RV_ERA5-Land_GLOBAL_RECENTER_at_0_degress_XARRAY.ipynb

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 "cells": [
  {
   "cell_type": "markdown",
   "id": "106ddf1b",
   "metadata": {},
   "source": [
    "# Read and Visualize ERA5-Land Global data\n",
    "\n",
    "\n",
    "\"ERA5-Land is a reanalysis dataset providing a consistent view of the evolution of land variables over several decades at an enhanced resolution compared to ERA5. ERA5-Land has been produced by replaying the land component of the ECMWF ERA5 climate reanalysis. Reanalysis combines model data with observations from across the world into a globally complete and consistent dataset using the laws of physics. Reanalysis produces data that goes several decades back in time, providing an accurate description of the climate of the past.\"\n",
    "\n",
    "\n",
    "\n",
    "The data can be downloaded here:\n",
    "\n",
    "https://cds.climate.copernicus.eu/cdsapp#!/home\n",
    "\n",
    "\n",
    "------------------------\n",
    "DTR\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "51bc0dee",
   "metadata": {},
   "source": [
    "# Import packages"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "a1adb679",
   "metadata": {},
   "outputs": [],
   "source": [
    "import matplotlib.pyplot as plt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "8eb7809e",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "44bdfc4f",
   "metadata": {},
   "outputs": [],
   "source": [
    "import xarray as xr"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "id": "e0ea730d",
   "metadata": {},
   "outputs": [],
   "source": [
    "#import dask"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "id": "eccbbcf0",
   "metadata": {},
   "outputs": [],
   "source": [
    "import rioxarray"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "id": "6d4a9fe6",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cartopy"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "47bca298",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cartopy.crs as ccrs\n",
    "import cartopy.feature as cfeature"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "c5c514e0",
   "metadata": {},
   "outputs": [],
   "source": [
    "import cartopy.io.img_tiles as cimgt"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "62cb3f0a",
   "metadata": {},
   "outputs": [],
   "source": [
    "from cartopy.mpl.gridliner import LONGITUDE_FORMATTER, LATITUDE_FORMATTER"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "28d27141",
   "metadata": {},
   "outputs": [],
   "source": [
    "import os"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "8358e4e6",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "5b4fbcff",
   "metadata": {},
   "source": [
    "# Working Directory"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "91fb19c5",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/media/donald/disk4nvme/GEOSPATIAL_DATA_READ_PROCESS'"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "os.getcwd()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "672118a4",
   "metadata": {},
   "source": [
    "## Data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "5c8662ef",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/media/donald/disk10/DATA_GEOSPATIAL_SAT_READ/ERA5_Land/ERA5LAND_GLOB_T2M/'"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "dir_data = '/media/donald/disk10/DATA_GEOSPATIAL_SAT_READ/ERA5_Land/ERA5LAND_GLOB_T2M/'\n",
    "dir_data"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "6e1078eb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['ERA5L_GBLOB_T2M_MON.nc']"
      ]
     },
     "execution_count": 14,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "os.listdir(dir_data)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a58fa2a8",
   "metadata": {},
   "source": [
    "list the files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "45312d11",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "['ERA5L_GBLOB_T2M_MON.nc']"
      ]
     },
     "execution_count": 15,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "lst_Files = [fl for fl in os.listdir(dir_data) if fl.endswith('.nc') ]\n",
    "lst_Files"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "8a95b0e7",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/media/donald/disk10/DATA_GEOSPATIAL_SAT_READ/ERA5_Land/ERA5LAND_GLOB_T2M/ERA5L_GBLOB_T2M_MON.nc'"
      ]
     },
     "execution_count": 16,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "os.path.join(dir_data, lst_Files[0] )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "dd78cdc5",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "markdown",
   "id": "a66cf31b",
   "metadata": {},
   "source": [
    "# File size and memory checks"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "3253a2a6",
   "metadata": {},
   "outputs": [],
   "source": [
    "def convert_bytes(byt_num):\n",
    "    \"\"\"\n",
    "    this function will convert bytes to KB, MB, GB and TB\n",
    "    \"\"\"\n",
    "    for x in ['bytes', 'KB', 'MB', 'GB', 'TB']:\n",
    "        if byt_num < 1024.0:\n",
    "            return \"%3.1f %s\" % (byt_num, x)\n",
    "        byt_num /= 1024.0\n",
    "    return byt_num\n",
    "        "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "ec24c567",
   "metadata": {},
   "outputs": [],
   "source": [
    "def check_filesize(file_path):\n",
    "    \"\"\"\n",
    "    function to check the file size\n",
    "    \"\"\"\n",
    "    if os.path.isfile(file_path):\n",
    "        file_info = os.stat(file_path)\n",
    "        return convert_bytes(file_info.st_size)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "00bf539a",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'148.4 MB'"
      ]
     },
     "execution_count": 19,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "check_filesize(os.path.join(dir_data, lst_Files[0] ))"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6f8eb95",
   "metadata": {},
   "source": [
    "# Explore the dataset using Xarray\n",
    "\n",
    "Often the common choice for reading geotiff files is gdal or rasterio. Here we going to try something different"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "90dee59f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "'/media/donald/disk10/DATA_GEOSPATIAL_SAT_READ/ERA5_Land/ERA5LAND_GLOB_T2M/ERA5L_GBLOB_T2M_MON.nc'"
      ]
     },
     "execution_count": 20,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "FILE_NAME = os.path.join(dir_data, lst_Files[0] )\n",
    "FILE_NAME"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "f7a79cf7",
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_ERA5L = xr.open_dataset(FILE_NAME, decode_coords=\"all\" )"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "d647bbd0",
   "metadata": {},
   "outputs": [
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       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
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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;\n",
       "Dimensions:    (longitude: 3600, latitude: 1801, time: 12)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 0.0 0.1 0.2 0.3 ... 359.6 359.7 359.8 359.9\n",
       "  * latitude   (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time       (time) datetime64[ns] 2022-01-01 2022-02-01 ... 2022-12-01\n",
       "Data variables:\n",
       "    t2m        (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmw...</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-72cc04b6-6e7d-4fd4-9b29-afb1d6db6531' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-72cc04b6-6e7d-4fd4-9b29-afb1d6db6531' 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'>longitude</span>: 3600</li><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>time</span>: 12</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2719db86-c638-4022-a45b-b328614fbb3a' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2719db86-c638-4022-a45b-b328614fbb3a' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 359.7 359.8 359.9</div><input id='attrs-6605b4a6-41c4-46ae-b77a-77c468f2059e' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-6605b4a6-41c4-46ae-b77a-77c468f2059e' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-dbe76b59-de79-4df6-9c6d-875e8751dcef' class='xr-var-data-in' type='checkbox'><label for='data-dbe76b59-de79-4df6-9c6d-875e8751dcef' 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>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 3.597e+02, 3.598e+02, 3.599e+02],\n",
       "      dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-c465175a-e1fa-4ab2-aa90-ebdaf26cc6cc' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c465175a-e1fa-4ab2-aa90-ebdaf26cc6cc' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-55c43cd3-2752-4ca2-838e-2ffad9011bd3' class='xr-var-data-in' type='checkbox'><label for='data-55c43cd3-2752-4ca2-838e-2ffad9011bd3' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-01 ... 2022-12-01</div><input id='attrs-a9f8fe7a-e01d-48f0-96eb-abf53c24211f' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-a9f8fe7a-e01d-48f0-96eb-abf53c24211f' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9687b75e-518e-4396-913f-d113e2d2e476' class='xr-var-data-in' type='checkbox'><label for='data-9687b75e-518e-4396-913f-d113e2d2e476' 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</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2022-01-01T00:00:00.000000000&#x27;, &#x27;2022-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-03-01T00:00:00.000000000&#x27;, &#x27;2022-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-05-01T00:00:00.000000000&#x27;, &#x27;2022-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-01T00:00:00.000000000&#x27;, &#x27;2022-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-09-01T00:00:00.000000000&#x27;, &#x27;2022-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-11-01T00:00:00.000000000&#x27;, &#x27;2022-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-6707d34b-0f55-4b73-bb28-0a15f823ad4c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-6707d34b-0f55-4b73-bb28-0a15f823ad4c' 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'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-c0154c5b-dd07-4b55-8ed2-ab25536533d5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-c0154c5b-dd07-4b55-8ed2-ab25536533d5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-51886a74-e3fc-4117-b496-d0c891b1a26f' class='xr-var-data-in' type='checkbox'><label for='data-51886a74-e3fc-4117-b496-d0c891b1a26f' 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>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd></dl></div><div class='xr-var-data'><pre>[77803200 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-97cb8702-f595-4f7c-bf74-ba9b884069fc' class='xr-section-summary-in' type='checkbox'  ><label for='section-97cb8702-f595-4f7c-bf74-ba9b884069fc' 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>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-99bbc42a-50d3-4a79-a017-2d3b5bded139' class='xr-index-data-in' type='checkbox'/><label for='index-99bbc42a-50d3-4a79-a017-2d3b5bded139' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([                0.0, 0.10000000149011612, 0.20000000298023224,\n",
       "       0.30000001192092896,  0.4000000059604645,                 0.5,\n",
       "        0.6000000238418579,   0.699999988079071,   0.800000011920929,\n",
       "        0.8999999761581421,\n",
       "       ...\n",
       "                     359.0,   359.1000061035156,  359.20001220703125,\n",
       "        359.29998779296875,   359.3999938964844,               359.5,\n",
       "         359.6000061035156,  359.70001220703125,  359.79998779296875,\n",
       "         359.8999938964844],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;longitude&#x27;, length=3600))</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-aa28c8dc-27e7-408d-a75a-4c808d1dc5f1' class='xr-index-data-in' type='checkbox'/><label for='index-aa28c8dc-27e7-408d-a75a-4c808d1dc5f1' 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,   89.9000015258789,  89.80000305175781,\n",
       "        89.69999694824219,   89.5999984741211,               89.5,\n",
       "         89.4000015258789,  89.30000305175781,  89.19999694824219,\n",
       "         89.0999984741211,\n",
       "       ...\n",
       "        -89.0999984741211, -89.19999694824219, -89.30000305175781,\n",
       "        -89.4000015258789,              -89.5,  -89.5999984741211,\n",
       "       -89.69999694824219, -89.80000305175781,  -89.9000015258789,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;latitude&#x27;, length=1801))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-13027bae-3da3-4ba2-af6a-fc47b8ca799e' class='xr-index-data-in' type='checkbox'/><label for='index-13027bae-3da3-4ba2-af6a-fc47b8ca799e' 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(DatetimeIndex([&#x27;2022-01-01&#x27;, &#x27;2022-02-01&#x27;, &#x27;2022-03-01&#x27;, &#x27;2022-04-01&#x27;,\n",
       "               &#x27;2022-05-01&#x27;, &#x27;2022-06-01&#x27;, &#x27;2022-07-01&#x27;, &#x27;2022-08-01&#x27;,\n",
       "               &#x27;2022-09-01&#x27;, &#x27;2022-10-01&#x27;, &#x27;2022-11-01&#x27;, &#x27;2022-12-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-40c0ce61-e13f-48c1-a9ff-65490a2cf11b' class='xr-section-summary-in' type='checkbox'  checked><label for='section-40c0ce61-e13f-48c1-a9ff-65490a2cf11b' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmwf/eccodes/bin/grib_to_netcdf -S param -o /cache/tmp/5ea9c93e-5f00-467d-af3b-15aa45fb6d35-adaptor.mars.internal-1697206926.0725498-9200-11-tmp.nc /cache/tmp/5ea9c93e-5f00-467d-af3b-15aa45fb6d35-adaptor.mars.internal-1697206920.771951-9200-9-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:    (longitude: 3600, latitude: 1801, time: 12)\n",
       "Coordinates:\n",
       "  * longitude  (longitude) float32 0.0 0.1 0.2 0.3 ... 359.6 359.7 359.8 359.9\n",
       "  * latitude   (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time       (time) datetime64[ns] 2022-01-01 2022-02-01 ... 2022-12-01\n",
       "Data variables:\n",
       "    t2m        (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmw..."
      ]
     },
     "execution_count": 35,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_ERA5L"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "aec1fb57",
   "metadata": {},
   "outputs": [],
   "source": [
    "# was the georeference read?\n",
    "ds_ERA5L.rio.crs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "3ab00ae1",
   "metadata": {},
   "outputs": [
    {
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       ".xr-section-item input {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-item input + label {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label {\n",
       "  cursor: pointer;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-item input:enabled + label:hover {\n",
       "  color: var(--xr-font-color0);\n",
       "}\n",
       "\n",
       ".xr-section-summary {\n",
       "  grid-column: 1;\n",
       "  color: var(--xr-font-color2);\n",
       "  font-weight: 500;\n",
       "}\n",
       "\n",
       ".xr-section-summary > span {\n",
       "  display: inline-block;\n",
       "  padding-left: 0.5em;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label {\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in + label:before {\n",
       "  display: inline-block;\n",
       "  content: '►';\n",
       "  font-size: 11px;\n",
       "  width: 15px;\n",
       "  text-align: center;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:disabled + label:before {\n",
       "  color: var(--xr-disabled-color);\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label:before {\n",
       "  content: '▼';\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked + label > span {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-section-summary,\n",
       ".xr-section-inline-details {\n",
       "  padding-top: 4px;\n",
       "  padding-bottom: 4px;\n",
       "}\n",
       "\n",
       ".xr-section-inline-details {\n",
       "  grid-column: 2 / -1;\n",
       "}\n",
       "\n",
       ".xr-section-details {\n",
       "  display: none;\n",
       "  grid-column: 1 / -1;\n",
       "  margin-bottom: 5px;\n",
       "}\n",
       "\n",
       ".xr-section-summary-in:checked ~ .xr-section-details {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-array-wrap {\n",
       "  grid-column: 1 / -1;\n",
       "  display: grid;\n",
       "  grid-template-columns: 20px auto;\n",
       "}\n",
       "\n",
       ".xr-array-wrap > label {\n",
       "  grid-column: 1;\n",
       "  vertical-align: top;\n",
       "}\n",
       "\n",
       ".xr-preview {\n",
       "  color: var(--xr-font-color3);\n",
       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:      (longitude: 3600, latitude: 1801, time: 12)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float32 0.0 0.1 0.2 0.3 ... 359.6 359.7 359.8 359.9\n",
       "  * latitude     (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time         (time) datetime64[ns] 2022-01-01 2022-02-01 ... 2022-12-01\n",
       "    spatial_ref  int64 0\n",
       "Data variables:\n",
       "    t2m          (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmw...</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-1ba681c2-8083-46d6-86ab-30b938dbb77e' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1ba681c2-8083-46d6-86ab-30b938dbb77e' 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'>longitude</span>: 3600</li><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>time</span>: 12</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-2258d32a-03e8-4733-a6b3-1dd3f6f796ff' class='xr-section-summary-in' type='checkbox'  checked><label for='section-2258d32a-03e8-4733-a6b3-1dd3f6f796ff' class='xr-section-summary' >Coordinates: <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 class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>0.0 0.1 0.2 ... 359.7 359.8 359.9</div><input id='attrs-1d8ee036-a1b0-418d-a39c-f0bd8cac5100' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-1d8ee036-a1b0-418d-a39c-f0bd8cac5100' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-06048cc4-ef31-4fa9-95ac-39800b4bc77c' class='xr-var-data-in' type='checkbox'><label for='data-06048cc4-ef31-4fa9-95ac-39800b4bc77c' 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>long_name :</span></dt><dd>longitude</dd></dl></div><div class='xr-var-data'><pre>array([0.000e+00, 1.000e-01, 2.000e-01, ..., 3.597e+02, 3.598e+02, 3.599e+02],\n",
       "      dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-ddf45d7e-1747-4ce1-b921-4f9d1537a14b' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-ddf45d7e-1747-4ce1-b921-4f9d1537a14b' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ef07f0ed-e9c2-44d1-badf-a4cdd22af5eb' class='xr-var-data-in' type='checkbox'><label for='data-ef07f0ed-e9c2-44d1-badf-a4cdd22af5eb' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-01 ... 2022-12-01</div><input id='attrs-51ed29f6-6cf6-40a5-960d-8d3074c42921' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-51ed29f6-6cf6-40a5-960d-8d3074c42921' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-6e4cf937-ddf4-44fa-b4fe-d142ffe8debc' class='xr-var-data-in' type='checkbox'><label for='data-6e4cf937-ddf4-44fa-b4fe-d142ffe8debc' 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</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2022-01-01T00:00:00.000000000&#x27;, &#x27;2022-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-03-01T00:00:00.000000000&#x27;, &#x27;2022-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-05-01T00:00:00.000000000&#x27;, &#x27;2022-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-01T00:00:00.000000000&#x27;, &#x27;2022-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-09-01T00:00:00.000000000&#x27;, &#x27;2022-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-11-01T00:00:00.000000000&#x27;, &#x27;2022-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</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-91da2396-c131-4fb7-8816-eb33fac4e7ac' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-91da2396-c131-4fb7-8816-eb33fac4e7ac' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-9734c7bd-b83f-444d-b1ec-26d452d8a01a' class='xr-var-data-in' type='checkbox'><label for='data-9734c7bd-b83f-444d-b1ec-26d452d8a01a' 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>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-69203c58-75ff-489a-8e18-b83a0d563e39' class='xr-section-summary-in' type='checkbox'  checked><label for='section-69203c58-75ff-489a-8e18-b83a0d563e39' 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'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-67d90e05-946a-4f10-bd81-d138f63030e0' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-67d90e05-946a-4f10-bd81-d138f63030e0' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e9286257-0625-4d09-8236-c835d8b1df46' class='xr-var-data-in' type='checkbox'><label for='data-e9286257-0625-4d09-8236-c835d8b1df46' 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>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd></dl></div><div class='xr-var-data'><pre>[77803200 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-9e347a08-de20-421b-a8bd-51233330a595' class='xr-section-summary-in' type='checkbox'  ><label for='section-9e347a08-de20-421b-a8bd-51233330a595' 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>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-1f2c918d-33b0-47c5-8801-a0e727c6eb8f' class='xr-index-data-in' type='checkbox'/><label for='index-1f2c918d-33b0-47c5-8801-a0e727c6eb8f' title='Show/Hide index repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-index-data'><pre>PandasIndex(Index([                0.0, 0.10000000149011612, 0.20000000298023224,\n",
       "       0.30000001192092896,  0.4000000059604645,                 0.5,\n",
       "        0.6000000238418579,   0.699999988079071,   0.800000011920929,\n",
       "        0.8999999761581421,\n",
       "       ...\n",
       "                     359.0,   359.1000061035156,  359.20001220703125,\n",
       "        359.29998779296875,   359.3999938964844,               359.5,\n",
       "         359.6000061035156,  359.70001220703125,  359.79998779296875,\n",
       "         359.8999938964844],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;longitude&#x27;, length=3600))</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-aa1ab789-f5a1-4750-adc7-a5f38047cf74' class='xr-index-data-in' type='checkbox'/><label for='index-aa1ab789-f5a1-4750-adc7-a5f38047cf74' 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,   89.9000015258789,  89.80000305175781,\n",
       "        89.69999694824219,   89.5999984741211,               89.5,\n",
       "         89.4000015258789,  89.30000305175781,  89.19999694824219,\n",
       "         89.0999984741211,\n",
       "       ...\n",
       "        -89.0999984741211, -89.19999694824219, -89.30000305175781,\n",
       "        -89.4000015258789,              -89.5,  -89.5999984741211,\n",
       "       -89.69999694824219, -89.80000305175781,  -89.9000015258789,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;latitude&#x27;, length=1801))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-e6e08fe2-e453-438f-8dfa-be46695a623e' class='xr-index-data-in' type='checkbox'/><label for='index-e6e08fe2-e453-438f-8dfa-be46695a623e' 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(DatetimeIndex([&#x27;2022-01-01&#x27;, &#x27;2022-02-01&#x27;, &#x27;2022-03-01&#x27;, &#x27;2022-04-01&#x27;,\n",
       "               &#x27;2022-05-01&#x27;, &#x27;2022-06-01&#x27;, &#x27;2022-07-01&#x27;, &#x27;2022-08-01&#x27;,\n",
       "               &#x27;2022-09-01&#x27;, &#x27;2022-10-01&#x27;, &#x27;2022-11-01&#x27;, &#x27;2022-12-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-f0d3c09d-7c05-4703-aa95-a45414776b84' class='xr-section-summary-in' type='checkbox'  checked><label for='section-f0d3c09d-7c05-4703-aa95-a45414776b84' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmwf/eccodes/bin/grib_to_netcdf -S param -o /cache/tmp/5ea9c93e-5f00-467d-af3b-15aa45fb6d35-adaptor.mars.internal-1697206926.0725498-9200-11-tmp.nc /cache/tmp/5ea9c93e-5f00-467d-af3b-15aa45fb6d35-adaptor.mars.internal-1697206920.771951-9200-9-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (longitude: 3600, latitude: 1801, time: 12)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float32 0.0 0.1 0.2 0.3 ... 359.6 359.7 359.8 359.9\n",
       "  * latitude     (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time         (time) datetime64[ns] 2022-01-01 2022-02-01 ... 2022-12-01\n",
       "    spatial_ref  int64 0\n",
       "Data variables:\n",
       "    t2m          (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmw..."
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_ERA5L.rio.write_crs(\"epsg:4326\", inplace=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "619bd726",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "CRS.from_epsg(4326)"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# was the georeference read?\n",
    "ds_ERA5L.rio.crs"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "a736c5a2",
   "metadata": {},
   "outputs": [
    {
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;spatial_ref&#x27; ()&gt;\n",
       "array(0)\n",
       "Coordinates:\n",
       "    spatial_ref  int64 0\n",
       "Attributes:\n",
       "    crs_wkt:                      GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;...\n",
       "    semi_major_axis:              6378137.0\n",
       "    semi_minor_axis:              6356752.314245179\n",
       "    inverse_flattening:           298.257223563\n",
       "    reference_ellipsoid_name:     WGS 84\n",
       "    longitude_of_prime_meridian:  0.0\n",
       "    prime_meridian_name:          Greenwich\n",
       "    geographic_crs_name:          WGS 84\n",
       "    horizontal_datum_name:        World Geodetic System 1984\n",
       "    grid_mapping_name:            latitude_longitude\n",
       "    spatial_ref:                  GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;...</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'spatial_ref'</div></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-ff4fcd56-94eb-4785-b0a3-512a5ebc6810' class='xr-array-in' type='checkbox' checked><label for='section-ff4fcd56-94eb-4785-b0a3-512a5ebc6810' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>0</span></div><div class='xr-array-data'><pre>array(0)</pre></div></div></li><li class='xr-section-item'><input id='section-81514c26-48cd-44f4-ac72-ba9fa574c9a4' class='xr-section-summary-in' type='checkbox'  checked><label for='section-81514c26-48cd-44f4-ac72-ba9fa574c9a4' class='xr-section-summary' >Coordinates: <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>spatial_ref</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-14cd527e-921b-4131-a9da-06276d403ae9' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-14cd527e-921b-4131-a9da-06276d403ae9' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-e34a621e-0f1c-4f6c-87cf-55525dcb4d94' class='xr-var-data-in' type='checkbox'><label for='data-e34a621e-0f1c-4f6c-87cf-55525dcb4d94' 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>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-db747fa2-6616-4e24-89ee-f409077428a4' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-db747fa2-6616-4e24-89ee-f409077428a4' class='xr-section-summary'  title='Expand/collapse section'>Indexes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'></ul></div></li><li class='xr-section-item'><input id='section-d96a8ce2-30cf-4c1c-a2c6-0fac1e56e0f1' class='xr-section-summary-in' type='checkbox'  ><label for='section-d96a8ce2-30cf-4c1c-a2c6-0fac1e56e0f1' class='xr-section-summary' >Attributes: <span>(11)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>crs_wkt :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 'spatial_ref' ()>\n",
       "array(0)\n",
       "Coordinates:\n",
       "    spatial_ref  int64 0\n",
       "Attributes:\n",
       "    crs_wkt:                      GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHEROID[\"...\n",
       "    semi_major_axis:              6378137.0\n",
       "    semi_minor_axis:              6356752.314245179\n",
       "    inverse_flattening:           298.257223563\n",
       "    reference_ellipsoid_name:     WGS 84\n",
       "    longitude_of_prime_meridian:  0.0\n",
       "    prime_meridian_name:          Greenwich\n",
       "    geographic_crs_name:          WGS 84\n",
       "    horizontal_datum_name:        World Geodetic System 1984\n",
       "    grid_mapping_name:            latitude_longitude\n",
       "    spatial_ref:                  GEOGCS[\"WGS 84\",DATUM[\"WGS_1984\",SPHEROID[\"..."
