Global_Inflation_Map_GeoPandas.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "rqdZ9oaikYBj",
    "outputId": "c193ac50-c283-4ec5-d581-5a0c7ed3bc6c"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
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     ]
    }
   ],
   "source": [
    "# Inflation, GDP, \n",
    "!pip install geopandas\n",
    "!pip install openpyxl\n",
    "!python3 -m pip install -U matplotlib\n",
    "!pip install mapclassify\n",
    "!pip install streamlit\n",
    "!pip install yfinance\n",
    "!pip install pyngrok\n",
    "\n",
    "%matplotlib inline  \n",
    "\n",
    "import matplotlib.pyplot as plt\n",
    "from pandas_datareader import wb\n",
    "import geopandas\n",
    "import pandas as pd\n",
    "import mapclassify\n",
    "import streamlit as st\n",
    "import yfinance as yf\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 555
    },
    "id": "mHtwxUd_oIkV",
    "outputId": "5f94aaf4-37ec-4b4c-c04e-c0f6ca62436f"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                                year  Inflation\n",
      "country                                        \n",
      "Africa Eastern and Southern     2021   7.240978\n",
      "Africa Western and Central      2021   3.925603\n",
      "Arab World                      2021   3.243460\n",
      "Caribbean small states          2021   2.236850\n",
      "Central Europe and the Baltics  2021   3.839845\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "None"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                                year  Population Growth\n",
      "country                                                \n",
      "Africa Eastern and Southern     2021           2.572461\n",
      "Africa Western and Central      2021           2.636291\n",
      "Arab World                      2021           1.934746\n",
      "Caribbean small states          2021           0.528601\n",
      "Central Europe and the Baltics  2021          -0.492044\n"
     ]
    },
    {
     "data": {
      "text/plain": [
       "None"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                                year           GDP\n",
      "country                                           \n",
      "Africa Eastern and Southern     2021  1.082096e+12\n",
      "Africa Western and Central      2021  8.358084e+11\n",
      "Arab World                      2021  2.850421e+12\n",
      "Caribbean small states          2021  6.997032e+10\n",
      "Central Europe and the Baltics  2021  1.887902e+12\n",
      "...                              ...           ...\n",
      "Virgin Islands (U.S.)           2021           NaN\n",
      "West Bank and Gaza              2021  1.803680e+10\n",
      "Yemen, Rep.                     2021  2.106169e+10\n",
      "Zambia                          2021  2.120306e+10\n",
      "Zimbabwe                        2021  2.621773e+10\n",
      "\n",
      "[266 rows x 2 columns]\n"
     ]
    }
   ],
   "source": [
    "gdp_data = wb.download(indicator='NY.GDP.MKTP.CD', country='all', start=2021, end=2021)\n",
    "inf_data = wb.download(indicator='FP.CPI.TOTL.ZG', country='all', start=2021, end=2021)\n",
    "pop_data = wb.download(indicator='SP.POP.GROW', country='all', start=2021, end=2021)\n",
    "\n",
    "\n",
    "gdp_data = gdp_data.reset_index(1)\n",
    "inf_data = inf_data.reset_index(1)\n",
    "pop_data = pop_data.reset_index(1)\n",
    "\n",
    "gdp_data.columns = ['year', 'GDP']\n",
    "inf_data.columns = ['year', 'Inflation']\n",
    "pop_data.columns = ['year', 'Population Growth']\n",
    "\n",
    "display(print(inf_data.head()))\n",
    "display(print(pop_data.head()))\n",
    "print(gdp_data.head(1000))"
   ]
  },
  {
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    "id": "4ked0L8-rj-W",
    "outputId": "72ced752-0a4c-472a-bb4a-356ad8c5c9c7"
   },
   "outputs": [
    {
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       "      <td>2.877596</td>\n",
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       "      <th>Zimbabwe</th>\n",
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       "                                year  Population Growth\n",
       "country                                                \n",
       "Africa Eastern and Southern     2021           2.572461\n",
       "Africa Western and Central      2021           2.636291\n",
       "Arab World                      2021           1.934746\n",
       "Caribbean small states          2021           0.528601\n",
       "Central Europe and the Baltics  2021          -0.492044\n",
       "...                              ...                ...\n",
       "Virgin Islands (U.S.)           2021          -0.395928\n",
       "West Bank and Gaza              2021           2.457039\n",
       "Yemen, Rep.                     2021           2.204030\n",
       "Zambia                          2021           2.877596\n",
       "Zimbabwe                        2021           1.530614\n",
       "\n",
       "[264 rows x 2 columns]"
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "gdp_data.dropna()\n",
    "inf_data.dropna()\n",
    "pop_data.dropna()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "Njv43FrGt3nU"
   },
   "outputs": [],
   "source": [
    "# Overwrites existing workbook\n",
    "\n",
    "#with pd.ExcelWriter('World Bank Data.xlsx', engine='openpyxl') as writer:\n",
    "    #gdp_data.to_excel(writer, sheet_name=\"gdp\")\n",
    "    #pop_data.to_excel(writer, sheet_name=\"pop\")\n",
    "    #inf_data.to_excel(writer, sheet_name=\"inf\")\n",
    "\n",
    "#gdp_data.to_excel(\"GDP Data.xlsx\") #Second Method to export to Excel"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "4JhFQWWGkh8W"
   },
   "outputs": [],
   "source": [
    "# Geopandas Global Map\n",
    "\n",
    "map = geopandas.read_file(geopandas.datasets.get_path('naturalearth_lowres')) # Map Data\n",
    "map = map[map['name'] != 'Antarctica'] # Removes Antarctica \n",
    "map = map.set_index('name')\n",
    "index_change = {\n",
    "    'United States of America': 'United States',\n",
    "    'Russian Federation': 'Russia'\n",
    "}\n",
    "\n",
    "\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "SIyAWmTHy6_k"
   },
   "outputs": [],
   "source": [
    "map = map.rename(index=index_change)\n",
    "data3 = map.join(inf_data, how='outer')\n",
    "data4 = map.join(gdp_data, how='outer')\n",
    "data5 = map.join(pop_data, how='outer')\n",
    "\n",
    "pd.set_option('display.max_columns', 10)\n",
    "pd.set_option('display.max_rows', 300)\n",
    "pd.set_option('display.width', 1000)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "zHM_CEwcpMWr",
    "outputId": "85b99108-0995-48b6-b628-9a4e4dac6527"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "                                                         pop_est                continent iso_a3   gdp_md_est                                           geometry  year   Inflation\n",
      "Afghanistan                                         3.412481e+07                     Asia    AFG     64080.00  POLYGON ((66.51861 37.36278, 67.07578 37.35614...  2021         NaN\n",
      "Africa Eastern and Southern                                  NaN                      NaN    NaN          NaN                                               None  2021    7.240978\n",
      "Africa Western and Central                                   NaN                      NaN    NaN          NaN                                               None  2021    3.925603\n",
      "Albania                                             3.047987e+06                   Europe    ALB     33900.00  POLYGON ((21.02004 40.84273, 20.99999 40.58000...  2021    2.041472\n",
      "Algeria                                             4.096944e+07                   Africa    DZA    609400.00  POLYGON ((-8.68440 27.39574, -8.66512 27.58948...  2021    7.226063\n",
      "American Samoa                                               NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Andorra                                                      NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Angola                                              2.931027e+07                   Africa    AGO    189000.00  MULTIPOLYGON (((12.99552 -4.78110, 12.63161 -4...  2021         NaN\n",
      "Antigua and Barbuda                                          NaN                      NaN    NaN          NaN                                               None  2021    2.062996\n",
      "Arab World                                                   NaN                      NaN    NaN          NaN                                               None  2021    3.243460\n",
      "Argentina                                           4.429329e+07            South America    ARG    879400.00  MULTIPOLYGON (((-68.63401 -52.63637, -68.25000...  2021         NaN\n",
      "Armenia                                             3.045191e+06                     Asia    ARM     26300.00  POLYGON ((46.50572 38.77061, 46.14362 38.74120...  2021    7.184836\n",
      "Aruba                                                        NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Australia                                           2.323241e+07                  Oceania    AUS   1189000.00  MULTIPOLYGON (((147.68926 -40.80826, 148.28907...  2021    2.863910\n",
      "Austria                                             8.754413e+06                   Europe    AUT    416600.00  POLYGON ((16.97967 48.12350, 16.90375 47.71487...  2021    2.766667\n",
      "Azerbaijan                                          9.961396e+06                     Asia    AZE    167900.00  MULTIPOLYGON (((46.40495 41.86068, 46.68607 41...  2021    6.650299\n",
      "Bahamas                                             3.299880e+05            North America    BHS      9066.00  MULTIPOLYGON (((-78.98000 26.79000, -78.51000 ...   NaN         NaN\n",
      "Bahamas, The                                                 NaN                      NaN    NaN          NaN                                               None  2021    2.904913\n",
      "Bahrain                                                      NaN                      NaN    NaN          NaN                                               None  2021   -0.606319\n",
      "Bangladesh                                          1.578266e+08                     Asia    BGD    628400.00  POLYGON ((92.67272 22.04124, 92.65226 21.32405...  2021    5.545654\n",
      "Barbados                                                     NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Belarus                                             9.549747e+06                   Europe    BLR    165400.00  POLYGON ((28.17671 56.16913, 29.22951 55.91834...  2021    9.460284\n",
      "Belgium                                             1.149135e+07                   Europe    BEL    508600.00  POLYGON ((6.15666 50.80372, 6.04307 50.12805, ...  2021    2.440249\n",
      "Belize                                              3.603460e+05            North America    BLZ      3088.00  POLYGON ((-89.14308 17.80832, -89.15091 17.955...  2021         NaN\n",
      "Benin                                               1.103880e+07                   Africa    BEN     24310.00  POLYGON ((2.69170 6.25882, 1.86524 6.14216, 1....  2021    1.733552\n",
      "Bermuda                                                      NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Bhutan                                              7.582880e+05                     Asia    BTN      6432.00  POLYGON ((91.69666 27.77174, 92.10371 27.45261...  2021    7.346839\n",
      "Bolivia                                             1.113823e+07            South America    BOL     78350.00  POLYGON ((-69.52968 -10.95173, -68.78616 -11.0...  2021    0.737384\n",
      "Bosnia and Herz.                                    3.856181e+06                   Europe    BIH     42530.00  POLYGON ((18.56000 42.65000, 17.67492 43.02856...   NaN         NaN\n",
      "Bosnia and Herzegovina                                       NaN                      NaN    NaN          NaN                                               None  2021    1.981639\n",
      "Botswana                                            2.214858e+06                   Africa    BWA     35900.00  POLYGON ((29.43219 -22.09131, 28.01724 -22.827...  2021    7.240978\n",
      "Brazil                                              2.073534e+08            South America    BRA   3081000.00  POLYGON ((-53.37366 -33.76838, -53.65054 -33.2...  2021    8.301660\n",
      "British Virgin Islands                                       NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Brunei                                              4.435930e+05                     Asia    BRN     33730.00  POLYGON ((115.45071 5.44773, 115.40570 4.95523...   NaN         NaN\n",
      "Brunei Darussalam                                            NaN                      NaN    NaN          NaN                                               None  2021    1.733414\n",
