pl     NaN      g   \n",
       "\n",
       "   expver class type stream                  search_this  \n",
       "32   0001    ai   fc   oper  :t:850:pl:g:0001:ai:fc:oper  "
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    "H.inventory(\":t:850\")"
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  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "0f44251e",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt; Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-06-11\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    isobaricInhPa        float64 8B 850.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-06-11T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t                    (latitude, longitude) float32 4MB 271.1 271.1 ... 235.1\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   aifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Artificial Inteligence Integra...\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/aifs/20240611/subset_f812da9...\n",
       "    search:                  :t:850</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-1d315346-621b-4732-89d6-127365f06ed3' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1d315346-621b-4732-89d6-127365f06ed3' class='xr-section-summary'  title='Expand/collapse section'>Dimensions:</label><div class='xr-section-inline-details'><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 721</li><li><span class='xr-has-index'>longitude</span>: 1440</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-835d07a9-9897-4287-aba8-4aade0ec5cdc' class='xr-section-summary-in' type='checkbox'  checked><label for='section-835d07a9-9897-4287-aba8-4aade0ec5cdc' class='xr-section-summary' >Coordinates: <span>(7)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-11</div><input id='attrs-9a257357-60bd-4e79-bd26-fb97b0c57927' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9a257357-60bd-4e79-bd26-fb97b0c57927' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ed20ae44-092c-4ca6-a883-a2fcd754ce62' class='xr-var-data-in' type='checkbox'><label for='data-ed20ae44-092c-4ca6-a883-a2fcd754ce62' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>initial time of forecast</dd><dt><span>standard_name :</span></dt><dd>forecast_reference_time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-06-11T00:00:00.000000000&#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'>12:00:00</div><input id='attrs-9c2ba16f-8411-40b9-9eb1-0ddbb9788aa3' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-9c2ba16f-8411-40b9-9eb1-0ddbb9788aa3' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-969e5171-8f6a-4915-87ca-0571cc8f71c5' class='xr-var-data-in' type='checkbox'><label for='data-969e5171-8f6a-4915-87ca-0571cc8f71c5' 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(43200000000000, dtype=&#x27;timedelta64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>isobaricInhPa</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>850.0</div><input id='attrs-dd76c31b-78bc-4240-a3ea-95d5a2904ff2' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-dd76c31b-78bc-4240-a3ea-95d5a2904ff2' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6efa2f59-ee73-48cf-935d-e8249aa6b38e' class='xr-var-data-in' type='checkbox'><label for='data-6efa2f59-ee73-48cf-935d-e8249aa6b38e' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>long_name :</span></dt><dd>pressure</dd><dt><span>units :</span></dt><dd>hPa</dd><dt><span>positive :</span></dt><dd>down</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd><dt><span>standard_name :</span></dt><dd>air_pressure</dd></dl></div><div class='xr-var-data'><pre>array(850.)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>latitude</span></div><div class='xr-var-dims'>(latitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>90.0 89.75 89.5 ... -89.75 -90.0</div><input id='attrs-a41becfa-0715-4cee-bbc7-cc180c17f14a' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a41becfa-0715-4cee-bbc7-cc180c17f14a' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-48735e1d-eace-4bbf-b98c-9d02590257f2' class='xr-var-data-in' type='checkbox'><label for='data-48735e1d-eace-4bbf-b98c-9d02590257f2' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>units :</span></dt><dd>degrees_north</dd><dt><span>standard_name :</span></dt><dd>latitude</dd><dt><span>long_name :</span></dt><dd>latitude</dd><dt><span>stored_direction :</span></dt><dd>decreasing</dd></dl></div><div class='xr-var-data'><pre>array([ 90.  ,  89.75,  89.5 , ..., -89.5 , -89.75, -90.  ])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float64</div><div class='xr-var-preview xr-preview'>-180.0 -179.8 ... 179.5 179.8</div><input id='attrs-e51aacde-6af7-4e64-8f96-37edb7a6314d' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-e51aacde-6af7-4e64-8f96-37edb7a6314d' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-21cca75d-252b-4da9-81d6-80f22f4404fc' class='xr-var-data-in' type='checkbox'><label for='data-21cca75d-252b-4da9-81d6-80f22f4404fc' 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([-180.  , -179.75, -179.5 , ...,  179.25,  179.5 ,  179.75])</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>valid_time</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2024-06-11T12:00:00</div><input id='attrs-2b1e09af-ea78-4148-8d0c-73927ced79ef' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-2b1e09af-ea78-4148-8d0c-73927ced79ef' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f87c13a4-9bab-4d5f-9583-c5b20e92af78' class='xr-var-data-in' type='checkbox'><label for='data-f87c13a4-9bab-4d5f-9583-c5b20e92af78' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>standard_name :</span></dt><dd>time</dd><dt><span>long_name :</span></dt><dd>time</dd></dl></div><div class='xr-var-data'><pre>array(&#x27;2024-06-11T12:00:00.000000000&#x27;, dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>gribfile_projection</span></div><div class='xr-var-dims'>()</div><div class='xr-var-dtype'>object</div><div class='xr-var-preview xr-preview'>None</div><input id='attrs-690e5da4-88b6-4089-89c9-dc3452d29ec0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-690e5da4-88b6-4089-89c9-dc3452d29ec0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-07257f78-267b-49fe-b495-fb1939118e58' class='xr-var-data-in' type='checkbox'><label for='data-07257f78-267b-49fe-b495-fb1939118e58' title='Show/Hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-var-attrs'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCRS[&quot;unknown&quot;,DATUM[&quot;unknown&quot;,ELLIPSOID[&quot;unknown&quot;,6371229,0,LENGTHUNIT[&quot;metre&quot;,1,ID[&quot;EPSG&quot;,9001]]]],PRIMEM[&quot;Greenwich&quot;,0,ANGLEUNIT[&quot;degree&quot;,0.0174532925199433],ID[&quot;EPSG&quot;,8901]],CS[ellipsoidal,2],AXIS[&quot;longitude&quot;,east,ORDER[1],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]],AXIS[&quot;latitude&quot;,north,ORDER[2],ANGLEUNIT[&quot;degree&quot;,0.0174532925199433,ID[&quot;EPSG&quot;,9122]]]]</dd><dt><span>semi_major_axis :</span></dt><dd>6371229.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6371229.0</dd><dt><span>inverse_flattening :</span></dt><dd>0.0</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>unknown</dd><dt><span>longitude_of_prime_meridian :</span></dt><dd>0.0</dd><dt><span>prime_meridian_name :</span></dt><dd>Greenwich</dd><dt><span>geographic_crs_name :</span></dt><dd>unknown</dd><dt><span>horizontal_datum_name :</span></dt><dd>unknown</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>long_name :</span></dt><dd>AIFS 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-3234af0f-f952-410f-a4ed-3f11f5af59ac' class='xr-section-summary-in' type='checkbox'  checked><label for='section-3234af0f-f952-410f-a4ed-3f11f5af59ac' class='xr-section-summary' >Data variables: <span>(1)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span>t</span></div><div class='xr-var-dims'>(latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>271.1 271.1 271.1 ... 