      ]
     },
     "execution_count": 39,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_ERA5L.spatial_ref"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "a6b21c7f",
   "metadata": {},
   "source": [
    "Geotransform values mean:\n",
    "\n",
    "\n",
    "    [0] : top left x\n",
    "    [1] : w-e pixel resolution\n",
    "    [2] : rotation, 0 if image is \"north up\"\n",
    "    [3] : top left y\n",
    "    [4] : rotation, 0 if image is \"north up\"\n",
    "    [5] : n-s pixel resolution"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "460c3a86",
   "metadata": {},
   "source": [
    "quick view"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "020990fa",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f4b98da5290>"
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds_ERA5L['t2m'].isel(time=3).plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b0aae65d",
   "metadata": {},
   "source": [
    "As we can see the centre is not a zero degrees because the longitude coordinates are not running -180 to + 180 degrees. We need to modify this"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "e0921bba",
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_ERA5L.coords['longitude'] = (ds_ERA5L.coords['longitude'] + 180) % 360 - 180"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "18e204f5",
   "metadata": {},
   "outputs": [],
   "source": [
    "#and sort\n",
    "ds_ERA5L = ds_ERA5L.sortby(ds_ERA5L.longitude)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "b270c1d1",
   "metadata": {},
   "outputs": [
    {
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       "}\n",
       "\n",
       ".xr-array-preview,\n",
       ".xr-array-data {\n",
       "  padding: 0 5px !important;\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-array-data,\n",
       ".xr-array-in:checked ~ .xr-array-preview {\n",
       "  display: none;\n",
       "}\n",
       "\n",
       ".xr-array-in:checked ~ .xr-array-data,\n",
       ".xr-array-preview {\n",
       "  display: inline-block;\n",
       "}\n",
       "\n",
       ".xr-dim-list {\n",
       "  display: inline-block !important;\n",
       "  list-style: none;\n",
       "  padding: 0 !important;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list li {\n",
       "  display: inline-block;\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "}\n",
       "\n",
       ".xr-dim-list:before {\n",
       "  content: '(';\n",
       "}\n",
       "\n",
       ".xr-dim-list:after {\n",
       "  content: ')';\n",
       "}\n",
       "\n",
       ".xr-dim-list li:not(:last-child):after {\n",
       "  content: ',';\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-has-index {\n",
       "  font-weight: bold;\n",
       "}\n",
       "\n",
       ".xr-var-list,\n",
       ".xr-var-item {\n",
       "  display: contents;\n",
       "}\n",
       "\n",
       ".xr-var-item > div,\n",
       ".xr-var-item label,\n",
       ".xr-var-item > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-even);\n",
       "  margin-bottom: 0;\n",
       "}\n",
       "\n",
       ".xr-var-item > .xr-var-name:hover span {\n",
       "  padding-right: 5px;\n",
       "}\n",
       "\n",
       ".xr-var-list > li:nth-child(odd) > div,\n",
       ".xr-var-list > li:nth-child(odd) > label,\n",
       ".xr-var-list > li:nth-child(odd) > .xr-var-name span {\n",
       "  background-color: var(--xr-background-color-row-odd);\n",
       "}\n",
       "\n",
       ".xr-var-name {\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-var-dims {\n",
       "  grid-column: 2;\n",
       "}\n",
       "\n",
       ".xr-var-dtype {\n",
       "  grid-column: 3;\n",
       "  text-align: right;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-preview {\n",
       "  grid-column: 4;\n",
       "}\n",
       "\n",
       ".xr-index-preview {\n",
       "  grid-column: 2 / 5;\n",
       "  color: var(--xr-font-color2);\n",
       "}\n",
       "\n",
       ".xr-var-name,\n",
       ".xr-var-dims,\n",
       ".xr-var-dtype,\n",
       ".xr-preview,\n",
       ".xr-attrs dt {\n",
       "  white-space: nowrap;\n",
       "  overflow: hidden;\n",
       "  text-overflow: ellipsis;\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-var-name:hover,\n",
       ".xr-var-dims:hover,\n",
       ".xr-var-dtype:hover,\n",
       ".xr-attrs dt:hover {\n",
       "  overflow: visible;\n",
       "  width: auto;\n",
       "  z-index: 1;\n",
       "}\n",
       "\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  display: none;\n",
       "  background-color: var(--xr-background-color) !important;\n",
       "  padding-bottom: 5px !important;\n",
       "}\n",
       "\n",
       ".xr-var-attrs-in:checked ~ .xr-var-attrs,\n",
       ".xr-var-data-in:checked ~ .xr-var-data,\n",
       ".xr-index-data-in:checked ~ .xr-index-data {\n",
       "  display: block;\n",
       "}\n",
       "\n",
       ".xr-var-data > table {\n",
       "  float: right;\n",
       "}\n",
       "\n",
       ".xr-var-name span,\n",
       ".xr-var-data,\n",
       ".xr-index-name div,\n",
       ".xr-index-data,\n",
       ".xr-attrs {\n",
       "  padding-left: 25px !important;\n",
       "}\n",
       "\n",
       ".xr-attrs,\n",
       ".xr-var-attrs,\n",
       ".xr-var-data,\n",
       ".xr-index-data {\n",
       "  grid-column: 1 / -1;\n",
       "}\n",
       "\n",
       "dl.xr-attrs {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  display: grid;\n",
       "  grid-template-columns: 125px auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt,\n",
       ".xr-attrs dd {\n",
       "  padding: 0;\n",
       "  margin: 0;\n",
       "  float: left;\n",
       "  padding-right: 10px;\n",
       "  width: auto;\n",
       "}\n",
       "\n",
       ".xr-attrs dt {\n",
       "  font-weight: normal;\n",
       "  grid-column: 1;\n",
       "}\n",
       "\n",
       ".xr-attrs dt:hover span {\n",
       "  display: inline-block;\n",
       "  background: var(--xr-background-color);\n",
       "  padding-right: 10px;\n",
       "}\n",
       "\n",
       ".xr-attrs dd {\n",
       "  grid-column: 2;\n",
       "  white-space: pre-wrap;\n",
       "  word-break: break-all;\n",
       "}\n",
       "\n",
       ".xr-icon-database,\n",
       ".xr-icon-file-text2,\n",
       ".xr-no-icon {\n",
       "  display: inline-block;\n",
       "  vertical-align: middle;\n",
       "  width: 1em;\n",
       "  height: 1.5em !important;\n",
       "  stroke-width: 0;\n",
       "  stroke: currentColor;\n",
       "  fill: currentColor;\n",
       "}\n",
       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.Dataset&gt;\n",
       "Dimensions:      (longitude: 3600, latitude: 1801, time: 12)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float32 -180.0 -179.9 -179.8 ... 179.7 179.8 179.9\n",
       "  * latitude     (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time         (time) datetime64[ns] 2022-01-01 2022-02-01 ... 2022-12-01\n",
       "    spatial_ref  int64 0\n",
       "Data variables:\n",
       "    t2m          (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmw...</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-458b8a36-4f64-4d06-98a1-37df57f58dad' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-458b8a36-4f64-4d06-98a1-37df57f58dad' 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'>longitude</span>: 3600</li><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>time</span>: 12</li></ul></div><div class='xr-section-details'></div></li><li class='xr-section-item'><input id='section-5410965d-4f68-47ac-baf8-ce09fc322a0c' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5410965d-4f68-47ac-baf8-ce09fc322a0c' class='xr-section-summary' >Coordinates: <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 class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-180.0 -179.9 ... 179.8 179.9</div><input id='attrs-abd60476-257b-4e63-822b-f4876bd50708' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-abd60476-257b-4e63-822b-f4876bd50708' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-83b11b1a-a596-40f7-b944-ee4063ed3967' class='xr-var-data-in' type='checkbox'><label for='data-83b11b1a-a596-40f7-b944-ee4063ed3967' 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'></dl></div><div class='xr-var-data'><pre>array([-180.     , -179.9    , -179.79999, ...,  179.70001,  179.79999,\n",
       "        179.9    ], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-424fabff-e51b-4230-963d-7f237a27f464' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-424fabff-e51b-4230-963d-7f237a27f464' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c996700a-0420-4845-9417-6ae525d1c156' class='xr-var-data-in' type='checkbox'><label for='data-c996700a-0420-4845-9417-6ae525d1c156' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>time</span></div><div class='xr-var-dims'>(time)</div><div class='xr-var-dtype'>datetime64[ns]</div><div class='xr-var-preview xr-preview'>2022-01-01 ... 2022-12-01</div><input id='attrs-980fd9c8-ad52-4b73-a93f-a0bff879d8bf' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-980fd9c8-ad52-4b73-a93f-a0bff879d8bf' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-11e72f16-7bf5-42f6-ad27-0d4cd0b0c321' class='xr-var-data-in' type='checkbox'><label for='data-11e72f16-7bf5-42f6-ad27-0d4cd0b0c321' 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</dd></dl></div><div class='xr-var-data'><pre>array([&#x27;2022-01-01T00:00:00.000000000&#x27;, &#x27;2022-02-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-03-01T00:00:00.000000000&#x27;, &#x27;2022-04-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-05-01T00:00:00.000000000&#x27;, &#x27;2022-06-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-07-01T00:00:00.000000000&#x27;, &#x27;2022-08-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-09-01T00:00:00.000000000&#x27;, &#x27;2022-10-01T00:00:00.000000000&#x27;,\n",
       "       &#x27;2022-11-01T00:00:00.000000000&#x27;, &#x27;2022-12-01T00:00:00.000000000&#x27;],\n",
       "      dtype=&#x27;datetime64[ns]&#x27;)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</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-f16ee7c0-4993-47cf-bc69-f016e199e2a4' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f16ee7c0-4993-47cf-bc69-f016e199e2a4' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-ffa411ca-8f9e-436e-83c3-ba38ebc82c95' class='xr-var-data-in' type='checkbox'><label for='data-ffa411ca-8f9e-436e-83c3-ba38ebc82c95' 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>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-5b01f31a-0d55-4571-91c4-2afedef39890' class='xr-section-summary-in' type='checkbox'  checked><label for='section-5b01f31a-0d55-4571-91c4-2afedef39890' 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'>(time, latitude, longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>...</div><input id='attrs-f171a775-4d73-4831-8d8c-f65e893131f5' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-f171a775-4d73-4831-8d8c-f65e893131f5' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-f28113cc-6db4-4669-b5a2-9d7d29e88914' class='xr-var-data-in' type='checkbox'><label for='data-f28113cc-6db4-4669-b5a2-9d7d29e88914' 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>K</dd><dt><span>long_name :</span></dt><dd>2 metre temperature</dd></dl></div><div class='xr-var-data'><pre>[77803200 values with dtype=float32]</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-ec1fe5ad-f059-4627-93a1-2bd4712d50c3' class='xr-section-summary-in' type='checkbox'  ><label for='section-ec1fe5ad-f059-4627-93a1-2bd4712d50c3' 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>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-a0ec3a77-af23-4903-9fc1-90e668ce5b85' class='xr-index-data-in' type='checkbox'/><label for='index-a0ec3a77-af23-4903-9fc1-90e668ce5b85' 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, -179.89999389648438, -179.79998779296875,\n",
       "       -179.70001220703125, -179.60000610351562,              -179.5,\n",
       "       -179.39999389648438, -179.29998779296875, -179.20001220703125,\n",
       "       -179.10000610351562,\n",
       "       ...\n",
       "                     179.0,  179.10000610351562,  179.20001220703125,\n",
       "        179.29998779296875,  179.39999389648438,               179.5,\n",
       "        179.60000610351562,  179.70001220703125,  179.79998779296875,\n",
       "        179.89999389648438],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;longitude&#x27;, length=3600))</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-0ac267f4-c481-458c-a577-584812732472' class='xr-index-data-in' type='checkbox'/><label for='index-0ac267f4-c481-458c-a577-584812732472' 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,   89.9000015258789,  89.80000305175781,\n",