      "Bulgaria                                            7.101510e+06                   Europe    BGR    143100.00  POLYGON ((22.65715 44.23492, 22.94483 43.82379...  2021    3.297744\n",
      "Burkina Faso                                        2.010751e+07                   Africa    BFA     32990.00  POLYGON ((-5.40434 10.37074, -5.47056 10.95127...  2021    3.653268\n",
      "Burundi                                             1.146676e+07                   Africa    BDI      7892.00  POLYGON ((30.46967 -2.41385, 30.52766 -2.80762...  2021    8.404538\n",
      "Cabo Verde                                                   NaN                      NaN    NaN          NaN                                               None  2021    1.862153\n",
      "Cambodia                                            1.620449e+07                     Asia    KHM     58940.00  POLYGON ((102.58493 12.18659, 102.34810 13.394...  2021    2.920735\n",
      "Cameroon                                            2.499488e+07                   Africa    CMR     77240.00  POLYGON ((14.49579 12.85940, 14.89336 12.21905...  2021    2.271858\n",
      "Canada                                              3.562368e+07            North America    CAN   1674000.00  MULTIPOLYGON (((-122.84000 49.00000, -122.9742...  2021    3.395193\n",
      "Caribbean small states                                       NaN                      NaN    NaN          NaN                                               None  2021    2.236850\n",
      "Cayman Islands                                               NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Central African Rep.                                5.625118e+06                   Africa    CAF      3206.00  POLYGON ((27.37423 5.23394, 27.04407 5.12785, ...   NaN         NaN\n",
      "Central African Republic                                     NaN                      NaN    NaN          NaN                                               None  2021    4.259364\n",
      "Central Europe and the Baltics                               NaN                      NaN    NaN          NaN                                               None  2021    3.839845\n",
      "Chad                                                1.207598e+07                   Africa    TCD     30590.00  POLYGON ((23.83766 19.58047, 23.88689 15.61084...  2021   -0.772844\n",
      "Channel Islands                                              NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Chile                                               1.778927e+07            South America    CHL    436100.00  MULTIPOLYGON (((-68.63401 -52.63637, -68.63335...  2021    4.524568\n",
      "China                                               1.379303e+09                     Asia    CHN  21140000.00  MULTIPOLYGON (((109.47521 18.19770, 108.65521 ...  2021    0.981015\n",
      "Colombia                                            4.769852e+07            South America    COL    688000.00  POLYGON ((-66.87633 1.25336, -67.06505 1.13011...  2021    3.495146\n",
      "Comoros                                                      NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Congo                                               4.954674e+06                   Africa    COG     30270.00  POLYGON ((18.45307 3.50439, 18.39379 2.90044, ...   NaN         NaN\n",
      "Congo, Dem. Rep.                                             NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Congo, Rep.                                                  NaN                      NaN    NaN          NaN                                               None  2021    1.715643\n",
      "Costa Rica                                          4.930258e+06            North America    CRI     79260.00  POLYGON ((-82.54620 9.56613, -82.93289 9.47681...  2021    1.726478\n",
      "Cote d'Ivoire                                                NaN                      NaN    NaN          NaN                                               None  2021    4.091952\n",
      "Croatia                                             4.292095e+06                   Europe    HRV     94240.00  POLYGON ((16.56481 46.50375, 16.88252 46.38063...  2021    2.554507\n",
      "Cuba                                                1.114741e+07            North America    CUB    132900.00  POLYGON ((-82.26815 23.18861, -81.40446 23.117...  2021         NaN\n",
      "Curacao                                                      NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Cyprus                                              1.221549e+06                     Asia    CYP     29260.00  POLYGON ((32.73178 35.14003, 32.91957 35.08783...  2021    2.446089\n",
      "Czech Republic                                               NaN                      NaN    NaN          NaN                                               None  2021    3.839845\n",
      "Czechia                                             1.067472e+07                   Europe    CZE    350900.00  POLYGON ((15.01700 51.10667, 15.49097 50.78473...   NaN         NaN\n",
      "Côte d'Ivoire                                       2.418481e+07                   Africa    CIV     87120.00  POLYGON ((-8.02994 10.20653, -7.89959 10.29738...   NaN         NaN\n",
      "Dem. Rep. Congo                                     8.330115e+07                   Africa    COD     66010.00  POLYGON ((29.34000 -4.49998, 29.51999 -5.41998...   NaN         NaN\n",
      "Denmark                                             5.605948e+06                   Europe    DNK    264800.00  MULTIPOLYGON (((9.92191 54.98310, 9.28205 54.8...  2021    1.853045\n",
      "Djibouti                                            8.652670e+05                   Africa    DJI      3345.00  POLYGON ((42.35156 12.54223, 42.77964 12.45542...  2021         NaN\n",
      "Dominica                                                     NaN                      NaN    NaN          NaN                                               None  2021    0.517172\n",
      "Dominican Rep.                                      1.073425e+07            North America    DOM    161900.00  POLYGON ((-71.70830 18.04500, -71.68774 18.316...   NaN         NaN\n",
      "Dominican Republic                                           NaN                      NaN    NaN          NaN                                               None  2021    8.243003\n",
      "Early-demographic dividend                                   NaN                      NaN    NaN          NaN                                               None  2021    4.261051\n",
      "East Asia & Pacific                                          NaN                      NaN    NaN          NaN                                               None  2021    2.410193\n",
      "East Asia & Pacific (IDA & IBRD countries)                   NaN                      NaN    NaN          NaN                                               None  2021    2.477102\n",
      "East Asia & Pacific (excluding high income)                  NaN                      NaN    NaN          NaN                                               None  2021    2.477102\n",
      "Ecuador                                             1.629091e+07            South America    ECU    182400.00  POLYGON ((-75.37322 -0.15203, -75.23372 -0.911...  2021    0.133251\n",
      "Egypt                                               9.704107e+07                   Africa    EGY   1105000.00  POLYGON ((36.86623 22.00000, 32.90000 22.00000...   NaN         NaN\n",
      "Egypt, Arab Rep.                                             NaN                      NaN    NaN          NaN                                               None  2021    5.545744\n",
      "El Salvador                                         6.172011e+06            North America    SLV     54790.00  POLYGON ((-89.35333 14.42413, -89.05851 14.340...  2021    3.466926\n",
      "Eq. Guinea                                          7.783580e+05                   Africa    GNQ     31770.00  POLYGON ((9.64916 2.28387, 11.27645 2.26105, 1...   NaN         NaN\n",
      "Equatorial Guinea                                            NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Eritrea                                             5.918919e+06                   Africa    ERI      9169.00  POLYGON ((36.42951 14.42211, 36.32322 14.82249...  2021         NaN\n",
      "Estonia                                             1.251581e+06                   Europe    EST     38700.00  POLYGON ((27.98113 59.47537, 27.98112 59.47537...  2021    4.653167\n",
      "Eswatini                                                     NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Ethiopia                                            1.053500e+08                   Africa    ETH    174700.00  POLYGON ((47.78942 8.00300, 44.96360 5.00162, ...  2021   26.839522\n",
      "Euro area                                                    NaN                      NaN    NaN          NaN                                               None  2021    2.446089\n",
      "Europe & Central Asia                                        NaN                      NaN    NaN          NaN                                               None  2021    3.146288\n",
      "Europe & Central Asia (IDA & IBRD countries)                 NaN                      NaN    NaN          NaN                                               None  2021    5.053678\n",
      "Europe & Central Asia (excluding high income)                NaN                      NaN    NaN          NaN                                               None  2021    5.106411\n",
      "European Union                                               NaN                      NaN    NaN          NaN                                               None  2021    2.554507\n",
      "Falkland Is.                                        2.931000e+03            South America    FLK       281.80  POLYGON ((-61.20000 -51.85000, -60.00000 -51.2...   NaN         NaN\n",
      "Faroe Islands                                                NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Fiji                                                9.209380e+05                  Oceania    FJI      8374.00  MULTIPOLYGON (((180.00000 -16.06713, 180.00000...  2021    0.155856\n",
      "Finland                                             5.491218e+06                   Europe    FIN    224137.00  POLYGON ((28.59193 69.06478, 28.44594 68.36461...  2021    2.194574\n",
      "Fr. S. Antarctic Lands                              1.400000e+02  Seven seas (open ocean)    ATF        16.00  POLYGON ((68.93500 -48.62500, 69.58000 -48.940...   NaN         NaN\n",
      "Fragile and conflict affected situations                     NaN                      NaN    NaN          NaN                                               None  2021    5.262728\n",
      "France                                              6.710616e+07                   Europe    -99   2699000.00  MULTIPOLYGON (((-51.65780 4.15623, -52.24934 3...  2021    1.642331\n",
      "French Polynesia                                             NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Gabon                                               1.772255e+06                   Africa    GAB     35980.00  POLYGON ((11.27645 2.26105, 11.75167 2.32676, ...  2021         NaN\n",
      "Gambia                                              2.051363e+06                   Africa    GMB      3387.00  POLYGON ((-16.71373 13.59496, -15.62460 13.623...   NaN         NaN\n",
      "Gambia, The                                                  NaN                      NaN    NaN          NaN                                               None  2021    7.370348\n",
      "Georgia                                             4.926330e+06                     Asia    GEO     37270.00  POLYGON ((39.95501 43.43500, 40.07696 43.55310...  2021    9.566914\n",
      "Germany                                             8.059402e+07                   Europe    DEU   3979000.00  POLYGON ((14.11969 53.75703, 14.35332 53.24817...  2021    3.142970\n",
      "Ghana                                               2.749992e+07                   Africa    GHA    120800.00  POLYGON ((0.02380 11.01868, -0.04978 10.70692,...  2021    9.971089\n",
      "Gibraltar                                                    NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Greece                                              1.076848e+07                   Europe    GRC    290500.00  MULTIPOLYGON (((26.29000 35.29999, 26.16500 35...  2021    1.223825\n",
      "Greenland                                           5.771300e+04            North America    GRL      2173.00  POLYGON ((-46.76379 82.62796, -43.40644 83.225...  2021         NaN\n",
      "Grenada                                                      NaN                      NaN    NaN          NaN                                               None  2021    1.219512\n",