235.1 235.1</div><input id='attrs-7a1f3418-ac0e-4cd4-9085-895a8fa34129' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-7a1f3418-ac0e-4cd4-9085-895a8fa34129' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-389f0d2c-2a39-45cd-bac0-be0ad32da312' class='xr-var-data-in' type='checkbox'><label for='data-389f0d2c-2a39-45cd-bac0-be0ad32da312' 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>130</dd><dt><span>GRIB_dataType :</span></dt><dd>fc</dd><dt><span>GRIB_numberOfPoints :</span></dt><dd>1038240</dd><dt><span>GRIB_typeOfLevel :</span></dt><dd>isobaricInhPa</dd><dt><span>GRIB_stepUnits :</span></dt><dd>1</dd><dt><span>GRIB_stepType :</span></dt><dd>instant</dd><dt><span>GRIB_gridType :</span></dt><dd>regular_ll</dd><dt><span>GRIB_NV :</span></dt><dd>0</dd><dt><span>GRIB_Nx :</span></dt><dd>1440</dd><dt><span>GRIB_Ny :</span></dt><dd>721</dd><dt><span>GRIB_cfName :</span></dt><dd>air_temperature</dd><dt><span>GRIB_cfVarName :</span></dt><dd>t</dd><dt><span>GRIB_gridDefinitionDescription :</span></dt><dd>Latitude/longitude</dd><dt><span>GRIB_iDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_iScansNegatively :</span></dt><dd>0</dd><dt><span>GRIB_jDirectionIncrementInDegrees :</span></dt><dd>0.25</dd><dt><span>GRIB_jPointsAreConsecutive :</span></dt><dd>0</dd><dt><span>GRIB_jScansPositively :</span></dt><dd>0</dd><dt><span>GRIB_latitudeOfFirstGridPointInDegrees :</span></dt><dd>90.0</dd><dt><span>GRIB_latitudeOfLastGridPointInDegrees :</span></dt><dd>-90.0</dd><dt><span>GRIB_longitudeOfFirstGridPointInDegrees :</span></dt><dd>180.0</dd><dt><span>GRIB_longitudeOfLastGridPointInDegrees :</span></dt><dd>179.75</dd><dt><span>GRIB_missingValue :</span></dt><dd>3.4028234663852886e+38</dd><dt><span>GRIB_name :</span></dt><dd>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>t</dd><dt><span>GRIB_stepRange :</span></dt><dd>12</dd><dt><span>GRIB_units :</span></dt><dd>K</dd><dt><span>GRIB_uvRelativeToGrid :</span></dt><dd>0</dd><dt><span>long_name :</span></dt><dd>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([[271.1461 , 271.1461 , 271.1461 , ..., 271.1461 , 271.1461 ,\n",
       "        271.1461 ],\n",
       "       [271.05234, 271.05234, 271.05234, ..., 271.05234, 271.05234,\n",
       "        271.05234],\n",
       "       [271.11484, 271.11484, 271.11484, ..., 271.11484, 271.11484,\n",
       "        271.11484],\n",
       "       ...,\n",
       "       [235.70859, 235.67734, 235.67734, ..., 235.73984, 235.70859,\n",
       "        235.70859],\n",
       "       [235.05234, 235.05234, 235.05234, ..., 235.08359, 235.05234,\n",
       "        235.05234],\n",
       "       [235.11484, 235.11484, 235.11484, ..., 235.11484, 235.11484,\n",
       "        235.11484]], dtype=float32)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-a0fd5336-58e7-4a56-9ee2-1bb5e63ac1e0' class='xr-section-summary-in' type='checkbox'  ><label for='section-a0fd5336-58e7-4a56-9ee2-1bb5e63ac1e0' class='xr-section-summary' >Indexes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-index-name'><div>latitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-9bb05791-e2f2-4b28-aa66-64527c5d1d61' class='xr-index-data-in' type='checkbox'/><label for='index-9bb05791-e2f2-4b28-aa66-64527c5d1d61' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([  90.0,  89.75,   89.5,  89.25,   89.0,  88.75,   88.5,  88.25,   88.0,\n",
       "        87.75,\n",
       "       ...\n",
       "       -87.75,  -88.0, -88.25,  -88.5, -88.75,  -89.0, -89.25,  -89.5, -89.75,\n",
       "        -90.0],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;latitude&#x27;, length=721))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a365f117-93af-463d-95bb-835f0e5e8be0' class='xr-index-data-in' type='checkbox'/><label for='index-a365f117-93af-463d-95bb-835f0e5e8be0' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([ -180.0, -179.75,  -179.5, -179.25,  -179.0, -178.75,  -178.5, -178.25,\n",
       "        -178.0, -177.75,\n",
       "       ...\n",
       "         177.5,  177.75,   178.0,  178.25,   178.5,  178.75,   179.0,  179.25,\n",
       "         179.5,  179.75],\n",