       "        89.69999694824219,   89.5999984741211,               89.5,\n",
       "         89.4000015258789,  89.30000305175781,  89.19999694824219,\n",
       "         89.0999984741211,\n",
       "       ...\n",
       "        -89.0999984741211, -89.19999694824219, -89.30000305175781,\n",
       "        -89.4000015258789,              -89.5,  -89.5999984741211,\n",
       "       -89.69999694824219, -89.80000305175781,  -89.9000015258789,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;latitude&#x27;, length=1801))</pre></div></li><li class='xr-var-item'><div class='xr-index-name'><div>time</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-c4f8a26a-95a5-4722-8e76-800f92195f55' class='xr-index-data-in' type='checkbox'/><label for='index-c4f8a26a-95a5-4722-8e76-800f92195f55' 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(DatetimeIndex([&#x27;2022-01-01&#x27;, &#x27;2022-02-01&#x27;, &#x27;2022-03-01&#x27;, &#x27;2022-04-01&#x27;,\n",
       "               &#x27;2022-05-01&#x27;, &#x27;2022-06-01&#x27;, &#x27;2022-07-01&#x27;, &#x27;2022-08-01&#x27;,\n",
       "               &#x27;2022-09-01&#x27;, &#x27;2022-10-01&#x27;, &#x27;2022-11-01&#x27;, &#x27;2022-12-01&#x27;],\n",
       "              dtype=&#x27;datetime64[ns]&#x27;, name=&#x27;time&#x27;, freq=None))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-fbbfc07c-7a26-460b-81ee-4492c466df21' class='xr-section-summary-in' type='checkbox'  checked><label for='section-fbbfc07c-7a26-460b-81ee-4492c466df21' class='xr-section-summary' >Attributes: <span>(2)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'><dt><span>Conventions :</span></dt><dd>CF-1.6</dd><dt><span>history :</span></dt><dd>2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmwf/eccodes/bin/grib_to_netcdf -S param -o /cache/tmp/5ea9c93e-5f00-467d-af3b-15aa45fb6d35-adaptor.mars.internal-1697206926.0725498-9200-11-tmp.nc /cache/tmp/5ea9c93e-5f00-467d-af3b-15aa45fb6d35-adaptor.mars.internal-1697206920.771951-9200-9-tmp.grib</dd></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.Dataset>\n",
       "Dimensions:      (longitude: 3600, latitude: 1801, time: 12)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float32 -180.0 -179.9 -179.8 ... 179.7 179.8 179.9\n",
       "  * latitude     (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "  * time         (time) datetime64[ns] 2022-01-01 2022-02-01 ... 2022-12-01\n",
       "    spatial_ref  int64 0\n",
       "Data variables:\n",
       "    t2m          (time, latitude, longitude) float32 ...\n",
       "Attributes:\n",
       "    Conventions:  CF-1.6\n",
       "    history:      2023-10-13 14:22:09 GMT by grib_to_netcdf-2.24.0: /opt/ecmw..."
      ]
     },
     "execution_count": 47,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_ERA5L"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "5b8f8955",
   "metadata": {
    "scrolled": true
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.collections.QuadMesh at 0x7f4b96d9a990>"
      ]
     },
     "execution_count": 48,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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eTU60r6dDs4DC3GQr3uRRMkVpvDvBe7ji+E98DNMSJBN/D7QgvOcSJ3ywrX3OZjrs2EbbLDhXwiI8t+vfv6lDk3kwMBdC4sTTqvovXz+qq7aPOm5rT0gcKETkn4BfqOrfeCHxEmAU+DnwRlV9YE/7L1QhMR0bz+mcycHeCeaN79kExrU78V2b2gQz3rwUOw1CBfK+3T2Y9hVrP3oBkktbWGRtcju4vwZtA+gYfGZSzgshkXitx3MTecWtK3sDHa5Y83GnLdhEufWNcysU1l5wgYtLseK0P20L6fKEI/xWQ+d/Vmpz89vm7r9Yf54TVCHavqwprfuw23aw/vu5EhL//LWju2r7mNVbekLigDohUgHuBk5W1ftE5AhgO+5RfR9wlKr+yQz7vQJ4BcCqVasevnXr1gex1/uHDe/zQsD7v083MS0UrL3gAiQTTKvthRRMVB1eUCUiumPGWiK01WsQuQ+iy2ve7BQpJpWHhBax9mMXoDFsft3caw2FkAiSYCZToGF3iVHCLW85u3APnkusO38Tt7zlwf9/50JIbDytqv/0tWO6avv41bctWCExX7ybfgunRdwHED4BROTTwNdn2klVLwQuBKdJPAj9nBt4ZjfwEnsTFBvfs6nDLTFEP2vktIKT3rGpOG7wdw9mqevPdeYok7qBwKRuED/QgDQVIFI0FvDBbxbaJrISNxG0C6UtQKR0nLzW3i9wEre85ezDzg4+E1Z/8qOYloFE2fwXb9x7+7/9GFtePXu74z/xMS+YSwN9cC1W7XBVJjSb5nyAaf8IWs3aj15Q/GlrP3bBbtsD1mxy7Ta//g3dEf6irPuIO95cC6CDDyEvAmkOX8yXK3wB8IXwQ0TKhr5nA9c86D06CDjhg5vaLp/iiNnwjG04dxMb37upiIfYeI7/fM+mDhvNxvduKuz1QdCEmXghIPy+1k8BJGuPGdeddzbXftCd96S3t+3S+4rNZ78BW1Fs7AYeNbSjp03pd8mDKZg6OmSId7nNq+3vYjtt5oczTOZMTF0JiE9+tONzpm0FRFHjl0jRWNHY8TsatZ0ZglAO64rfPgJ/7ccucEJB2r/d8d2yZtMFrPkrv2y6YFof9n79t7z5DcX5inMtELj5j+lq2RNEpCYi/ycivxKRa0XkvX79EhH5tojc7D8Xl/Z5m4jcIiI3isgzDuZ1HnIhISJ14OnAJaXV54vI1SJyFfAU4LCYTt78trPbg6f3Rw8vY9m7Z8O5ThBsOHfTbv/QDe8523EK/jhB0JR5i3JUNPhz+XVBEAUT0clvO4DBWJy7aDpsyWtKVnODkA2D0QyCQ8teTZFrl9eckEA8cR0rtqKHtRax+rMfZvWFH8HGukfNoAMGN8v3g+/qv+8UGqv/9mPuHkadz1WxLmoLDJv4QJhIi2epWNjdHOVWtj+LnGC+T1o+Fk54FJzUHhA0j/KyUISFqtDSqKtlL2gCT1XV04EzgN8UkccAbwW+q6onAN/1vxGRk4A/AE4GfhP4pPcOPSiYF5zEXGAuiOsQH/BgIngLFZjmFVR+WWcisDe+t21KKsdQbHjfpiIR33SXU6BI5BfcWENswv7wI6sv/AjkQjRhMJl0Rmj73E2FF1Qp62zINJt74XLT289mzV9dwObXv4G1F1yACod9fMJx/3S+82QCtrzizbO2W33hR/zIDAhs+bM3sfpTH93dI0ldgKATGCWGGmYgImT3Z822eYtilzJ/5D2cEN2NuijMXOG8wfTozVflTe3zCtNNYNO7G4IZy5rKgTwXazZdwG1veOMBcwTrT+3TT3z1+K7a/uaa67s6n580/wj4c+BfgF9T1Xu8deV/VHWDiLwNQFU/6Pf5JnCOqv5kPy9lz316KAuJNX91wW4PJkx7l6Zt3x/Pk7Ufu4Bb3/iG4nM61n140+4Er233o8NLSDqFxYZzvTCQmb2Wysnibny34yeCsAheJfGUG6xN5lN2JN25ORYmjgioWGQiwjTECQrbFgqSe4GUt68lzEJt4r2YKpAN5JjUYBMXeCGZcNtru5xlHwRsuORc0mbM5he8nTVf+AA2M0SVHBHFGOWm33/XnJ/zuH88n60ve8vu6//hI4jClj99M6s//RH3WRYcM6E0uGNBcikGcmeKaidT3G3At9J2PrAlzcQoNqJDo3GpW9oHCMcqEjv68+3GfUAnfyLaIaR200SmTXQ2v37/BcVcENcnnNqnH//q2q7a/vaaa7finHECLvScauhPBFwBrAP+VlX/UkRGVHW41OYBVV0sIn8D/FRV/9Wv/0fgv1T13w/kembDfCGuDwk00vZD2jFbaj/JBS/lVx3/iY/tdpwwkK35K0/ave4NrPnrj7Uf/si5OJJo4RWksRYz5bKb37oPt72fCnLRzPDC4D2lxMdKnDuz2SgE6yHO5fCmacF5J3xwE1mfO34euYH8pref3ZGpdDaUg85W//OH0apFrXETyFzaljIF8RxKiHvIamCrznspcBHxeIStKsS6x1n1g4G1//YB8lbFmT/+7QOIQJRYjFFEFFXhhIvfjxhFrSBGuem5excaqy/6ECLKbX/0thm3b33ZW5x2kbuBNQiMrS9/M8f9w0c47h8+UgySamDry9/UFhZllGc6uTizn5Y0utzN9DXCmYmKAVghAg1aptKRqiM4LLRztuD+147fgrSkPfb7B1m9RhEEUCFYwvNOSUBo+2fHuT02v969Yx1aSanNba99I8f/zcdmFkp22oH3G/tEXG/fk1BS1Rw4Q0SGga+IyCl7PPEMh+i2I/uKw0aTqK5aqce88ey9uhCu/vRH3EPiZ1adarU4IjZA1D3QlGZT5dsVBvLSjKqM3bxMwuwoaA2m9B12M3Wt+8gFhW/7TP7p5Yjs9e/f1DnjU5dqYeN7N7nBIJ45ad268zcV11eOc8irdO2aeNw/nu+O0TSY1LQHokyKAkPB9BXMDXkV0kUWrXnpFytbXrr7DPpQIAzkABIp4gc3U/L6UXW/VYXwCqk1IMqtz39Hx/GO/9cP7iYUVv/LhwBhyx//Jas/+2ECi7/lpW9h9T9/2M2+g7nGStvjqDTAbX250yqmD5QdkwwBcjcpCc+7pNIeLKU9eGvVeg1Pi+NIZggeap3cgechpgdc4DWWlul4H9RQCKNQqcc0TeGlVwgQfx+KeiNh/xIf4nbWghdxsR3u+sSWtBa/Xyh25fKSuQ23vf7AzU3rTq3rxy5d31Xb31v7q67PJyLvASZwqYl65qa5QnXVSj36za8vfu/NTHHcP3zEDYpBUKi03TC9x04xW8rFuXtGpZlQUMcj97BKSzrV6WDvVTqFRXkdtF++8jr/1t/y5jdwwoc2dQqy0jECZsq6qsYJheDpFIjjcmRrOfJ67UcvKAYOsc70lFf2Hsx03D95ASFA0xTRwoWAmFZLIvSxNWzRRSlb/vitezz+g4kTLn4/6VRwCYOokhNFlpnmbUF7UCtYK15ggM0NagUTKbf+wdsBWPOFD7D5Bf775z+A+oFeA4s/7f90G73wCQN1xRa/gULDCAJ668ve4rSMgLLx35vuCmGTmtKEwreLFE0s4gd+LT1rkkvHoBuO3zEge4EkAmQCLeO0RE+UA95hI7xDEI1F2ErpOP6+gxNk7Wvx5y5rK37At7F78J3m5U1c4d0M3IlpCyGTuXs+V0Li/P/Y0FXb5667ctbzichyIFXVERHpA74FfBh4MrBDVT8kIm8FlqjqW0TkZODzwKOAo3Gk9gleG5lzHJbmpqABrv7UR8HClj/fPRfP1pc7c8bqf/GzONEih1AwJ4gothkhVTe9DjNHwiysZdxn5FR0fN0DZ691gwa5eEHkTVv+iS9mYeGlsLQfbgAVN8ufaZZYEhq7Jc5r7876D2yChOKFmc4zdASpGbjlDZ4wtmCrEE8Iay+4oLinM9mA3aDSHjTLJoPgGutcdJU8aA0AA/m8EhDH/+sHUZu4QTG2JFXnTWCMtv+ScjCaNzuZSLn5ee9m/Zff58Zjsdhp5gwTWdZ96f1+fynumaDY3EzTRMM5/OBpBSru+dv60r/sOO7qz5zvzHh4YW3cIF0M8KJFISM38fEDtFi0pEVTmvwoXnsK+/mZd8cg7v9mDe3KD6JRSBRapvCmcut9f7L2PbQVJZo0ZAPuuQhFrYqJ2ixWoSD7bBJUEt+/0nPY8S5UbKE1WYWu3K66gCKkOidD6FHAZz0vYYAvqerXReQnwJdE5GXA7cDzAFT1WhH5EnAdkAGvPlgCAg4jTeIRj3iEbnvV/3NqruAe1lghlQ779urPfrhk8AyzIEGMn0XhHjTNBXJTvECa+Zc72KStQCOC1LjzlGdu/rNwRU2lrfr7mXoZhY02mHt8mw5NftrfVE6k115JISxCeoVu0jwUXiOGwhQQvEfWnb8JW9U9mvFWX/gRN3tUcZ5MLSm8nGwMtqbYmoVaTlTNixn23rDxknO54TnvBuDEr7wXq4KqdGX731es+cIHsGmESXJM5LkHoxg/YeiQ0/6PEdFiHAv9DFj/7+/r+B326RAg02bshYZh/bNXmE2KUb+z0zNpIGWBUzbRlJ45JyD8NQSNAgrtgMS2Xa9z38eghSiFtgF0BN4V51JgKnJmLSvYSqg5Kx3tTcO45JTi+KlgOjJNQZMSQV42+QahE7QjKEzC0BZmGkxbgnuH1Qs13/etf/KXB6xJrDm1X9//lT1RB2288IT/60Vczwds/ROngq/+5w+jmQELW6cToKb0VuJmeTZ1zJwI2NzN3qKKRdWWZk3ijtmIsJEisXVpI5ogTQFr/IMpSOpswCZzWkY+kBcvs2SmsDVLJgVZGNRl946VZlHq24T9S15PYZYevEKCN0lIBx7MZid8cNNunEahIZQHEnYXSHmf3buHUZ/z+NGxBPK2mS3MNu2SFnE145b/9849H2cabnjOuznpP84hyyLyPC68itZ/+X1zKijW//v70DzGJDlRbDGRG9QEuP7Z7ynabbjkXM+varEdKPiLDpRm3O5nWzsNn3gh47gMAMU2Y9SCVGxx3KI9WggSf+L2uWZCmOWHHnitwGkfTtNVcb/Va0dt5VYLM5SgxUy8uKYO4RD+7NJ5qxbNo4IkL0yNnpA3qbtmm7gsAICr4+E1DMm9RuC1fAQ0aQsMAK0oZIIUF6Jt4YBvL1poW+37Ocv92kcoQj5DCpPDDYeVJrE/cRJr/+0D5KkhSkpTraAplGdN4jSIvBWh3kQgxroZ4ljsVHX/UppM2hyFuNm8redIrMWLipUO4rxwUQwvcsnt1ZHdJVNHWWmJtOAbimI53of91je9oUjGh+yZiF7zV+1I2lCKtFt33zVfcHZ2bUWYsQjTMIW7a9avyJGNrrWH6Tj1q+8hzSKsFbJWRF9/i2vPOme/jjUTTvvau2mmMVkrJq60A1YEN6gEIbHxknOd+VFltzE5DD7XP/s9bLzk3GL9dDOV2raQKKMgvlXIW5F7FqX0rEhpXysdZq+ODk8/sZQGRmvamkfUOdg6k6mfuViKmbdEvg+lSUr7ZNq5vvjeXqmpQZqm0KBNywkdmzivNkmlyNGliWKaxr8HYfLTnuhoCNSzbc07kO5ipa1hhOuKHcfizIfuOiRWtvzxX/r/7MBdYI8/dUDPueS0rtq+ZP1PeprEfMXx//pBELjthbu7HJ5w8ftRawqCUlUKc4AYNxJnYxWk4jUK/8BHQy1s5qYnJnIEbMFTIOSZIFMRUcM9zFFD0MS4Ys3qZ3KRFh4ZzgVUnOuteLVa2gOBc4H13immPZt03laC2E4Vu1xJTSO49U2zC4eAza9/A2s+7hLB3fpG514YAtv2uu8L3s6az38AWzJjgDc19VmSaP9twFf/7nv3e9+9wQmgGLVC4gVE5PtaFkQn/cc5BPuLKbtHh8Hff2645NyO7ZTMVCJamDMLl9Bg8vFt8kzcsxj7+xWVz+E1CgOqJY2iZDkNMEnnxM8JIeeejH+uJbLFMUwt9yZWMBW3XjzZXNZmwvmC1tHhoYebWbuNvh/VHOlrC95CwGUuVYXJxU9IpNMk5ic8GiviTU9trbvzWlHp5C+8hl9o3r5/wUNt9UUfYsuL5oYLU+UhkbvpsBcSs/mjb7jkXMBgYtsm6bQ9SLTGK47AHGqSNRIwihlMiWJLOpVgkrwg7WxqiCoWmzt7r0SK9uVoHrkXsuXc/axRpC9EL4Eghc21EBi0TUiStTUL9SYC8INMyVUomKM02j0SNfzuJtla4B2C//lt+xCstPkP387qf/kQtuVMb0YFW1MqS6cOStDZgeDkS8+hMVUBqojxpiWjxJHFiGJMW6id+tX3EPmBGZhREyhMSNBhUgInVGbT1WXatii25JnBeK3VaS0+DiOYo6y7vxJph7dTkU7Dc2b4vhSTHyNoHvrV1hQKV1+jmNiWHBDC8XDmr0AM465PggmopCW5HWjP8lXa3nt+m4hCJcfmgrVKNFUSFDgtwladiajDdCRtV1ax3qtpIHMTs9iy5UVvdfElxvNEqXMq0cS23zPf79UXfWiWf2Tf4Ijrw7/e62EvJGbC+i+/D5D2A6WOUDT+pWmOVVEr1Oqpe8msIW9EqAhSUaLtCRol5ItTN8iokDcd6am5FDblfACkaVAjLh4gzLRFvfskEHlbcGbcYJ+oI8czabvueUJYRQq/cmxpePEzrD0JgbDt+E98jNte+0YX7FfiD2xFC+6hm2RzM6HSn9JCsCretRHybH69RCd+5b00pyqed8pJkrzDhJTEOb945vuL9sZY0izq4B2KgbW0LreGKJgfp20Lg2qbW2jD2tJM1HMuoU0gzaXkYWUEVII7rBdEpX06bWF+vUJk1D2HJdNWIM6lZDotggNLxwmCIlxLISTFTViUwB+UtPBiZ0qzeu8EkEvby8k/uy5FTGmyFLQuH/RX9McodnHq4ksu+hA0Ihdb8tkPIzGO8/DxEuRAJEgt222yKH888+RxX5Ef+vR3Bx0PSSERSM9gZ25OJV6jcC6JUTUnm4y54Tnv5uRLz0GMZctLXGqGrBVhl6XIrphoW4JJhfTIFpJYxIBU8sKVVWILicWmxr84BhPnzu0RCldIBIhL/vjqzUrGeGVBsd5bKKjkZVdCNd3nsgmCQMXbnIN5LReO/8TH0Iqy5c/2r3znTc99FxsuOZdoaIrcGhoP1LhtP7mIg4kosdjc0FdLOwbvcrBc0dYoGtkO7cH673luMMYSGSUymfe+as/ipwsEKbukevNR0FrCoB0ESmR0t+OF80aRdYJN2iajMOEJj1P5nOo/c9zzVAzWnucoTKyhvyWity0QpPgQT3p3nkPanEfgUEqm0cIZQBQlmL18mnjFuammzr0pBMUFPk5y94xrotz2mtIERqX9rBp1HIjx3EXkNIetL+l0G55LKO3/5HDGQ05IrP23D3DrH7yd9V9+H5FRcms6Zk5R5Pzcq0NNTv3qe5jY1UdUsTz8v97B5hecB8CZ33gn4/1O28hakbOxTsWO86unRNWcdLyCJJYosWjwoKrmbmAI9mD1L1PhmoefefnZWWI7yUtvmyV4KB7IA+rf6Y70CsJ+C4iAG0uuoOu+9P49tDw0GOxrcv+2IadFxDnVOCPLDdYPrZEoj/yvt3P5b30AgF888/2c+Y13klvhV7/Tdms9/evvwlohiXOsNeRW3MBOe8BVP4O3Kh1ahhvg223Cd2shipzZCyD2++TWGdajQoPxY6z3PjLGDfTTTWFljUdVMOKed5u1B3wAMz3FhlIIgRAk6GIwtBBmZaeODrMXOO4DT09M99AKWksVNHX5ZlQ8uRxIajw5XZoIYWDLKzufzUBCr/7nDztS+k8e/Ij9h4Im8ZD3bjrhYjeQiVGSOCfLTeGLf+JX3tvhAjkbjv/XD2JbEZXBFlkzcrO01GsLsTrtIYuQyBaqeJjFhelfsV3aszygHZOBOFXagqQhVUJ7QOg63bTH6r/9WIerKniZk9girmT1Z87fLc7kcMC6L72fajVjsNYkjnJya8it6SCdf/qMD3bsc+Y33uln9vjJhRQCwHpCdkZXWI+yGWo6pxGQWyGOLHHpOcj9f9xhliohzGRD3/c0sw3aS25Nh+Aotpf6aXPZLe2ICGTNCNuInZYcKSayhTmq0JDLwgTHdYjBacNeu9DMtCc5Rtny4tln/Ks/c77nRehI3RLMTdTyfSaj58K7aeUpQ/qGix/TVds3nPTtnnfTQsXNz2v77p/61fdw43PeXcyAuxEQ4Mjx9V9+n7P9VnKyRuy+1zNsK8JmEdoykEfIYAsTW+e54nP9iHjSMJgc0HYEqXoi3EdzO8+ovNBEQjqR1Rd+ZN8G82AiCCaWkPOpBA35rRYInv4/Z5PmjgP5n1/fvTAPwBO+8xYG+qv0JSk/+Y0PFeugPdsN68tws3po5RGRWCQSjJ/imkiLwTzLI5LYOSeYaUIjDOCqYfB15qYQJS3ihEQU/J9Fkci1i3wQzHQhsFssW+m44ZrCpyUIMlu0CSY2a6WIAXFChIJzCBpHnkWoJ83xwYYSUnuItE1NQQB4DdlmEd5TwxPxRUAQwB4FBDB7Tq9coLrvAmLuIOSzBqkcPjj8daV9QHC37KulntzuHjc9910kSe4CxpqReznS4CMOppahsbOFazA3GFukdghuj6oQxXn7JS15n0hskcjN4MS4F1Bi69T0ZPZZ7EzY8qo3tROueQGhkULFsvqfP+yIQJ/tc/U/f3ifjn0okVpHMv/ad2c2m/3oaedz5W+/bzdBMNvsPsB4nqAa50RGSTwX0TbpOA2jmmRExrpFLLFxSyRuHTitQESJIuv3s1TjvBAu4XgizvwViaUS5cTGkpicxOTtcxgtlqCFJP75EXHmIrdY4sjtl/hzlYPLgokraBfGazPGR323phJvptJCMtmpmGwiJptIsI3Yc3ECqXFm0qkI24icBtyKOjRmd5H7l9Tx+M990Lm2ew5i7b99YJ+PMRdQINWoq2UhoyckPMpC4erffe9+RfRee9Y5POq/386WP32zI7IjdS9ESC5WdaR2VDI7xZ4wN6IkSU6lmoE4oi+o8lLM2nyqiMg6dd+4QdxUciTJWf3ZD3PcP53fmehtD9DYBTGF5IUShIYn/TDeTmx8vMk8x7d/bRMiylRamVWTCPi1776pECQ/etr5RF5gTxcej/3WW3nst95aDPChnfWmoCBcglBwi+MPCpu/FzABiRc0YaA3fkodBELYx+1niwHciBMEkVEqUU7iBZD4/Qza7oPvb1ugaMF9BAFRq2TEkRMouW2by8paiOLcwTU1qDVoK3Km1EZENB45krlp2oWF0rZnkiYWSU07atqtdQKkadiyH6Ty2i86XtC2nJlJrex3oOaBwjkTmK6WhYyF3fs5wvp/n7s0D//3m25W09ffJKlljhQMWkGkRLWMyPvjVyoZSZwXfvFO/W97gUiHsChpD8YdyySlbV4giR/gV39674IiCBo1WviRtze6ZeufvAUT55hyCvV5jGqUMVht7LVdmT940nffPKuZqYww8AL+P6MYpNtt2oN7WIrBFy1+B2EQNJJw/LZGkBcz/8hrAZU4I/HryueoRHmhTQSNJvJCxiJeYGnRZ4MWvAc4oRWEjyPQDTY3LkWN59dMJXeab8sLhap16WYEqOfO/OQ99ETwOc7oMCtpK4KmEzIHwnPZRuSOPR4XAYqHCrmarpaFjIc0cd0tMb2/OPnSc5iarBBXXO6mPDdEkSXPIkxkSZKsID/DNnD24TykUYDCpRDa5KP70TaRtGsaeNLbCpq124m6qmYBHSakEJgXDicUXEk4t/E5