      "Guam                                                         NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Guatemala                                           1.546073e+07            North America    GTM    131800.00  POLYGON ((-92.22775 14.53883, -92.20323 14.830...  2021    4.261051\n",
      "Guinea                                              1.241387e+07                   Africa    GIN     16080.00  POLYGON ((-13.70048 12.58618, -13.21782 12.575...  2021   12.597070\n",
      "Guinea-Bissau                                       1.792338e+06                   Africa    GNB      2851.00  POLYGON ((-16.67745 12.38485, -16.14772 12.547...  2021         NaN\n",
      "Guyana                                              7.377180e+05            South America    GUY      6093.00  POLYGON ((-56.53939 1.89952, -56.78270 1.86371...  2021    5.032856\n",
      "Haiti                                               1.064671e+07            North America    HTI     19340.00  POLYGON ((-71.71236 19.71446, -71.62487 19.169...  2021   16.841524\n",
      "Heavily indebted poor countries (HIPC)                       NaN                      NaN    NaN          NaN                                               None  2021    4.480880\n",
      "High income                                                  NaN                      NaN    NaN          NaN                                               None  2021    2.518371\n",
      "Honduras                                            9.038741e+06            North America    HND     43190.00  POLYGON ((-83.14722 14.99583, -83.48999 15.016...  2021    4.480880\n",
      "Hong Kong SAR, China                                         NaN                      NaN    NaN          NaN                                               None  2021    1.568758\n",
      "Hungary                                             9.850845e+06                   Europe    HUN    267600.00  POLYGON ((22.08561 48.42226, 22.64082 48.15024...  2021    5.110965\n",
      "IBRD only                                                    NaN                      NaN    NaN          NaN                                               None  2021    4.271664\n",
      "IDA & IBRD total                                             NaN                      NaN    NaN          NaN                                               None  2021    4.261051\n",
      "IDA blend                                                    NaN                      NaN    NaN          NaN                                               None  2021    2.271858\n",
      "IDA only                                                     NaN                      NaN    NaN          NaN                                               None  2021    4.480880\n",
      "IDA total                                                    NaN                      NaN    NaN          NaN                                               None  2021    4.175658\n",
      "Iceland                                             3.397470e+05                   Europe    ISL     16150.00  POLYGON ((-14.50870 66.45589, -14.73964 65.808...  2021    4.444240\n",
      "India                                               1.281936e+09                     Asia    IND   8721000.00  POLYGON ((97.32711 28.26158, 97.40256 27.88254...  2021    5.131407\n",
      "Indonesia                                           2.605807e+08                     Asia    IDN   3028000.00  MULTIPOLYGON (((141.00021 -2.60015, 141.01706 ...  2021    1.560130\n",
      "Iran                                                8.202156e+07                     Asia    IRN   1459000.00  POLYGON ((48.56797 29.92678, 48.01457 30.45246...   NaN         NaN\n",
      "Iran, Islamic Rep.                                           NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Iraq                                                3.919211e+07                     Asia    IRQ    596700.00  POLYGON ((39.19547 32.16101, 38.79234 33.37869...  2021    6.041865\n",
      "Ireland                                             5.011102e+06                   Europe    IRL    322000.00  POLYGON ((-6.19788 53.86757, -6.03299 53.15316...  2021    2.358143\n",
      "Isle of Man                                                  NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Israel                                              8.299706e+06                     Asia    ISR    297000.00  POLYGON ((35.71992 32.70919, 35.54567 32.39399...  2021    1.492288\n",
      "Italy                                               6.213780e+07                   Europe    ITA   2221000.00  MULTIPOLYGON (((10.44270 46.89355, 11.04856 46...  2021    1.873783\n",
      "Jamaica                                             2.990561e+06            North America    JAM     25390.00  POLYGON ((-77.56960 18.49053, -76.89662 18.400...  2021    5.862782\n",
      "Japan                                               1.264514e+08                     Asia    JPN   4932000.00  MULTIPOLYGON (((141.88460 39.18086, 140.95949 ...  2021   -0.233353\n",
      "Jordan                                              1.024807e+07                     Asia    JOR     86190.00  POLYGON ((35.54567 32.39399, 35.71992 32.70919...  2021    1.346094\n",
      "Kazakhstan                                          1.855670e+07                     Asia    KAZ    460700.00  POLYGON ((87.35997 49.21498, 86.59878 48.54918...  2021         NaN\n",
      "Kenya                                               4.761574e+07                   Africa    KEN    152700.00  POLYGON ((39.20222 -4.67677, 37.76690 -3.67712...  2021    6.110909\n",
      "Kiribati                                                     NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Korea, Dem. People's Rep.                                    NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Korea, Rep.                                                  NaN                      NaN    NaN          NaN                                               None  2021    2.498333\n",
      "Kosovo                                              1.895250e+06                   Europe    -99     18490.00  POLYGON ((20.59025 41.85541, 20.52295 42.21787...  2021    3.353691\n",
      "Kuwait                                              2.875422e+06                     Asia    KWT    301100.00  POLYGON ((47.97452 29.97582, 48.18319 29.53448...  2021    3.423629\n",
      "Kyrgyz Republic                                              NaN                      NaN    NaN          NaN                                               None  2021   11.905040\n",
      "Kyrgyzstan                                          5.789122e+06                     Asia    KGZ     21010.00  POLYGON ((70.96231 42.26615, 71.18628 42.70429...   NaN         NaN\n",
      "Lao PDR                                                      NaN                      NaN    NaN          NaN                                               None  2021    3.755620\n",
      "Laos                                                7.126706e+06                     Asia    LAO     40960.00  POLYGON ((107.38273 14.20244, 106.49637 14.570...   NaN         NaN\n",
      "Late-demographic dividend                                    NaN                      NaN    NaN          NaN                                               None  2021    3.495146\n",
      "Latin America & Caribbean                                    NaN                      NaN    NaN          NaN                                               None  2021    4.261051\n",
      "Latin America & Caribbean (excluding high income)            NaN                      NaN    NaN          NaN                                               None  2021    4.271664\n",
      "Latin America & the Caribbean (IDA & IBRD count...           NaN                      NaN    NaN          NaN                                               None  2021    4.266358\n",
      "Latvia                                              1.944643e+06                   Europe    LVA     50650.00  POLYGON ((27.28818 57.47453, 27.77002 57.24426...  2021    3.275829\n",
      "Least developed countries: UN classification                 NaN                      NaN    NaN          NaN                                               None  2021    5.545654\n",
      "Lebanon                                             6.229794e+06                     Asia    LBN     85160.00  POLYGON ((35.82110 33.27743, 35.55280 33.26427...  2021  154.756096\n",
      "Lesotho                                             1.958042e+06                   Africa    LSO      6019.00  POLYGON ((28.97826 -28.95560, 29.32517 -29.257...  2021    6.047746\n",
      "Liberia                                             4.689021e+06                   Africa    LBR      3881.00  POLYGON ((-8.43930 7.68604, -8.48545 7.39521, ...  2021         NaN\n",
      "Libya                                               6.653210e+06                   Africa    LBY     90890.00  POLYGON ((25.00000 22.00000, 25.00000 20.00304...  2021         NaN\n",
      "Liechtenstein                                                NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Lithuania                                           2.823859e+06                   Europe    LTU     85620.00  POLYGON ((26.49433 55.61511, 26.58828 55.16718...  2021    4.683544\n",
      "Low & middle income                                          NaN                      NaN    NaN          NaN                                               None  2021    4.260208\n",
      "Low income                                                   NaN                      NaN    NaN          NaN                                               None  2021    7.887443\n",
      "Lower middle income                                          NaN                      NaN    NaN          NaN                                               None  2021    4.482235\n",
      "Luxembourg                                          5.941300e+05                   Europe    LUX     58740.00  POLYGON ((6.04307 50.12805, 6.24275 49.90223, ...  2021    2.526920\n",
      "Macao SAR, China                                             NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Macedonia                                           2.103721e+06                   Europe    MKD     29520.00  POLYGON ((22.38053 42.32026, 22.88137 41.99930...   NaN         NaN\n",
      "Madagascar                                          2.505416e+07                   Africa    MDG     36860.00  POLYGON ((49.54352 -12.46983, 49.80898 -12.895...  2021         NaN\n",
      "Malawi                                              1.919625e+07                   Africa    MWI     21200.00  POLYGON ((32.75938 -9.23060, 33.73972 -9.41715...  2021         NaN\n",
      "Malaysia                                            3.138199e+07                     Asia    MYS    863000.00  MULTIPOLYGON (((100.08576 6.46449, 100.25960 6...  2021    2.477102\n",
      "Maldives                                                     NaN                      NaN    NaN          NaN                                               None  2021    0.543150\n",
      "Mali                                                1.788524e+07                   Africa    MLI     38090.00  POLYGON ((-11.51394 12.44299, -11.46790 12.754...  2021    3.925603\n",
      "Malta                                                        NaN                      NaN    NaN          NaN                                               None  2021    1.497892\n",
      "Marshall Islands                                             NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Mauritania                                          3.758571e+06                   Africa    MRT     16710.00  POLYGON ((-17.06342 20.99975, -16.84519 21.333...  2021         NaN\n",
      "Mauritius                                                    NaN                      NaN    NaN          NaN                                               None  2021    4.028529\n",
      "Mexico                                              1.245748e+08            North America    MEX   2307000.00  POLYGON ((-117.12776 32.53534, -115.99135 32.6...  2021    5.689208\n",
      "Micronesia, Fed. Sts.                                        NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Middle East & North Africa                                   NaN                      NaN    NaN          NaN                                               None  2021    2.304466\n",
      "Middle East & North Africa (IDA & IBRD countries)            NaN                      NaN    NaN          NaN                                               None  2021    5.706350\n",
      "Middle East & North Africa (excluding high income)           NaN                      NaN    NaN          NaN                                               None  2021    5.626047\n",
      "Middle income                                                NaN                      NaN    NaN          NaN                                               None  2021    4.089931\n",