       "      dtype=&#x27;float64&#x27;, name=&#x27;longitude&#x27;, length=1440))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5c1e7bc2-dee9-46b1-b21a-f1b22fa2bded' class='xr-section-summary-in' type='checkbox'  ><label for='section-5c1e7bc2-dee9-46b1-b21a-f1b22fa2bded' 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>ecmf</dd><dt><span>GRIB_centreDescription :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>GRIB_subCentre :</span></dt><dd>0</dd><dt><span>Conventions :</span></dt><dd>CF-1.7</dd><dt><span>institution :</span></dt><dd>European Centre for Medium-Range Weather Forecasts</dd><dt><span>model :</span></dt><dd>aifs</dd><dt><span>product :</span></dt><dd>oper</dd><dt><span>description :</span></dt><dd>ECMWF Open Data - Artificial Inteligence Integrated Forecast System</dd><dt><span>remote_grib :</span></dt><dd>https://ai4edataeuwest.blob.core.windows.net/ecmwf/20240611/00z/aifs/0p25/oper/20240611000000-12h-oper-fc.grib2</dd><dt><span>local_grib :</span></dt><dd>/home/blaylock/data/aifs/20240611/subset_f812da9b__20240611000000-12h-oper-fc.grib2</dd><dt><span>search :</span></dt><dd>:t:850</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset> Size: 4MB\n",
       "Dimensions:              (latitude: 721, longitude: 1440)\n",
       "Coordinates:\n",
       "    time                 datetime64[ns] 8B 2024-06-11\n",
       "    step                 timedelta64[ns] 8B 12:00:00\n",
       "    isobaricInhPa        float64 8B 850.0\n",
       "  * latitude             (latitude) float64 6kB 90.0 89.75 89.5 ... -89.75 -90.0\n",
       "  * longitude            (longitude) float64 12kB -180.0 -179.8 ... 179.5 179.8\n",
       "    valid_time           datetime64[ns] 8B 2024-06-11T12:00:00\n",
       "    gribfile_projection  object 8B None\n",
       "Data variables:\n",
       "    t                    (latitude, longitude) float32 4MB 271.1 271.1 ... 235.1\n",
       "Attributes:\n",
       "    GRIB_edition:            2\n",
       "    GRIB_centre:             ecmf\n",
       "    GRIB_centreDescription:  European Centre for Medium-Range Weather Forecasts\n",
       "    GRIB_subCentre:          0\n",
       "    Conventions:             CF-1.7\n",
       "    institution:             European Centre for Medium-Range Weather Forecasts\n",
       "    model:                   aifs\n",
       "    product:                 oper\n",
       "    description:             ECMWF Open Data - Artificial Inteligence Integra...\n",
       "    remote_grib:             https://ai4edataeuwest.blob.core.windows.net/ecm...\n",
       "    local_grib:              /home/blaylock/data/aifs/20240611/subset_f812da9...\n",
       "    search:                  :t:850"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 2 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds = H.xarray(\":t:850\")\n",
    "(ds.t - 273.15).plot(\n",
    "    x=\"longitude\",\n",
    "    y=\"latitude\",\n",
    "    ax=EasyMap().ax,\n",
    "    transform=pc,\n",
    "    **paint.NWSTemperature.kwargs2,\n",
    "    cbar_kwargs=paint.NWSTemperature.cbar_kwargs2\n",
    "    | dict(orientation=\"horizontal\", pad=0.01),\n",
    ")\n",
    "ds"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b7c6b54f",
   "metadata": {},
   "source": [
    "---\n",
    "\n",
    "**[Attribution](https://confluence.ecmwf.int/display/UDOC/ECMWF+Open+Data+-+Real+Time#ECMWFOpenDataRealTime-Attribution)**\n",
    "\n",
    "- Copyright statement: Copyright \"© 2022 European Centre for Medium-Range Weather Forecasts (ECMWF)\".\n",
    "- Source www.ecmwf.int\n",
    "- Licence Statement: This data is published under a Creative Commons Attribution 4.0 International (CC BY 4.0). https://creativecommons.org/licenses/by/4.0/\n",
    "- Disclaimer: ECMWF does not accept any liability whatsoever for any error or omission in the data, their availability, or for any loss or damage arising from their use.\n"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "herbie-dev",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.12.2"
  },
  "vscode": {
   "interpreter": {
    "hash": "ac511961bc6976a3d289cde8fc247e6b0e9298cf513cb762aa0a7df646d192ed"
   }
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}