jfY1/9KDhd/64eto5RHffcoF/Pr334BV4ftP3b1A1L7iSd99c9vltUQeGwkuqiXX1NLgHRD2CW0B7+I6cxR6lkdU4qzQLsoCqHzOjn00eBO11wduJldhqpkQGaWvkpKr0GglgBMOjWZCFLU1jyw3WGvaJLY/feuBmqMV6llHIsyCT7PGeS1ZpzkEl9c8dUJBM1OQ3QfCIaz94nnkkwlRPSWfijHVvEjDvi+YC+L66JOH9RVffHJXbd976lcXLHG9sEXcAeJgCoiAvnqLPHO20yiyJElOXMlIpxKajQrNVly4UkaeHDV+Nlp4HVkpUiGEwCkRdTM74/L8SDAnlMxRUrFI4md4lfagtPpfPlyYqtqpzSl5OpV4EBO8UxzZOj276XxC7Ae67z7lAlIb8fT/OXuP7X/9+y62pMxfPOm7b+bx3/5Lfu27byoEhJaWgDKBXBYMHVqDtDWJapRRiTNqcUo9aRF7TSIWSzXKSEzOZKtCLU6pRhnV2C2BiwifcUlDCccu8xRlniFXoRLlVJKclg9qjESJI+fFt+uBOs2phFYrLvrueAxbaLfhmmtLp6Bqias5cSX3z1k7eZ7j0iyValrclyi2VPpSl56jmpP0u7iUNV/Yfw7BRZCDzZy5an8ExNxBHhKaxMLu/TzFo/7bPbiDtaab+VshSyMQiL1nUqW/Rd6IyH00b5HqgLZWEAbtQCBKWXDMQrQWhHcY3CPr+ZG2kAhp0U1kMXHuzQQ649MQuBPxnEmeRR1J7OYDfvuHfwFQDLwAg5UmFZPPtgvP+MHrMaL8+vffUBDdv/bdN2Fwg26Id5juoRTWRdMG67DOSFs4BKK5GjkyO3waUapxRl+cFv95roZ6pUU1zoh9m1isW/xvI0rF5FQid11BaJiSYIrFC6Ukoy9JURUSkxe8RiXOiKN2+g1tRWTNiNGROqpCNXHbjQ/OC/xZY7xKUk+JPbnu1lviSka1mtHf3yz27au3qPe1itgQMUpUyUkbMToVI0ZZ96X3s/aL5xUcQ9fks+BMX3twN36woLjJQjfLQkZPSBwEBF7ip8/4IP3VFnGSkzdismZEo5W4wTaNiOspeWqYGq8W+wYPFWOc1hGV3RS9nTh4rRReUuGFKXnatLUKv5Q4hdv+6G2F77oY/PaQg1wLIeO0C3Hps33AVuTTWMwnQRHMMGFgDxqCRXjWZa/taPvbP/wLfuuHr3ODsB9kK8HrJ2rPxgMRXEZUmmGHQTuYjoIwSPwgXouy4thlLaAep1RMXgz+tThzTgteG4j9ecO5J7MEg7u+RhYzmSVYFWJji8EnHDu1UUdfYnFchsUF8+Uq7JrsY9dYH2KU/oEmlaFmYVYafaAO4ARV5JJeOvOooVJveW8sd921akq1mlGrpBhRGs3EZdPN2/EmwdurVnPpbVCBWAuPK/VOHNA2T3XzXyMuV9ihRsjd1PNuOsgQkS0icrWIXCkiP/frlojIt0XkZv+5+FD3c39x+W99gJpXwSUqkZpxO9unTsZMTFYLP/3ggRLcFaOoLSiCUChrF0FoOE1DvfkpuNfaYgnxH2u/eF6HuapIcieODI8S6/NY0Saz/TnCIDq9yM6hhFXhm0/+K/7rSR8vhEIYaMuzuGdd9lo3uJcG3fJAa0qDfxlBEIQBuDyQx96bKJiG6nFKLXLfK6a9hPVl01EQFvU4LQRGx3XhzEWZGjJrin0BMh/8VwvCwFiGqo2i/5Nphcm0QpZHtNKYsV197NwxADgX7yUDk7SyiNzXUgmEcppFNNKENItIs8hpJLWUaiUrBvRaNS1MomkWuQhyo6TNmNwH1AW3W+NNqHnusi3jn0WEYvIBbY11b7jhOe8mSg5aEbZ9hsV0tSxkzJfeP0VVzygRO28FvquqJ+Dqt86fOpf7gaG+BlEtI2/ETO7so9FKsFboq6aYyFJfMUHeigg5e4KnSdn1MQpeTqLuRZROU5D7LJum/Ita8o6KYuvSkRR5dNqLiS0mabvmBq4jmBviKMcYy/XPdgGHJ37lvYfgTs6M/3zSXxffv/bETxQDKbTNRWf96DUdQqCZOTt8Zk2xTPlZOjhzXiCEg2AxdKbdKDyPjDMLVUx78A8DeBASrTwqTEiF2cgLj/C9rLmEc4b2HWalGT7LpqnURuwY62eqlTDRrNDKItQKi5dM0Moimq2YHaP9xWQFK5iBlHggZWykzuRkldwahvunyHLjyGyfWiS49TrnirYAFlHiSk61khWcRsW712ZZVHAJJnF3UETJM1MIlVlT5c6A+eI8EXifbpaFjPkacX0W8Gv++2eB/wEOXqaug4ypNGGgvwH9MDlVJZ2KGRqexIgytGiKXQ/UEeNcDyuR0zryUvKw8sAFZaHgo6bDOh/4WkAoXsigEeQqhVYQ2rT3axPYUWQ7iP1Tv/qeItjwpP84h+uffc5c36Y5w3896eMdv5/9v68GhJaNaGSxM+9EeWEvbuZxQSCPNWvUYvcfJCbvJKtxUdbB5BKIclP6HXgRg2LEYgSsGoarU9gQqOZHxKwgNE2H+SgcE9o2bwR2tWr0Jy0nPHz7ho0LgZRZQyxO2xFRMj8A55mLltw1WueoZSO0stiZnsb6yBoJcZ9LgS/AQH+DNIuoVbIi15Pz0LJkeewmNp6/irGFJmutkHhOQvx+lUjJValWsqIv1tfRjiNLXnLDXahY6HxDN5gPmoQC3xKRK0TkFX7dEap6D4D/XDHTjiLyChH5uYj8fNu2bQ9Sd/cdV/zWefQlGX1Jxs3PeydHLB9lqllhbKJGK41IahmLhifJckMrj5xHhPdoCrlzstyUgp20mHl1kN7BL53d1ffCRBWWEHfhPaPi2Pm8G3HfywLi5EvP6Sj+ExnltK+9m9O/Pr/qREzHc3/8Kp79v69um5S8aSdwBuDMTFX/fSpL6K80sQijzRrjzSrNPC6iuCNPCk8njAtymTCzt5hSUFwcOAi/hHW1KGgRWaF9BK0ibKtFGXUvtJbWJgtTVjAzWRUya2hZZzayKkymFZYMTDJQa2KMko5ViGspS4fH2TXZhxFl11gfcWypDjSJY0slzunva1KNnTdUJXLaT5o5niO3hv5aqx006IP8opI2G+5R4u9N4E5C8GGtmjI00KC/1ir+o0CEG6PziufqBi4L7OEfTDcfNInHq+rdIrIC+LaI3NDtjqp6IXAhuDiJg9XBuUA5YVwji10pznqLob6GMwmkEXlu0FiIJCf2/0yullYa42Zy0W4poY2xRZoHTzu7DLJ0ahzus+1CCBT+8GFbOS3ExkvOxRjLdb93zm7lQq1KkZH09K+/qyM76nzAWT96TTHTLifAM6K08ohWHtHQ2GfkzYu2aqUgmoGChN4x2U9uDYv7JgE6NIIyf2F9al0jnV5RFeOEUMsmDEbNoq1BccO/8YIiK8xZTiNx2k6mhlqU+WuwWDU08piWjYrrCsR9M4sZqjaoRRn3jA+5yUXiBMW2NOKIZaMMVhvES3J2jtfJsojM8wrGWFd/2vc9KxwlhIG+JrkVqqFqnlK4yIZU45FRKrHrcxAyVl0+qlrSKLydrApjrRgTKdf93jkA84rj6hYKpPNYAIhIN/UDJlT1U3tqsEchISJf7eIkO1X1JV20mxGqerf/vF9EvgI8CrhPRI5S1XtE5Cjg/v09/nzDiV95L8uHGuS5YWn/BI0sKV42VaGVxtSSrMg2Cm7wzltxx8ATBERklHLVNOuL35QRhAhokc7axWPYjuylzsyQklvTkdunjJMvPYfYD6IhG+p8w6VP+Bue/5NXgrTNAWXyty4pmTqtLc0jJtMKU60E48nfismpVKcwomReOGybGCCzhoGkVZDGATOR3cW2krG9P255LcMN6olY4pJZcSqvEEtOIrYQFgA2T6hFaXGOlnXnXFKdwoglsxEWIRbLPdlgwX8c0T/GcUMPMJpWuW3bUloP1BidqtKXtEhMzlBfk/t3DpJPxeRx5FOnt4rzJHFOtZq181D50SIylsRfQ5Y7LqdayRioOgEo2s4u28qjYn2IOUmz2MUMxfOHgN4/yHzXEt4M/B2wp5f0lcD+CwngRODle9guwN/u5Riz7yzSDxhVHfPffwM4F/gq8GLgQ/7z0v09x3zD8qFx7tm5iKVDEwxWmkTG0srdbM5Eliwz7BgZoFJN6fNeUeX6A+WBO9h/jYZaAdLx4rVTPLc1CWi7EQbbMVAkfQuBfXnuBMUZ//kurvzttqYwXas48xvzg0Scji8+9u95/k9e2TZ7iMWKG5BbNuK+8UEazaRD21raP1WYfcpoZjGLalNMppXCEykcF9oks0UK01LQFGaC0w4iMo0YTqaK9eGY5fNHKLHkWDWFFmE8SZ54sjusB6gNpoxnVe4YHUYVhvumWFabwKxQbmwdweRIH9uNsrh/kqk0JqlmRZDmxM460TI3cagkLuq7Xmk5xwb/fIXvkbFYH9UdR9bnksq9lun6XotTKnFWmPMm0wpWpaj0VzZhzkeNtBvYPY6/hxwXqeoebXh+3N0j9iYk3qGqP9jLSQ7EzeUI4CviRq8Y+Lyq/reIXA58SUReBtwOPO8AzjGvYFWoVDJSa8jUcPfIIuq1FiaytKYSnxHWDfTTc/4HoRA0hnL+HRGoJTmpdWar0C7zs8ow+NSSlNRGHa6UIU7AkbrOjhwlTkCpcQWXgsZxxW+d13E95VKf8w0Vk9GyLragbJa59b5lHLd8JyOmjyV9k9TjlNFWlZoPZCsjkNwOmfdgyslsxJcf/0kAXvDTV9CycccAXzZFWTVUTUaqBoMp+Io+k3oB4ParRzCa1hiIO3NPVXEOB0Eo9fljjqR9LKlMYNWQi9KyMY08oR61WF4f56j6KP1Rk4ncxeGcvPIeJrOEu0cWkVvDor4GjVbCisVjAIzEfY57qLaKexUZSy1Oi1TjjdSl9EjzqEgp3ldJqSWO68ls2yOsHEyWW0Mtds+eqhQToICFKCCCd9M8xnmzbRCRR6rq5aq61zS8exQSqvqlvR2gmzZ72HczcPoM63cAv76/x53PCLOqwUqT2x9YTLWSMTJaR61Q7UuxPjq7uatKNhRRqWRUE5cI0HmthCO5FzISxUTt9ZUoJ/ckajOLi/0aqTOntPKocK1NfNI4oPCnH6g1C3PVj552Po/91ltJjN2tCM9CQex5hZFmrRAA1WrGqoEHOLo+CsBFj/4HnvfjP2c0re7mgTTacgOsEfWxDikW4eLH/V1xjsxGhVAovJvE0rJx4W0ELiWG0zCgP2piRLlraphj+kaIsIzmNXb5gT/CkmpEInmxf66GSJyL63he5ajaLsD56u9o1bnhgSO4f+cQjzt+Myv6xlhWGXfb1dCUthfUqiUPEItlpNkHwM7xOkcsGuOIIScsAlEdSPqAZh6TRDlTaUJfkmKitoAbTJoFeR9m1y4WJaEWp0ymFRbVpphoVYgiO68nF/uCeW5u+q6IPF1VHyivFJHfAP4RWNnNQboirkVkPc6+dVx5H1V9atfd7QHwMywr7JysFwP4isVj3Ld9yBHXPo2HqeYMDUyx474h6kfsIstjKpW2hhEqqYVqZh3n8LP+XJ0ZIJCSkdGO3D+xH3DAvdD91RbVKCvSbD/hO2/hJ79x/oN7gw4CYl+PYUVtnJFWH9Uko5EnjLZqDCTO0+bix/0dz/3xq9g21e/yLPkYhrAE0hicUCijLDDAaRbg2iRR2ySU+pl+LJa+akrVZIWAABjyGkQiOYnkVMmKbLENm1AzKak6zbAvSmnamEiU1M/eh2tTtBY5fqKRJ4xmNaomw4hlWXWcwaTBjuYAiysTjm/RZQwsbdLMYkabNY4Z3MWuVo1FSYtG3g40rEUZLeuKLVkR+pLUTTyyhNwKy/onqMVZhxdZpoaRqT6W9U/QyiMW1aYKh4crfnt3reFR//32IlPBQsECqHH9KeD7XlBsAxCRP8RpGL/d7UG69W66GPh74NPAQmebDiky64oOBe6gEucMV6fYFg+gCssWTbB9Vz956twPk/6UXJ0JIMwooV0kJlPTUTs5aAHBPBRHeWEyyT2pHUwFcdIizSNq3rRUibKOzKmzkbHzEc/+31fzlcd30mPWv8RGlOFKg/7YubcuWz7OZx75GQCe9+M/57d/+Bf855P+mi8/7pM898evYmejjzSPyNR499a8MJ808mQ3oTAdX3jMhZz5jXdSiXKO6B9jeW2cqlgmbOQEjPFahQqJ+P9H3H+7qDZZ8A4R6rdbEsm5qzlcCBKApnWvb4SytDLJ0sokK+s1JvIKV9y1ktaOGvUVE5y44n6uuutoli0a58j+Ma7eeTRH9o9x/MCOQtA085j7GwO0spitjcUM16boS1IG4hYW52EVIsXDvUmtYUnfJENJs605lbzKhvumCg+n3Boa3uw3HY/677czMtHXUVt8IUApx7rMP6jqp0WkAXzPaw/PxxHVT1HVLd0ep1shkanqnt+MHrrCVFqhXmu5AjPGUvGuimuP2E4zi3lgqs+lv+hLSeIcraakWdQRRVw2A0RqO1JYh+2qQipRkfAtiiypOHtw3c+eLVKYmyre/76MH/56d8WL5gMya3jK997Y5m+MBfq5Z3SIJM5341ICgvnohT/7Uz736E/z5cc5nuHx3/5LFsdTztzUqrl7ZXLqcWvG40zHL575fp79v6/m3olBbrx/BcuGxjlu8IGif/c1Bjmmb4RF8RQNm5CYdkqOoElM2ooTEDghsaIyxtappViEa3ceyXDNkd4TaYXlfRNcc++RTgv19drT/oyhviY7G3287tTvsSt3uZl2DfRx28QydjQHipgNg7KsNkE9Tl0EuhoG/LU2sthFjduoMKdlmcHg4jqcM0BS3PdWHhXcRFj37V/bNON9evy3/5JKrAzWGwtKQATMc3MTqnqRFxS/xPG7j/fm/K6xNxfYJf7r10TkVcBXgGapAzv3rcs9iLgMoKpCK49IopxqnHHHA8Mkcc5AtUWaRQWxF9xUF/dNkllT+KBD272yJZ3mj8LPXZ3mEFwPA3mYq+lIM1H1PvjlLKoLEcEs1MhjmlnMUf2jrFgxTqaGl17+0kJ7KOOiR/8DL738pdy8a3nH+v99+oc58xvvZO3wDrY3XIbUFYPjjGfV3Y5x1o9ew6VP+Jvd1htRBipNli2foBZl3LBzBesXt4M+p/KEnfSzKJ4stIbAQwAsiibJCUSwJVfDTbuWc8+uIU458l62TfUz0aowsqufreMrqA43qFYyHnv0FvqiFomxpNYwkVe5L13EtpYTClWTMZA0uG10KYOVJrVIWFyZdO65JU4hsxEjrVrhUptb0+HN01dxArZlo4LQd+R5TG4N9+4aYsWisT1ONgYqTb755L/aw786j6Hz29wkIlfTDqmqA0tx5icBVFVP6+Y4e9MkriidBBwvEaDAmn3pdA+uCE1/pcl4s+qCnuKMUVtjUb3BcG2KWCw7x+sF5zDVqBDHjqQOuYF288vP2M3l0ogSVxrFeouzJbsI3bYm0ueFw9ee+IkH+1bMKepxSstGRQRyNc6YzCoMJQ2+8JgL97hvEB7P/t9XMxA3uejR/wDAyqERxrMKJw7fx32NISazCvWoxQt/9qeAG0Td+RKe9+M/pxJlfO7Rnwbg+T95JTsb/WwfH2D14p0c3799t8C7qbwCwGBkqBk3a6+atOAoUo2pmyZjtkYiOZFYjuof5elH3sAdjcWMtqqkUUTejDji2Ad4xIrbObLiyPjICxUbCVWTMWUrhWYwnlWYzKos7ZuklUdUooymjemL2l5NVoW7JoZY3jeBVWFXw0Vq1+K0iMlY5CsABrfhWCzbW1UqJifNI4bqjcJRYzYsWAGBTxU+v11gf2cuDrI376bjAUSkpqodfnkiUpuLDjzUUE9aHNu/i835UmqxI0gjY8l9wrnwgh4zuIuJtMKusT7y3DBUabY9aErcRGajDtJwOsLxCgEizjRTK2kPe7OxLwRYFepxC6vCQNJkpNlHI4+59An/0PUx6nGr494CLKtO8Mkz/7X4/aKfvbxIh+HiEyKW1dxAurNZ51mXvZZdrRrjzWXExnL0ol3sbNS5PF3F0464kbG8xn3NQawahpIGA1Gj4B2AQosAGDRTtDTm3tYwQ5EzLR1X38nWqaVcN3IE948MEkWW3zj5OoaSBiuS0eI4Vg2J5OR+khCJpeFNQia2VE3G9taAI9Ej54ob7uNk5uIZjht8oIgxWVabYLRVI1PDUNIs7hdAy0Z84TEXctaPXlOkO8nUBSHuTQj81g9fB+yeb2uhYD5rEqq6dS6O061B7cddruthLxisNDmqtouxRrXwGsmtccVgxDJUadBXTRlp9tHMY/rr7oVseCES7MchjUN76cz5U65ZEFJNBOJxyBfkqUXpboPiQsTLf/4SBpJGcR8aeUItzorBDOCVV7yoY58X/9/LdjvO5x79ae6fGix+1+PWbjPhlo0ZTWs08qQdM6HODBPcZHPrXFVrScrduxaxfvh+VIXt6QCZry1gxDKZJyyKpjxJbalJSkUyKpIV2kS/aXJkZYRbJ5fzrXs38h+3nMZld6zh3iuOIs8inrP2V6zvv5eV1R1UTeo0Dj8hyP0sNzEZuRrubAxzw9iRXL5jFd+87UR+fPMa/u/W4/jJXatp2phdaZ+/hhYDSZNW7ryxrI8snswSxzeo4ei+EZZUJqiarNDULn3C3/C1J36CWpTRn7S60hKmp3NfSFDmd9EhEfn6XLTZGydxJHAM0CciD6NtdhrC2bh62EdUohyLYeWiEe4ZH2Jp3wT1pMWS6hQtG3HH+DDHLXqAetzi1pFltNKYKLYMJC0qpl2gphxpG2OxHbmCHJ+RqfEPaTuAa2ezXvj7A4VpZSEjlhyD8YOZc8EcTasMV9rRzH//8Is69vnso/5xxmMtqU4W3xclU+xoDvCqX/xRoU0sSqawCA+03OMfCN3tjX6msoSj+kZZunScuyaHGU8rHDs8QsvGRMYykvYxELVIfALAQE7natilddbV7ivOnUiOwWIxNG3C/Y0BTltyN7/SY7jrriUwlMNUzL9d9wj+/PQfFEIlnzbvs2rYng7wra0bSbOIFYvGyK1hsK9BczJxtUys4ad2NccuHuHIvjEMLjCvFqVO4PpnZSBpERvLqvrOwgX3wkd8dsb7WDF54TW2J0xmCUOV5h7bzFco0kHQz0M8YS+plQQ4aW8H2Rsn8QzgJcCxwMdoC4lR4NCXhlqA+PLjPslLL38pK/sf4IZ7jmB5fZwl1SkWJVNM5BWM1KmYnHsnB4so2+OWOv+A/nj3lykxuW9niiRvQSC4tICC9cFhk7lLKzEQN+mL0llf8IWGv3/4RbzqF39EZiOG4kbhhbO4Mrn3nYHX/uKF3N8cpBalXPTotvD4+4dfxAt++ooOc1Nf5EwsU5EbuFfWR+iLWoynVY6uj1I1GTnCiUP3sr01wOX3riReZBmuNtjZ7Icq9EUpESEjrzMDTdkK39p5Mr+x5FrABc7VTArkLI4neO6Rv6ClMdsag9xplyKxglEGBqa4q7mYVdWdJF4DsRhyhPGsxlc2n8bkA3UwikQWHRJfRtUgkSKDKSg0JircMrmCeKVlSXWy0DCD+2/VZIxKzaVUN+48kSiv++UL+PjDvtBxPy3O5NfIkz3e9+f/5JWoDsxI+i8UzHNO4qwu2uzVXW9vnMRnReQi4AWq+rlue9bDnvGZR36Gd1z1HB513FYWVyapGscpDCUNBmNXXWxRZYqpPOGOyjBpHjGaVlmUTBXBUYknnpt5TKqGiazqOYZygjgLOE+myazig8oyBpMGEdoxQ17o+OSZ/8rrfvkCtrdc9bWj+kZ3u7ZX/PzFXPiIz/K6X74AcLPsT5z5OT5x5uyP9rLKRMfvjz/sC7zlV88jsxGnD9/F9aNH0rIRj11yG5O2wpJ4ohDSS+IJ4qNytk4s4ZjqCBNZlaG4wUhaL+IdmjZhy+RSThq8m23NAb6z8ySesvgGIrGM5HUSyek3TRJxwWuLKlPIVOQKQo0ljI4O85/NkxmsN3jSUbdyVGUXY3mN68aO4opfrXE2kX5fxxy4+/5hjjtyB4urUwwe06SRuVToO8friMCYjzCvRVmR6tuIgq9bYRHPdTjdLTHuvk7lSaGVfvlxn+RFP3t5oYHMhBf+7E+5Z3KYo+pj3f7F8w86N5yEiKwE/gU4EvfSXqiqHxeRM3DxaTUgA16lqv/n93kb8DJc3NpfqOo3d+veXlIqdYu9xkmoqhWRPwN6QmIO0dSE4+o72dnqpx6lHFN9gO3pIFN5xXmj+MjcRZUGVoVltYnC+wQoiMbcuAphsckLM0aRqwmDFSW1EQNJg5aN6Y+bRQDXJ874t0N5C+Yc02e0AK/6xR/RsjFTeUJm+3jRz16OkboLrOviBZ9JgJx/+sXF9zf96vl89PQvAnDuNb/rIqWN4xYAlgyOs7wyzjWjR1OPW4ykdY6q7eI/t5zMxmX3Ux9ocVRtF8vjMaIBZXs6wJh1PiHjeY1cDeN5lZ1pP0dURvnO9Rsxi5vYZowdSklur5Hd3s+Ovj6+ct/DWLJijJ13LYKWgYp3abaCtiLIXI3pLbevQJKcaj1l8cAkO8fr9NdaLO6b5IGpOscP7mR7sx+DMpA0fQ0My3BlksmSC/B4Xi3u4XSzpRGlIjPzXS/62cu5e2IRR/SNs6iU4HChIXASc4AMeKOq/kJEBoErROTbwPnAe1X1v0Tkmf73r4nIScAfACcDRwPfEZH1qnpQCMZuDWrfFpE3ichKX396SSmGoof9wGSeEGEZShocWRnh3tYw4MxHVU9Gj6Y1jqmPsKQ6yRHVUQaiph+EMm+KcLbrepQyELWomqxYgsDIVUhMzkirzpJkkoG45bcvfMJ6Jrz85y8pvr/yihcxkVWZyhP6opSj+0boj5u0bFTM6rvFq37xRzOu/+jpX+RdVz8bcASxEUvTJkVAXN20WBJPcERtlL7IpeIYSfv48w0/5AlLbuaoyggP799Croa6aVKPWjRtwnheY1fWx69Gj+XqXUczltb42tZTOHLFLjYcex+DSycYGp4kPa5BPCFIKhApo1cvdR0byCCxUM3BKEQKtRxEMbUMBNJWzD33DZNnhmYac8+uIQDunhwqTJdBQCytTJKILVx5I2zxrM1ktjTeLFXG83/ySl74sz+lL0pZVpss2i1kzAVxrar3qOov/Pcx4HocF6w4/hdgEXC3/34W8G+q2lTV24BbcCUWDgq6jbj+E//56tK6XpzEAeCTZ/4rb/nV89jWHGAomuKE2r1EYpnKE+6cWsziyiQDcdO9aHHbNTKRnIG4UXiwpDaiqcZrEt6NEQMmx6glEUuOFGRjIDjPO+2SQ3PhBxFv+tXzGYyFl//8JYylNaC/MHk085hja1Osrm0HYHs6WORF6gZ7Msu979SvADCZV6mbFtWSAI+wHFvZwfUTRzGcTNHMXTxCTVIGzRQ1HxexPB7lluaRHJWMkHuy+rZ0GZk1jDZrZNbwqKNu5xmLr2bYTHLjiqO4eeoILt15Bq1VTWRXAhMx6fIUiT3/kAuoID6Fi6YRppZhIosacds9JnbVqA81aKYxY6bGYLXBcLVBYnL6oyb3NIZYUfUJAMWZMRPJsWIKM14Z0wMXX/izP+WLj/00r/j5i2na+LBwu1Zkt2wHe8AyEfl56feFvmhaB0RkNfAw4GfA64FvishHcRP6x/lmxwA/Le12p183K0SkD1ilqjd22+GArq5QVY+fYekJiAPE+adfzGcf9Y/sSPuLWefp/Xfw2MW3ktqIybzC4sTNuBbFUyQmpx61qElWtK+ajIGoUWgZieSel8hJjC2ERxAQickPSwEBTju7aXQFuQq1KKXuTUp9UcoRNTfAWTWkGrEoniSf45QKS+KJ4vgNm5D7WIqapJwxeDsAo1mN8bzKf20/1edvcpl8E8lZFE2yM+9naTROIplLJW4sj1h2O+OtKrkKd6eLsQgrKzsZihssWTbmaoMo9B81TtSXuep4kWISS1R1EwfNDcQWtYJag80M6gtGpWMVkr6MxlSFUL2vHqc0spgHWnVGsxpLkkmm8qTQYCHU0bAFmT8bXvHzF/O5R3+6ECazeZYtRFikqwXYrqqPKC0zCYgB4MvA61V1FPhz4GxVXQmcjcvcCjMXEZo10ZqIPAu4Evhv//uMLgvKAV0KCRFJROQvROTf/fIaEdmz60IPXWMqr3hyMvMeKsqpg3dyfP8OEsmZyKpUTUrVpNRNqG7mlppf7z4zEuNmr4nkVCX1QqRZbJ+tEM5CwCt+/uJZt73uly/AqvjAQlOo+EfUXMrsqrTvXUA9avLB657Jedf+TmEymo63/Kq7UibnXfs7bE8HqJtODzSrhopkrK3cx0l9d7G2vo0bd61g4+C9/GJiNQAjPqfSkckuUhtTMylHJw+woX4Pj118K4uTSR6x7A6qJmNj9W5qkjFopvitoV+xYcn9MB5jF6fkucG2IuqLpqjXmy59vChJLSOq5kSV3JGtmaC5924yStSXYXODGKWVRUxOVRiuTLkqflGLpZVJ+qIWS5MJUhuR+khz8FrrXhCEyOHiTRegOndxEn48/TLwOVUNs7gXA+H7xbRNSnfSmeb7WNqmqJlwjt93xPVbrwRWd3GJQPecxN8BDwc+6ZeH+3U9zAH64yY5hoZNmLRVcoSmTViajGHEsnHgXqwaBk2DRHZPBBf5mInI594JsRSJyQvhUDUpkVjefUrXE4h5h9kGmbOv/AOqJuOeqUUsrUxwVG0Xq/p2cnR1F32mRd20qEetItisHtb5BZwJ5bxrO7MYnH/db7GiMrrb+plQNy1WVdt50yJxLqIhH1JNMtZW7ucJAzfysCV3cU9zEcdUHmBbNkiqLg33EjNOPWpSkxZLowlWVnZyQvU+lsVjDCeTHF3dxfJonCXRJMujCWqS8adH/oDTT90C1tWajqo5zWZClhsq1ZRqNaVWTan1tUiSnLiaYxILTYPmghjFZm4YyJsxeWYYHphiSWWC1f07qEYZ1+46kpG0To7piMOIsN7DyfLaX7xw1nsTstUejghlh/e27Ak+l9I/Ater6gWlTXcDT/bfnwrc7L9/FfgDEamKyPHACcD/7eEUmaru2p/rg+45iUeqark40PdE5Ff7e9IeOrHpjH/jUzc+mT/b8AP+6aYn0LSJS8InlkXRFKlGNG3CknicsbzmXs5QOSwUuUGwXkuYbmsPgVscpmT19uYAo2mNNQPbWVXdSUNjapLR0PbjnUhOTdJCkAJUJGPCVguPJKuGD173TN520jcAl2APnADYdP1v0NCYpk0455RL+eB1z2TQNHjNxu/xweueyYbqNrZlQx0OAREu2LGhCRXJnaYIHFkZ4Y7JxdzVWkyfabG+dg/bsiFW1kbYUL2HurSIxDJoppiwVZbEE9zZWsKyZIyGxgybKRpqQCz90uKZy6/m5u3LmLy/H6oWWoZs2GX+VRVavmZ5DohR8pEqVHNX6Kqe0tKYbDzB9GWIwJOOupWqpEV8RP9g0wky/9wB3o3X1QFPSMnN7APh0mRi1m0LG3MWTf144EXA1SJypV/3duBPgY+LSAw0gFcAqOq1IvIl4DqcZ9Sr9+LZdI2vIxGJyAnAX7APGTO6FRK5iKxV1VsBRGQNvboSc4p70mHA2TiXxWPkGK6ZOIZ6/d6izbZskCXRBA1NiloEAQZDJCmpHxjPPvFbgJsNAwXRfThidX0HdzaGWZY4W36RB8k/ohFaaBFAoY1Foi4JnrjZcT1qkGrEput/g7NP/FaRVC/32XQTzaibFh+/4WnUxAW7ffT6ZxBhuCNdSk2c2Q/bFtRGXIW5hsZFBPUj+25jMq9yb2uIldUd3NQ4ikRyzqzdTr9pFvsmhPMLy5Ixjk4eIEKLdBuR11DO7NvKqzb+kE+ZJzIxXsUKZK2I3BiSaoZaoZnGpFMxYhSNlGp/SmuiwtRIDVPNkcRiYsuK4TH6TKvUf2Uqr7j4CNPOPtwfO8GRauSC6/ZQe+Rw5cCAvWoJ3R1Df8TMPAM4q81M+5zHHsqTTsNrgXfgMnh/Hvgm0HVpwG6FxJtxKWY34y7mOOCl3Z6kh70jVIh7+frLuOjmx9BU50Z5T2uY46vbWFndwYR1PurFwOU/cwyv2fAdAP7mhqfymo3fK477lpP+C4CP3/C0B/mKHjyMpHV+bfhGck8at4WDLYjWoD0k4ga0CEuOu4d148x9IWdSLoZP3fhk6t6FM/eePK5ti7G8Ri6GqqS86cRv8tHrn1Fsh/b/E177SJSWxiSS89TVzrnk3lseST1qsj0dZFE8yRW7juPEviNYn9zPTekKjokfYFs+yNJogrs14azBq9mZV1keNUhVCmFRE8cznF67nT/f8EOumTiGH921hvHxGknVcQ2D/Q36kpT78kGMcfdhsN6gEeeMb+unVm+R54Y4zlk91Jn9fzSr0R83nenMZxMO5qPgjp1qZ6r6hwpUIbfzOuIaEYmAr6rq03CCYp/RlZBQ1e96NWUD7tG/QVUXZsKVeYrzTruE8679Hd5x8teJRKmSkhjLRFYlrxp25gPO+yUb4MhkFy3vQfPi9Z1aY1lAlPG6jd/hkzc+5cG4lAcVb73q9zmxfwdjea1joDYoNa89hEHMYKn4jKupxi6GxHMUoY5D7ktsgre5iwXrCNoIinZ1aVKRnItufgyJDJBqxNJonFZpwGxpRAWg1K+AI+NdjOR1llSdZrimvp2bGkexOtnBna2lrE52cEJlGyN5zRUlQjkiamCBQROOb7FAjqXftHhk322cWr2DIyujXHT9o2hNJiR9GX1JynjTpSUXo9TqLU5ach+ZGq41R5JbQ25hoNZiMqvQtDFVk7GtNVBoCVVJixQUOaa4Z1O2Qq6yW0zEQwXzPC0HqpqLyKSILNpfXmJfGKWH4xjxGDhdRFDVf9mfk/YwM4JL5h+u+xmX3PowYslJxRTRu8GU5AY7CjNJt6jIwn+R33X1s3nfqV/h3Gt+l1QjasYyntcKr6Jc27N+g/Uag1DznEMwRfWbJrkKqcbeTdW7cfp3PlXnZWSwYJyXUhAAickLk1W/ZLzohJ/y7dtO5O5sMTVJmbBxobE4Pqid1fVrm0/jWWuu4smrb6J124nuXEScULmXpdEEI7aPddV7ubl1BKdW76IiOUviCSKBVKEmYaBuZ3pNRMmxoDBkmjxh4EaOOG0XOYa/v+mJ7BjrxxhLteoSRJ60/D42DtzL4niCRp5w19gi8oorbNXKI3am/YXmFTiIHINRJ3iDNlImpD902r/P/Z89z6HMjbnpQUADx3d8GygIIlX9i2527kpI+PxNa3G+tsEQrrh8I/uNPeQsOQdH2oQyXm9X1W8cyLkWAhKT8fEbnsbrNn6HMdvHiX1385PRtezMBjgqeYAIy3A0ifV5c/Y1WrUqKZ+9+XG8+ISFm+U9BK4lJiPBcQRu8G9rDrmKm/mLkkhWCJAUP8gXQsR4XkK8OaV9P8O+7YR51mkGnoDOMY4/8Ps8/fjruWzLOraky4jEaSw5xpHltMny/pKL7NOPv54fbFlPv7h1I7aPpcbHbxgYsxXGbI0j4xFyhbqI1xyUXCFFSNUJiQjFoiRiOTIaZ2nfZlpEDJ84yVWTK7F+tj+a1VjTt41B0+C25nKWV8ed63CUUYtc4aZdrT5qUUpflJLZiCRqucC50oDoSqsqqZU98hGHN+Z3ZboS/tMv+4VuNYlHACep6lw/DbPlLAHYpKofnePzzWsErxqAF5/wYy66+TEMxC12ZX0clTyAEctY3gfAcDSxz7ZgZ4tf+P4G51xzFlXjiNtUI+qmVQzWLtbEaQIhXsRpDU7rGrN95GRE6vkKhcTYYv+ZUJMWLeJCMwhuoKnGDEejfOO2U3jm8dfQ0IS1lfvZkbskg0FzC7b8CNfn0B7gyatvKs7zs63Hk4hlOJpiqRlhh61yZDRGTXKaKoASCeT+LYxQIlEaaqiLxUpIF+6TOyqsTe5neHCCsbyv1O+Ibdkgx1Z2UjMpd00uopI4wn9ZpcFoVivyhIWJyEhapy9qFYWLnJbluJ3DmZjeG+Z8RDwIUNUDClDp1l5xDW62P6fYQ86ShzT+5oanAvCiE37Kxr67yXGcRIRlezbIj0bXY1Ces/aX+3TcP1z3M/5w3c8ORpcfVIT4kKpJGTQNapIW9RcibEdgYkAkljHrBOxY3sdI3l+Q/w2b0NK4qPttKJlY/O+gEQAMmakiKjpXw7BxrrJPP/56JzjMJJF3Ow5V4cpBjAk53/amJoDLtqwD4NHH3cZJK+/CqrDDVnnkqi2cvuoONqy8mwmNSRFyxZmeQkEhgVQNKUIi7oVOUBJRn79L6ZcWg9EUEZb70kWAM58dmexife0e1gzs4IjaGMPJVJFzqS9KWVEZK/IzDcVTNG1M08ZEYgtHi4cqFxEwF3ESBxsicpuIbJ6+dLt/t5rEMuA6Efk/nBsVAKr6u/vY31kxLWfJ44HXiMgfAz/HaRsPzLDPK/C+w6tWrZqrrhxylGsh102Lpo0Zz2vczWKqJmVpZbzIFPpQRBASg6ZRcA/gZrc149yAK0FoeE+jlKjgHSKfZv2+bBFHJw8UZqGKL/cZPIdyX3GuXO0NnGaQkINARXJqJWE0aBpM2AqD0ijMWwA1cV5WFkNF8g4NYnq21Ecfd9tu11wOYksVrALihEbiZ/sN7/WUCFhVLFAhB9PCWEsS5QxHE0zYKkf3PcCkVqlJynF929k6tYy+qEVTXW6pummRq2FRPEXVpIznNRabSVIbkathsY99eNOJLkP1TPmbDnc476Z5XXQo4BGl7zXgeUDXCVq7vcJzgN8DPoArPhSWOcEMOUv+DseBnAHcM9u5VPXCkAtl+fLlc9WdQ45Xbfg+n7rRBVr+4bqfFS9qqjGTtkLdtDps2w8lnHPNWUVgHPggOZPSb5rUJHVBiHiyWNpmpKBt3J0u9t45TVYmO5w2gQtKC5pBIplrT75bGpOK5zMin5Mp1JEOmsGZq25nUitFugrXh3aQYzj2ZVvWcdmWdfxs6/HUTcqvbl/JnvDIVVsYszEWR163Sq9u4CSSQri59Q2NqBsnxGomK+pSbMuGqEjO8mjUe225uIeBqMnSZIKBqFnUxgjxJYuiKRZFUxxVGWFZMlZ4eQUcX9/GQxGq3S2Hto+6o7Tcpap/hYvg7grdusDusXiFiPxEVR/b7Umn7btbzhJVva+0/dPAXuuwHm74sw3tW358dRv3pYt4IOtjIG4UM+l9waWbzwAgV9lnM9V8gkul0SziHyJvYgrkaXvG3lbxw0Adgt2WR6PF+ppktDQikawUGW0ZyfuwCDVxleZCm7o0HReA7qZhBBwdj7It7ydCaWlEVATx2aLP7XQqSr/kjGjC1Xccy6kr75z12s9c5ZIEbrnzKGpiSVWoifUmJ9dm0kYsMhkNNdRK/XMEfNCSDEuiSawKV6aLi9xf9ajJZF5lcTLBYhzntSiadFqMdyWumZSGTTr4M2C33w8VHGpTUjcQkTNLPw1OsxicpflumCtdab9sH7PlLBGRo0rNno3jRA4a5nug2YtP+DGLoknqPlFamPF2i2/cdgpnrbmSs9ZcyZjt44u3PPJgdfWgY1E0yWDUoG6aGO9xFFyDp8/wy7mtclwKkzWV+52w8JpC3bQYjqaoSUa/tArT1b3ZIs9HdAqYsvCZsBVyxHn5EPGDLeuLbQ1NyJHClBTiJCrkXsC4NO5B5xg2KRUsl9++eo/X/6vbVxZusI53cER2wz8PgyajIkJdLEZgxCY0NObMVbeTIzx59U1EWBcBLsryeJR+02RFMsqSaILByHE8w9EkddNOx1HxGtDL1182ayzOQw1Kd3zEPBAkZevPB4Ezgf/X7c5zlXlrfxWq2XKWvMCX7lNgC/BnB9i/PeJ1G79zMA8/J8gxHJHsYsJWGbM1NrdWcMmtD5tRK/jBlvXkCA1NeObx1xSeNEDh/nrJrQ8DWHBahRvEnLAM/ENA4gfgYEIJMH4gthhPaNvCdTFEXgPUTcoNjaNYEo2zIh6lIjkVyWmpc59NyAshYUQZNq5qYE0sR0ajjHhiPFXDtmyIJdF4QWLnauiXtKjvEbQR40noxPf3kau27PH6JzRhp20foyZKijBoLBHi3GNRKiI0LdQk56SVTgN53HGOq1xTuZ+GjalFGQ2bMBxNsi0bpD9uMhhNMZLXGZQGGJcBoIfZsQCcmwBepqodRLVPDNgVDinroqo/UlVR1dNU9Qy/fENVX6Sqp/r1v6uq9xzKfs4HWBWqknrffOWedJiGVmZsa7B71TSCcAieVAsFIUgtxCgEL6ZEMlJcjqS88PzJiqR+7d9uKTsHVMgLU9BJ1bt9QaCGj0XRdpoNPGntj1HBUpO8GOCDS/KZq27n1OqdHWm0a8adM2f3WaVVaKpwv08Zvic87rjNnLTyruI6x6yhX6AuEQanVYzYiIYqLQyNGdykh0yDftMi1XacyJrK/cX1TebV3TiHHmaA4utz7H05xJgp0rHr6Me5EhKH/C7MFZ512WsPdRdmRN20sBi2Npc5EwfKD3et55u3nbRb2zA4lTWImfCctb8sTAf/dNMTuOjmx8x9x+cYEZbl0SjLo3GGo8nCDBS4iSJSGOtNOk676DctBk2LmuRUaBPaRYU/NTR8bMWR8RjDpknNZFiVwlU2mKmCgDACRpxLav+0aPYzV93OHa0lTGqFhibOTdULmqBFuPMKDY0Y1QpPXH3LPt+PYaMYYMzmWGCbrTpNJq8xktcKHqOMRx93G3dkbecWF+8xScMmjNmaSy8vaaF1fvGWR/L5Wx69z317KGA+m5tEZKOIPBdYJCLPKS0vYR8ogm6LDvWLuBwQIrJeRH53WtGhF+1L5+czvvbETxzqLsyIP1n/Ixo24UkDN/CE+k2cXr+dlbUHOtwvAS6/fTV5uxpW1+g3TW5rrpj3fEUgrFONqEnqZsXS8jP8vCCpK750aIRSN87MUzbxJJ60Dggmp37J6Jecmt9eN2khdCul4yfivImCFlE3uxsezuzbwh3pUp8tNS7OkSOFRuHMgvFezUzTkaozqU0opEVch1IhZ8zWMKJ7FDpFJlws27LB4t6uqdzPuuq9HVrQhK0eFvE1BwPz3LtpA/A7wDDwrNJyJi6jRVfolpP4IfBEEVkMfBcXu/B84IUAqnpQieUeHP5sww/4/C2PZtBMMWimSCTnrmwx39uyAXAz1EHTzgy7J1x868N53torit/PX3f5Qe37XCH3g2MY4FveTFRTx8EAJeLaFjN+q37W7+MIGuoG6CL5n7hjVsVFNQNU1NLyPEbLVkEoTFWpSiEYEly6jKPjUb63ZUOR6XXYNLmztYQj4l27CfMJTQo+ZGIWs+Ge8LjjNvOL21exxGTstMaR5GoZNBm3Z7WOOIyZ4Fx+XQbcRVFEhDIcTTJsJmlowr3ZcNH2T9b/aK/9+fwtj37ICZL5nrtJVS8FLhWRx6rqT/b3ON0KCVHVSRF5GfAJVT1fRBYW43mYILyIF938GLanAzRswvL+Ue7NFrEzH+DU2h1FFPGeUBYQCwnB3FP3tQ0S9ek0BIxqoT0kpRm/80ByzXKEGjAoOTt9zid3XGdCAogQWqpURUEtE7ZKJM6TyohSI28fT6FmXMqNCpalPvoa4KSVd1Ef+y1SjcgRJm0FK8KEVtiRDzBkpnjG8dft971oaMykpiQCEzahIi3GbMyz1ly1130Tcaa0I71307CZYtTWPK+TcEzyAP9w0xO7Jq7zeTxYHjQosDCu+5ci8mrgZEpmJlX9k2527paTEBF5LE5zCImiDt+ahAsALzrhp/zmoqsYzft4+vHXA3B08gAjeZ0x29fVQLEQ4SKcc/rFpZ+oi/WmIUu/pNQkp27ytklIoFYyDQUTzaTXSPoldVHJ4M100CrZBxznYIsaFWVeIVeoeHdUg9MstmRLO/r7sL4tDEcuaV9LIya0QoSyIho7IAEBzgwUXF9rktHCzEiMz4QILcxcW1ouEDU4RThNzNVD/+zNj9vrsX68dQ2TvtbJQw3z3NwUcBEurdIzgB/gamKPdbtzt0Li9cDbgK/40nlrgO/vWz97mGs8dfWNfPT0LwJOaFwxcTw/HV9HTVp88ZZHcsmtD+NTNz65CKQ7EMwXUttVnnMPbr8x1ESKh7gmlrrYgicIMQRAYUIqu58mhdeTM0sl4kjgSFxUc0WEhpqiQlzwkioPxHWJSDBECBHCmmR7R7zEpFbZ3Frhc0fVmLBV7s0WdT2Y7wkWYcKb2AZ9ltaZiOqZ8OjjbivSfwxGU4AzQQU+K+TA2ptGCjBmax3Bnw8ddOfZNA+8m9ap6ruACZ/s77eBU7vduSshoao/8Hma/sb/3txtLvIeHjx86LR/px61GMn72dpaxpjtYzia3PuOXeBFJ/x0To5zoMjVOI1AhKQglMVrDG5gt7hAs5AML/EDeOS1j1TbwWhBE6kbr2mE9l5DSNVQ80nsAtkdAuBqIiRiMH7Ar4phJK/xg/GNbLnTxYOeWrmPbdkgO/IBJmyVSVvl+esuL3iLA8Ezjr/Oe2V599z9TNkdYWkRcX8+6E1jjtNaHo/uVixptn5cfOuMVTYPf2iXy6FF6j9HROQUYBGuNlBX6Na76bEich0uSysicrqIfHIfO9rDg4BzTrmUmkl5WN8WBs0UE7baUSdhoaPsdZOjfpDuRPl3VHgRhfxJvo0XGIAXMKZDQOQauIq8iK1wUdlZwUcA5KqFQGl6fqQeNVliEn9eYXnsNPsXnfDTOXcQmLBVRvIad2T9hSlsXxHiIZZG49SlRULus94qR8TdFTMLucS+tvm0/erDgoTObxfYEi70TkfvBL4KXAd8uNudu32q/gpnz9oBoKq/Ap60T93s4UHDWWuu5OnHX8/qZEfhMnq4wAXNCam6IjupWhrqtIYcpaVOGwhmI8BrHVJoFODiE2ypDQRBIRgvKAxO2wB8plhbJNML+1m0ECh35RV+1VjFeF6jSc7VdxzLCcfezanVOw+ao8C92SImtcLkfnhIBQT+qqEJI7Ze5L8Cx8d0oyWUU6M8pDDPNQkfujCqqg+o6g9VdY2qrlDVT3V7jK6nHqp6x7RVvXDMeY4zV93OkfHIYVWoPvfmlTELI1YZ0xLf4Ku15UqhO7VUSf1sP1R1a5XiFRrazppqCgFiSQtNwgmFIWmR4DiL8NI0fJsUS0Nz7s2GSDXm3uYQI1axKly2Zd2Mqb/nCmESMGymDuh/TtXw1NU38qw1VzGmNRJyWhpxR2vpXgXcD7as56w1VwIugPMhpU0gXS6HBqpqgdccyDG6FRJ3iMjjABWRioi8CW966mF+w0X77tkR7aKbH1O82PM9svaJq29hzFa4P6+zM696Lx0hRWiqMGmjoqxn6oXGmIWGNwWNWcOkdRHQVtsR1xPWk9KqpD7/kcWZq2pii/iJiuc9wH1Psey0ljGFO9KlHFvZwXDiiOCZyOkfb13DN247Zc7ux/PWXkFdWrS8m+3+IuR1AqcVhLoX3XBaISYj5AOz3c89Fz5sl8uhxbdF5E0islJEloSl2527dWN9JfBxXNW4O4FvAa/e97728GBjUBrca4dn3f69LRto6goqknHRzY8hEpeio6EJr9rwfS659WFF/ef54lY7YussNRMYUSY0wqrQIqJCjhFl0kbOc8kHzE1oQm5T6mIJs7oR28ewmcJIDp7MrqnteJ9zlMhXfHOf7UE4BFgHU9OIrbAy2cH1jWN8llU3UO60A3xvywYmbJX7skUcEQ/MeS2Q65rHcFL1rjk73qCZKgTOvnAoIR9Y0CoOeyycOIkQD1EesxVY083O3Xo3bVfVF6rqEd6e9UequmMfO9rDIcATV9/C0nicf7rpCTNuz9VwdPIABpc0b2fWz8nVuzi5eheXbVnnI5fnV4nKZx5/DaO2xqStMJLX2GHrNGzMhCZM+tTYEz5Vd6qGho0ZsdXC6wmcoGkRFYN53SiT6jSIVF19hsBzpNMEQkCYJG7La/yqsZKRvM5RyQM01fXhysYqdmQDjOTOzr+mcj8WU0SGzxVCOpKyNnAgeOrqG0k16soDq5w7LHAXc+FyvVCwEOIkVPX4GZauBAR07920XkS+KyLX+N+nicg797fTPTy4cHUkalx082M6zElf23waFmFbNoRF+PRdT+L02u3UJHO1o301s2ge6MvTEfmU25NaYSSvYzGkGtPSyNeYMIUWEbbt8AFfNck4MtrFsGlR8bP+XB2ZPWnbeZWa/ve2vMa9eUyK4zdSXxo0EOXDpolBGbN9XD25kpP67uJnk2uKWtuBN0jIGTRTc34/l8ejByQgLrn1YbslipxekW82lAMCA3cx8VAKrJvnxDWAiNRF5J0icqH/fYKI/E63+3drPPw0LpguBVDVq4A/2NfO9nDo8LqN3+FFJ/y0SOvxtc2nMWmrtDRmSTTOj8Y38NqV3wWgReQDzHIfYGWYtNV55Qv/1NU3+ijmmJpJGfU1v4M9PPdZXRuaFC7AO/M6W9JFgBMUDTWM2Co78j42Z0NM+PTbVtvZWUP67lQjduYxY9aR4bnnQprqhMo96TBNm9C0MRff+3COTh5geTzKiniUfmlRk5SUiFSjA460no6yGTCUUd0XPGftL3fL9RWi+PcFl24+g7+54alM2v33tFpwUOluObT4DNACQvj8ncD7u925WyFRV9X/m7ZuftkgetgnTNoqV02u9FqEcWYlcj/rduTuvfkgI7aPXF1NaKumICfnA55+/PW+wJCrnNbwBL3FkBIVg1VK5DOvusd9QhNaRIzkNW5qHcHd2WK2tJZzVzbMhCZMaExDI1o4b6FACo/aKg2NmFTjyHIvIKwKRyS7aGjMCX33ceqiu9naWu6FQ1ZUqKtJSt0XTDpYuDtbvF/77c25oRuctebKwnT5UIFod8shxlpVPZ/2JH+KfXC56lZIbBeRtXjFSUR+H3jIFwJayHj+usu97Tzhl5PHceuky98TyoHenw8yYavkGMZsH2O+6lqOmVcujgZLQytFlHBIvZ36PEngPJieuvpGnnn8NU5g+NoOd2eLGYoaJOLMai7vVZUJW2HUVl1CvpJmYjFeiCSM2bjDm2hRNEkiOTmGqsk4rrLNlQeNJhj2GXtDCvODiSPjkf3a76w1V+7zBGAm7uE5a3857zisgwYVsF0uhxYtEemjPX6vBbr2nuhWSLwa+BSwUUTuwuVyeuW+9bOH+YYTavfSb5rcPLGC3192uTOH4Gz6I3mdO9KljOT95CpsbS0t6g40NOGSWx/Gxbc+/JBrFsHUEmbCIa1EyxcQeurqGzvSZkdYJrXCtnzI1aFWp2EkkjEcTfqkeQmR2MJM1dCkuC8NTZi0FS+ITFHjethMsjLZSdMmHJHsYtA0qJDT0KjISGtED2rMBLBPpqzpwj7HdG1S/KebnkCuMuOEYb6kcHlQsAA4CeA9wH8DK0Xkc7hyD2/pdue96pgiEgF/rqpPE5F+wKhq1xkEe5i/uLO1hIfVt7CiOtZRojMlZldeZziaZCyvMRg1qJsWS+IJAKyfVRuxs5ZQfTBx1por+drm0/ZaiQ/ahOxZa67k0s1nOEEw7SWuSF54IIV7UpCx6kjz1NZZYsbdd419SdAmDU2K2IKaOCER0mWMzTNCt6EJf3PDU4vqhKnGRf3wPeHSzWcwZpcxGE3xnDUP8YoBh14A7BWq+m0R+QXwGJyZ6XWqur3b/feqSahqDjzcf5/oCYjDB+N5lYZWeOLgjaTeRGMxGCwrKzu5Ox0mkZxt2SCrK9sZjiaKQjk5BusHv/lQza7bGI6nH399QcomkrEzH6ChleL6G5owamuucJOaQrtyeoXp8KLaaQe4I13K1Y1jAWfWWhKNd2RObeE0m25dSh9MPG/tFVw3eXQR3Ddopoi6MKDnKtR8vfXZsD8E+oLEwtAkAJ4M/DrwFOCJ+7Jjt+amX4rIV0XkReVaqfvayx7mDy6+9eHsbPXzs7E1btD3Hhi5SmGH31C9h+3ZIMvjMXIVP5DGHS6cQWgsRMykeYRrC8IBnDZhcIWcJmy1yOZqsBixLIldYF/dpAybSZZE4/SbJqNaKcjz/ak+92Dgk2f+K7+aWsU3bzuJZ625aq/JIC/dfAZ3p3snx/fHO2rBIQTTzXPvJp+M9ZXA1cA1wJ+JyN92u3+3b/cSXHK/p9Kuk9q1n+3+QER+U0RuFJFbROStB/NcD0XcnS6majLOHNiKVVMifl1xHHAmliOSXcXAGdYHoRBiEoBDzk3sD762+bSOQTESLWbSrkxqu9hQMK/lKjRswoh3jW3YhEQyGjZmS7qESCxDpuFIanLqplXkRZqvODoZoaEVvn3bidQknTVtyNc2n9aeTGAKU9xDGQvEu+nJwDNU9TOq+hngmcCvdbtzV35vqvrS/evb/sHzIH8LPB3n03u5iHxVVefWwfwhiotvfTj3tI5nff+9hWtrMB0lkhUDZVMT6qaFKWX2bGlExXvxAO1BdQFqE8G8VvHp9lsadWRAbZUzm6pLzVGRvHC73ZYNkUjGpK3y76OPZHVtB0vrt2BEi2p3VmXOIqEPFl58wo+5dPMZNDSZ0WwXyGlH2jstqu69wR7ymAMBICIrgX/BVY+zwIWq+nG/7bW4BH0Z8J+q+ha//m3Ay3CJVv9CVb+5h1PcCKwCtvrfK4Guc+x0JSRE5K9nWL0L+Lkvtj3XeBRwi6pu9uf/N+AsXB70Hg4QtzVXcF9zkIfVtxbCwYgtNIrID3ATtsqSaLxj35pJC08iW2q7EBGJFkIhx5CQFZxMOUldaiMi0ULLSjXiirHjePjgVqBCIjl9UUqOcFe2mLXJNsDxEQfbm2musKW1jDWV+/na5tNmFBQWU1SqWxaPsTQe363NpZvPYMJWi4DNhwLmSEvIgDeq6i9EZBC4QkS+DRyBG/dOU9WmiKwAEJGTcMHMJwNHA98RkfWeP54JS4HrRSTEuj0S+ImIfBXAF5SbFd1G0NSAjcDF/vdzgWuBl4nIU1T19V0ep1scA5RTk98J7JaeVEReAbwCYNWqVXPchcMTX7zlkaR6BMfWRop1QVMIn8GksLriHCCCSaktRNo8RDBFPW/tFVx868MPWt2Eg4Xg/hpmhAZXptRqW1hEosU9STVmwlZ5/KJbaNiERaUsqb8aXcmpK+6goXGRXXYh4Ju3ncSaiiPuk1niOMIzMGmrHJns6oiFCIJltsR+37ztpDmPMp83mAO+QVXvwcedqeqYiFyPGwP/FPiQqjb9tvv9LmcB/+bX3yYit+Am1j+Z5RTvPpD+dWsjWAc8VVU/oaqfAJ4GnAg8G/iNA+nALJjpzu/21qnqhar6CFV9xPLlyw9CNw5P/GjHWtbV7gPoMCUBHaR0mXMIbV2NadsxSCSSFf71F9/68Hnh7dQtUo0Kbaq9Lu4g8IOAiLDUTMp4XuO2xvKO9oviSdb2b+P+bAhw926haBHPOP46nrXmKu/lFe3GSTxrzVXOxKjCkcmugsQPxP/OfICP3/C0PZ7j87c8mndc5XxdpueJWrDo1rNpH+YLIrIaeBjwM2A98EQR+ZmI/EBEwos10yT6mFm76cpP/wD4JY68vhq4urR+j+hWSBwD9Jd+9wNHe/VmbvMeO9yJs5sFHAvcfRDO85BEPU53Ix2DcAjkdSSd0cHTk9LVJGU4miyS10XYQoswYhcMkT0cTTLm8z6lGheV1YL2UCZqAcbyGlWTMhA3fPZVxSKkNmZxPEHN7H5vFwp2Zv1F/6cP5LlKR0bgssZx7eQxHJ08MOtxn3H8dSyNxnjUwObi9zduO2VWgnwu620cdHQvJJaJyM9LyyumH0pEBoAvA69X1VGcpWcxLr7hzcCXRGS2KkaziiIReYWI3IfjIX4OXOE/u0K3T/P5wJUi