      "Moldova                                             3.474121e+06                   Europe    MDA     18540.00  POLYGON ((26.61934 48.22073, 26.85782 48.36821...  2021    5.106411\n",
      "Monaco                                                       NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Mongolia                                            3.068243e+06                     Asia    MNG     37000.00  POLYGON ((87.75126 49.29720, 88.80557 49.47052...  2021    7.098564\n",
      "Montenegro                                          6.425500e+05                   Europe    MNE     10610.00  POLYGON ((20.07070 42.58863, 19.80161 42.50009...  2021    2.410802\n",
      "Morocco                                             3.398666e+07                   Africa    MAR    282800.00  POLYGON ((-2.16991 35.16840, -1.79299 34.52792...  2021    1.401959\n",
      "Mozambique                                          2.657371e+07                   Africa    MOZ     35010.00  POLYGON ((34.55999 -11.52002, 35.31240 -11.439...  2021         NaN\n",
      "Myanmar                                             5.512381e+07                     Asia    MMR    311100.00  POLYGON ((100.11599 20.41785, 99.54331 20.1866...  2021         NaN\n",
      "N. Cyprus                                           2.651000e+05                     Asia    -99      3600.00  POLYGON ((32.73178 35.14003, 32.80247 35.14550...   NaN         NaN\n",
      "Namibia                                             2.484780e+06                   Africa    NAM     25990.00  POLYGON ((19.89577 -24.76779, 19.89473 -28.461...  2021    3.616905\n",
      "Nauru                                                        NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Nepal                                               2.938430e+07                     Asia    NPL     71520.00  POLYGON ((88.12044 27.87654, 88.04313 27.44582...  2021    4.087910\n",
      "Netherlands                                         1.708472e+07                   Europe    NLD    870800.00  POLYGON ((6.90514 53.48216, 7.09205 53.14404, ...  2021    2.675720\n",
      "New Caledonia                                       2.790700e+05                  Oceania    NCL     10770.00  POLYGON ((165.77999 -21.08000, 166.59999 -21.7...  2021         NaN\n",
      "New Zealand                                         4.510327e+06                  Oceania    NZL    174800.00  MULTIPOLYGON (((176.88582 -40.06598, 176.50802...  2021    3.941121\n",
      "Nicaragua                                           6.025951e+06            North America    NIC     33550.00  POLYGON ((-83.65561 10.93876, -83.89505 10.726...  2021    4.928414\n",
      "Niger                                               1.924534e+07                   Africa    NER     20150.00  POLYGON ((14.85130 22.86295, 15.09689 21.30852...  2021    3.837868\n",
      "Nigeria                                             1.906323e+08                   Africa    NGA   1089000.00  POLYGON ((2.69170 6.25882, 2.74906 7.87073, 2....  2021   16.952846\n",
      "North America                                                NaN                      NaN    NaN          NaN                                               None  2021    4.046526\n",
      "North Korea                                         2.524814e+07                     Asia    PRK     40000.00  MULTIPOLYGON (((130.78000 42.22001, 130.78000 ...   NaN         NaN\n",
      "North Macedonia                                              NaN                      NaN    NaN          NaN                                               None  2021    3.230749\n",
      "Northern Mariana Islands                                     NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Norway                                              5.320045e+06                   Europe    -99    364700.00  MULTIPOLYGON (((15.14282 79.67431, 15.52255 80...  2021    3.483881\n",
      "Not classified                                               NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "OECD members                                                 NaN                      NaN    NaN          NaN                                               None  2021    2.815289\n",
      "Oman                                                3.424386e+06                     Asia    OMN    173100.00  MULTIPOLYGON (((55.20834 22.70833, 55.23449 23...  2021    1.546637\n",
      "Other small states                                           NaN                      NaN    NaN          NaN                                               None  2021    3.031497\n",
      "Pacific island small states                                  NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Pakistan                                            2.049249e+08                     Asia    PAK    988200.00  POLYGON ((77.83745 35.49401, 76.87172 34.65354...  2021    9.496211\n",
      "Palau                                                        NaN                      NaN    NaN          NaN                                               None  2021    2.660861\n",
      "Palestine                                           4.543126e+06                     Asia    PSE     21220.77  POLYGON ((35.39756 31.48909, 34.92741 31.35344...   NaN         NaN\n",
      "Panama                                              3.753142e+06            North America    PAN     93120.00  POLYGON ((-77.35336 8.67050, -77.47472 8.52429...  2021    1.630703\n",
      "Papua New Guinea                                    6.909701e+06                  Oceania    PNG     28020.00  MULTIPOLYGON (((141.00021 -2.60015, 142.73525 ...  2021    4.483590\n",
      "Paraguay                                            6.943739e+06            South America    PRY     64670.00  POLYGON ((-58.16639 -20.17670, -57.87067 -20.7...  2021    4.787983\n",
      "Peru                                                3.103666e+07            South America    PER    410400.00  POLYGON ((-69.89364 -4.29819, -70.79477 -4.251...  2021    4.271664\n",
      "Philippines                                         1.042561e+08                     Asia    PHL    801900.00  MULTIPOLYGON (((120.83390 12.70450, 120.32344 ...  2021    3.927180\n",
      "Poland                                              3.847627e+07                   Europe    POL   1052000.00  POLYGON ((23.48413 53.91250, 23.52754 53.47012...  2021    5.055027\n",
      "Portugal                                            1.083951e+07                   Europe    PRT    297100.00  POLYGON ((-9.03482 41.88057, -8.67195 42.13469...  2021    1.265657\n",
      "Post-demographic dividend                                    NaN                      NaN    NaN          NaN                                               None  2021    2.508352\n",
      "Pre-demographic dividend                                     NaN                      NaN    NaN          NaN                                               None  2021    6.041865\n",
      "Puerto Rico                                         3.351827e+06            North America    PRI    131000.00  POLYGON ((-66.28243 18.51476, -65.77130 18.426...  2021         NaN\n",
      "Qatar                                               2.314307e+06                     Asia    QAT    334500.00  POLYGON ((50.81011 24.75474, 50.74391 25.48242...  2021    2.304466\n",
      "Romania                                             2.152997e+07                   Europe    ROU    441000.00  POLYGON ((28.23355 45.48828, 28.67978 45.30403...  2021    5.052329\n",
      "Russia                                              1.422575e+08                   Europe    RUS   3745000.00  MULTIPOLYGON (((178.72530 71.09880, 180.00000 ...   NaN         NaN\n",
      "Russian Federation                                           NaN                      NaN    NaN          NaN                                               None  2021    6.694459\n",
      "Rwanda                                              1.190148e+07                   Africa    RWA     21970.00  POLYGON ((30.41910 -1.13466, 30.81613 -1.69891...  2021   -0.391347\n",
      "S. Sudan                                            1.302613e+07                   Africa    SSD     20880.00  POLYGON ((30.83385 3.50917, 29.95350 4.17370, ...   NaN         NaN\n",
      "Samoa                                                        NaN                      NaN    NaN          NaN                                               None  2021    3.133205\n",
      "San Marino                                                   NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Sao Tome and Principe                                        NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Saudi Arabia                                        2.857177e+07                     Asia    SAU   1731000.00  POLYGON ((34.95604 29.35655, 36.06894 29.19749...  2021    3.063290\n",
      "Senegal                                             1.466852e+07                   Africa    SEN     39720.00  POLYGON ((-16.71373 13.59496, -17.12611 14.373...  2021         NaN\n",
      "Serbia                                              7.111024e+06                   Europe    SRB    101800.00  POLYGON ((18.82982 45.90887, 18.82984 45.90888...  2021    4.085103\n",
      "Seychelles                                                   NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Sierra Leone                                        6.163195e+06                   Africa    SLE     10640.00  POLYGON ((-13.24655 8.90305, -12.71196 9.34271...  2021   11.872701\n",
      "Singapore                                                    NaN                      NaN    NaN          NaN                                               None  2021    2.304860\n",
      "Sint Maarten (Dutch part)                                    NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Slovak Republic                                              NaN                      NaN    NaN          NaN                                               None  2021    3.149606\n",
      "Slovakia                                            5.445829e+06                   Europe    SVK    168800.00  POLYGON ((22.55814 49.08574, 22.28084 48.82539...   NaN         NaN\n",
      "Slovenia                                            1.972126e+06                   Europe    SVN     68350.00  POLYGON ((13.80648 46.50931, 14.63247 46.43182...  2021    1.917065\n",
      "Small states                                                 NaN                      NaN    NaN          NaN                                               None  2021    2.410802\n",
      "Solomon Is.                                         6.475810e+05                  Oceania    SLB      1198.00  MULTIPOLYGON (((162.11902 -10.48272, 162.39865...   NaN         NaN\n",
      "Solomon Islands                                              NaN                      NaN    NaN          NaN                                               None  2021   -0.115438\n",
      "Somalia                                             7.531386e+06                   Africa    SOM      4719.00  POLYGON ((41.58513 -1.68325, 40.99300 -0.85829...  2021         NaN\n",
      "Somaliland                                          3.500000e+06                   Africa    -99     12250.00  POLYGON ((48.94820 11.41062, 48.94820 11.41062...   NaN         NaN\n",
      "South Africa                                        5.484155e+07                   Africa    ZAF    739100.00  POLYGON ((16.34498 -28.57671, 16.82402 -28.082...  2021    4.611672\n",
      "South Asia                                                   NaN                      NaN    NaN          NaN                                               None  2021    5.545654\n",
      "South Asia (IDA & IBRD)                                      NaN                      NaN    NaN          NaN                                               None  2021    5.545654\n",
      "South Korea                                         5.118130e+07                     Asia    KOR   1929000.00  POLYGON ((126.17476 37.74969, 126.23734 37.840...   NaN         NaN\n",
      "South Sudan                                                  NaN                      NaN    NaN          NaN                                               None  2021   10.516716\n",
      "Spain                                               4.895816e+07                   Europe    ESP   1690000.00  POLYGON ((-7.45373 37.09779, -7.53711 37.42890...  2021    3.093135\n",
      "Sri Lanka                                           2.240938e+07                     Asia    LKA    236700.00  POLYGON ((81.78796 7.52306, 81.63732 6.48178, ...  2021    7.014781\n",
      "St. Kitts and Nevis                                          NaN                      NaN    NaN          NaN                                               None  2021    1.195689\n",
      "St. Lucia                                                    NaN                      NaN    NaN          NaN                                               None  2021    2.410703\n",