8hkR+WecRPqoD677Trcn2wdcDpwgIseLSAVnf/vqQTjPQxK1KHWDgY91mG4+irAdA2TY7nIk5UWwWa7SoWkURWf8IHnJrQ+bVyk8puOsNVfSsAlVSX1+JkPDthMClkn5ICTrplmYklKNfHtlMGpQkxTrYyueuPqWQ3NRB4DXbPxeIShbGvPt204sBuyaSYnEPRuRdHI2R1V27TX3U0MrxX29dPMZNKwrhlUueBVQdk2e7/EWYrtbgO3B6uGXCzuOI5LgBMTnVPUSv/pO4BJ1+D8cqb2MfZ9Evxk4WVVX+/Kl+5QqvFvvpn8UkW/g7F4CvF1VQ6fe3O3JuoWqZiLyGuCbQAT8k6peO9fneSgix7Cm7riGyPv5z9QmbA/axEwEdRFQJ164iKs1bcR2BGV99ubHMWimiqI08wk1k1IjZcJWSTUiwmWVRSnxEe32FsN96RA1k7IkmihSge/K68Xseq7rRTyY2JENcGQyQiS2I9ahPHB/47ZTOviH4yrb2NrqNPdedPNjOtJzhPZfvOWR3JEewb2tYRbHE5xYuwvr84HNRJjP+3iLufFuEuAfgetV9YLSpv/AhR38j4isByrAdtyE+fMicgGOuD4BmJ6AtYxbgb2XGJwF3daTEFy03umq+h9ALCKP2t+TdgNV/YaqrlfVtap63sE810MJqffOKQuIsvvqbK6suUoxE8xViPDkbskryvh1ZYQMsznzK4NsQNAmchUGjSs7Gsp3BpTNbjVJOSIZZXE8QSK5a6uGsbxGQ13MxHysv9Et/mT9jxjL+/bYZnoQYs2knH3itzrWzZa/6fnrLmdN5X5Ord9BwyZ8f5cza83EhQTMx+cGuo+R6MID6vHAi4CnisiVfnkm8E/AGl/H59+AF3ut4lrgSzhvz/8GXr0HzyZwZR5+LCKfEpG/Dku319mtd9MncarOU4FzgTGcarRwGMoeCiyKJ7k7XcyxFVdcsOwGuycE99DcRyJP94oCGIymXPZYlaLsqQs2czmNvnHbKeRq5k0pVOjUJiJPygavp0DYphoXpH3waAr5rloacUSyi1QjxmzfvNSY9gXPX3f5PpkJb2wczTNhVm1gOsL9+drm00g14leTq2jamKMqIzN6yM3r+zk33k0/YvbU3X80yz7nAd1Onj8FfA9HWO/zDKZbTuLRqvpqoOE7+ABO9elhgWHCVmnahB/uPKHgI6BzoJ8+E85LL0Kq7ZiBoE0Ui4/CjUoahw28h2gxO7ddP3YPDs5acyUtbdefGLM1Uh80OJrXOqLRg02+oYl3Gc3Yng2xPB4lx9XdOBy8d5615qquryNoEfsq+CNx3mKP6N9MYnK2Z4P8aHQ9r/3FCwF2y0g7L73mFkbupkxV3+Ajrj8blm537laTSH0UdMhHvpz9kEg9HHq8asP3efH/vYyhpOGqtoknrXVmQRE0gkBkl7mG3KeqiLBM2Co10sKOD7TdZE07i2pNUnZkAw/S1XYPq6ZEYrvXIiTqa9iESJSxvI/ByJmkjkkeoGETWhpR9QGGTd9+IUafz4RR28enbnwyK73GmauhItmcxTwEh4iEnIfVtzJhq9xplhSa2nSN4vnrLp+T884l5kHKjW7wfe9N9TVK3qiqurObnbsVEn8NfAVYISLnAb8P9GpcL1AcW3uAX4ysZCyvUS9l8gwcQ9mbJ6BDOKgUbcENijWTkkhWuH8GbcENBLYw47Q0Ktxm5xuC62+/aTJhq7R82o5UI4wqNeO8l3I1XDN1rEvuF02wK+9jV95H3bgypd2kLF8IKA/SF9/6cCLsQTETWhzftTQao1ZtcdnYhjk/x0GBFp5L8x1/6D/fVlqnQFceTt16N31ORK7AkdcC/J6qznO3gx5mw3mnXcLzfvznGNEOk1MZbdNK51QpaBMN7dQ+wjEiscXMG9r5j8IMfEc2MO/MTeBcW2uSFgn7rDeVhZThOVAjZXNrOYOmwarKdrZnQwxHk9RNkxumjubovpHDNp/RTJH0F9/6cGqSMmb7qEmLRHKeteaqwky0t+j7oJF887aTiMQWv++98Slz3PuDiAWgSajq8Qey/x7fVhFZEhbgfuALwOeB+/y6HhYoRtMql4+uLn4HE8l076SOgLKS6SmRrMOsMpMwCV4yFe/xM2GrLI3Hi6I88wmRWBLJmbQVT1Ln3pc/KrYBLIkmGIwabM+GmLQVtraWMWb7WFEZ9Sk9dN5648w1nrf2Cp615ir6TZPnrP0lz1pzFZ+9+XE8b+0V+5Se5RnHX9ehfb1qw/f5h5v2XvJgXgTdLQBOQkTqIvJOEbnQ/z5BRLrO4r23KV2IzLsC2AbcBNzsvy+sJD09dGDt4HZG0z27OkJbeJTJ6xxDRXJq0iqC7wL/kGpckLzOOyjjrnQJo7avqEcxW46fQ4kIW8Q6TNpKB1kNjrDf2lrqExxG5AhVk/ra1ZaapDR9gOHeAssON5T/zxef8OM5OebL11+2Vw+r+WDWWyCpwj8DtIDH+d93Au/vduc9ColSZN43gWep6jJVXYqrJXHJnvbtYX5jTd827h4f4u50sYs2nhY9XTZBFYLCFycKbqGh/kIieVF3IZGsGCT7TZNR21dE6g6aqY6cT/MJIZgupOhwGkWE9fUjJm2VCHU1sK1LoR6h1E2Te9LhIoCuZtJ5y7ksNMwnN+kFjrWqej64nPiqOsXsLre7oVvj8CNV9Rvhh6r+F66QRQ8LFG868ZtkueHr957C1ZMrfToGN+WZzkV0VKILbfxnO1Nq8IYy1KTls6gqk7bKSF4nxzBpq/Ni9jcbGjah6dNFBLdeI+0UHEDhwRTWJZKzLB6j3zTbEdd24UZcH0z8YMv6WbfNC9PR/mABmJuAloj00fZOXcs+5NzrVkhs9zat1SJynIi8A1eprocFjKccfTPNPKYetbhs1wkdZiPwldqwRSK7kB01RF6HtNpFriNsMXDmGBqasDweZXk8hlUzL10YAyZslUhsEZGe+4mWLQLp8o60G84kJS6HFYaxvA+DLcxtPbRx2ZZ1/HjrGnKEH2xZP2P8xYJMiqj7lLvpUOIcXGT2ShH5HPBd4C+73bnbf+YFwHKcG+xX/PcX7FM3e5h3OP/0izGiXPHAKrY3Bth069O4O128GyEdIq2DKSmYVgo315IrbFkDaWjCtmyIsbzGtmzwQbyy/UOuxqfaCGVanaAIkdYBVg1Nm7Cueh+TtlJoF5NF/qfZR4XpAWIPBYS0Jk6c2sOrtsQC0CRU9VvAc4CX4JyPHqGq3+92/66EhKruVNXXqerDVPVMVX19t4EYPcxvrB3azs5GnbFWFavCl+9+GLc1VxReTaGmhPVkdSjxWSaya5ISoeRqGM1rhfDo9zEYS+LxjuI88w1fvOWRjNk+BqMGRqwPENQi22swOZXTkKyqbGdbNsSgaZAjRaK/oEXNhpsaRz0kBMVlW9YBcPntq/39sQyZ2S0c0TyYbu8rhIVBXIvId1V1h6r+p6p+XVW3i8h3u91/by6w53TRgb226WH+4tjaCAOVJtvGB8iss8FXTUpD21lXUo1paYTBFgN/JFpEUSfk5EiRsmM0r/l04y7GYFs2tJuL7HxC3TSZtBWqJqUmGRGOjJ8pAr0QIP56BqMGddMCHBfRsMmsmsT3tmzg2MpO7ksXHeQrOrT43pYNhbaZqmHQtIqa3+VkiWXUJJ2TdCYPeuqOeaxJiEjNhyosE5HFpZCG1bjssV1hb756LxeR0T31A1fr4ZxuT9jD/ML7Tv0Kb73q99k4dB8/uncNtSjj6/eeylNX3MiG6j1EWCa9+aUmaRGN3G+aYDxJa5ygaGilCEarm2YRYxCpndeZUSOxDBpXRMhKp9OH8byMpV3CdYmv77wy2eF5lzHG8lqRi2gmD67vbdlA7lN/vGbj9w7+RR1CNDRh2Ezys63Hs9Q03QQCU2hml21Z11Fv47It66j5fFgHigeV95oHWsJe8GfA63EC4QraHk2jwN92e5C9CYlPA3szJn+625P1MD/xodP+HYBnXfZa7h4fYrDS5JqxY4rAMTfgxx1mpERyGuqKyTTySkfE9VDUIBLLfdki6qZFg/nt7ZOrYTiapKGJc1+1u6dPN6I0bETTJgxqxEhe5067hCOSXdRNkyXxeJEpdnrWUufv77y8dub9HK64/PbVWBWGjTMvtasdurGp4V2jaybjB1vWY7A8cfUthakpIeezNz9uzmItHhTM37kPqvpx4OMi8lpfdnq/sEchoarv3d8D97Dw8PDFt3P3+CmIKPdODvJTs4bj+3ZwYt9dDJopGppQFy1e6pavzBaJBcHnbnIDwogfDMfyGkvi8XmtSYT4iHJJzvL3QgCirKpsL1xkGzbhvnQRy+IxBiMXAzJTpHGqERO2ypjde/DiQoYrUqW0iKhJRqqGhtdCIxQkd4JCnWdcQWiLdfEomrBzDpI/7ill+VwLoXmuSQBwIAICuvdu6uEhgHNOuZQlfZNUohzrB/ttLadIVnxtBYsUJHW/aRZaRYg6BhjJ6/SbZpG3ab5jWzbka2C42A6X00qKexBQ9RXotntPrVQjxvKad5uNZ01FkWrMmO3j/nSIRT6H1eGImuTUTc6waZGqMy8FLSJHfDCmKRwhjCi/un0lFVw53IYmVOcgEHFPQXhzrqXMY05irtATEj104KRF91IxboY30qrTHzexamhpTE1aGLSIzB7J+10GWGl58rdK09dZaGlEv2lSN81Zycr5gj/b8AOOTh4oakSEuhLlSHMI5V4VI5ZdPi9VIrlPDtia9fiD0RQ1SZnMKwXxf7jh6juO9XEjBqtOOzC+7kgQEFal5C7thHCO0MI5RezK6wyaqflZN2ImdCsgekKih8MJR1Z3MdZyXkvLq+OFl08IkgtIidq5m3wsRd00WRRNsjMbYGc2wH3pIlKNuStdPL+ri+EI+JqkvgRpuyxpGSHYbjyvFXmbasbV0NjT9UU4UtZiFpa9vUtcfcexpGqKpeUFQkNjH4wY0bDOQ65MTjvtIS4y7gYvMYDP3/LoA+rTpZvPOKD9u8UCcYEVEfkjEXm3/71qX8pPd1vjer2IfNfXWkVEThORXj2JwxBNm5BEOUaUHa1+BqMG0JnlNSUqkvUZsYVm4WbicUeswKStzMusr9OxPRsiknalvYa/tpC/CVza81QjBqIGNck4ItnFsnisoybHbIiwDM1iajrnmrPm9FoeDFy2ZR2/uH0Vv7h9FQ1/X1ykehAU7fvmvJuiQlNLaQcrhrodOa7GePAOC9rc/uJBSyK5MDSJTwKPpR0APcY+eDd1q0l8GlewIiSIugrn+trDYYaBqMHOqTrbJ/qpRSk7s/4iHceErZISkathwlYxflBNNWY0r9GwCWN5jbG8xri31Sc+W+x8x9knfqsoRxoGqHbktcs7tSvv80n9WoVgcLUnZn+NvrdlAy2fqiO4zk7HOadcOsdXc3AR4hl25P1M2ApjtsqEVgoTkhMaphj8J2zVpTLRqvOG06SIobE+tUm41yGtSTLPTZQBCyQtxwGVn+5WSNRV9f+mrTugdJ4i8hERuUFErhKRr4jIsF+/WkSmRORKv/z9gZynh33DA2k/y+oTVKKcu8YXsSwZ68wIW9SydtlRjdiilvWYz/haMyk5wqJokkjsvDc1BYSEhMGUBO1ssKlGpDYuDWY+dsQTrbPZ0RuaMGZd5bqglS10tLw7dErEtrxN4oegyyAAgsZpkYKwDh5xKRF2hkSkoYKhwc5/bmLhcBIHVH56XxL8rS2d5PeBe/axo9PxbeAUVT0NV6eiXFrvVlU9wy+vPMDz9LAPaGrCxqH7iIwyWGkyHE16E0JczPhapVnfpK0yaavszAa8t08fOUJNMl6z8Xu8fP1lh/iK9g2Bm6iJK1Wa2thnho1ITFbUmwiumqGM62xBXM88/hqGowlq8zRF+v7AYtiR9/tIezc5aGiFEVt3z4g3LTU0YdTWCvffkHId8NX+zG7OAeH4wdnhopsf8+BfYJeQfVgOMaaXn/4R8IFud+7WR/HVwIXARhG5C7gN+KN97GgHfNKpgJ/i6mb3cIjRzGP+506Xd2fD4kkmbJWqpORERBgavo5EmCE2bLVIcpdqxLJ4jLNP/NZezjI/EYLpXKBg0nbf9GYRo4aUmPG8yqJ4qhCY0V7mWqnGHFvZsU/V2uYzQq3yhlZIJHMZdH0CyAZJx8w58BTgeK2Ks1hj8anYcTE25SywDZuQi6ubfl82z1OYHHotYY8QEYMbr9/Cfpaf7rbG9WbgaSLSDxhVHduP/u4JfwJ8sfT7eBH5JS58/J2qOuN0VEReAbwCYNWqVXPcpYcm7m8OMtTnzCLBu6npbcjBBJMqhalg0lbYldX9+mjB2JJnQigwNBAZT1i3B67Utgsy1aMWdzQWk/TlDEYNXrRuzx5LBks0H+aTc4hUY5oqVEUK05PTDFyp2pzgAJDs9ky4eIngUtwWEJO22lH8aZhJapLyqRufzJ9t+MGhuMy94lB7Lu0NqmpF5GOq+ljghv05xh6FhIi8YZb1oQMX7GX/7wBHzrDpHap6qW/zDhy/8Tm/7R5glaruEJGHA/8hIier6m45pFT1QpyGwyMe8Yh5/nctDBixNLKY8akqzaXu8Wh5N8VyvED43rRJ4cUSYefty9wNGprQtO6aQ56hIAxzDBNZldQXIsp8PEU3Lq2HW4W1VsmTyZTuU66GVHw9Ef9MBC0D8DU5MiqEtPKtIilkaG8Rly9L3XFznMlv3mJhjDrfEpHnApeo6j73eG93P+Rt2gA8Eviq//0s4Id7O7iqPm1P20XkxbhSqL8eOq+qTXzVJFW9QkRuBdbjam33cJCxs1lnYqrKEYvGiE078joN6RTEugEB01FgqGljjqrsOsS9PzBM5tXie6MULT6ZB/LaCwgbkVpHwP7DTU9ccLzLgWLSeytZNWCcBhbSqUdqSSXqaN9Qx/MEgRsirhMJ9dN3P0ciWeFyvCfvsUMKnReeS93gDUA/kIlIA2dyUlUd6mbnrnI3ici3gDODmcmnB7/4ADqNiPwmrjrSk1V1srR+ObBTVXMRWQOcAGw+kHP10B1e98sXMJUdy3D/FE9cfisDcac3To5A8G5CsGqYtBUSyckk4v60q2du3uLdp3yVc6/5Xe5Ph4ogwkZeYyqvYMSSiCVVw1SeMJg0yDR6yAkIcEIi8DVN7+GG2kIYlCcQQDGRiPj/7Z15nGxVde+/a59T1bcvFzAIRh9KABkURJkkRhNeEo1Rn4r6NOonHwf0SdSoEUfwaqIiiiB0RKMJGqPm4RCnyAenoBmIEaOCzIiM5hERxYThcru76py93h9773P2qa7qrttd3VXdvX+fT3VVn2mvM63fXsNe2zKvrcr6cHW/dGBdrxDnmmisA0tCVVc049ewFL0fECe7d4D9V9Iw8EGcpXJRT6rr8cCVInIF8Hng5WmCo7XBdNbljrt35+F7/YyWKbm72NooreDGRNRTe5YIBvXpoWbgYLH1hK5mVX0lq8ZPyWr8OuPcTGV7XcdeRoEw6DCkBwfLwrns3Kjq4Iq0KnVFWJ8EYBE/IDOrUmPdnCW1mynM5xFiXpOIdTLiesEEQ7sy6dCwzr6/Bb4nIl/CceczgU8O20g/qOpBA5Z/AfjCSo6dsDwUmjHVKrh/eyelGh7Uvqsy962aKNvHp8D6cQMtKZmXnD99xAWLHX5d4LQjvsT2K58FuLkkupqxLe+ws2xRaMZs2WJHt809rS0cvu2nY5Z2PDj54f/Ae659SpX+W0a9/a5tVeU1nOXpyqeH4n7giMLFtULMJ2vENhyxuOdtZznFbDnBpeYn2JIQkS3AVvykQ9TZuHswwkmHAFDV00Xka8Bv+UUnqur6GCGVMDTu6W5ht6kOU9Jlz3wnLSm5ee4BPNCTRYzwf+hRr/d4RIxQjK6FK0/StVLFIQD2mtrJlCl4w8O/MWZJx4dgLZS+VHxQ8pnYqhx4Fpz2/n8IM/tZEDdPuJs/3K1s+zhEcFeVCPcUW6pkgknEuK2EJRBPOnRZtHykkw4BriAUcCduQEa1TFX/Y9iGEiYf95VtDtrzTrZmHXaWU5WZP++n5Wz5UuEGpWszNxGPZmw1ncZUn+sdrmihG1h4V3cagzJbtijUUNiMrXmH+7fuG7eYY0d4BtzAuBrVuBLc3CPxVLBlKBOOZadtsy2zdG3tWgpxiK5365lJ1sJKmnQowleoDatp4ADgeuDw5TacMHnYLXPzAMzZFrtnc3RLV8J5zob5iuOibabKStkIbqYYpz/yi5xy5bO5p7ulsh7myhZb8w675R3apuD0R35xzFKOFwb16anueaimeRWpB8aJ5U8PvxCA0695qt/O0sVPd2vd/BFdzdhCwbwvrNi1bqBmqKE1qYQsTLwlEfAxX5B1P1U9SUQOBg5V1QuH2XlYd9MR8f8icjTOlEnYQJjOOlz7y4fw4C13sdO2uau7lamsaEy+E4+V6GrGnvn6D1b3wz3FFoxYfnXqHmbLNnu17+O+YorclHzo6P87bvHGjnmbM2/zaoxDixLEgKUvgW6PyKJUgxXTKLs+pzkZ6uJfCDvLNvM2Z1s2P9mEvE5IAjfH9WP9/7fhslOHIollJSCr6mW4cRMJGwy/vHc35m2OQdktnyf36YtxeYVCM+b9/AgTn6K4TITBdEEZWhX2aM0lgvCY9/NCdG1Uc0llSYW+/fAL6WrG9sMvZLb0LkxfI6vriwMGN1bH5hOfRSaqQ33GjIeq6pnUVbxn2YWSUsPGJOKR1wY4GvjFLgiZsA7Q1QxjdIHiD5PCdK0055Wwhrc/an2VuR4WuSmZ8kX53n/UJ8YszeSha13G21RW8L5HfXbpHSJkYnnn1U9nOnODFA3qspy8FVHixqJ0bTb5VsTY9f9Q6IjINHWB1ofiBywPg2FjEvFgjAIXo0hpqhsMP9mxFwfd/06AqvdsQ5XOEItQoSUlZz5qRWMpJx4zR35m3CJMNN5/1KeXvW+YP+Pky59XTQkLuJRYP65ilBlN26981qqRzShiEiLyENyQggfiQuHn+aBzWP8G4CxgH1W90y87FXgp7rK9RlUXS7X7M+DrwENE5HzgccCLh5Vv2Dtxrao2tIKIPIcVjrpOmByc+P0T+cXOB9HOC/bZsoWt7U4jUB1KIxixWJnQMgkJ6wZvuuI5zBz5OU658tlVsb+QetzVjDvm9mBrPprJqlYzQ2pESX0F8HpVvUxEdgcuFZGLVPVaTyC/B1SZpCJyGG7St8Nx6a3fFJFDVLWvb05VLxKRy4DH4NxMfxLIZhgM+7afOuSyhHWKwmbsPjXH/bfsrOIQdd0mV7co+OdjP3RCwnIQLFGrUhVLnC1bzJZt7pzfRi6W6aw7krZOO+JLvO2qZ47kWAswgkmHVPV2H+fFlz66DtjXr57BlfmOj3IC8BlVnVfVW4AbgaXmrN4XyHAz0h0vIs8a7gSXrgL7ZOApwL4icm60ag9WODNdwuTguZe8HCMuYLjX1H0YceMCwqjXwjqSyERhUoutJaxLBGu160ezWzUUarj/1I6RkQS4bLWRY9dKbuwtInGR0vN8FesGRGR/4Cjg30Xk6cB/quoVofK2x764OXgCbqMmlQUQkY8BjwSuoR7ZocBQPril3E0/xVVffTouhSrgXuDkYRpImHx89jf+kqf966sprfEZJZZWVlZlONwoWSEXNwJ5Jf7ohIQYIfbz6sv+kPu1ZquSHB84+vwl9tw1zJZtXvDv/4eprOCjx358dAceniTuVNVjF9tARLbhYr2vxXXCtwNP7LfpLkryGFU9bEg5F2CpKrBXAFeIyPmqmiyHDYzc2EbQ0IgLKIYy0B895uPjFjFhA2PUpBDjDVc8l9lyd+bKFn/76x8d2XFHOZhORFo4gjhfVb8oIkfgBi0HK+LBwGUichzOcnhItPuDcR36QbhERA5T1WuXI9tS7qa/U9U/AH4osvBy+PmpE9Y5nnzxn9App9hjao4d3Sm2ZAUtU2JUXaBah06pTkiYOIQU3Rd976UjP7bYlbOEOBb4a+C6MJGbql4FPCDa5lbgWFW9U0QuAD4lIufgAtcHA99bpIlP4IjiZ7jU1zCfxFD6eyl305/476cOc7CE9QmDUlrDfJljc+cHNt0t7N6aAzUbqi5TwubCc77zCj732A9z4vdP5BPH/c1oDz66cRKPA14AXCUil/tlb1HVr/ZtVvUaEfk74FqcW+qPB2U2eXwsHJ9lVJtayt10u//5SlV9c7xORN6LmzQoYZ3jK8efy+MuerNzNZU53TKjnbkpKD/66I+PW7yETYTnfOcVdGzGl3/zgyM5XqHGE8WICcJjFP0nVf02S4yAVtX9e/4/HTh9yCb+Q1WXXWBt2FSV3+uz7MnLbTRh8tAtM6aygkwsmbH8SnsnLbGc9IMXjVu0hE2EdlaMbHzEid8/kU6Z8bnHfngkx+uLEaTArgF+JCKfEpHni8izwmfYnRclCRF5hYhcBRwqIldGn1uAjTW7+yZHOy+cFWEzHjC9g67NmLc55x2bSlIkrB3O//WPkI/IvXnbffdj7y2rW0F2PcxMh6vcPY/LlHqa/wwdQlgqJvEp4GvAe4BTouX3pilFNxY6RU5mXEbTju4UW/MuW/Ohy7skJIwMK81AOuHbr2KuzLlfe55PHPfXI5KqDxQYf/G+JaGqJ65k/6ViEncDdwPPBxCRBwBbgG0isi1NOrSxsMUHrQs1tE3B3zx6dfy4CQmrBRfTaNM25eq6mTw2Q07HUDEJEXmaiNwA3AL8C3ArzsJI2AA4/ltvZL5w03O2s5LCmpHmkyckrBV2Fi22ZMWazGgXxkmsA3fTijBsgb934YpDfVNVjxKR38FbFwnrG//r4tfw87v3Jsvqapxb89GVQ0hIWEt85fhzl95oVFBdF+6mlWLY7Kauqv4SMCJiVPWfgCNX0rCIvF1E/lNELvefp0TrThWRG0XkehH5/ZW0k7A4vnL8uew+PUe3m9Epcu6em6awhqf966vHLVpCwsRj0i0JEXmYiDzel/yIlz9p2GMMSxJ3+UYuBs4XkfczmgJ/M6p6pP98FRaUwX0S8CER2ZjTn00Ajv/WG7lvvk2el3StITPWTWK/3m3khIS1wASnwIrIa4AvA68GrhaRE6LV7x72OMOSxAnALK6o39eBm3BpVKuB5ZTBTVgmumXG/FybLe2C6VaXlimxKiMbzJQwOhz91bfyuIvS+NVJwoRbEi8DjlHVZwC/DbxNREIVjdFOX6qqcbLxKBPnXyUiL8RVmn29qv43u1AGV0ROAk4C2G+//UYo1ubBJU88gwM/9W4XsC4zpqe6I8tTTxgtLnvKu8YtQkIMBcqJtrgzVd0BoKq3ishvA58XkV9jF0hiqcF094rIPX0+94rIPUsdXES+KSJX9/mcAHwYeCgutnE7cHbYrc+h+t4JVT1PVY9V1WP32WefpcRJ6IPjv/VG8nbtaiqsWdvgX0LCOsaEWxI/E5Ejwz+eMJ4K7A0cMexBlhonsfti65eCqj5hmO1E5CPAhf7fXS2Dm7ACXPz4szjma9vJfFlwXaTi6+/84+sp1XDx489aQwkTEiYYk53d9EJ6Ysd+yocXishfDXuQ0c02vosQkQdFBQSfCVztf+9qGdyEFaJl6nLgmRnsavqn3z174LqEhM2ISc7vUNXbFln3b8MeZ2wkAZzpTSHFDc77I1hWGdyEFeK7v/8ejvnadr73xDPGLUpCwvrBZBTvW3WMjSRU9QWLrNuVMrgJI8ClTz6d477+FjplRsuUTLUKvv2EM0fezhEX/BlXPf0dIz9uQsJaQwCZ7MD1SDBOSyJhwpAZS9lpYURXhSCARBAJGwoy2TGJkSCRREKFS5K7KSFheCR3U0JCQkLCYGyO2k2JJBISEhKWiUnObhoVEkkkJCQkLBfJkkhISEhI6AtN2U0JCQkJCYth43NEIomEhISE5SKlwCYkJCQkDMYmIIlh55NISODgz6VS1QkJFRSwQ37WMZIlkTA0bnjOWwHY/+PvBYFbX5QmwEnYvBB0U7ibkiWRMDQO+ICvAjuXJYJISACwdrjPOkayJBKWxP5/cXZj8pRbX/6G8QqUkDAJCO6mDY5EEgmLYv+/OBuxkM0Jdmrjm9abCQe/ZwYpQTPfAVCwLbfuxjedPFbZ1gs2g7spkUTCQBzwwbMxXcF0BARufs3rxi3ShsHB75khm4Ns3ilp24IfvX20ivmgs84B6yaTuvHN7tgHnTkDgJTR9JpdQMB0oH2X+/2IN85QbIVim3LjG1/Hwe+ZobUDTBc6e4DmcMMpTXkPnDmHm09+HQefMQMKN5zq1j/8bTOIBbFQtt224ZzDNusWm4AkRDfISR577LH6gx/8YNxibAj82sfORGYzTCFkO52S0dwpi4SV45B3zZDvhHzWKd1yyinNcgquO23lSvOgs84BFUzHkUA2D1j3HZQ1AlK49gHKacjm3DpTKCpgW0LZBps7+cDtV045BS/WWyHWkY6Zh6yLq3vnSUANtO5z7Ug0dZga/8nAZo50imm3z4/fuvrEISKXquqxKznGnlsfpL9x0EuH2vYbV52+4vbGhWRJJCzAT17yJvb/0PuQUjB+hlzL4LmvEwbjYe9wFoOUYAqncKc7kN8HWVcxXcW2BBWnNI85aaZWsl45a+arUmdw9VmDFeihpznymbLilb37oET/q5OldCUlso5ic4G7vMIvnFxiFZsJtiWVfDYHm0stk+DIxnrCKd2xAwnFMAVk8+rKWAio8QTUEoopodgKrcKRxaGnzXD929aBhaFAKsuRsFmw/yfPwNzV4ubXvL5als0K5ZTrBZpikZ03MR56zjlg4aY3NK2sQ0+bId8B7Q7kc2C6Wrt4LGRzSj5vkcIrGRMUsThFnEPZEmyr7tEXbXjEm1wcwbbhmvec3GzvvtBWpLRt1NMv1S0v1JFF4chAjUDmtHpY5kUCETQX