      "St. Martin (French part)                                     NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "St. Vincent and the Grenadines                               NaN                      NaN    NaN          NaN                                               None  2021    1.572729\n",
      "Sub-Saharan Africa                                           NaN                      NaN    NaN          NaN                                               None  2021    5.329709\n",
      "Sub-Saharan Africa (IDA & IBRD countries)                    NaN                      NaN    NaN          NaN                                               None  2021    5.329709\n",
      "Sub-Saharan Africa (excluding high income)                   NaN                      NaN    NaN          NaN                                               None  2021    5.329709\n",
      "Sudan                                               3.734594e+07                   Africa    SDN    176300.00  POLYGON ((24.56737 8.22919, 23.80581 8.66632, ...  2021  382.815998\n",
      "Suriname                                            5.919190e+05            South America    SUR      8547.00  POLYGON ((-54.52475 2.31185, -55.09759 2.52375...  2021   59.111710\n",
      "Sweden                                              9.960487e+06                   Europe    SWE    498100.00  POLYGON ((11.02737 58.85615, 11.46827 59.43239...  2021    2.163197\n",
      "Switzerland                                         8.236303e+06                   Europe    CHE    496300.00  POLYGON ((9.59423 47.52506, 9.63293 47.34760, ...  2021    0.581814\n",
      "Syria                                               1.802855e+07                     Asia    SYR     50280.00  POLYGON ((35.71992 32.70919, 35.70080 32.71601...   NaN         NaN\n",
      "Syrian Arab Republic                                         NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Taiwan                                              2.350843e+07                     Asia    TWN   1127000.00  POLYGON ((121.77782 24.39427, 121.17563 22.790...   NaN         NaN\n",
      "Tajikistan                                          8.468555e+06                     Asia    TJK     25810.00  POLYGON ((67.83000 37.14499, 68.39203 38.15703...  2021         NaN\n",
      "Tanzania                                            5.395094e+07                   Africa    TZA    150600.00  POLYGON ((33.90371 -0.95000, 34.07262 -1.05982...  2021         NaN\n",
      "Thailand                                            6.841414e+07                     Asia    THA   1161000.00  POLYGON ((105.21878 14.27321, 104.28142 14.416...  2021    1.230395\n",
      "Timor-Leste                                         1.291358e+06                     Asia    TLS      4975.00  POLYGON ((124.96868 -8.89279, 125.08625 -8.656...  2021         NaN\n",
      "Togo                                                7.965055e+06                   Africa    TGO     11610.00  POLYGON ((0.89956 10.99734, 0.77234 10.47081, ...  2021         NaN\n",
      "Tonga                                                        NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Trinidad and Tobago                                 1.218208e+06            North America    TTO     43570.00  POLYGON ((-61.68000 10.76000, -61.10500 10.890...  2021         NaN\n",
      "Tunisia                                             1.140380e+07                   Africa    TUN    130800.00  POLYGON ((9.48214 30.30756, 9.05560 32.10269, ...  2021    5.706350\n",
      "Turkey                                              8.084522e+07                     Asia    TUR   1670000.00  MULTIPOLYGON (((44.77268 37.17044, 44.29345 37...   NaN         NaN\n",
      "Turkiye                                                      NaN                      NaN    NaN          NaN                                               None  2021   19.596493\n",
      "Turkmenistan                                        5.351277e+06                     Asia    TKM     94720.00  POLYGON ((52.50246 41.78332, 52.94429 42.11603...  2021         NaN\n",
      "Turks and Caicos Islands                                     NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Tuvalu                                                       NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Uganda                                              3.957012e+07                   Africa    UGA     84930.00  POLYGON ((33.90371 -0.95000, 31.86617 -1.02736...  2021         NaN\n",
      "Ukraine                                             4.403387e+07                   Europe    UKR    352600.00  POLYGON ((31.78599 52.10168, 32.15944 52.06125...  2021         NaN\n",
      "United Arab Emirates                                6.072475e+06                     Asia    ARE    667200.00  POLYGON ((51.57952 24.24550, 51.75744 24.29407...  2021         NaN\n",
      "United Kingdom                                      6.476945e+07                   Europe    GBR   2788000.00  MULTIPOLYGON (((-6.19788 53.86757, -6.95373 54...  2021    2.518371\n",
      "United States                                       3.266258e+08            North America    USA  18560000.00  MULTIPOLYGON (((-122.84000 49.00000, -120.0000...  2021    4.697859\n",
      "Upper middle income                                          NaN                      NaN    NaN          NaN                                               None  2021    3.822717\n",
      "Uruguay                                             3.360148e+06            South America    URY     73250.00  POLYGON ((-57.62513 -30.21629, -56.97603 -30.1...  2021    7.747914\n",
      "Uzbekistan                                          2.974886e+07                     Asia    UZB    202300.00  POLYGON ((55.96819 41.30864, 55.92892 44.99586...  2021         NaN\n",
      "Vanuatu                                             2.828140e+05                  Oceania    VUT       723.00  MULTIPOLYGON (((167.21680 -15.89185, 167.84488...  2021    2.343284\n",
      "Venezuela                                           3.130402e+07            South America    VEN    468600.00  POLYGON ((-60.73357 5.20028, -60.60118 4.91810...   NaN         NaN\n",
      "Venezuela, RB                                                NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Vietnam                                             9.616016e+07                     Asia    VNM    594900.00  POLYGON ((104.33433 10.48654, 105.19991 10.889...  2021    1.834716\n",
      "Virgin Islands (U.S.)                                        NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "W. Sahara                                           6.032530e+05                   Africa    ESH       906.50  POLYGON ((-8.66559 27.65643, -8.66512 27.58948...   NaN         NaN\n",
      "West Bank and Gaza                                           NaN                      NaN    NaN          NaN                                               None  2021    1.237481\n",
      "World                                                        NaN                      NaN    NaN          NaN                                               None  2021    3.423629\n",
      "Yemen                                               2.803683e+07                     Asia    YEM     73450.00  POLYGON ((52.00001 19.00000, 52.78218 17.34974...   NaN         NaN\n",
      "Yemen, Rep.                                                  NaN                      NaN    NaN          NaN                                               None  2021         NaN\n",
      "Zambia                                              1.597200e+07                   Africa    ZMB     65170.00  POLYGON ((30.74001 -8.34001, 31.15775 -8.59458...  2021   22.021234\n",
      "Zimbabwe                                            1.380508e+07                   Africa    ZWE     28330.00  POLYGON ((31.19141 -22.25151, 30.65987 -22.151...  2021   98.546105\n",
      "eSwatini                                            1.467152e+06                   Africa    SWZ     11060.00  POLYGON ((32.07167 -26.73382, 31.86806 -27.177...   NaN         NaN\n"
     ]
    }
   ],
   "source": [
    "print(data3)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 319
    },
    "id": "hZjcrUbYxcAy",
    "outputId": "05ea3e0e-71e4-4d12-a01e-cd62b039089f"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data3.plot('Inflation', cmap='OrRd', scheme='quantiles', legend=True, figsize=(14,5))\n",
    "plt.title('Inflation in 2021')\n",
    "plt.axis('off')\n",
    "plt.show()\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 319
    },
    "id": "aF7yd51h0Rcn",
    "outputId": "1db1e620-ce6f-47c6-c23b-310854a810ec"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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d5Sm9axlKQECgDqhBUn+jRrR7QHh5eWk6dOigdHd31wFA3759iy5cuGBlEroAYGVlRQcPHly4bds2+7qErqenZ4UFFwBu375t5u3trQGYtde0/9atW2YmC2+fPn1KL168mAQAW7dutU1JSbEwzcvJyUlna2trsLW1NXTo0EF54cIFq4YKXZPAA4AxY8YUzZo1yyczM1N84sQJ6wMHDth7enraqdVqrrS0lBs6dKjfjh07HpkH+V27dtn6+PioPTw8dAAwbNiwwlOnTlmbhF9mZqY4Nja22ejRo1NMfX755Ren9957L4vjOISGhqq9vb3Vly9ftujZs2dZfn4+N2DAAP+PPvooo3fv3qXVzycWizFu3Lj8RYsWudUldD09PbVHjx6teDjIyMgw69GjR8V9cvr0aUu9Xk+6detWVlP/devWOfXr16/I3Nycenp66iIiIkpOnTrVjOM41HW9jzqCj67AEw9PiBlPiD1PSHOeEC+ekOY8pRQAAdAKwGgA48GE77MA5Hh0RG4hgB0ApgPozlPalqe0H0/pVJ7SFTylZwSRKyDQBAjXMB/DhrZ7QAwfPrw4MTHRUqlUclqtFidPnrQJCQlRFRUVcQqFQgKwgLW9e/faBQcH1xm8NWLEiMKtW7c6lpeXk8TERLO0tDSLZ599trRHjx6laWlpFomJiWYqlYps3brVccSIEYUAkJGRIQaA8vJysnjxYrcpU6bkAMDIkSMLz5w5Y63VaqFUKrlLly5Zt2rVqsHBYzdv3hQbDEzrHj582MpgMMDV1VX33XffZWRnZ8dmZGRcWbNmTWrHjh2VJpH75ptveq5du9a+CS/jfcXX11fzzz//WCuVSs5gMODQoUM2MplMZTq+bt06h169ehVaWVlV+PZ6enpq9u/fbwsA6enp4tTUVIvg4GCNSqUiAwcO9H/hhRfyKrueGAwGXL161dz0+7Zt2+wDAgJUqINhw4YVHT161DYnJ0eUk5MjOnr0qO2wYcOKKs3Lcfjw4bWKUx8fH83hw4dtAaC4uJj7559/mrVq1UpV3/U+6ggWXYEnFp4QNwATwITrWFS633lC9gD4DsBbYL6vrwMYAKAdAIfqY/3HFAOIBXAFzFXiEE9pZt1dBATunYRwqRkArSxG8eTnoBWZF0BX5o26DT4GiMzr9Ht90Li4uOinTZuW3aZNGxkhBL179y564YUXitLT08UDBw7012g0hFJKOnfuXPzuu+/mAMDatWvt3333XZ+CggLx8OHDA2QyWdmJEyeutW/fXjVs2LD8wMDAEJFIhCVLlihMgW3R0dE3+/fvH6jX6xEVFZVr8pf9+OOP3Q4cOGBnMBjIpEmT7gwZMkQJsIC3Pn36FAUHB4dwHIfx48fnREREqABg8ODBfmfOnLEpKCgQu7q6hr333nu3Z86cmbto0SIXAJgzZ07O+vXrHVatWtVcJBJRCwsLw9q1a1Nr8hutTHx8vOXw4cMLm/patmvXLig1NdWivLxc5OrqGvb999+njRgxonjBggXNly1b5paXlydp3bq1vGfPnkWbN29W3Lx5UxwRESEvLS0VEULoihUrXBMSEq726tWrdPDgwQVhYWEysViMkJCQslmzZlW4KWzZssVxzpw5VT6zP/3008xx48b5BgYGyimlhOf5W+7u7rrvv//e8fz589YFBQXijRs3OgPAqlWrbnTo0KH8pZde8ispKeEopUQmk5WtWbNGATAXg9GjR/sXFxeLDh48aP/pp596pKSkxLm6uurffffd2+3atZMZX+fbRh9bAMDOnTsdd+3aVSUbxoYNG+zOnz/f7Ouvv749Z86cOy+88IKvv79/CKUUUVFRuR06dCg3vqe1Xu+jDmGGLQGBJwuekKkAogFYNKB5CYBUAAow/9skAEcBPAdm9S03bmUAssHcGp4HE8b30/IbA+BjADt4Sh9a8IvAk0lCuLQr2MqFm3FzBQuQTAIQB8AbQC9j80wAt41bCti9eRlAsixGoccjzuXLl9Nat25df8T+v1kXakZkkQFJs6z7OTeBptO1a9eAEydO1Ju2TODJ5vLly86tW7f2bWh7waIr8KRyDMBxAD1R/31uDSDMuJn4FsAlANMAtHkA87sMlokhx7idBvAnLzx5CjSQhHBpH7AViJYAWgCQAlgDthrAAegPtpJhBpa545Dx2HWwe64jgBFgwZadqw0vNW4A8w8/aBw7Deyh78nAJGJZ9oXK5kQDRBaZgsh9tBBErkBTEISuwCMJT4gYwHIABQDywSypqWDWpcz6LJ48pVcBPMcT4gAgGCyV1/8A9ACz0tZHPzCBMBksUO0gWKqwxqIGcArAUgDpYFbhAp7S7Dp7CQjUTxGA/wNQOTJ9QS1tLcFE7Qjj3zlgbjGfG3/G4d/0dwYApaZNFqN4bPJlNglJsyyILe9Ar3YANUhAOC1E5gUPM6WYgIDA/UMQugL/CUbBOQUsXVcJgL0Attcm+HhKdTwhSwHMA/ButcPlPCGpAH4E8B1PqZ4nRApmsVIByANwHsBuAEd5Sk/zhNiApeFqC8AWNaMHsA3ALgDdAXQAEAUmAJqKOYCuADbylO64h3EEBKogi1GcTwiXtgMwC8wXvSFuOgATyJvB/h/iwVYWSsDuf60sRnFfk/Q/FhDO8DBTiAkICDw4BB9dgQcOT4gzgEgAnmBFFtRgvrCbeErrdGjnCeEASMAeyuzB3Ajag1lpHQEc5CldaGwbBeBNAB5glt9TAD4Ds1DpeEopT4g5mF+tg3E8KzAraymADLBl2W5gokEH5oc7Ccy62xjuADgB5v5wHMBxwe9W4EGREC51BnuQ7Af2P9KsjuaRshjFtkp9XwZbcbADe1CcD3bfxshiFI/lykODfXQFBAQeOxrroysIXYFGY8xBKwfQF0yEGsC+WD0BbOYpPVStfUcwX9m2ALIAJAK4CuDYg/JJ5QlxBfAK2JKtJZiIXcFTWmP+wEr9rMACbwLAfBOTwFJ8dUT9KyAU7LpOAPgfT+ljkWNQ4MkhIVwqAjATAI+7xe4cAGtkMYqcSu05sKDL1mC+vkVg9/8lsMCzx7LyniB0BQSeXIRgNIEHBk9IIICXwfz8gmpoUgzg+7v6UXoGwJkaxnPkCbEGcPteS9kaxTeMVts+AL4Gs06VA1CC+fjKeEIqC90UnlKtsf8wAEPASvo6Go9LAIQ2YhonAJwDs/52AHPPEBD4z5DFKPQJ4dJvAPwDYCBYFgUx2MPll9XThsliFAYA+4ybgICAwBOHUDBCoE54QghPSFeekO1gX5YfgIlcPZgf7BIAL4GJRB8Aljwhn/GELOYJeZMnZCBPSKhR0FYedwBY6iIFgHSeEJcGzuVFnpBRPCHv84T8yROSwROiAJAM4KCxbO8hMEG+DsBhMDeGVgC2g/kkmrZbPCEy4/A3AVwA88+NBrAILMp8m3Gc78ACd94H84lcCGA9gCNgUeznjf1PA/icp1QQuQIPBVmMQiOLURySxShmy2IUbWQxilayGMWopyI3bhOhOpWI5sU5G7LOu9O8OGeqUzUl8LTRrFq1ysHf3z+E47h2x44dszLtz8rKEnXo0CHQysqqzUsvveRTuc/06dM93dzcwqysrKpkg7l27ZpZhw4dAmUymTwwMFC+efNmOwBYvny5Y3BwsNy0cRzX7tSpU5YAsGLFCsfAwEB5YGCgvFu3bgGZmZliAHj99de9/Pz8QgIDA+V9+/ZtmZubKwJYYQfTOEFBQfLKxRtGjRrl6+jo2DogICCk8ryys7NFnTt3DpBKpaGdO3cOyMnJEQHAhx9+6GoaKyAgIEQkErXLzs6+63XfsWOHjVwulwUHB8vbtWsXZCqiUNv13iszZszwCAwMlAcHB8u7dOkSkJaWJgGAvLw8Ua9evfyDgoLk/v7+IUuXLnUy9ZkyZYqXv79/SIsWLUImTJjgbSqEoVKpyNixY6W+vr6hfn5+IWvWrLEHgOTkZLNOnToFBgYGyp955pmg69evV6m+l5+fz7m6uoZVfu+7desWYDp3VFSUj07HbEOnT5+2DA8PDw4MDJT36tXLPz8/v0LXnT171jI8PDzY398/JDAwUF5WVkYKCgq4yveDg4ND60mTJnkDwN69e63lcrlMLBa3W716dY355JVKJffss8/6+/n5hfj7+4dMnTr1rvR8a9assSeEVLmnHyaC64JAnRgtpZ5grgoeYJbRTDBraEmldtZgKblermUoCiYKfwWwlac0lydkMICVYHlpr4KJxWAwl4HPeEr/qmE+hcaxygG413Ce0Tylv1dqbwbAiqe0kCdEAuAdML9dE5eN590FZpEtB6AyuVQYr98RbFnXAWw5uBmYlawULIjnklDQQUDg0aExrguGrPNuyE9wB9X/a/ghIgMcZZmcW8QDTS/2zz//WIhEIvraa6/5fvnll+ndu3cvA1hVqtOnT1tdvnzZ8urVq5Zr1669aepz8ODBZv7+/hqZTBZaVlZ2ybR/7Nix0vDw8LK5c+fmXLx40WLIkCEBGRkZVyqf79y5c5YjRoxomZ6eflWr1cLV1bV1XFxcnLu7u27KlCleVlZWhiVLltzeunWr7eDBg4slEgneeOMNTwBYvnx5hlKp5CwsLAwSiQQKhULSpk0beXZ29mWJRIK9e/da29jYGCZOnOh37dq1ONM5p0yZ4uXo6Kj77LPPsj744AO3goIC0fLlyzMqz2vjxo1233zzjeuZM2eSq79Gvr6+oVu3bk1p27at6osvvnA5f/58sz/++COtIdfbFPLz8zlTeeIFCxY0j4+Pt9i4cePN9957z62oqEi0fPnyjNu3b4tlMllodnb25ePHj1vNnTvX+9y5c4kA0L59++AFCxZkDBo0SDlz5kwPvV6Pb7755rZer8edO3fE7u7uugEDBrR4/vnni6ZPn563c+dOm1WrVjlv3769osTxxIkTvXNzc8UODg5603tvmpfBYMCAAQNajhgxIn/y5MkFoaGhsoULF6YPHDiw5Ouvv3a6ceOG+dKlS29rtVqEhITIf/nllxudOnUqz8rKEjk7O+tNBUJMhISEyL788sv0AQMGlCQlJZkVFhaKvvjiC9chQ4YUVa7UZkKpVHJHjhxpNnjwYKVKpSJdunQJnDt3bubo0aOLAaCgoIDr27dvgFarJcuWLbtpuqfvJ4LrgsB9xSj4bhm3mtuwVGDzwILEcgFowALO1JV+14KJ2BUAfuAJUYKJRBOh+NdNIAsspVhNOBjdE9zBrLCV7+HrYIIVPCETwXLghgIgPCG/gVVB+x7AbACmp/HWxu3VSuNQnpBiMH9FW7Cgtbow8ITsBRDJU6qpp62AgMAjgiHrvBvyrt5dMILqOeRd9TQAeJBit23btjWWUbW1tTX069evJCkpybz6sd69e5fW1IcQguLiYhEAFBQUiJo3b35XWri1a9c6Dhs2rAAADAYDoZRCqVRyrq6uKC4u5vz9/VUAEBkZWWzq06lTp9ItW7Y4AICNjU1FQG15eTkxeowBAExCqfo59+3bZ3/06NEkAHj99dfzevToEQQWM1HBpk2bHEeNGlVrTENhYaEIAIqKikTu7u7ahl5vUzCJXAAoLS3lTNdICIFSqRQZDAYUFxdzdnZ2OolEQgkhUKvVRKVSEUop0el0xMPDQ2u8Lufk5OSrACASieDu7q4DgGvXrlkOGDAgHQAGDRqkjIqK8jed8/jx41Y5OTmS5557rujChQvNqs9Lq9USrVZb8dorFArzAQMGlBjHKu7Xr1/g0qVLb2/dutVOJpOVd+rUqRwA3Nzc7ir0Ehsba56Xlyfp169fCQAEBQVpAKCuCnU2NjaGwYMHKwHAwsKChoWFlaWnp1e877Nnz/Z85513spYsWeLWiJf9gSIIXYEGUdkH9q5jzL92jnGr3q8XgPfAfFabgbkMXAFLXB8HJoxLqm3ltWUoqLC0UpppDBzzBQuGKwRQZExLxoEJ8x3Gc9kY20h4SvN5Qp4DS5AvNfb3BeAFlo1BDJZn1864AcyCXFxp04BVlXIGy42bDFagQmw8JiAg8IhDdSoR8hNqWhX6l/wEd+oSdoeIzB/5jCmff/757b59+wasXLmyeXl5Offnn3/eZR3dsWOHw9atW1MAwNzcnC5ZsuRm27ZtQywtLfVSqVRd2XJsYs2aNc4jR46sEKGHDh1qNnnyZN/bt2+b/fDDDzckEkn1LlXIy8sTS6VSLQB4e3tr8/LyqugOpVLJHTt2zG7lypV3nRsAfvjhh7TIyMgAc3Nzg7W1tf78+fMJDb3epjJ9+nTP33//3cnGxkZvEulz5sy5079/f39XV9ew0tJS0apVq1JFIhH69OlT2qVLF6W7u3trAJgwYUJO27ZtVSZ3j1mzZnmcOnXKRiqVqn/88ceb3t7eOplMVrZp0yaHDz/88M66devsS0tLuaysLJGLi4t+9uzZ3ps2bUr9888/70qD2bVr14DY2NhmPXr0qLC2+vv7qzZs2GA/fvz4wvXr1ztmZWWZAUBSUpI5IQRdu3YNyM/PF0dGRuYvWLCgShaVtWvXOg4ZMiS/vtLLtZGbmys6cOCA/bvvvpsNACdOnLDKyMgwe+GFF4oEoSvwSMMT0gLAN2DVlqzBhKI1AB1PSAqYz6tJ8Jm26wB28pRW/7A6BeAFsFRd5abgr/syTzbWXZVyjCL5AIADPCGOYNkhPAGM4QnRggWpJQD4E0C6KRDOKObt8G8mCb1x3mVCajABgSeMousOVdwVaoLqORSmOMAp5JHPsbt69WrHsWPH5s2fPz/777//bjZhwgS/5OTkOJGIub0eOnSomaWlpSEiIkIFAGq1mvz4448uZ8+ejZfJZOoJEyb4fPDBB+6LFi2qcMOaO3eum0gkolOmTKkQur169SpNSUmJ++effyxefvllv5EjRxZZWVk1yAeS4zhUtgIDwK+//mrXrl27EldX1xpLSy9ZssR169at13r16lX64Ycfur7xxhvemzdvVtR3vffCsmXLMpYtW5bx/vvvuy1evLj5V199dXv79u12oaGh5adPn06Oj48379evX+Bzzz0Xd/v2bUlycrLFrVu3YgGgR48egfv27bNu3bq1Kjs7W9KlS5fSlStX3uJ53nX69One27dvv7Fs2bJbkydP9pHJZM4dO3ZUNm/eXCsWi7Fw4UKX5557rrBly5Y1fk+eOHHiWllZGRk+fHiLXbt22Q4fPrx41apVadOmTfP+4osv3Pv3718okUgoAOh0OnL+/HnrCxcuJFhbWxu6desWGBERUTZ06FClabxt27Y5rlmz5kZN56oPrVaLyMjIFpMnT86Wy+UavV6PWbNmea9bt65J4z1IBKErcBc8pak8IT/A6AZQCTGquhhUZ5kxaO1tnlKFcSwVmLBs2Ln/zexgAeYDu4mnNKFaGwsA4wG8ARZQGQvmGuEI5kc7gac0jSfkJQA/o/b7/AqA18ECyADmpjAMTOB7GrcfeEq384RYgvkpywGEGH/+DRakNh7Aa2D5eEvAsjzcBLAVzH9XcIQXEHjEoNqyuk2Rldo1pJTiw2b9+vXO+/btSwaAPn36lKrVai4rK0vs6empA4ANGzY4RkZGVgjWM2fOWAJASEiIGgDGjh2b/8UXX1RY4b755hunv/76y/748ePJNVn82rZtq2rWrJn+woULlnX5YTo5OekUCoVEKpVqFQqFxNHRsUqGnd9++81x9OjRNbot3L59W5yQkGDZq1evUgB46aWXCvr37x/QkOu9H0yaNCn/+eefD/jqq69u//LLL07vvfdeFsdxCA0NVXt7e6svX75scejQIZuIiIhSOzs7g3EuRSdOnGj23HPPlVhYWBheeumlAgB48cUX89evX+8MAL6+vtr9+/dfB4CioiJuz549Ds7OzvozZ85Ynz9/3nr16tXNy8rKOK1Wy1lbW+u///77ClcPKysrOnjw4MJt27bZDx8+vLhNmzaqkydPXgOYK8L+/fvtAcDLy0vToUMHpcldom/fvkUXLlywMgnd06dPW+r1etKtW7cm+dBGRUX5tmjRQjVv3rw7AHMvuXbtmkWvXr2CACA3N1cycuRI/y1btqQ8CD/dxiBkXRC4C56QCWAirSHowYLMPgPLyJADYC9PSB5PyIc8IeY8IcE8IYOMItZ0DnuekJ48IWKeEI4nZA1PyGUAX4AJzlZgvrNVgrx4QtzA0ncZwLI8tAYTmpMADAILdjNZlUfhbpGba5zvLADteEpPG8edBZYFYjWAD43jBQM4Z8zMkASWVWEtgLkABoMl2T8LIA1M9LYHS+cUDlZo4hcAe3hCWjXwtRQQEPiPIBKrBq0uNbTdw8bDw0OzZ88eW4AFuWk0GmISOXq9Hrt27XJ46aWXKgSlVCrVpqSkWNy+fVsMAPv27bMNDAxUAcCWLVtsly5d6rZnz56Uyn65iYmJZlotezmSk5PNUlNTLQICAup01+rXr1/hihUrnABgxYoVTv379y80HcvLyxOdO3fOJioqqrCmvi4uLrqSkhJRbGysOQDs3r3b1uRHXNv13rhxQ9KpU6fAmsZrCFeuXKnwi/7tt9/sW7ZsWQ4Anp6emv3799sCQHp6ujg1NdUiODhY4+Pjozl58qSNVquFWq0mJ0+etJHL5SqO49C7d++iP//80wYA9uzZYxsQEFAOAJmZmWK9nhmw//e//7mPHTs2FwB27tx5IzMz80pGRsaV+fPn34qMjMz7/vvvM4qKijiFQiEBmCV17969dsHBweUAkJGRIQbYe/zRRx+5v/LKK3cAYPjw4cWJiYmWSqWS02q1OHnypE1ISEiF0WndunWOw4cPb1Ku97feesujuLhY9PPPP6eb9jk5OekLCgouZ2RkXMnIyLjSunXr0kdB5AKCRVegGjwhowGsAvNTrYurYOJWjX9FbnWmgVVZqhiLJ+QUWKaDF8FcIm6DicP9YJbcMGNTPYDhPKWF1cZ8C0zYuoNZcSsjBrAcAM8TMgLARwD641/f2fcALK3uhsATMgospVh1pGAZGSzwb27d6rQD8BVPaRuekC8BBIIl4H8drBRxMoBgnpAcntIHGsEtICDQCOxaFiD7oned7gtEZIC9/12R5/eLtWvX2r/77rs+BQUF4uHDhwfIZLKyEydOXAMAT0/PViUlJSKtVkv++usv+z179iS3a9dONWXKFK9t27Y5qlQqztXVNWzcuHG5S5Ysuf3VV1+lv/baa77fffedKyEEP/zwQ5rJErt3714bd3d3jVwurxClvr6+2nfffTeza9euQWKxmHp5eWk2btx4AwBmzZrlo9FouF69egUCQNu2bUs2btx48+DBg9aDBg1yF4vFlOM4Gh0dfdMkpgcPHux35swZm4KCArGrq2vYe++9d3vmzJm58+fPzxw+fHhLqVTq7Onpqdm2bdt10xw2bNhg361bt2JbW9sqn8k9evTw/+WXXxS+vr7apUuXKkaOHNmSEAI7Ozu9aam9tutNT0+XiESiJq+ivfPOO16pqakWhBDq5eWl+fnnnxUA8Omnn2aOGzfONzAwUE4pJTzP33J3d9dNnDix4PDhw7ZBQUEhhBD07NmzKCoqqggAlixZcisqKsrvnXfeETk5OenWrl2bBgD79u2z4XnekxCCDh06KNesWVOjf7KJ4uJibuDAgf4ajYZQSknnzp2L33333RwAWLVqlePPP//cHACef/75grfeeisPAFxcXPTTpk3LbtOmjYwQgt69exe98MILRaYxd+7c6bhr164qrn9Hjx61Gj16tH9xcbHo4MGD9p9++qlHSkpKHAAEBwfLExMT469fvy5ZtmyZu5+fnyokJEQOAJMnT74za9asR7ZAi5BeTKACYy7brai/Ctg7YNbM1wEsQ/2iuD4SwUTolmrnTQcgr5zGzDhPAmY9jQQwFkyQVkcOZoV9D4AbmJvCrzylyuoNeUI+BrPiNpVC1J7uzAQFcBTALzyla+7hXAICAvXQ0PRitWZdMOEUmvGgU4wJ3F8+++wzF6lUqhk3blxR/a0FHkeEEsD/Acbl8xFggUrXAMQ8SeVejdkMOoBZQ98Bc3EpACsLGgMmClXGNsHGTQomLoPAXAvuF2/xlC6rY67mACaC+c1SAMeNmwVYQYculZoXgfnUzq+cBownJAzMoisxtn/QKx1fgoliXzA/5Ler+yELCDxqJIRLCZgPvDuAG7IYxUNfkqyNxyWProCAQOMRhO59xJgftg2A7mBL1GVgfqG9UdW/uRBMKMnBfEfLwQohXDIJKp4Q8b2WuX0Y8ISEgmVYSK8xtRizAm8CswJLwNwJysBeAzWYNdXmHqZQDGZl3gngQHXrbh3zfgM1lCM2chjACJ7SgkrtPcGyMLS+h7k2FS2A3WDuIHHGLel+ZqgQEGgoCeFSMZiP+vsALMHcfnRgKfVMlY60YD7rx8AeLE/KYhSF//lka6ExQhcAqF7NoTDFgWrLJERipYW9f8HjkFJMQOBpRBC69whPSASAGWAWwgCw3K9NhYJVErMAKzqQCbZMnwhW+lZp3ArAltklYFY+AuDi/fTp5Amxw7/W11M8pdd4Ql4D8C6YUP3StKzPE2IPwJynNLu28WoY38o4ti8Ab7CCDKaiETKwh4OaXAwagwasetkBALt4Siuq7xjdGboBSOApzeEJmQzgB9TuVrEbwJDK4p0npBmYj7C7cfMDuwcCjL9bNGCOZ8GyNtRb0rgessEsv0uE1GYCD4KEcKkN2AN8e7D7VQX2/zoWNWdWKQJLLWgB9vloIhrA7wDOPSplhhsrdAUEBB4fBKF7DxjF0YqHPY9KZICJ4nNgls1U43a5JmufUcz2ACupmwOW6qo7WIaAynXR1WBfWJW/rO6ABY7ZgmUV+BAsO0FbAG+DicwMMJG5j6c0rdq5XcBKAI9u8tXWjwYsFVgxgN08pT8ay/r2B3s46W1sdwEse8JusAC3OWB5gE3kAfgKLPdvPE9pbF0n5QlZBOB5sIeSQrAHk2ywQDUDmAU7D+w1vwYmBCLA0pP9H6q+zo3lJwBTBLErcD9ICJdaA5gM4BWwB9CG+NeXA7gBtmJlIg2sJLgZWBXDEbIYxZH7Odd7QRC6AgJPLkIJ4AZgtP55g1lQJWAWu5cADHmY86oBUy5XC1T1NS3kCfkTTMjdALuG2WCCtiHZss1xt/hqDua/aqI2v9hIAOAJyQYruhBv/HkNrAzwBjBRWQxmFXoezNJaF6VgmRgugwn5IrBrlhm3FmDLpuYADvOUzq/UVw8mMq+CLa9mgVlllwHw4Cn9H0/IzwAOgfkPA8zavMD4+wGekEFgYt4OwBc1BKz5omaxqgfwHU/pjGr7y8GWdMETcgEsCK3uCkw1cx1sVcAbbAVAQKBJJIRLnQFMN24Oxt0pYAGfHNjnhpfxmAosy4gETMQmglUSrMxhsP+5C2CW3AbnyhYQEBD4L3kqhS6YKFz8sCfRCKpbXewBjDNuDwtX4/ZsLcdLwILBhoMthZqDiV+TVdS0FYGl5HobTNR2BBN2V8GKPUzjKTVUqlqmrnwSo6XzlFFQjgPQEuwB4BKYaAaYP6FvLfP0Awuwkxn/Hs8T0qJStTQ/sPRnNcGBWXFrxegiEgYmlEPBqrT1N74edZECdv178W9eYAGBRpEQLpWC5Yx+DeyeOw72eWIqltDT+PM6mOh1xb//Z1fBHjKri1wA+EMWo/jzwc1cQEBA4P7wtBaMiAaz7r0JZq141Hkc/UsuAtgOZmX9HswlZCfYcn8W2BdoK+PvcWCFHJ4Fc7FwNv6+Dqxgw89gAWn/B6A7T0gznhDCE+LCE9LKKCQDjef4PzB/wRQArXhCfjOetzZh6Y9/RS6M/fQAwBPiCmAHmAW4Jq6DFZCoEWMxjJ1gQvUXAFd4SoeB+UNOM742teEP4HMwEX6LJ2QDT8g8npAonhDnOvoJCCAhXCpLCJeuB7tHR4D9350Fc23qDqCTcTPREmzlRQ0mhs3BHsysUDNbEsKlKxLCpcEP5gr+W2i5UmS4uMfZcHSju+HiHmdarrz3OrINYMaMGR6BgYHy4OBgeZcuXQLS0tIkACuk0KtXL/+goCC5v79/yNKlSys+g6ZMmeLl7+8f0qJFi5AJEyZ4GwzMq0mlUpGxY8dKfX19Q/38/ELWrFljD7DCDp06dQoMDAyUP/PMM0HXr1+vUhEuPz+fc3V1DXvppZd8TPu6desWYDp3VFSUj07HPqpOnz5tGR4eHhwYGCjv1auXf35+foWGOHv2rGV4eHiwv79/SGBgoLysrIwUFBRwwcHBctPm4ODQetKkSd4AsHfvXmu5XC4Ti8XtVq9e7YAaUCqV3LPPPuvv5+cX4u/vHzJ16tS7UsGtWbPGnhDS7tixY7Xdq/UyZMgQP19f39CAgICQUaNG+arV6irGpaNHj1pVn+cbb7zhGRAQEBIQEBDy008/VezfuXOnjVwulwUEBIRERkb6mgpsfPjhh66m1yEgICBEJBK1y87OFgGsQIevr2+oj49P6AcffFBRnW7EiBG+np6erUz9Tp06ZQkABoMBEyZM8Pbx8QkNDAyUnzhxwgoATp06VeU9qDwvg8GA6dOne/r6+oa2aNEiZMGCBc1Nx3bv3m0THBws9/f3D4mIiDCtfNY6r8rU9j7u2rXLpvJ7b25u3nbdunX2jX937p2n3keXJ4QD8CqAr8EijB9FTqKq68KTxCkwf78X0PAHLy2Yb2x9VtF/wHyMG8uvALaB+RzXF1T2O09pjX7JPCG+YEKDA/OznlQtgO5bsIetxpID4E2e0t+b0FfgCSchXDoK7MHKEsz1oBi1r2jUREP/b0oAvPAoWnYblV7s2EY3emm/O3Safz9/xGYG0ua5TK571ANNL5afn885OjoaAGDBggXN4+PjLTZu3HjzvffecysqKhItX7484/bt22KZTBaanZ19+fjx41Zz5871PnfuXCIAtG/fPnjBggUZgwYNUs6cOdNDr9fjm2++ua3X63Hnzh2xu7u7bsCAAS2ef/75ounTp+ft3LnTZtWqVc7bt2+/YZrDxIkTvXNzc8UODg76tWvX3qw8L4PBgAEDBrQcMWJE/uTJkwtCQ0NlCxcuTB84cGDJ119/7XTjxg3zpUuX3tZqtQgJCZH/8ssvNzp16lSelZUlcnZ21ovFVReNQ0JCZF9++WX6gAEDSpKSkswKCwtFX3zxheuQIUOKJk6ceFdhDqVSyR05cqTZ4MGDlSqVinTp0iVw7ty5maNHjy4GgIKCAq5v374BWq2WLFu27GZTq3Bt3rzZbtSoUUUAMHToUL+uXbuWzJ07NwcAdDodunbtGmhubm6YMGFC3sSJEwt+/fVXu2+++ab50aNHr5WXl3OdO3cOOnbsWJKdnZ3B09MzbP/+/UlhYWHqt99+20MqlWpmzpxZ5V7cuHGj3TfffON65syZZJ1OBz8/v9C//voruUWLFtrWrVvLNm7cmNquXTvViBEjfAcNGnTXa7N582a77777rvmRI0euHT58uNnMmTO9Y2NjE2NjY80JIWjVqpU6LS1NEhERIUtISIhzdnbWL1261OnIkSM2W7ZsSROJRMjIyBB7enrqcnNzRR06dAjet2/ftYCAAI1pf13zqjyXhryP2dnZosDAwFa3bt2KrVxpr6k01kf3abXoVmBc+v4J7IvgNbCofoH/js4AotC4e1GC+kUu0DSRCzDRvRl1i9yLYAFwtQpVY8CeLQAxT2mHaiL3FbAHrKbgAuA3npADPCE/8IREG63PAk8xCeFSLiFc+hGA38BErhqs8qBvI4dq6P/iskdR5DYGw7GNbvT8bs8qIhcAdBqOnt/taTi2sUYr1v3CJHIBoLS0lGMeWgAhBEqlUmQwGFBcXMzZ2dnpJBIJJYRArVYTlUpFysvLOZ1ORzw8PLQAsGnTJucFCxZkAYBIJIKpYtm1a9csBwwYUAwAgwYNUv7999/2pnMeP37cKicnR9K3b9/imual1WqJVqslpnkpFArzAQMGlBjHKt69e7cDAGzdutVOJpOVd+rUqRwA3Nzc7hK5sbGx5nl5eZJ+/fqVAEBQUJCmQ4cO5abqbTVhY2NjGDx4sBIALCwsaFhYWFl6enpFnvbZs2d7vvPOO1nm5ub3ZLEbM2ZMEcdx4DgO7du3L71161bFOT777LPmQ4cOLXB2dq5YgYuLi7Po0qVLiUQiga2trUEul5dt3brVLjs7WyyRSAxhYWFqAOjfv3/x9u3b7aufb9OmTY6jRo3KB4AjR440k0qlarlcrrGwsKCRkZH5W7ZsuatPZXbs2GE/bty4PGOZ4dLi4mKxQqGQhIWFqVu1aqUGWOU7R0dHXWZmphgAVq5c2fyTTz7JFInYYoWnp6fOuN9x4MCBBaZSzqb9DZ1XQ97HdevWOfTo0aPofojcpvDUCV2eEI4npC1PyDSekI08IWlg1sEJYFkGpoBV6BIQAJiPbBswl4j/gQUthvCUtucp/YantD4f3VKeUn2VfYR8BZZnuT6xfhksl+lEsGwX1ekDVp3uWbCsGU81hrjVZoa41bMNcauXGeJW/26IWz3NELe6mfEYMcSt7myIW/2KIW613BC32s4Qt/pFQ9zqnYa41bcNcatTDHGr/zLErb7XKn8PhYRwqRXYSgRv3KUHc3upKU1YfbiBWYHr4/2EcGlTH9YeOrRcKaKX9tcZJEov7XenqpIH+j05ffp0Tzc3t7AtW7Y4LV68+DYAzJkz5861a9csXF1dw9q2bRuyaNGidJFIhD59+pR26dJF6e7u3trDwyOsZ8+exW3btlXl5uaKAGDWrFkecrlcNmDAgBbp6eliAJDJZGWbNm1yAIB169bZl5aWcllZWSK9Xo/Zs2d7L126NL2meXXt2jXAxcWldbNmzfQmK52/v79qw4YN9gCwfv16x6ysLDMASEpKMieEoGvXrgFyuVz2v//9764H77Vr1zoOGTIkvy5BVBe5ubmiAwcO2JtE+4kTJ6wyMjLMKpe1vVfUajXZvHmz08CBA4sA4MaNG5Jdu3Y5zJkzp8rnfJs2bcoPHjxop1QquczMTPGpU6ds09PTzdzc3HR6vZ6Y3Cg2b97skJmZWaWAklKp5I4dO2b34osvFgBAenq6maenZ0UBIy8vL01GRkZFn/nz53sGBgbKX3nlFe/y8nICAJmZmRJfX9+KPu7u7hqFQlHFJeXw4cNWWq2WyOVytfE85uvWrXMIDQ2Vde/ePeDKlSvmAJCcnGxRUFAgfuaZZ4JCQkJk3377rVND5tUYtmzZ4jh27NiHVlTrqRG6Rn/JT8AsHBfBovIrl49dCJY54CqAkQ9lkgKPGsfBUq51B/A1T+mnPKXreErjmzqgMQXc+AY2Pw9gkbFkcD9jv+rLsd8D6F5TMY+nkBkA3gLwBtj/8DIA6Ya41SsBJIO5AK0E8wkvBPMBHwyWEaMl2GeB338+63skIVzqC7YSNcq4SwP2GdehEcNoACwCe92eBcuJ/SbYPVgXSxPCpY6NOM8jA40/7nCXJbc6Og1H447X6D96v1i2bFlGVlZW7MiRI/MWL17cHAC2b99uFxoaWp6dnR177ty5+NmzZ/vk5+dzV69eNU9OTra4detW7K1bt2KPHz9us2/fPmutVkuys7MlXbp0KY2Pj0/o0KFD6fTp072N4986fvy4jUwmkx85csSmefPmWrFYjIULF7o899xzhS1btqyxMM2JEyeuZWVlXdZoNNyuXbtsAWDVqlVpP/zwg0tISIhMqVRyEomEAoBOpyPnz5+3/v3332+cPXs2affu3Q47duyoUiho27ZtjuPHj2+S2NFqtYiMjGwxefLkbLlcrtHr9Zg1a5b3N998U6NIbyovv/yyT8eOHUv69+9fAgBTp071/uKLL26ZrKAmIiMji/v27VsYERERPGLECL+2bduWiEQiynEc1q5dmzpz5kzvVq1ayWxsbPTVhf2vv/5q165duxJXV9cqBpCaWLJkSUZqaurVy5cvJxQUFIg+/PDDBq0wKBQKycSJE1v89NNPaaa5azQaYmFhQa9evZrwyiuv5EyYMMEXYO9dbGys1d9//33t77//vrZ48WL32NjYhqyYNgiFQiFJSkqyjIyMbMjD8wPhqcm6wFOq4wn5DEzofgG2pCwgUBsnwMRlNJhwGs0TUgJWhOIvntLy2joaM0R8BeY6YUrdZA2WuskeDS9C8iqAdjwh8wHs5SldzxOyAyyTRSRYarOaLL1PK9FgmT6kAMaAZfJwAMsZ2xCCAFwxxK3uwYVMvPBAZnifSQiX9gOwESwdGMBS9V0D8EwjhskC8LwsRnGp2tg/guWM3lhH35myGMXjWf68pFBSfyMApQUNa3ePTJo0Kf/5558P+Oqrr27/8ssvTu+9914Wx3EIDQ1Ve3t7qy9fvmxx6NAhm4iIiFI7OzsDAPTp06foxIkTzZ577rkSCwsLw0svvVQAAC+++GL++vXrnQG2hL1///7rAFBUVMTt2bPHwdnZWX/mzBnr8+fPW69evbp5WVkZp9VqOWtra/3333+fYZqTlZUVHTx4cOG2bdvshw8fXtymTRvVyZMnrwHMFWH//v32ALP2dejQQWlyl+jbt2/RhQsXrIYOHaoEWBCbXq8n3bp1a5IPbVRUlG+LFi1U8+bNuwMAhYWFomvXrln06tUrCAByc3MlI0eO9N+yZUtKU/10Z8+e7Z6bmyv+66+/rpv2xcbGNnvppZdaAEBBQYH48OHDdmKxmI4fP75w4cKFWQsXLswCgMGDB/sFBQWpAaBPnz6lFy9eTAKArVu32qakpFQpNPTbb785jh49uuJ/xtvbu4ql9NatWxWWVKlUqgUAS0tLOmnSpLzo6GhXAHB3d9empaVV9MnMzDQztc3Pz+cGDBjg/9FHH2X07t271NTG1dVVM3bs2AIAGD9+fOG0adN8AfbeOTk56WxtbQ22traGDh06KC9cuGDl4+NT67waw9q1ax369+9feK/uJffCU2PRBQCe0nKe0uUAugIw+bIdB8sOsAbAFbAI/dcAfACWCkvg6WMbgDFGMdvfuK8LmPDdBiCHJ2QrT8hknpCaqqX1ABOp3Yz9OoLlai4HE2J5jZhLG7D7M4snZBkAEU/pWp7SYYLIvQsC5r/cxvizsJH9LwPo9ziI3IRwqVlCuPRDMNeayhZVBVge6cZQWlnkJoRLzRPCpVPAMpDUJXIBYHRCuPSBWjwfGNb2DSux3czhgZXiNi0fA8Bvv/1m37Jly3IA8PT01Ozfv98WANLT08WpqakWwcHBGh8fH83JkydttFot1Go1OXnypI1cLlcZfTWL/vzzTxsA2LNnj21AQEA5AGRmZor1emY8/N///uc+duzYXADYuXPnjczMzCsZGRlX5s+ffysyMjLv+++/zygqKuJMy+BarRZ79+61Cw4OLgeAjIwMMQDo9Xp89NFH7q+88sodABg+fHhxYmKipVKp5LRaLU6ePGkTEhJSEbS0bt06x+HDhzfpgeitt97yKC4uFv38888V1lsnJyd9QUHB5YyMjCsZGRlXWrduXWoSuTdu3JB06tQpsDHnWLJkifOhQ4fstm/fnlrZemsaPyMj48qAAQMKoqOjb44fP75Qp9MhKytLBLBsE4mJiVaRkZFFlV+j8vJysnjxYrcpU6ZUuD3k5eWJzp07ZxMVFVVo2tejR4/StLQ0i8TERDOVSkW2bt3qOGLEiEKAWUMBljFh69at9jKZrBwAhgwZUrhhwwYng8GAgwcPNrOxsdFLpVKtSqUiAwcO9H/hhRfyqgeFDRgwoHDfvn2m+8NGKpWqAWDkyJGFZ86csdZqtVAqldylS5esW7VqVV7XvBrDli1bHKOioh7qw/ATZ9HlCSH1LePylF4BE7V1jWMOlvO0Z13tBJ4I9oJVXCsBEMtTehAAeEI64O5AngIwsfoamGXVnyfkDoD1ppLNPKVHeEI8wcRWEYBintKK/L88IdPB/GujjGM0xMLrAJaSzA3/LlELVIILmagHEGuIWx0PZkWPAAvKqm0ZLg2smMdRsAIfqVzIxEfaBSQhXMqBVR9cAOZuUXEIzE9bgoYbMPRg2Rk+No5tAVY1bQ5YoZqG0BvMpeabBrZ/ZCDybgX0xG/edboviM0MJKTbXVHk94t33nnHKzU11YIQQr28vDQ///yzAgA+/fTTzHHjxvkGBgbKKaWE5/lb7u7uuokTJxYcPnzYNigoKIQQgp49exZFRUUVAcCSJUtuRUVF+b3zzjsiJycn3dq1a9MAYN++fTY8z3sSQtChQwflmjVr6szLXVxczA0cONBfo9EQSinp3Llz8bvvvpsDAKtWrXL8+eefmwPA888/X/DWW2/lAYCLi4t+2rRp2W3atJERQtC7d++iyr6zO3fudNy1a9e1yuc5evSo1ejRo/2Li4tFBw8etP/00089UlJS4gAgODhYnpiYGH/9+nXJsmXL3P38/FQhISFyAJg8efKdWbNm1ZpRIz09XSISiRr1fzxnzhypu7u7un379jIAGDRoUMGXX36ZWVt7jUZDunTpEgwA1tbW+l9++SVVImGG/48//tjtwIEDdgaDgUyaNOnOkCFDKgxmGzZssO/WrVuxra1tRVCWRCJBdHT0zf79+wfq9XpERUXltm/fXgUAY8aM8cvPzxdTSolcLi9bu3atAgBGjx5d9Oeff9pJpdJQS0tLw8qVK9MAYNWqVQ7nz5+3LigoEG/cuNHZuO9G586dyz/++OOskSNH+n3//feuVlZWhp9++ikNANq2bavq06dPUXBwcAjHcRg/fnxORESECkCt83r77bc9IiIiSseNG1dU1/uYlJRklpmZafb8888/VKPhE5dejCdkHFipSpMz/CEw8XK1nn4cWL7aFwCEgwmLKDR8mflB8iSnF3vYfMxT+lH1nTwhTmC+ueVglv9sMFHwHU9pAU9ISzBLbTCYsFjHU9ronMw8IUPAcvVWpwDAX2BlVruhatGQnjylRxp7rqcRY3CZC5g7gzcAHwCZAE5xIRPvq3/fg8RYuncgmAitnk2kDMx326d6v1rQgPknL5LFKJKN47cGs97K6+pYCxMBrJfFKOrKC/2f0tD0YhVZF2qBRAzKeNApxgTuL5999pmLVCrVjBs37r4FqQk8WjQ2vdgTJ3QrwxMSCFaU4Fht0fE8IaMBrAKzAN0EKzzwqCEI3fsLBStAcQ3MEhtXV2OeEB8A6TyllCfEHszn0wKsAMTOe50MT4g/gElg5ZJbV5vnCrCgqh5ggrc1gG48pY+nX6RAg0kIl9oBGAQWINYf7J6rifNg1uv6UIP5jn8ji1FUWKsSwqWhAM7g3h7qUwGMlsUoLt7DGPeNxyWProCAQONprNB94lwXKsNTmgwWbX33MRYwNAUsgMVUKOJRFLnA41kZ7VElFcAEntLjDe3AU1p5qW8xmCV3FYCDFW0ICQZbDVjMU1pqdE94EcxnMh7sPswAC4LsDbbSsJenVMtTmgLmE/4BT4g7gOfARG0QWNDZSACTeUqjmnbJAo8TCeFSgn+L2DSk2lNDq3gtk8Uo3q9hfwjufeUqCSybxWMH1z0qiz4z5A6NO+6A0gIJmjloSUi3AmJh/VByfgoICNxfnmihWw9vAPjuYU9C4D/lIoDePKVNXtLiKX2tlkMhYEvHpmwMrcAi32uLfp8B4CZPyBcAVvOUqozjZ4K5SPxScU5CHAA0r3EUgSeRbgB+bER7F7C8t3VlkikDe0irid8BfAIWMNlYcgDMArBBFqN4bB/IiYW1gbQb0JggUQEBgceEp1nongIry9qYNDyNRQdWYasjqgaOCPz3JADofy8ity54Sv8A8EelXefAAtbqwgcsD+5QYzngUgCFPKVV0jzxlBaA+ewKPB1k1N+kCt4ALoFlm6iNdPz7EFYdCpb2rrGsAPDBY5teTEBA4KngqUovVhme0hgwkfGg2A1gJpjvXHWRuxjMajMQTAg3Ke+fQKMYzVPaIJ+9+8RhNNzlpB+AXWDuDLse2IwEHhduglVrbAz1RTUHAfgzIVxaU+CVOYB9YFlHaqMULAf5NbAKkp1lMYopgsgVEBB41Hmig9GqY/TLfREsNY8BQHuw7Aofg6XsUYB92Dc2D2VlKNiy8xSwEpzB1Y6nAZhROYiJJ0QCFkndHUwYq8HSUrmDWZxtwaL+lZXmZ38Pc3zaOMRT2vu/PilPyFaw9GGNIR+Ac20p8nhCQsCqtb3KU1p4bzMUeFRJCJfewN2p7WpDBZbztiHlfksA9JfFKE7WcE53AHvAYhZSwUTtOQBnAVx/nFwTGhOMJiAg8HjR2GC0p8qiy1NKeUrXAfAHEMZTmsdTmmIM8rHgKW0JllpsfRNP8adx3IlgVpIg/Jt3tS8AO55Sv+qR+saApLM8pYt5SkfzlI7nKZ3GUzqCp9QbgAzAO2DBT63BXCJMpTkpWA7YC2C5QAXuprFLwfcMT4gcDYuEr44jaknxZMzOcAzACAC/84Q0qe64wGNBbD3H08FEayGYKG2IyAXY58TZmg7IYhSZshhFG1mMIjhoAz85aAN/PGgD7xm0gX8raAP/P0Pc6rGGuNUvGOJWV09v9tijLywQ5a1f6Zz91WfueetXOusLCxoa4NdohgwZ4ufr6xsaEBAQMmrUKF+1Wl05dSCOHj1qJRaL261evbqiEMcbb7zhGRAQEBIQEBDy008/VezfuXOnjVwulwUEBIRERkb6arWstsWHH37oGhwcLA8ODpYHBASEiESidtnZ2SIA2LJli62vr2+oj49P6AcffFBRUnbEiBG+np6erUz9Tp06ZQmwYgUTJkzw9vHxCQ0MDJSfOHHCCgBOnTplGR4eHuzv7x8SGBgorzwvg8GA6dOne/r6+oa2aNEiZMGCBRUxBrt377YJDg6W+/v7h0RERASZ9tc2r8rs3bvXWi6Xy6q/Prt27bIxzTs4OFhubm7edt26dfYNfU8uXbpkER4eHmxmZtZ23rx5rpWPeXp6tgoMDJQHBwfLQ0NDZZWPffrpp839/PxC/P39Q6ZMmeIFACqViowcOdI3MDBQHhQUJN+9e3dFKeTp06d7urm5hVlZWVVxM7p27ZpZhw4dAmUymTwwMFC+efNmOwBQq9UkMjLSNzAwUN6iRYuQ999/v8rrotPpIJPJ5D179vQ37avt/srLyxP16tXLPygoSO7v7x+ydOlSJwBITk42k8vlMtN7smjRIhcAUCqV3LPPPutvur6pU6dWrAaVl5eTgQMHtvDx8QkNCwsLTkpKqvW7qKY5JiYmmoWFhQX7+PiEDhw4sIVKpSK19b8fPFVC14RRWCqr7dMZf1KwND4aABsA/A0WUQwwS6sGtUcXB8G4hMhTWgzmg+lkFK5/G/c1Zb63eUp38pTOAdACLFBFBlbVLRFAJzDrdHcwX720ppznCcaPJ2QET0jEfyEOeULCwN4bryYO8Q5PSC+jpd80phOYO4ypClYfAL8JYveJZXst+7UAPgP7/+8DVvimIblvb4Plgx5TX75bQ9zqL8CE9O8AFgKYDrbqtRGsouRDq1n/IMj++nO3a/06ht358hNp/i8rPO58+Yn0Wr+OYdlff16j2LpXxo0bl5+amno1KSkpTqVSka+//trZdEyn02Hu3LleXbp0qYgl+PXXX+0uX75sFR8fH3fx4sWEpUuXuuXn53N6vR6TJ0/2+/XXX1OvXbsW5+Pjo/n222+dAeCTTz7JTkxMjE9MTIyfP3/+rYiICKWrq6tep9Nh5syZPnv27ElOTk6O++OPPxwvXrxYkbZuwYIFt0z9OnfuXA4Av//+u11qaqpFWlra1eXLlyumTp3qAwDW1taGdevW3UhJSYnbv3//tQ8++MA7NzdXBADLli1zunXrluT69etXU1NT4yZOnJgPALm5uaIZM2b47Nq1KyUlJSVu+/bt103XXde8TLRo0UKzevXqtMGDB1cJHBw8eLDSNO+jR48mWVhYGIYNG9bg+7R58+a6pUuX3nz99dezazp+9OjR5MTExPirV68mmPbt2rXL5s8//7SPj4+PT0lJifvwww+zAOCrr75yBoDk5OT4Q4cOJc+dO9fLVJlu2LBhhWfPnk2oPv68efPcIyMjCxISEuI3bdqUOmvWLB8AWL16tYNGo+GSk5PjL1++nLB27VqXyqJywYIFrv7+/lV872u7vxYvXuwSFBRUnpSUFH/s2LGkefPmeatUKuLj46O9ePFiYmJiYrzp/kpLS5MAwOzZs7Nv3LgRd/Xq1fizZ89a//bbb7YAsHTpUmc7OzvdzZs3r06bNi171qxZtX7X1TTHWbNmeU2bNi375s2bV+3s7HRLly51rq3//eCpFLoNYAIAB57SFwEMA7OWjADgDCY0avKH04FVB6pIRcVTequ+Km2Nhac0n6f0/8D8fneDuVvcAqtXnwf2pecDlnv3gZWufMzoCmALGhYgdj9IALAIbEm5KUwAs97/ZRS8K8He56Bq7YYC+LWyIBZ4ePCEOPOEHOEJOcoTcoonZOI9DPcbgLlgD7IAW5XYAqCVLEbxf7IYRaksRnEW7EG8PnQA/GUxijGyGMWdBrRfDSZya8pCcIgLmZjSgDEeC7K//twtf80PnlStqvJdSNUqLn/ND54PQuyOGTOmiOM4cByH9u3bl966datCuHz22WfNhw4dWuDs7FzxMBIXF2fRpUuXEolEAltbW4NcLi/bunWrXXZ2tlgikRjCwsLUANC/f//i7du321c/36ZNmxxHjRqVDwBHjhxpJpVK1XK5XGNhYUEjIyPzt2zZclefyuzYscN+3LhxecYyw6XFxcVihUIhCQsLU7dq1UoNAL6+vlpHR0ddZmamGABWrlzZ/JNPPsk0ldP19PTUGfc7Dhw4sCAgIEBTeX9D5xUUFKTp0KFDOcfVLl3WrVvn0KNHjyIbG5sG+7l7enrqevToUSaRSBr8fb18+XKXOXPmZFpaWtLK1xIfH2/Zs2fPYtM+W1tb/bFjx6wAoHfv3qVSqfSu72VCCIqLi0UAUFBQIGrevLnWtL+srIzTarUoLS0lEomE2tvb6wHg+vXrkr/++svutddeq+KiU9v9RQiBUqkUGQwGFBcXc3Z2djqJREItLCyo6RrKy8uJwcBeNhsbG8PgwYOVAGBhYUHDwsLK0tPTzQBg9+7d9pMmTcoDgIkTJxacOnXKxtSvMjXN0WAw4PTp0zamEsWTJk3K27Vrl31DX/emIAjdGuApLeUpLav0u46ndCtPaQlYpaqOlZorwHx+W4EJ4LU8IYuNhQUe5Bzv8JQu4ikdwFPqzVPqzlPqzFNqAebX2xn/ujcI/Mu7PCG1Jd6/LxhXDBaCvQe1Rbo3hJ5ggvcV1J7ndDiAlUb/c4GHhLGy4h6wwh7dAVwGcJInJJwnRNrY8YxCdhHYg6u9LEbhJYtRjJLFKJIAICFcap4QLnUAKwBRny9qjCxGUe99qI+OaqGPjrLiQiYm0X0HxtCY2HP05OmT9PqNU1RvMH05t2vstTyq6AsLRAWb1rjX1aZg0xp3fVHhA/meVKvVZPPmzU4DBw4sAoAbN25Idu3a5TBnzpwqxY3atGlTfvDgQTulUsllZmaKT506ZZuenm7m5uam0+v1xCSiNm/e7JCZmVllhUepVHLHjh2ze/HFFwsAID093czT01NjOu7l5aXJyMio6DN//nzPwMBA+SuvvOJdXl5OACAzM1Pi6+tb0cfd3V2jUCiqPFwfPnzYSqvVErlcrjaex3zdunUOoaGhsu7duwdcuXLFHACSk5MtCgoKxM8880xQSEiI7Ntvv3VqyLwaw5YtWxzHjh17X4Mke/fuHRASEiL78ssvKyyPqampFkePHrUJCwsLjoiICDp69KgVALRu3bps9+7d9lqtFomJiWZXr161UigUdV7L559/fvv33393dHV1DYuMjAz45ptvbgLAhAkTCqysrAzNmzdv7efnFzZt2rQsV1dXPQC8+eab3osWLbpVm+ivfn/NmTPnzrVr1yxcXV3D2rZtG7Jo0aJ004NISkqKJDAwUO7n5xf21ltvZfn6+lYR47m5uaIDBw7YDxgwoBgAsrOzzfz8/DQAK2FsbW2tz87OviuLV01zzM7OFtvY2OhNJZN9fX012dnZD3RlUhC6jYAnZASYHy7ArHWdAPjxlH4IllpqNZiVrQjMxeGhwFN6ESz1T2cARx/WPB5RpAA+5AnpyhMyiSdkIk+I/4MQisY0YTPv97g18BLYcrbAw6Mzqvpkvw7m8nQJwLimDiqLUVBZjKIIABLCpc0SwqURCeHSt8FWcFrJYhRKsGIjdXGmroP66ChzfXTUbgDXAfypj46yBiBHVvYAKEu64FpKZxw4WEQPHEyi+w/e1EdHPRHuMoW7/3CobsmtDlWruKJdfzjU1aapvPzyyz4dO3Ys6d+/fwkATJ061fuLL764ZRIfJiIjI4v79u1bGBERETxixAi/tm3blohEIspxHNauXZs6c+ZM71atWslsbGz01UXPr7/+ateuXbsSkziqiyVLlmSkpqZevXz5ckJBQYHoww8/bJA1W6FQSCZOnNjip59+SjPNXaPREAsLC3r16tWEV155JWfChAm+AKDT6UhsbKzV33//fe3vv/++tnjxYvfY2FjzhpynoXNJSkqyjIyMvG/uNSdOnEiMj49P2L9//7Wffvqp+d69e60BQK/Xk/z8fFFMTEziokWL0qOioloaDAbMmDEj18PDQ9uqVSv5m2++6W18v+o8x+rVqx3Hjh2bl52dHbt169ZrEyZM8NPr9Th69KgVx3E0KysrNiUl5cq3337rFh8fb7Zp0yY7Z2dnXbdu3WrN2FT9/tq+fbtdaGhoeXZ2duy5c+fiZ8+e7ZOfn88BgL+/vzY5OTk+ISHh6saNG53T09MrRKtWq0VkZGSLyZMnZ8vl8gbrmobM8b/iac6j2yCMlpr+YEnRe4NVuPoYwCae0sRKTceAZU74g6e09D+f6N1MBfuCWwLgBNjyvQDjA9wtDjJ5QvaDVTw7fh9dTg7W3+S+8BxPyP/xlArVnB4OvtX+Nj043UKl4h/3yB9gqegA4A7YahIArARLVTi0hj561F98YrqxPwA8C/agXl0AOkNvcAZzn/kKLAD2sUaXc6dBLj/a3Ia1awyzZ892z83NFf/111/XTftiY2ObvfTSSy0AoKCgQHz48GE7sVhMx48fX7hw4cKshQsXZgHA4MGD/YKCgtQA0KdPn9KLFy8mAcDWrVttU1JSqqxW/fbbb46jR4+usG56e3tXsZTeunWrwpJqWlK3tLSkkyZNyouOjnYFAHd3d21aWlpFn8zMTDNT2/z8fG7AgAH+H330UUbv3r0rvvdcXV01Y8eOLQCA8ePHF06bNs0XYJZaJycnna2trcHW1tbQoUMH5YULF6x8fHxqnVdjWLt2rUP//v0Lzc3N75vLoJ+fnxZgbggDBw4sPH36dLMBAwaUuLm5aUaOHFnIcRx69uxZZhSkYg8PD93PP/+cburfpk2bYLlcXqcb2/r165337duXDLD3VK1Wc1lZWeJ169Y59evXr8jc3Jx6enrqIiIiSk6dOtXs0qVLVgcOHLD39PS0U6vVXGlpKTd06FC/HTt23ABqvr9++eUXp/feey+L4ziEhoaqvb291ZcvX7bo2bNnhRD19fXVBgcHl//9998VrgVRUVG+LVq0UM2bN6/C7cnV1VVz48YNs5YtW2q1Wi1KSkpErq6uVXz/T5w4YV3THLdt23ZDqVSKtFotJBIJ0tLSzFxdXR+oYVCw6NYATwjhCXHkCWkF5gP3J5jI3Q0gmKf0o2oiFzylV3lK1z4iIteUYeIXAL3ARG4qWMS+kHKnZtwBvAxmAd/LExJ8n6y8b9+HMRqCAcAA44OZwH8MT+l6sFy0lSkBewBuiF9sQ+hc6XclgGEJ4VIOLDDtGzBRa+IHsIfct2Uxiiv1jGsJdt9fBkuJeBHM7SnBuP9apbbFAF7XR0cN1EdH2TX9Uh4+YpfmDYphkDg3rF1DWbJkifOhQ4fstm/fnlrZ0peRkXHFtA0YMKAgOjr65vjx4wt1Oh2ysrJEAHD27FnLxMREq8jIyCJjHzHAfCsXL17sNmXKlAq3h7y8PNG5c+dsoqKiCk37evToUZqWlmaRmJhoplKpyNatWx1HjBhRCDBrKMB8KLdu3Wovk8nKAWDIkCGFGzZscDIYDDh48GAzGxsbvVQq1apUKjJw4ED/F154Ic8kikwMGDCgcN++fTYAsGfPHhupVKoGgJEjRxaeOXPGWqvVQqlUcpcuXbJu1apVeV3zagxbtmxxjIqKquK28Oabb3quXbvWvrFjAUBxcTFXUFDAmX4/fPiwbVhYWDkADB48uPDgwYM2ABAbG2uu1Wo5Nzc3nVKp5IqLizkA2LZtm61IJKLt2rWrU+h6eHho9uzZYwsA//zzj4VGoyHu7u46Hx8fzeHDh21N5//nn3+atWrVSvXdd99lZGdnx2ZkZFxZs2ZNaseOHZUmkVvb/eXp6anZv3+/LQCkp6eLU1NTLYKDgzXXr1+XlJSUEADIyckRnT9/3jokJEQFAG+99ZZHcXGxqLJwB4CBAwcWrlq1yglgAXOdOnVSVl9NqG2OHMehY8eOSlPWjFWrVjkNGjSosAlvT4MRLLqV4AkRAYgCy1PqASZyj4Kl49kG4Pz9Di77D4gFywDQDSxjw0mwoDqB2ukH9iWfzRNyBMxidqgx1lJj2d5FAF59IDO8m/ZgD2IJPCFTeEqFVHP/PSfBPis+Mv5tbdx3hSekA0/pvfhrAyxVoQ3Yw2ovAJlgVl0vsOwLe8H88/8CMLUReW+zwHyLa8KUTukoACuwHN4vGzeFPjrqOthD9DLR7I31pUR7pLAfNKIgZ9li77rcF4i5hcFu8IgGVyWkBgMHQgx1PSPPmTNH6u7urm7fvr0MAAYNGlTw5ZdfZtbWXqPRkC5dugQDgLW1tf6XX35JNfk3fvzxx24HDhywMxgMZNKkSXeGDBlSESi9YcMG+27duhXb2tpWfG5JJBJER0ff7N+/f6Ber0dUVFRu+/btVQAwZswYv/z8fDGllMjl8rK1a9cqAGD06NFFf/75p51UKg21tLQ0rFy5Mg0AVq1a5XD+/HnrgoIC8caNG52N+2507ty5/OOPP84aOXKk3/fff+9qZWVl+Omnn9IAoG3btqo+ffoUBQcHh3Ach/Hjx+dERESoANQ6r7ffftsjIiKidNy4cUVHjx61Gj16tH9xcbHo4MGD9p9++qlHSkpKHAAkJSWZZWZmmj3//PNVgsXj4+Mthw8fXljX+3bz5k1xRESEvLS0VEQIoStWrHBNSEi4mpWVJR4+fLg/wFwVRowYkTdy5MhiAHjrrbdyx4wZ4xsQEBAikUgMP/744w2O43D79m1xv379AjmOo25ubtqNGzfeMJ1nypQpXtu2bXNUqVScq6tr2Lhx43KXLFly+6uvvkp/7bXXfL/77jtXQgh++OGHNI7jMGfOnDsvvPCCr7+/fwilFFFRUbkdOnSo83Oktvvr008/zRw3bpxvYGCgnFJKeJ6/5e7urtu2bZvt3LlzvQghoJRi2rRpWc8880z59evXJcuWLXP38/NThYSEyAFg8uTJd2bNmpU7Y8aM3BEjRvj5+PiE2tnZ6Tdv3nwdANLS0iQvv/yy9OjRo3UGrEZHR98aM2ZMywULFniGhISUzZgx44Ea4J6qghG1wRPSGsBksMCeRDBf2x1NTQf2qGG0TLYHEA3ADvdWEONppQTMilYOtrSrABBZ+cHH+Dq3ATAYrGDIA0lP1EAOgj3kxAHYxVN6v6yKAgASwqUEwPA/rqQP1hmoAcyd6SaAeQD4Gros5ymdei/nPB3k/oJab/iQAIbreSXPTyooTU8Il8rBHqi+lcUoqluUq8/ZBUCeLEZR5YFNHx3lAJZdpg2YP7Fjta45AOJRuxgGgGmi2Ru/a9wVPTgaWjDClHWhtuOOE6ZkuL79flZtxymlBDqNOXQaC5SXOENTbgdCDBCJ1bC0vUOa2QkraA+Zrl27Bpw4ceJa/S0FHhcaWzDiqRe6PCH9wLIoXAXwD0/pjXq6PLbwhPQHs/oI3DsxPKVVkn7zhAwD8CtYsZBHiVIAXXhKLz/siTwJJIRLWwD4GsDgbVdvXdboDa3BHoL8wURhc7BsCSsABFTq+juAaJ7SGgs21Icxe0Oa8c8dYA/jq3lCxGD+uYk8pRU5vhPCpRZgmTsGg61StAArN74MrJJaMZg11+STy3n3bzXfwsnmecJVMUmeR/3FT3YCGCGavbHOHL3/FY2pjJb99eduBZvWuFe27BJzC4PD2AmZJpFLKQWogYNeJ4FeZ47yYmfotFbQ62r/XxeblcLJIwkatRXEYg0RSe5ygaAGNiaRmKmbcJkCAk8lgtAVqIAn5DBY5bQNPKU/Gy2OY8GCSZrX2VmgPnIAuPOUVolm5gl5G+z1fdTYBhZ0dPsxdL95ZEgIl74I5spiDgAZRWWxRSqtMlup2j21RPVF5bY8IQFgwauVuQIgvJFuME5gZcDFAE7hX9cjA5hLQRv8WxL8fJi7/Sey5rYvgInf2tLS1YqVu/1+rz4h5mABdf5gblwN4RSASNHsjTUm3f8vaWwJYH1RIVe06w8Hbe4dicS5udZ2wCCViKOuMOgkMBgkMOgloLTx/u+EUFDKHhrEZqXE2SuRUgpoVVYoUzpDXeoIsVk5bJ0VRGLe1LzbAgJPFY0VuoKP7pPNXrC0U/OBiqpvG3lCzqFqgIlA43EB0AV3l13+A4+m0B1u3JYBeOshz+VxJgmVLPaedlZhnnaA3NXuIlDhvrIJrEiDZQ39WwF4EcDa2k6QEC71BHMl6E8plVibif1LNLqWYNZYq0pNOTCLbWUilCrth2ha+WkAQPmdopZUb5ASEdfY74cAAP/oo6OGi2ZvPNfU8z8MRHb2BscXX6kokEE1KksUZtnAYLi370iTyAUAvdaK5mUEwaCXVLEEa9XWyM+Q02aO6cTaPqemYQT+Ra/VilQFBfY6lcpcr9WaGV9jKrayKjdr1qzU3MamlHCc8DAvUIEgdJ9geEoX8YTkgn25Vs6nex0scGkAgAdW0/0p4EuekE6Vrbo8pek8IQ1Z6n1Y9H/YE3jMuQK23F/Z/7oc/6YQswPQF3f7uVZmGU9ITwCXeUq/rnwgIVzqBxYIaQ6wakYijpjcqazwH0D11EFbqs42s7Ws1Xe1FhaIZm/85oFM6j+EUgqoy+xAOD1wj0K36sAEWrV1zcdAUJLvQ0UiLbG0Kbxv53zC0KnVktykpCCDRnO3y0hhIQCAE4u11u7uGdaurjVV9hN4ChFSET3h8JSuApDOExJcaR/lKR0MtiRZX+ohgdqJAPBe5TRkPCGWALwf3pTq5V4j/592lqCqyD0JIFIWo/jHeB8EADhSzxi2YGWeR9VwbDEqWYz1BppWpNL6NWaCNwpKI8q1uouN6VMZB7lHXBNEbg6A5/XRUX310VGf6aOjvtNHR83VR0c9VhX7qMHAoaTAFWVF7nX63z4oinP9qKb8P3mgqQ9K6SPn2ig2N9daOTrW6ZJi0OkkxbduSbVlZY9arITAQ0Kw6D4F8JTuqGX/HZ6QeivmCNTJAgAdeUKmALgN4F083GwLtZEFlnUjgyfEk6c042FP6HEjIVwqAXAI//rdbpXFKG6ajvOUUp6Q4WA5mdNR9wOPAZVSzxmzOIwBMAIseLBZTqn6+BlFbmBT5lqi1pVaSpr28V6aUWDh0s7vGNh9bAtWBbIYQCHYd4YEzHXHwtgmD8yS3Q//FrQwcQDAP02aSCPRR0eJwdxCgkU9ZjjQ4lwzmDcrgplFaaNSYnOcHpxIA73ugZYKrxFKORRmB1BHzwQiljy06pqUGkRQFwUCVExF5nkgojJw4nIQkfphVhsvy8uzL83Jca23IaWkUKHwdQ4KShbcGAQEi65AfeVDBepnEFj6pTgY/aEfEXaDlaINAzAewHtgFfMEP8AmIItRaGUxii2yGMXXxu1mDc3mg/lt1xdslgDAjidk1KbmtvPAijV8ApaizArAUVCqLdPq6/9Sv5sD52/lx4H5EzcaTXF5O4Pe4AUgEEzI+oLdQ93xb6ljX7CgOAOYL3JtZYG/0kdHffEgLbv66Ciij44aCrY6tRrAXE6vsUVZsTsKMoORczOMFt3xpuoya5OFkuo0ZrSsyJGWFjnR0iLnsjtZFqe/+sr5wHvvuZ75cTXKiFUixJL7Vrr0/z7/Ej7tusCmZasq+9ds3oLmIRFo02cQ2vQZhJUbNgMGgxiFWf7X42Jd+vTo1ibAv2Xrli1bhiTFxzWj5Ur7P7dvdZXL5bKAgICQyMhIX62WJXO4dOmSRXh4eLCZmVnbefPmVblv5s+f39zf3z8kICAgZPDgwX5lZWUEAHbs2GEjl8tlwcHB8nbt2gVdvXrVnFIKaIr9QfVWf2zbYcaZWbtfOHOiJdSFoft3/9GmVavQ0MDAQHlISIhs586dNqZzrFixwjEwMFAeGBgo79atW0BmZqYYAGbMmOERGBgoDw4Olnfp0iUgLS1NAgDLly+vaN+mTZvg06dPV/i0b9myxdbX1zfUx8cn9IMPPnADAHVxcbPCtLQWVK+v8gT356FD8IyIwOX4+Ip9y1avxjPPPWfdskWLsD/++MO2vvdn586dNjW9pgCwe/dum+DgYLm/v39IREREkGn/qFGjfB0dHVsHBASEVB4rOztb1Llz5wCpVBrauXPngJycHBHACnFMmDDB28fHJzQwMFB+4sSJCsv9smXLnKRSaahUKg1dtmyZk2n/Tz/95BAYGCj39