19s34i2AQBROZgCxWhFR2B/wBOXI0BSK6VpsbtBMyDwBZfNCa1aw/pzznfCo18yAce6pijCNO+8fb58cAkkxiYQNjzDmgU6GivMr2ylLttNgCucS6e5WuyXWEw489+wG6TXW/fk53PzaWrEffMZM9VuNC9z2bhMQ/PqIgoF8Vjj0nTOIeheKOGWdz7pPa6clm1eyrlMoYkG61ittPyeBuLiPZuJ62VMGM2Xo7O6VpydrfBxBxbmtRCHfCW3v6jGdYKF45Vw4i0GsJ4mgrAuLlFop+QAXwHbbB7lsLo7EMkGlJgoyqc43BL7F967Fal1GW6naQ5WsdMRkOo6AskywbcG2DGVb/TVwxJAFy8VbLSpwxOscgVz1vgkgi0QSCRseXQNWkE6tLcS6FzOk+GXzTvlNKh569jlI6eWPUnUzDAe9dwZMz4tshUzFZfd4hauGRq/7kHfPkOO2UUPDfSKluyamK5WVZTre2vKKzHQhn1OyeWcxmE6tmLFOUWMVKSyi6pRvy6C+lw3Oqsg6oYft/PX5PFgvz9Rdta/fdCHrOPeR6TpCMIW3JArn5gntS2Fdbz9WcBbEWkcQpbrcfk8SmXEyaZY5YpBgPtSkFkiOQDLhu9SqCF44T1GXN6pG0NxgMsEWBpsr2bwnHn9cNRqRhHfL+fjIo147Q3c3bzUVzsoopuH6P10j8lDArpwkROQhwCeBB+KSas9T1feLyFnA04AOcBNwoqre5fc5FXgpUAKvUdVvrFiQAUgkkVARhBTilCY4U3+qDjbGQcdJwUHvncGUYLyrRtTJafPgc/e/54Ws4xR5gBqv6Is6gNroFeMCquD85IEkTVErpcq3733y+ZzWPv8iuFe8cu7amhisRYpaIWsmkGW+125cHKBtGj1qzZ2lIAXYbe47kFrWobJUsnkvQ1e9u8m7lUpPEKVvu3RyuBP0hBGIorRNAhFB8gzNCkcGMURQY5y7KqyLjlfB+OOIeKLw1pPiguxWMYXU5CALrZWaJFw7xZS4Down+XzOEecjXzfD3N7w47esNlmMbGa6Ani9ql4mIrsDl4rIRcBFwKmqWojIe4FTgTeLyGHA84DDgf8BfFNEDlHVVXlLx0YSIvJZ4FD/7/2Au1T1SBHZH7gOuN6v+66qvnztJZw87H/eWVC4rqrYWpkNcqkMg1tf9kbAZcRUgUjfK5eyJgc1cNhbZrj23eM18Q8+Y6ZS9iave+2hJx+Up80B4zJuWrMuJmC6VC6f2M3isnRqZeSycqSyLirFa6FsOyINBGK87990lHxeka71cQf1Slkr68H14JsKWo1xyjK0nzuCKNt1ZpFt+4DyPHS3RuTkLZhsXiMrIiKm0H7XVsQkhYVu2Z8M1MmJRuQBTr5uFxHjAhU9RCFhm/g4AMZv79dr7s81N9V+oopa8WTjSKL6bQSCawsq8iBzLrAt/23p7iZkXWdpiUJ3qyAlTN+xvOdrlzECklDV24Hb/e97ReQ6YF9V/Ydos+8Cz/a/TwA+o6rzwC0iciNwHHDJioXpg7GRhKo+N/wWkbOBu6PVN6nqkWsu1IRD5g1iQ+/LLzSuXIYozm1kqbJZbA7aUm55VX8SqVwpwaQ3oJkihZDNOVeK8zGPNyZxyOlNYgA8mYGxPnXT9+7zOb/eWxXBL9/oZXv3S+wzr1w+mfOTB8IEGi4bm9dBXmztuw/xhdBjd/eg9sPXrpda8apXmFXvOTNVT9m2hXLKfaSEqXvVk5NTnFI6gsjnlHzWWRHOgqhjHaZrnWurW0JhkaJAOiWUJRSFJ4Se3rDIQsWnkftpWIi3jvIMTAZGkMKgrby2YEScK7Dw5xSsEoO7Fv66NEhI1Qf5hTwXsm5GMe3uW5kLnd2d1XXt6WvQmVEc0Q6HvUUkztE/T1XP693Id5KPAv69Z9VLgM/63/viSCPgNr9sVTB2d5OICPAHwO+OW5bVwoHnnu3cGKV7KaSQWskL3swXNFNuev3gsQi3vNop+5BRY/xxTCGVyyMeHAWACoefOkPZ9nHWefdtW5C1Qo9bkLnQC3dpr2be7W6s94GvcaDw4DNmuOGUk3nYn82Qd6nSKkucEhBb++Nd2iZks9CaVbLg9gmZO+KCty7DyH9brXr72LpQmwbfek/POGTsqEjdO4bKfVS7arTy7VdKtVePBNdMFtwrxveyqZS06QqZuMCyiiMLcK6lQH5hTIMpFNNxhGS85eDIsHTWQ7dEuiV0C0cO4bu0qNbCVZZCDKtuG6uOXFTRcH6xPz4zSLCK/Le0ch/XKCurQqx15BHcTZmpSTe4o4xBTFlZH+r3tblU5GpbUpF8ZzdDOQWXf3CtrdzI6loady41TkJEtgFfAF6rqvdEy7fjXFLnh0X9hVkdjJ0kgN8C7lDVG6JlB4jID4F7gLeq6r+OR7ThccAH3OjkKuCrQOZecsEpX6AaARsCrFJK1fPXUjjk3TNVL/aGU052biBDgzykcIRiun6AVOjxh+N6X7XxrheUvo9V8OUW0/64cYaKOJeGNe47mx35JVsU+U7n3sqsk7HcQjVwy3R8YDgMSCuVrINXrj0pnqEXb521EFI8g3++Uuo+3z24QOqLNKC33cf/Lqq1C6e3qFu8TyFontXttAQ3qNW7+TSQmtBSJZ9vZvcEV6NY9QHx2EKy/vw8OXiSoOtIwX1KNJBFdF4a5KyUfW0xhe20clNZtCxRq4gRRDM0y5Asc+feyhe6oEoF24Vca7eVqu881QQgxoJx5CB+WLj1llaI19iWI85iizB/v8XHj6wqRpTdJCItHEGcr6pfjJa/CHgq8HitRz7fBjwk2v3BwE9HIkgfrCpJiMg3cRH7XmxX1S/7388HPh2tux3YT1V/KSLHAH8vIofHzBod/yTgJID99ttvtML3wQEfdFVQpXSjWYPP2swLbTWgVAHS4DaQ4N71gU/xGUNNVwdVDrj1vWQ1LsXRGAHr8uDBHTdTRxRZxx/LNo8bArhiiUiKBlmYTu2+yLq1jx28T95nqrT8oC8UHv2Sc6qA4qUfWZ2X8tDTfD2hFu7pDJ3MsiaHQI7ZfMji8Uo1fAdXklC5hCqCCAFcqw2CaPT+g8KvfPTRJ/bZw0IlEbbvDfBWGUC+R63qGDjECroGbWXOpdUxfmyCc32Fa9CIowRCL+vxByFrqrIgYoIoCijKuiqpJ7MFVoGXs2EVxAHusA0ZIgZRi1p1ZIEjjcqqyHquTXBl2dI/yPFDh3M5gY9ROILXaN86k8qdtxpDsUXGSBCMKrtJgL8GrlPVc6LlTwLeDPxPVd0Z7XIB8CkROQcXuD4Y+N6KBRmAVSUJVX3CYutFJAeeBRwT7TMPzPvfl4rITcAhwIKaG96ndx64shyjk7zGgTPnYLru7cxLH3CztbIKI2lDkDco/4oUbP0Jy+N18bKsE5GE7+XXbiO/T+9ZVr3K2nKogs21fqmIqJxyy1ulIIXWmSMeWQdaO4NPvdlU3bZy3IvOqeT7/sdWXq7jkHfNuCwd7z4K5xHOLY611NlDIbvIZRT17dWJUKVseYLzp4AYdSdvFMV4xe0biq2Cym3kFVwggqBww/pea6P3d1C8wc1iMqQwkFsojXcLZZhWhm1nmOCOCtlAULmuQgprY1yDjz84YiiRIiKIsmxYEOpdR9V5AVp03XIxmFYOeQ5l6RR+OBX/W631biJTG6n+eBXB9EMWroFx7cap1TFR+POisI60utbxV2nQUiimDfmsrVOfx4XRWBKPA14AXCUil/tlbwHOBaaAixyPuCQeVb1GRP4OuBbnhvrj1cpsgvG7m54A/EhVbwsLRGQf4L9UtRSRA3EsefNaCBOqYkLt2mh591A8YAholB5wGRdRr72kdtuEfa3zpUNEJtGxAilkZVO5BzS2j91CEQEBdTqnuO9iS0iRhBDsxbuYQtmNfE4XyhReUlhITKEtL+Svv6AmjO5W4YcfGq5n97B3uIC06cCUD0LXAedIHu0p+RCuiQ3KEoI/X42iKqgoIuKCoCXOJeJ7p5T+4pXObSfWuGWqLvhvfMZNbupgcxmZf9JDHtDsjbsFtS8/8vOLGKcoC9+TNgYKg+S5C/L645pSqzEJEpNQbOVExBEITgrrLIairMmh00WLAu1260BrbA2J7/zkLSRvoWWJ7RaOfLPMXd7YsgAnLyyMYcTnGM4vJoYYfTKlKliq6y3WIl1vWWSK+lhcsdUwv2fGMS+bqSzbR7xphqvPdL+PeN1MlaIMcPkHVsHiGE1207dZ+MoDfHWRfU4HTl9x40Ng3CTxPJquJoDjgXeKSIGLU75cVf9rqQNd95M7OOqVMwS/7QIT3S+74s+bD8rhb56pFH7L56Orid6h4AP2PfVY+eP30xCHM15fBUKxVD39QBDV/pGi1553RfyfOGd/wX5eQcaKHZwspU+nBLddscUpXtty31nHp4QW3s0Ud4BDzzRqp3HOEeprq9gcOnsYimk44vUzDblx7zRXnVNf+8NPmaEVxi1E1lJMEH1dZdH9EE8c7jy1Jpb4Qkbtk0nVE3e+bx/cVnXEoCBq0Nj9FAaWGeOWBfdLaeu3R9UpY7Snhx5ZGV7BqvhtQxDXGF/hzhFRGMdQjUmQnoejF4EYSm/VBLeS/9aiQDsdZ0VEJCZ9lHtQ+GJyF1uAZkA6y+ptgsLvVfThd4MgotTZfttGbYfsphCTIHPBa9vOXMaTT4sNget8TimmpXqP8zk46pUuay+Pn2Hg6D+aGdjhWRaq+76xMVaSUNUX91n2BVwAZ5eRdeonoMpSISINcQ+QDVk9ApkF8XWJMql74qGCZa/bqOppR+MH8PtU89ka963+eSd0dmNFj2tfTfOYQTkSxI86r64HGSnJmBzCQLAS8lnFeIvEBfecJZHPaVPh4tw1BNlsiE1I5c5pEFGPXon/LdsufdMFkJ08DVcRcPQrZqpxCMaPYwAqsrWZux9VQbtwHUqXwWW66sIMmdM7YgTJvDVRekbovS49VlkYlCVG0XCRAxt7SwLjv9WfQBlZF6W6JAQRt42IU8pVA7YmlmrAWLBGyro3Xipa2kpRSpbVPe4s8z59Uw2ya174nv8r15it3EuVW8lbExpiKWKaBBF6/VC7lfqRUuxyCvv0utFi+ULgOxBEHAyXYJ33tGPqfdWYOj04z9DcUGzJKKdNNV6imBaKaaFs+dTn6H3qtUR7051HhlEea0IxbktidIh6DABCXZdGqj8OIcZQWR3ViohQZmsXUFUWgEbn1METTChCFsgoKEmLf+4jnbGgNxM9xIFMKt+zaqM339uzr+Ty+ie4mUpfyjmfU9o7fEXPYCVlUo2LiH38mXVEW7uedEFcomrTv+C25QaYFVP14DO3oiYIl3Lq9zVO4ccVTm3QTfiYTERKGl1wzQRLRHTRNRAiEo6uq7uv4lI5AcG5pFBxz4j130bqGxvMwXDDjFf6pSBina4VccQUethF4ayNkN1jLdqTPYR1GUHE1kZQmLAghbSSnajnHi2LM6y0LJvurvj4ee7dUZ4oAqKUVwk9/552Y0ivRRAILFb+cbsxmeSZTx+O5G4enHjsiG1lbrxKbrC5ixflcyUIzO2V090qbpBhZHXGSRwLCCKI5TtaI0MiiXWK6oHov1rQSsvXqYVS6QaIesK+E6iCH/3Z3K9qMrIIfCPexUGjZx06p/HDW+mlfr2dfkqvp/2GS63a3yngIhfYIpWMNVH48yt8sDi2WHrcWOpfbBdb0arNUKEUdeMTZEc9QK0aHQsVIblsHUdgmrvjG58RGVctdTEI74WJgvexKyrIabr1+Yd75K6pI4MqZm2kLussgqJesUXXNVgPGvaVyhWFFSdoGdxNWn033VBl5foRY6pevqoPwGaZ69kHoohiBNXt7fXdx7c+zj6KMcAlJXEG0SDEFoSR2lIYdNw4AB8ThJjGO9EgFA3ZSsaRbrS/+jEj1biIzGDbznKwU4ay5To1poDONnHWr7gkDPAJJHFyQ7hY4bmof6LuyVj6mgwFHUl206Rj45BEbGqGZdH9a/jIo32qh0fcaFrbcqmoZYsFLpNqAFfUK65cUrb5foTjx7JppJCqBzr6XVkLJYgfPR0Cs31dVdLTe45fDt+zwmhUuTO6Fp4YgktJxZ1z2XYHNiGDyFcTxWrj/ES9S2ve1R6yOdW8A7G5VU4J3a2elIKSDyO443OSmlhElSKvA7ZhvyqTKbjBKpdCRE7VNZeKDGLjgMhCWuB2MKDRTVO/jXqXlquz5Ni3Gk3dSxghzbS0dSaUtUgZ0k+d1SJhQFmwLlTqnv5iA7RKIMtQa5sE0KPo3c/aUqgymPoNngtEsMD9swgR9SMPtQvdY9a71FSaxGNM7W4y1PGHzPj30FSD7EypqHXPVz6vdKddCfsqbdu606i8hpU8TYui/vQn1F2GNq/nRsWGIYlQi7/RQ497441eerwjjiy0TqvUDuSmdslULp2GQqOqRrnAzTFAvsq6CITmO65BeQn+fx/fCIPtqrkA4phIRF6xkqzbkojEtJ4HwNTtB9eUFakysqpjZM5FZTKqYnmVZZFRTRZj/XSUrq4RVVZYmGinbDkiMqF0RqmNTKoFGVVQEUV8XlXGWBhpHEpflNE9JibqaF9bbxvcLuE4A90FIg0LSgU0l+qaK8E0FH/Onixy40lBo3EJupAw+o27iFNriWRrBHj79Pr7BaF7EYiDSInHMYXedkL7/SyG3vEjpdbrixBw73FNxUHrsF/kfhJ1iQNhXIvp+mtQ+jIpxr2fNhfaRR2wnr+fs07p4Em+JovqEjZ0wuBbviwMX5Zj3WLDkATe/VHBa+PQ62/0KKgfol7LAmgq0ogkYksAWFAZtSKCsH84psQ93LrdXrdTQ85YNsFl46DVjGLVmIjI/RMUGhmV373RTpgVTOpjNlxmWXTeYZ26GEIoIifqJoYp225HN3mOizu4WIhU37ZNVYgu69SyD5M5VQulPYQSWRAh/ZVoXdxBqCwx9YQbFFtNQgsqlULN2tZ9L+g09+xfdUaMIw9XBwqk6jlrFRdBrU+jqxVtI8UVFpJEjH6EsSsYZDUstm1APK4hBKWBfu6xBdsHlxM4a01DBpl/Zr17z23vCNhgESuUGMRn7LXucwRc7JZVHaVQsiSfVWbvL5Rb6qlaa1ncZ1RGBNAk9A2MDUMSiieJ0NOHhgLsJYVmcLjPurCfdyPFc/I2jt1QutHyPsdqCBv/DlZB7I4Js4qVNAaMxZZD1RP2Cl2N87iGbKHYxJZYHtU+glD3mv28wzavL2DZ9vVyfMG81k7bSAkOMYdwzbKuQqe2duI4R69F5ETRSL56XWwFNIgiHCtYB43lkZXQT6H3KuXqJGkq0cgdUi2r7lsPwVTb+ouBdYQBdW/T4KL0Pj7h0ukCMUSy9IsjLGUtLOUb71OTqXEuveexHPSTsTftVUPaslYVX0WkilVUAxq7IKWr15RZ6nuA68C0dhSYjmHqv6GYNszv6cyI6V8q3d1cqQ7NarcmUJd7H2WxyhS4Xj8wBUzf6R4QmzvlWmx1s6q5Dept41r8jbIWPehV/lUQtZ9lAAutgV6rQH3KqQVTZRURTSlZu2MaPeyIFEJPvJrRDCILwgVcbSaoFWxe97QbcvWeZ+SKql6k0in6Rs8ruMXUbW9bTomrPz8TpuLsJcpy4bn0VfiRdRCvczERBpOBP25MCHH1VWAhQYR9+iGkpYagapya2aNEG1ZAP8sk+OJ7y3LH7Q8T/IzLZvSRtS6S19Or7y373a+95RDDoH1iUuhJeQWa1zPEJeLrG4ofRmXDG6cTOkQI2Zw7t3ZhyXfWc3CYrtC6T6rnz7Zqi6M7De0du366g6DJklg/MKXSvqekfa97qBoD0XDKr2y7nkkx7cYOhEwYNbUii60Fo3VPviKKEKeAKsgcagjZTCqfvOk2xxeENNM6ME2t7KCv8g5onEcWMm7E5ev7OkTGAr6UtcEbGD4LxJ2/VNehd5a5EMRtZEfGFk6QtU+guBZssbsTnUNMAgw4lj/erriMGhPoxC6gQd8xet/zMJOd7+U2XCL9Tq6ySCNi6mdpZFlkaQRZte7AjCII2o8UGrL26yUMIK9eiETxB/9/PKiud1vTQw7Q6KxV7qcwNgWicSr+WofUQg2kQZ0512q2EebPaIf5UOLTCLGraF7ulUMHX6sNhA1DEqhTzJW2qma3wj2w6qd3nFem7tF6Anq/bcO9EgV9q4ndQ482RvCz2ohgpO7xg08RlfrBXKz33G+9W6Z1Dyq8IOLkDhOw9F4LKbVKKqlz/p1sg16Smhgid1afnn1oo/8x6p579X9ECI22BiHersdSqI/ZQwZhm8UIohdL6eSGvNq4cAMtil1FnH00yLe/QK4ewfsSXx+LaVDsY6BsfQLaPcp/sIyeJEPAPDzD4RixZRZZEk4ukBBAsK6cSiORwKcuh32rdyMcPhAZ0S0L33YA0S8H4d3d4NgwJCEW8lkXSe778Ax6aDzCjF71gkUeJVu/bI0ecZ9Nsz6T27hjxMpsiPNbmL7jdl2QtrjIQfrohKaS7VnZT6mH2IHtv92CMEcfBbZA5gVy9CGasHzQul45GgcfcC/jua97g5z1QVkwR7ZI8zbowuM0XFvxfNK9y8Ep/QXLFlHysXIf5vwHoV9KaxwM73UdQf1eVJlKlrpYn9QyVFlQ1CQwCJbqGodpTTUkDYQxFYslEsTurN7nv+Hq6nPeK4CCS1/e4NgwJIEqZi7UmOizfkQPRt8XcTHFOIx7oxfLSFpZFAPa69v7HaRohlVAQ3hM4juxZA98V2Rcah0skG8okgn7VM+Q9ifn3nOXPkoz/h0ynnqX9ZGz0b6J3FWjQr/3o9+yquccd6iaxL3ADeXLl0hPjMLVz4r3qQmoutKRDAIL341+RNdn377JByuF6mhchBOODUMSYi3ZjrmlN4yxiwplo2CltWv6WQLrFbqIkumLxQg8zsCJ0992haQbwi3zPg1ygQxLuMO0O6ybxUZ+0x44pb84OUm/lF3T/54tcAH2u1cjfnY1uZvWERRXR38U2AQ3fgGG8TN7jLRA2nojnLX0LlQunV283oPu5WLWya5iiGofq4aekuwBQ5/JLjzrS2ITWBKio3zhxwgR+QXwk1U6/N7Anat07OUiyTQckkzDYxLlWi2Zfk1V91nJAUTk6zj5hsGdqvqklbQ3LmwYklhNiMgPlprEfK2RZBoOSabhMYlyTaJMmw2jDpEmJCQkJGwgJJJISEhISBiIRBLD4bxxC9AHSabhkGQaHpMo1yTKtKmQYhIJCQkJCQORLImEhISEhIFIJJGQkJCQMBCJJCKIyHNE5BoRsSJybLR8fxGZFZHL/ecvo3XHiMhVInKjiJwrMtrRYYNk8utO9e1eLyK/v1Yy9ZHx7SLyn9H1ecpSMq4FRORJvt0bReSUtWy7R45b/f24XER+4JftJSIXicgN/vtXVlmGj4nIz0Xk6mjZQBnW4r4NkGkin6VNDVVNH/8BHg4cCvwzcGy0fH/g6gH7fA/4DdyAz68BT14jmQ4DrgCmgAOAm4BsLWTqI+PbgTf0WT5QxjW4l5lv70Cg7eU4bEzP1a3A3j3LzgRO8b9PAd67yjIcDxwdP8eDZFir+zZApol7ljb7J1kSEVT1OlW9ftjtReRBwB6qeom6J/mTwDPWSKYTgM+o6ryq3gLcCBy3FjLtAvrKuEZtHwfcqKo3q2oH+IyXZ1JwAvAJ//sTrPI9UtWLgf8aUoY1uW8DZBqEcT5LmxqJJIbHASLyQxH5FxH5Lb9sX+C2aJvb/LK1wL7A/+vT9rhkepWIXOldCMFtMUjGtcA42+6FAv8gIpeKyEl+2a+q6u0A/vsBY5BrkAzjvnaT9ixtamycAn9DQkS+CTywz6rtqvrlAbvdDuynqr8UkWOAvxeRw+lfU2yXc4qXKdOgtkci04LGFpER+DBwmm/nNOBs4CWrJcuQGGfbvXicqv5URB4AXCQiPxqTHMNinNduEp+lTY1NRxKq+oRl7DMPzPvfl4rITcAhuN7Mg6NNHwz8dC1k8m0/pE/bI5GpF8PKKCIfAS5cQsa1wDjbbkBVf+q/fy4iX8K5Se4QkQep6u3eRfjzMYg2SIaxXTtVvSP8nqBnaVMjuZuGgIjsIyKZ/30gcDBwszfR7xWRx/gMohcCg3r+o8YFwPNEZEpEDvAyfW8cMnkFE/BMIGSr9JVxNWWJ8H3gYBE5QETawPO8PGsKEdlNRHYPv4En4q7PBcCL/GYvYu2emxiDZBjbfZvQZ2lzY9yR80n64B7K23BWwx3AN/zy/w1cg8uuuAx4WrTPsbgH+Sbgg/hR7Kstk1+33bd7PVEG02rL1EfGvwWuAq7EvcwPWkrGNbqfTwF+7NvfPqZn6kD/3Fzhn6Htfvn9gW8BN/jvvVZZjk/j3KZd/zy9dDEZ1uK+DZBpIp+lzfxJZTkSEhISEgYiuZsSEhISEgYikURCQkJCwkAkkkhISEhIGIhEEgkJCQkJA5FIIiEhISFhIBJJJEwERGTHKhzz6aH6q4g8Q0QOW8Yx/rm3+m5CwmZCIomEDQtVvUBVz/D/PgNXSTQhIWEXkEgiYaIgDmeJyNV+Dobn+uW/7Xv1nxeRH4nI+WGeDBF5il/2bXHzZ1zol79YRD4oIo8Fng6c5ecoeGhsIYjI3iJyq/89LSKf8QXmPgtMR7I9UUQuEZHLRORzIrJtba9OQsLaY9PVbkqYeDwLOBJ4FLA38H0RudivOwo4HFez59+Ax4mbxOevgONV9RYR+XTvAVX1OyJyAXChqn4eQAbPw/QKYKeqPlJEHokbYY+I7A28FXiCqt4nIm8GXge8cwTnnJAwsUgkkTBp+E3g06pa4grQ/QvwaOAeXG2q2wBE5HLcZFA7cHW0bvH7fxo4qfegu4DjgXMBVPVKEbnSL38Mzl31b55g2sAlK2gnIWFdIJFEwqRhsalW56PfJe75Xe7UrAW1u3VLz7p+tWoEuEhVn7/M9hIS1iVSTCJh0nAx8FwRyURkH1zPfrFqnz8CDhSR/f3/zx2w3b3A7tH/twLH+N/P7mn/DwFE5BHAI/3y7+LcWwf5dVtF5JBhTighYT0jkUTCpOFLuAqgVwD/CLxJVX82aGNVnQVeCXxdRL6Nq5R7d59NPwO80c8u+FDgfcArROQ7uNhHwIeBbd7N9CY8QanqL4AXA5/2674LPGwlJ5qQsB6QqsAmrHuIyDZV3eGznf4CuEFVZ8YtV0LCRkCyJBI2Al7mA9nXAHvisp0SEhJGgGRJJCQkJCQMRLIkEhISEhIGIpFEQkJCQsJAJJJISEhISBiIRBIJCQkJCQORSCIhISEhYSD+PzdI83Rj+uixAAAAAElFTkSuQmCC",
      "text/plain": [
       "<Figure size 432x288 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "ds_ERA5L['t2m'].isel(time=3).plot()"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e5c77032",
   "metadata": {},
   "source": [
    "# Convert Kelvins to Degrees C"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "f8e841ff",
   "metadata": {},
   "outputs": [],
   "source": [
    "ds_ERA5L['t2m_degC'] = ds_ERA5L['t2m'] - 273.15"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3c102e3c",
   "metadata": {},
   "source": [
    "# Plot the data - Single Image"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 155,
   "id": "ce3dab99",
   "metadata": {},
   "outputs": [],
   "source": [
    "#stamen_terrain = cimgt.Stamen('terrain-background')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "a69bf97d",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "numpy.datetime64('2022-01-01T00:00:00.000000000')"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "ds_ERA5L['t2m'].time.values[0]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "7b700541",
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1008x792 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "fig.set_size_inches(14, 11)\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.PlateCarree())\n",
    "#set_extent(extents, crs=None)[source]\n",
    "#Set the extent (x0, x1, y0, y1) of the map in the given coordinate system.\n",
    "#If no crs is given, the extents’ coordinate system will be assumed to be the Geodetic\n",
    "#version of this axes’ projection.\n",
    "ax.set_extent([-180, 180, -80, 90], crs=ccrs.PlateCarree())\n",
    "## add features\n",
    "ax.add_feature(cfeature.LAND)\n",
    "ax.add_feature(cfeature.OCEAN)\n",
    "ax.add_feature(cfeature.COASTLINE)\n",
    "ax.add_feature(cfeature.BORDERS, linestyle=':')\n",
    "ax.add_feature(cfeature.LAKES, alpha=0.5)\n",
    "ax.add_feature(cfeature.RIVERS)\n",
    "### add background\n",
    "#ax.add_image(stamen_terrain, 8)\n",
    "### add data\n",
    "ds_ERA5L['t2m_degC'].isel(time=3).plot(cmap=plt.cm.jet,\n",
    "                                  cbar_kwargs={\"label\": \"Temperature 2m \\n [$^o C$]\", 'shrink':0.45})\n",
    "\n",
    "#plt.colorbar().set_title('',fontsize=8)\n",
    "##########\n",
    "gl = ax.gridlines(crs=ccrs.PlateCarree(), draw_labels=True, linewidth=1, color=\"k\", alpha=0.1, linestyle=\"--\")\n",
    "gl.top_labels = False\n",
    "gl.right_labels = False\n",
    "gl.xformatter = LONGITUDE_FORMATTER\n",
    "gl.yformatter = LATITUDE_FORMATTER\n",
    "#gl.ylines = True\n",
    "#gl.xlines = True\n",
    "\n",
    "###\n",
    "ax.set_title('Average 2m Temperature - April 2022 \\n ERA5-Land', y=1.01)\n",
    "\n",
    "\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "e3bdc2c1",
   "metadata": {},
   "source": [
    "# Compute  Annual Average"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 78,
   "id": "c09d34b5",
   "metadata": {},
   "outputs": [],
   "source": [
    "t2m_annual = ds_ERA5L['t2m_degC'].mean('time')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 79,
   "id": "49c84187",
   "metadata": {},
   "outputs": [
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       "</style><pre class='xr-text-repr-fallback'>&lt;xarray.DataArray &#x27;t2m_degC&#x27; (latitude: 1801, longitude: 3600)&gt;\n",
       "array([[       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       ...,\n",
       "       [-45.022873, -45.023285, -45.023285, ..., -45.024677, -45.023983,\n",
       "        -45.02371 ],\n",
       "       [-45.0237  , -45.0237  , -45.02426 , ..., -45.024677, -45.024536,\n",
       "        -45.02412 ],\n",
       "       [-44.997433, -44.997433, -44.997433, ..., -44.997433, -44.997433,\n",
       "        -44.997433]], dtype=float32)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float32 -180.0 -179.9 -179.8 ... 179.7 179.8 179.9\n",
       "  * latitude     (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "    spatial_ref  int64 0</pre><div class='xr-wrap' style='display:none'><div class='xr-header'><div class='xr-obj-type'>xarray.DataArray</div><div class='xr-array-name'>'t2m_degC'</div><ul class='xr-dim-list'><li><span class='xr-has-index'>latitude</span>: 1801</li><li><span class='xr-has-index'>longitude</span>: 3600</li></ul></div><ul class='xr-sections'><li class='xr-section-item'><div class='xr-array-wrap'><input id='section-a4dd32b5-dad9-4f11-baf1-af1a8225214d' class='xr-array-in' type='checkbox' checked><label for='section-a4dd32b5-dad9-4f11-baf1-af1a8225214d' title='Show/hide data repr'><svg class='icon xr-icon-database'><use xlink:href='#icon-database'></use></svg></label><div class='xr-array-preview xr-preview'><span>nan nan nan nan nan nan nan ... -45.0 -45.0 -45.0 -45.0 -45.0 -45.0</span></div><div class='xr-array-data'><pre>array([[       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       ...,\n",
       "       [-45.022873, -45.023285, -45.023285, ..., -45.024677, -45.023983,\n",
       "        -45.02371 ],\n",
       "       [-45.0237  , -45.0237  , -45.02426 , ..., -45.024677, -45.024536,\n",
       "        -45.02412 ],\n",
       "       [-44.997433, -44.997433, -44.997433, ..., -44.997433, -44.997433,\n",
       "        -44.997433]], dtype=float32)</pre></div></div></li><li class='xr-section-item'><input id='section-266eaf9f-614b-4bf3-9d54-17fa5fd5309d' class='xr-section-summary-in' type='checkbox'  checked><label for='section-266eaf9f-614b-4bf3-9d54-17fa5fd5309d' class='xr-section-summary' >Coordinates: <span>(3)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><ul class='xr-var-list'><li class='xr-var-item'><div class='xr-var-name'><span class='xr-has-index'>longitude</span></div><div class='xr-var-dims'>(longitude)</div><div class='xr-var-dtype'>float32</div><div class='xr-var-preview xr-preview'>-180.0 -179.9 ... 179.8 179.9</div><input id='attrs-deca5440-27cc-4681-8b0a-be959626d984' class='xr-var-attrs-in' type='checkbox' disabled><label for='attrs-deca5440-27cc-4681-8b0a-be959626d984' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-c773d01c-fae0-4efc-ab48-a98508554407' class='xr-var-data-in' type='checkbox'><label for='data-c773d01c-fae0-4efc-ab48-a98508554407' 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'></dl></div><div class='xr-var-data'><pre>array([-180.     , -179.9    , -179.79999, ...,  179.70001,  179.79999,\n",
       "        179.9    ], dtype=float32)</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'>float32</div><div class='xr-var-preview xr-preview'>90.0 89.9 89.8 ... -89.9 -90.0</div><input id='attrs-993a6f6e-43fd-472c-acd7-cbea5930bf61' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-993a6f6e-43fd-472c-acd7-cbea5930bf61' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-cd3eed17-f68b-43be-be57-3cc8d8b572e5' class='xr-var-data-in' type='checkbox'><label for='data-cd3eed17-f68b-43be-be57-3cc8d8b572e5' 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>long_name :</span></dt><dd>latitude</dd></dl></div><div class='xr-var-data'><pre>array([ 90. ,  89.9,  89.8, ..., -89.8, -89.9, -90. ], dtype=float32)</pre></div></li><li class='xr-var-item'><div class='xr-var-name'><span>spatial_ref</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-027c5148-58d9-4217-8be4-e5bddf4b0935' class='xr-var-attrs-in' type='checkbox' ><label for='attrs-027c5148-58d9-4217-8be4-e5bddf4b0935' title='Show/Hide attributes'><svg class='icon xr-icon-file-text2'><use xlink:href='#icon-file-text2'></use></svg></label><input id='data-3fc8bbdc-262c-436a-af2b-d87f600da5aa' class='xr-var-data-in' type='checkbox'><label for='data-3fc8bbdc-262c-436a-af2b-d87f600da5aa' 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>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd><dt><span>semi_major_axis :</span></dt><dd>6378137.0</dd><dt><span>semi_minor_axis :</span></dt><dd>6356752.314245179</dd><dt><span>inverse_flattening :</span></dt><dd>298.257223563</dd><dt><span>reference_ellipsoid_name :</span></dt><dd>WGS 84</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>WGS 84</dd><dt><span>horizontal_datum_name :</span></dt><dd>World Geodetic System 1984</dd><dt><span>grid_mapping_name :</span></dt><dd>latitude_longitude</dd><dt><span>spatial_ref :</span></dt><dd>GEOGCS[&quot;WGS 84&quot;,DATUM[&quot;WGS_1984&quot;,SPHEROID[&quot;WGS 84&quot;,6378137,298.257223563,AUTHORITY[&quot;EPSG&quot;,&quot;7030&quot;]],AUTHORITY[&quot;EPSG&quot;,&quot;6326&quot;]],PRIMEM[&quot;Greenwich&quot;,0,AUTHORITY[&quot;EPSG&quot;,&quot;8901&quot;]],UNIT[&quot;degree&quot;,0.0174532925199433,AUTHORITY[&quot;EPSG&quot;,&quot;9122&quot;]],AXIS[&quot;Latitude&quot;,NORTH],AXIS[&quot;Longitude&quot;,EAST],AUTHORITY[&quot;EPSG&quot;,&quot;4326&quot;]]</dd></dl></div><div class='xr-var-data'><pre>array(0)</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-239be1f9-0662-4fff-aa58-ef2725621e31' class='xr-section-summary-in' type='checkbox'  ><label for='section-239be1f9-0662-4fff-aa58-ef2725621e31' 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>longitude</div></div><div class='xr-index-preview'>PandasIndex</div><div></div><input id='index-54b5dcf9-23c0-4708-8919-8927ebc07362' class='xr-index-data-in' type='checkbox'/><label for='index-54b5dcf9-23c0-4708-8919-8927ebc07362' 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, -179.89999389648438, -179.79998779296875,\n",
       "       -179.70001220703125, -179.60000610351562,              -179.5,\n",
       "       -179.39999389648438, -179.29998779296875, -179.20001220703125,\n",
       "       -179.10000610351562,\n",
       "       ...\n",
       "                     179.0,  179.10000610351562,  179.20001220703125,\n",
       "        179.29998779296875,  179.39999389648438,               179.5,\n",
       "        179.60000610351562,  179.70001220703125,  179.79998779296875,\n",
       "        179.89999389648438],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;longitude&#x27;, length=3600))</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-3bdfd3ea-b514-41f3-9ae9-59a24efecec0' class='xr-index-data-in' type='checkbox'/><label for='index-3bdfd3ea-b514-41f3-9ae9-59a24efecec0' 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,   89.9000015258789,  89.80000305175781,\n",
       "        89.69999694824219,   89.5999984741211,               89.5,\n",
       "         89.4000015258789,  89.30000305175781,  89.19999694824219,\n",
       "         89.0999984741211,\n",
       "       ...\n",
       "        -89.0999984741211, -89.19999694824219, -89.30000305175781,\n",
       "        -89.4000015258789,              -89.5,  -89.5999984741211,\n",
       "       -89.69999694824219, -89.80000305175781,  -89.9000015258789,\n",
       "                    -90.0],\n",
       "      dtype=&#x27;float32&#x27;, name=&#x27;latitude&#x27;, length=1801))</pre></div></li></ul></div></li><li class='xr-section-item'><input id='section-1204b815-e462-41ba-b61d-f657a5fc5ff5' class='xr-section-summary-in' type='checkbox' disabled ><label for='section-1204b815-e462-41ba-b61d-f657a5fc5ff5' class='xr-section-summary'  title='Expand/collapse section'>Attributes: <span>(0)</span></label><div class='xr-section-inline-details'></div><div class='xr-section-details'><dl class='xr-attrs'></dl></div></li></ul></div></div>"
      ],
      "text/plain": [
       "<xarray.DataArray 't2m_degC' (latitude: 1801, longitude: 3600)>\n",
       "array([[       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       [       nan,        nan,        nan, ...,        nan,        nan,\n",
       "               nan],\n",
       "       ...,\n",
       "       [-45.022873, -45.023285, -45.023285, ..., -45.024677, -45.023983,\n",
       "        -45.02371 ],\n",
       "       [-45.0237  , -45.0237  , -45.02426 , ..., -45.024677, -45.024536,\n",
       "        -45.02412 ],\n",
       "       [-44.997433, -44.997433, -44.997433, ..., -44.997433, -44.997433,\n",
       "        -44.997433]], dtype=float32)\n",
       "Coordinates:\n",
       "  * longitude    (longitude) float32 -180.0 -179.9 -179.8 ... 179.7 179.8 179.9\n",
       "  * latitude     (latitude) float32 90.0 89.9 89.8 89.7 ... -89.8 -89.9 -90.0\n",
       "    spatial_ref  int64 0"
      ]
     },
     "execution_count": 79,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "t2m_annual"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "f7987b26",
   "metadata": {},
   "source": [
    "## Plot Annual average T2M"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 83,
   "id": "e152aa5e",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 1008x792 with 2 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "fig = plt.figure()\n",
    "fig.set_size_inches(14, 11)\n",
    "ax = fig.add_subplot(1, 1, 1, projection=ccrs.PlateCarree())\n",
    "#set_extent(extents, crs=None)[source]\n",
    "#Set the extent (x0, x1, y0, y1) of the map in the given coordinate system.\n",
    "#If no crs is given, the extents’ coordinate system will be assumed to be the Geodetic\n",
    "#version of this axes’ projection.\n",
    "ax.set_extent([-180, 180, -80, 90], crs=ccrs.PlateCarree())\n",
    "## add features\n",
    "ax.add_feature(cfeature.LAND)\n",
    "ax.add_feature(cfeature.OCEAN)\n",
    "ax.add_feature(cfeature.COASTLINE)\n",
    "ax.add_feature(cfeature.BORDERS, linestyle=':')\n",
    "ax.add_feature(cfeature.LAKES, alpha=0.5)\n",
    "ax.add_feature(cfeature.RIVERS)\n",
    "### add background\n",
    "#ax.add_image(stamen_terrain, 8)\n",
    "### add data\n",
    "t2m_annual.plot(cmap=plt.cm.jet,\n",
    "                cbar_kwargs={\"label\": \"Temperature 2m \\n [$^o C$]\", 'shrink':0.45})\n",
    "\n",
    "#plt.colorbar().set_title('',fontsize=8)\n",
    "##########\n",
    "gl = ax.gridlines(crs=ccrs.PlateCarree(), draw_labels=True, linewidth=1, color=\"k\", alpha=0.1, linestyle=\"--\")\n",
    "gl.top_labels = False\n",
    "gl.right_labels = False\n",
    "gl.xformatter = LONGITUDE_FORMATTER\n",
    "gl.yformatter = LATITUDE_FORMATTER\n",
    "#gl.ylines = True\n",
    "#gl.xlines = True\n",
    "\n",
    "###\n",
    "ax.set_title('Annual Average 2m Temperature - 2022 \\n ERA5-Land', y=1.01, fontsize=12)\n",
    "\n",
    "\n",
    "plt.show()\n"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "geospatial",
   "language": "python",
   "name": "geospatial"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.11.4"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}