/cPeeONNypWWfbu3Wstl8tlYrG4nanwQn1jHT9+3CowMFDu4+MTOmHCBG+DoepH1EcffeRKCGlnet92795tY2NjEx4cHCwPDg6Wv/POO+6V2+t0OshkMnnPnj39TfsSExPNwsLCgn18fEIHDhzYQqVS3fV/r1KpyMiRI30DAwPlQUFB8t27d1fcQ9OnT/d0c3MLs7KyalO9370gCN2nGJ6Q/wPwEljez3lgATJCvtWmYYt/k+s/SNQANGDBTrWRB2AMT+lgntIfwcTIbmO/ETylD81S9CRjzLJwCsAbAKQAfgJ7kPwQQCRYyjFfsDRfbQD4AfgtKUf5f1uvpqNUo7MB4AOW7aDHnVJ1Y5Ze88ACDd14Sp+brdJOBRAOoDWADACHwQpO1AsnFpVpi8trLWBQCTHYd0hdS+3dAcwF8H/66Ch/fXQUp4+OamgWh1oxilsf45+7AGwHEFxjY4NegvKS5ijICkLOzVY0LyMQubdaoTjPD8o832OffCz9yq9lyF+zZklPLV7s8desWdKvpdLwY19+fd9cCAY/1xtn92yr8djooQNx6e/duPT3brw6bgzbqdNavvLaZJ85U1/jkk8cEMfs327hZYFgQ0F2yylvvun1+y8/K5OTk+N8fHw03377rTMANG/eXLd06dKbr7/+epWsF6mp181Xrlzpfvn88fLkK+cg4qjVL6tX+lCdyv6tt96Srl+//kZiYmL8qFGj8j/66CN3QghAxKVKZQm++e5HdIhoVzGWi7Mjt2fHb5qkxPjra9asufHqq6/6UUqh0ajFH3zwgc/RI4fSkpKSEkJCQsoXL17cHAA++uijrOTk5PjExMT4AQMGFH3wwQfuAODv768+efJkUnJycvz7779/+/XXX5cCTEDNnDnTZ8+ePcnJyclxf/zxh+PFixctClJTW1YJ7gNQUlqKn3/9FW1CQyv2JaemYseBAzi0eTM2LltG3n77balOV/vHpV6vx+TJk/1+/fXX1GvXrlV5TXNzc0UzZszw2bVrV0pKSkrc9u3bK0rqTpo0KXfnzp13BXV/9NFH7s8++6xSoVBcffbZZ5Xz5s1zA4Dff//dLjU11SItLe3q8uXLFVOnTvUBmDBeuHChx7lz5xIuXLiQsHDhQo+cnBxRVlaWaN68eV5HjhxJTklJicvOzpbs2LHDBgBatGihWb16ddrgwYOr+CHXNhYATJ06Vbp8+XJFWlra1dTUVIstW7ZUPACkpKRIDh48aOvu7l7lu6F9+/YliYmJ8YmJifHVi5osWLDA1d/fv4or3KxZs7ymTZuWffPmzat2dna6pUuX3lWc6quvvnIGgOTk5PhDhw4lz50710uvZwvLw4YNKzx79mxCrW9WExGE7tPNL2D5PyPBEt6/BPZluQzAfS17KXBPJIKJJDOeUguwQKcJYFkfQsGqZI02/pQBkPKU/gYAxpLAP4L5fZ4HsIQn5LEu3foI0wqsKpo9gGY8pZN5Sj8H8DlP6Tae0gSeUgWYn/QbYG4vAGCm1dNWuxNuSy7eyj+WcKf4lAFU025o28aUE/+cp/QtntIKkSOLUahkMYpYMGHdG8DzYP/ntfppmzs2S205ukOpuUOzLo04d0P4BCzTSymADH101Jf66KgX9dFRbY0uB41lMoAUfXRUNFhQbcMw6M2gVVdYkI59/R0OL1wCbVlV4622rAyHFy7Bsa/vTw2Mju3awN214Rkd45OuQafToW+PrgAA62bNYGVlibz8AphJzCD3dnVF7s1Wz/ftrd++fbsD1WrMPTw8dD169CiTSCQUAKhBL6GaEi+JoUwOahCrykocdFq1hU6jsWjh4+4MbUlLMzOxpLQ4z5Vqy1xLS4qbebi766mu3Bl6lcuHH3+OObOmw8Li3+etNuFh8HJvbgN1YWjb0BYtdVqtRFWU2Qaq/NYcR0RqZY6Mlue20ahKbT08PPQA4OjoWGE6LC0t5UyuD3379i11dnY2UG1Z897d2vnk5tyxonqN9bGjh5z9fKW64KAgnYWFBR0+bFjhlvXrfQw6naT667Tohx8w9aWXYGH274LCX0ePYmjfvjA3M4OPu7vI18dHf+TIkVrT7GVnZ4slEokhLCxMDQD9+/cv3r59uz0ArFy50nHgwIEFAQEBGgDw9PSsUMwDBgwocXFxuUtB79u3z/7111/PA4DXX389b+/evQ4AsGPHDvtx48blcRyH3r17lxYXF4sVCoVk+/btdt27dy92dXXVu7i46Lt37168detWu6SkJHNfX1+1h4eHDgB69+5d/PvvvzsAQFBQkKZDhw7l1cvu1jaWQqGQlJSUcL179y7lOA7jxo3L2759e4UleNq0ad6LFy++1VC3lOvXr0v++usvu9dee63CX9pgMOD06dM2pnLQkyZNytu1a5d99b7x8fGWPXv2LDa9nra2tvpjx45ZGa+xVCqV3nftIfjoPsXwlN4CMJknRAJm0X0V7AtpKVgVpMlg4vdxfiDKBfMt9K+n3aNIBoCNAL6AsfwrT4gLT+ltnpAYADPBlpGPA/iUp7QmK9xksOVmABgC5mt5gyekGIAnWI7l8w/2Mp4OeEq3VvqzsnJy4wlZD2Z5HAjgWdT8P+WYklfSHQAS85RpHVxsObDyui0acPrpPCHxPKV3FYSRxShMVpozAM4khEsPgj04jQcQA+Z6kANgnE//MDHhSFPcJRqKye91dqV9pfroqO6i2Rsb5Murj46yBvA5mK/wrKZORFWsxIllP9TZ5sSyH9DhlZdgbmNTZ7t7Yeuf+3D8zDkEtvDDkvn/B29PDySn3oC9nS1GTHoDN9JvoXe3zvji/+bA2ckROp0OF2Ji0T48zGz3tj+88u9kAXm3QmFhnaOzsM6TiIiVhRmRQF3gCYB4ebpj9ttTIQ0Kh6WlJZ7r/Sye68Oy0v28/Gtu2IgxzpYWFrC1tcHpI/sAbSn+uXQZt25lYOCA5/BlLWJ/67YdFm3bhMHC3IwDgO+XLkJYRHc0s7IiAf4tLFd8t6Q51atVANG/PWu20+bNv9vZ2Njojx0+kEW1pR6gejPotXYAFa9asx4D+vUBNMVBuVm3DF4uLiQrJqa1xMqqxKNZM5tLN27cpcCuJCYiMzsbfbp2xQ/r1lXsz8rJQdtKFl4vZ2fL1H/+8c/19i41s7ZWWru53eFEogq/XTc3N51eryfHjh2z6t69e9nmzZsdMjMzzQAgOTnZQqvVkmeeeSaotLSUe+ONN+5MmzatzmwOeXl5YpNY8/b21ubl5YkBIDMzU+Lr61thMXV3d9coFApJRkaGxMvLq2K/p6enJiMjQxIZGVmUmppqkZSUZNaiRQvNzp07HbRabZ1KtLaxFAqFxN3dvUJASqVSTWZmpgQA1q9fb+/u7q7t1KnTXQ/Aly5dsg4KCpK7urpqlyxZkm4qy/zmm296L1q06FZRUVFF1qbs7GyxjY2N3lSe2tfXV5OdnX2XS1Pr1q3Ldu/ebT958uT869evm129etVKoVCYoepn5n1FELoC4CnVAviQJ2QZWDL81wBMAwvs+AzAD2DBJo8aDXn8tAALprkNViTjcbnn3wbwHViqqjVgVisxAPCE7AHwAk/pq8a/m4NZ5iswZgB4FXfn9LUF8L9Kf2fzhCQ9KeWuHwV4QtoBaAfAC0yoJoC5MkQ3dAyNRu97/O84X+Of5WA+vB3r6CIFsGetkzUf4e30M1jO5P4AfgMTsYdkMQoVAMhiFMfA/Ih/0EdHiQBQ0eyNBu3CMZfAkZ8afqX3jX8AXGpEexfch4fv+N1777LkVkdbVob43fvQZmxNCTLuncF9e2PssMEwNzfHirUbMWHGuzi4ZQN0ej2Onz2Pfw7sgo+nB154/S2s2fwHXokajU0/LMWsjz6FWqNB3x5dIRKJAEIMxXmFzbSaHDsLM5GZRPTvy1NQUIidu/chNf4i7O3tMHrcK1i/6Xe8OHYUvl62An9u3YQOz7TD4q++xay5H+LH75Zg9nvzsPrHZbXOOy4+Ee/97xP8tes39jpptfjhpzX45/QhtPDzxfRZ7+GLRUvM/vfebH8A+PqLj/D1Fx/h88VfS5Z//53v/A/nVox1+OgJrPplA47/vRsAoFKWa2CgFqCUaEtLa/SvNRgMmP/VV/jqo48a9kJTKtYolXYapdKuPC/PxU4qTbOwsysBAI7jsHbt2tSZM2d6azQarmfPnkUmS6lOpyOxsbFWx48fTy4tLeU6duwY3L179xKT9bc+OI5DU4P3XFxc9F999ZVi1KhRLTiOQ0RERMmNGzfuayYJpVLJLVq0yO3w4cN3uWB07ty5VKFQxNrZ2Rk2b95sN2LECH+FQnF106ZNds7Ozrpu3bqVVfavbSgzZszITUhIsGzVqpXc09NT3bZt2xKR6MFmOX1cvvQF/gN4Su8AGMIT4glmMXEEsypeQlULzOOKAYAC7JrEYEJZCxYl7weWXzgTQBDYl+nDmuMkMIGebJxXZQoArOAprRC2xvetOhZgDyv1RY5/BJZmbnpTJyxwF9/gXyv6/cASDahwZm8hOdnW0/F/YO+p6dv1eQAQWUhGg5Ughj46yg5AW7D7/H0AZvroqL84sciZMsoJS5NXgbZMfQEODrmSQD8XpN1UoaTEF5Q2NgVZbbiKZm9sTGT8c7gPD94l2Q0LR1A2sF1TcHL8N47o1XFjMHfBQgCAl7sbwkPkaCFlbshD+/fFmX9i8AqATu3b4tiOzQCA/UeO42piiu5OZiHR6/RWAFBeUq5t1syKgzFH+t+Hj8JX6gMXF+YuOXzoQJw6cx79+vTE5Stx6PAM88EdM3IYBgwdA6WyBFfjE9Gz3zAAQFb2HQwd9SJ2/L4e7duF49at24h84WX8svJbtGzBPp5iLl8FgIq/R48YioVf3p1SedwLIzFw+FiYhG7slTi8NnUm9mz/FU5OjjDoUWZvZml1O/tfN+PM7Gy4uVT9OC4pK0Pi9esYOWUKACAnLw8TZ8/G6uhouLm4oEr/O3eq9NdrNOZFCoXUvFWrOJMI7d27d+mJAwcyNaWlzfbt32997do1FQB4eXlpnJycdLa2tgZbW1tDhw4dlBcuXLCqS+g6OTnpFAqFRCqVahUKhcTR0VEHAO7u7tq0tLQKC2dmZqaZVCrVenp6ao8ePVohGDMyMsx69OihBICoqKiiqKioIgD48ssvnesThLWNJZVKtSYLLgAoFAozd3d3bUJCgvmtW7fMw8LC5ACQnZ1t1rZtW9nZs2cTfHx8KtwyxowZUzRr1iyfzMxM8YkTJ6wPHDhg7+npaadWq7nS0lJu6NChftu2bbuhVCpFWq0WEokEaWlpZq6urnfFg0gkEvz888/ppr/btGkTLJfLH2hVwMd5SVrgwXEbQEswi+IBVC028TjDgVm+OgN4BmzZvzOYmNSBXXNXAA4AzqJxVqb7gQpAlHEOP+BukQsAaTylOxsw1rNg/pDnwa7jAlhqLNOTuw6sLLA5gBd5QmpOZC/QFF4BW1L/E8A9pe/jCDTmIi7f285KHeZuf7ytp8MxazPxdQDFBLhNgNsWYu6ivYXkpIu1uV7EEdMDXAVWHvZX/Ia3m6+Pjtqoj476CSw7wSEAy8GC39wopS/fOZ9qk/rH+ZxrG05ZXP/9XN7to4kx2Wevn72x/WLGjT8utL+x8sCzZYVqS9KlYxc819sDEnHsvVwbgC1guYRfaEwn0eyNKwCMBLAQwI16mteKdQN9Zm0a4VvbWDIrieidf/0NWQDzsIoID0NhcTFyctkq+eGTpyEPZMfu5DK3SLVajUXfrcBLI0YQvU5foYD05WpJSXaBqCAjT6Uu1ZZ4e3kZzp6/iLKyMlBKcejIMciCA+DgYI+i4mIkX2PxVQcOHoEsKAB2drbISU/CjcR/cCPxH3R8pl2FyC0sLMKgEVH4/OMP0aVTh4q5e3q4Iz4hCTk5ucaxjiI4mGXGu5ZSEb+FHbv3Ith4HTfTb2HE2AlY+/N3CAxoCQDgRETcZ2j/krTbGbQQ2lIHf0/Nn0eP0KHDh1RZVre1tsbVv//G2Z07cXbnTrQNDcXq6Gi0lsvxXPfu2HHgANQaDW5mZODGzZtoE8ISI4x+4w1k3rkDvUZjUXD9ul/BjRveBTdueF89ciS0IDU1ID893WPpjz+av/HGGzkAMHLkyMIzZ85Ya7VaKJVK7tKlS9atWrWqMxd5v379ClesWOEEACtWrHDq379/IQAMGTKkcMOGDU4GgwEHDx5sZmNjo5dKpdphw4YVHT161DYnJ0eUk5MjOnr0qO2wYcOKACAjI0MMADk5OaKVK1c2nzp1ap0Zc2obSyqVaq2trQ0HDx5sZjAYsGHDBqehQ4cWPvPMM+X5+fmXMzIyrmRkZFxxdXXV/PPPPwk+Pj66mzdvik2ZGQ4fPmxlMBjg6uqq++677zKys7NjMzIyrqxZsya1Y8eOyh07dtzgOA4dO3ZUmrJArFq1ymnQoEGF1eeoVCq54uJiDgC2bdtmKxKJaLt27R6o0BUsugJ3YcwHuhJMBHYG8/N80hFX+930KX4DwC2wKPkHKQYzwFJ/TQAT4yeM+7tWa9eGJ8QdQEllq64JnhAxT6nO6Kt5l78mT4g/gG/B0mC5gC1xF4CJbIH7AE9pIlgA4Vc8IZ0AbEYTi4h08XU57WFr2QOVKq0FONucVev0diKOOOn0tPROqYq4Wlu0MhNxNS7zNm/vV8KJRZ1QR1aQgviMU4WJmd1Nf+tVWqeSm3lO1ZpZ3PpiraPf4ukZZm6OnrRTx+Y4dkKHxn+P3AZzxXhNNHtjYSP7AgBEszf+AeAPo3C/jKoW7wQ0IAOKfNAA7PvwkzrdFyRWVpAPuvdignM++QKbtu1CWXk5vNt2wStRo8G/MwPfrPwFu/YfhFgsgqO9HVZ/vQgAIBKJsHje++gzejwopWgXForXxo2BnohLF3z9g9n+I0dFBkrJq+PGajq1aWsOMAE84OWXUVJaCo4Q/PTrrxZHNm9GSMvA0hHDBjdr17k3xGIx2rRuhcmTXoJYLMaP3y7ByKiJ4DgODvZ2+PmHpXVex7c/rETK9Rv45PMv8cnnXwIA/tr1Ozw83DDvg3fR47khkEgkkHp7Vbg+vP/hJ0i6dh0cx0Hq7YXl37B+H3/2JfLyC/DmjDkAALFYjPMn/zaztDIz++7rhRg29sVmer0BE18aiw5d2llqynUl7835n3VrmQzP9ehR6xyDWrbE4D590HP0aIhEInw6Zw5EIhEMBgPSbt2CvS37N1EVFlb8T32/ahX+PnECekoNL0+ceGfIkCFKAGjbtq2qT58+RcHBwSEcx2H8+PE5ERERKgAYPHiw35kzZ2wKCgrErq6uYe+9997tmTNn5s6fPz9z+PDhLaVSqbOnp6dm27Zt1wFg9OjRRX/++aedVCoNtbS0NKxcuTINAFxdXfXvvvvu7Xbt2skAYM6cObddXV31ADBlyhTv+Ph4KwCYO3fubZMl+ejRo1ajR4/2Ly4uFh08eND+008/9UhJSYmra6zvvvtO8corr/ipVCrSs2fP4lGjRhXV9V6vX7/eYdWqVc1FIhG1sLAwrF27NrV68Ft1oqOjb40ZM6blggULPENCQspmzJiRCwAbNmywO3/+fLOvv/769u3bt8X9+vUL5DiOurm5aTdu3FjxsDplyhSvbdu2OapUKs7V1TVs3LhxuUuWLLld50kbwCNX+UTg0YAnxAdsmV+AkQC2hOz7gMYvA0vTVP1LWgsWdFOZD8AsWp+A5e+lPKXXeEK8AUznKZ1T20mMvrscT6ne+B6PBHCJp/TwfbsSgSrwhLQECxh0r69tZdp5Ohxr6WT9DCGkwv2EsnLTJQC0W6/cKtVR6gDAVkRIslMzs0xvJ2txmNzTlhOLdPaBbkqRhURkZm+lJIT0xt33EQCg/E5xYvpfV3zQwBLDZh7Op30XTu2AclUmbqZfh+JmNzBf8HIA/1dDFz2Y9fYUmMjdKZq98b6kuDPm5zXlLT4MYK1o9sbU2JiYm61CZMXQaSxQlNOytv6mrAu10XPuLHR/+837MdX7QkGRSqVSljWqkAURiQxuwd4EDYtpeEQgeq1aV64pVRGdRstRg4EQjqNleYWW9fetmcSUFPy6axf4mTNrbWPv63vdytm5sKnnEPhvuHz5snPr1q19G9peELoCNcITIgL74qrxy/EpRQdW8rV2c8K9cRUsXVhlahK6hQBWAEgDC3raDeaS8CuYNXgyT+nmBzRHgSbAEyIHKyjSYDgCbXNri9jufi7eBoqyjOIyhVKtE13NKupKAEprEC5evs5JE6f1Daq06xLYakQ62MqEHKxKXjalVJIbc7Oo4OqtZ1G/L3cFFv5ex33eGGyDmNhw464vRLM3vq+PjuLAXCFCwHyAr4Hl0U0Rzd5Yu5p8AFy+fDmtdevWuVSvlSAnPayutse+/g4nlv1QxbIrsbJC1+lTHimRSzmROutmTqODkWzcnEutnazr9fF+VKAgmrwbmURbpvpPv3uIWKxzDQ29wonF9RV7EXjINFboCq4LAjVitPjdAUtBJcAQg4nc82DZC4Lqbt5g9GCW3JosaqfBxIIBTOBqwITvXADU+LeplGwRWCqyXfdpXgL3j+z6m1TFQCHJUqpkv8WmF4OtJPiajtUgcv8GMM+5uW0Lg4G+ynGEA/O/NrngeONf9wkCwJwQ4usc7qNT5RRfK88ubnCxE5Uiy0t7+mI61erOSJqZnyYi7gMAEM3eaAB7+EoD808GgF+bmCe3yeijo8xJr3fMqarUFgZ97ecmxACRWNX93VmGZ15/FQnbdzZTZt8hNq7NIR/U/4GmFGsslBOplcWqJvl769RaDiB6gD7Y0PZ7gmi1ar1arSwjpXmFlgad7j+JHyIikR6UghoMIjtvb0VTRC6lFOqiIhsLe/u7XMkEHg0EoStQIzwhYgAPMp/m40wEmNhtDKVgAWGmLxsCJlQB5vsbXku/7gCGgQkHKwBv4t8MGATMSviXcTstVD17ZHFrYr8cMCt9fWzhKT2tj47KBEs1RwHsBHNz2QaW5iwEzNc3HCynsi8hROz9XCvZ7WNJ/5TczG0D2oDlba3O78aWc7bGcT+XxSjqXBYUzd5YVxW/B8EIsabUDYXZNb/mYkk5KCXQ6yyg01oBgIWlOdpEjdFDLCmHTmsJanjoolALUUlZiUqkKikzM+j0TU4rVV5QZFleUASxuZlOYmWpFZtLDBJLc2puZWb5cMQv0SlzijViCzODmYUZ0aq1tDA9sxk10P/Ugmvp7HzHztv7FuE4atDpRCKJpEkPEpqSEqv8lJRAWy8vhbWbW279PQT+awShK1AbXhDuj7poTAGKOAA2aJzLQwmAPwB8xVN62Zjy7QpYRgg1mE/k9zylKY0YU+Dh0VShKwUQCyAMQApYkOJw3J1eyw0ARLM3pgFIM/qu/grgLQC/Gn1iTVlEDuqjo6rk5HXvFtiKGgJu3Nh2QaIv19YWOGdKqWQOYL8sRvFaE6/pgaCPjjIHsA+AD6EUlNKac5gSYoBOe/dSPjWIoFVbgxADJOYl0KofaiYSAoKyQmWTfVKro1NrxDq1puIznZOIDfaeriVmVmZiQmij/H7vBa1Kpyq5k/fQs7xQvV5kKhzRVJELAOriYhsAKL51S6opKbG2dnfPNmvWrFxdXNzMzNq6jHCc4B96HzEYDARshbPBCEJGoDYex0pi/yUOYEu0vtX2GwDcNP6kYEvWHdGwVH4asOIQewDs5ymtnMaGgvnrngEwiaf0vtcDF2g4CeFSG7BiHgqwzBymD96i6hZOYwDgy/dwOhcAXwP4kKe0hCfkTbCKhcsrtZnHE+JlbJMlmr2R6qOj3ga7l/7UR0cNE83emFyp/RKwQEQAACFEQkTE3K1zQH5ZZmFa+R0l9GqtmOoNYom1RblzW6mbhZN1S125Ni/nfGqCurBszz1cz10Y4lYTLmTiPQkC0eyNan10VH8AceYlOcgrdYJTM4vGJ+ynlINWbV0hdjmRFoToQYgBIBQGvQQG/V0Vn+43YuiszSzNNZpy9QM5l0Gr4/LTMqw5iVjvGuhlwH+UblRiIbYgHEcpEywPDYNOd1/0j7asrOKhSVVY6KQqLHTiJBKNQas1cw4Ojjeztq4zHZlAwzEYDCQnJ8cOLJ6lwQjBaAI1whPyI1iFNIGaKQTzla1uGToJoEsTxxzHU7rxXiYl8GBJCJeKwQpxfICai4oUg1lezYyb1kBp+aGUbNu8Mk1gHUNfB0sHdxLsgccfQIDx93k8pRVlR43CWQzm1lDdsnsaQFeeUgMA6KOjLAD0AzARwHei2RsPQJU3jaYnvWrYt1LMBBuh0FXM7SjqX3n4DMD/GlnkoU4McavfB/MnLgV7UIwFsJMLmVja2LH00VFjtBKrH2/LB9iqrV1AqwldSjg1oYZ7qTBFKSfSEEPj3QkoJ1JRTqTh9DpLUEM9S/UUGh3U5cqy+1oNqyYsHWzVZpaSB34endagLssrNKMG+tAzQIitrJRmdnb5Te2vKSpypDqd2KDVWlBa9Xo4kUhLJBKtxNq6iJNIBHey+4cBwFWdTvdqu3btGlzJRRC6AjXCE5KI+xds9SRyFv8G+gDsH/AimA9u2yaMF8NT2uZ+TEzgwZEQLiUANgEY09i+egNNKyjXpGeXqIiTlbnhSlahe36ZJoAj0Ig5bsQHOv3uuvobBe7XAC7zlK7iCRkJYD2YK0FlPgHAm8QuUJGGqz84zoeb8vV7AFypTnWJaDS+MLd0Mmxe9A8Ks0OMY9UleMoBuIhmb2y0AK0PQ9xqMwCLwdwtACZ6fwGz3hAAB7iQiXeVKq0JfXSUBMBgMPef6lT/370NYC1Y4QrfRkz5Bmou6mIiH8BMMJ/pZ4znjDTlDtZHR7mCPaxQMGuqFZgPtQeAz27eyOF++e7v7jWM+0DoML7vaVs3Ry0n4uDo3ZzaezpLmjnbWRv0Bn1JbmGZQaun9l4utpZ2zeSExXDUCqVUZ9Dps6iBavQ6veb2ldQ7p9bsc7h+4mqr/+p6akELYCjYKttintKSpgzCEzIWgMkocR7MxchUWWQ8T+n6e52owP1DELoCNcIT8jGADx/2PB5RzoB9UOaC+d86gKVVsr+HMQvBUj+JeUrT62kr8BC53lP2jrWn49D8q7ciwCyuIjQwB211KKUFhBAHAP1lMYq/6mrLE+IMJozm85Tyxn3twXxxq+eK/QvAPAB5PKXXqxxR5bWjRWnzaW7sQOLe8W9i1fyY4cAvJ2jyhUIAiwD0qeH0eWDBbaUAvhHN3tggwdlYDHGr7cH+r2oKkioCEEXz8/8SdZtdr0+lPjqqE5jLyCGwlGpvAhgN4ByY8FSCCWleNHtjnj46SgSWzeTTBk73PFhgak2cAZAEYJIxG0Wj4AkJEUtEn+u0+sGN7fugsWlun9P33THxwb3b+XIizoJw/9/emYfHVVZ//PPOJGm6p0337XaBwjAFLtBCKfsqiiCgggQUggug/FQMbogyCAgqQZQd1ChixI1F9p0W6EJLOxTS2w3a6b6l6ZJmn3l/f7wTOplMJrNmkvR8nidPM/e+931Pmsncc897zveovkqpQcHmlg0fPjf/46qX3xsaWLhiaktjc9YjxEnwHKZxy8s+rbf7lFK+NJwfn1LfxnQODWJ2XjYDlwEDfVrfkwF7hQwijq4QE59SV2DyRYX2NGGiTIeRhP5oB4QwznIVsBKo8Gm9Ns05hSwSLC/5DnBfS31TtSvfPaBpV936dS8uTTWnXWNSAW7x+APNnQ32KXUX8KhP6xURxwYBt2Ecueg8y+WYVIbqyIOhqopLMA6yz+UtvSXiZ7sUo9G8DtMx7xhMhPfvwBWZTFeIRaiqYiAmLSSIcVLHAWhzo9oJ9GHOuxupr78aE5m9F5jnLqv8c/RcwfISt7usMhjx2hX+OSYBhwN3uMsqb4u65iiMA5uoGsEOYFjE6w8w/18jMPrFW4D+7rLKmkQm8yl1PiYiH1f7tzuRX1jQcNg5Mz5c+uy8Y3Qw1CV5vgnyLCZSfwHwoE/rdzM1sU+pQzHtq7cAf/NpLZ0luzHi6AoxiXhiFbLDCsyN+p8+rTNa2CNkl2B5yRhMy2YA1jy1aEFzbeNxcS6JxX+BvwEfePyBtYlc4FPqbOBzmKhUrPbOQzANRyoJO4hhGjDpFuU+rasAQlUVtwI3AUv10o9+wKbNh2G2dGdgNKL3YSKf24DJGOWGLm36EKqqKMQ8BJyjm5r68s68XQwdEqKhYQC7dk/CNMGYjHlYPNFdVjmvsznDUVsdL8oaLC9pbX08CvM3Gq/ZwseY/6saYCowCJd7J/0GbaG2ZiLGYe4LPAL8KFZHOJ9SRwM/xXTOm4HJ7Rbisxrz/xpL570ec+/6ebYcUJ9S/TD57NOB7/i0fiAb6wiZQVQXhI6YnmsDeikaU+3+AbAmMo9S6DF82lxBa01LffPQJK9/H7jG4w8kq7l5CvA94Ks+pYZFb736tK4B3vYpNQnTRKRVlaEPpqvfoz6lXvNp/QuMc4aurS1i85a/sb898RvA6eFrf5zKtnumcHlLG0JVFRsBjyooQHsOWcIHHx6MkeoD4+SCiWL/O1heci/wm3hR58gIb5wxrdHv6mB5ySOYPNuOaE0Z0cBeJhy2yH3etafo6k3B0D/vbETrYZgCwT+1Ork+pYqBKzE5u5uAU4EjO7NLAMzDzfeAZzB/D29EnX8Bo0qTdIOWJDmP/ffIqwBxdLsx4ugKHeEDPk/synIhdULAu13wQSxkj8+2ftOwfe8KHQwlU7TZCHw+BScXjFME0Bgvv9CndQvwkE8pP/A28DpwDcYZ+2J42G91KDSKRUtmoXVknmklRnpMY+4Pua4Yvxt4V9fV3cXwYTNwuTYQCsVqWfaEu6zy11lY/3ZMZPfSTsYpXO5drjO/agNnqOIxRe5v/2FR8P7/24CJIGsAn1InYNQ1uk/btZ5DJXCNT+u9PqUmY9JQwDi/84E3gUd8WqesiZsEkXUUx4QfPKVZRDdFHF0hJj6t1/mUmk2E1qaQMhqTy7Ua+KM4uT2XYHnJMURE+HZWbdhCcuokb3v8gS0pLl+DKQr7TyKDfVrP9ylVjimw+oNP6+tar3V5S4PB8pKfYvLCI7kLsN1llYEUbcwoYW3d+cHykhtxu+9j1szBLFz0Po1Ne4HvY7b8LwFezcb64ehuSbC85DGggliNP/r0W+q67OcWLvdQ1afvAIxDNhT42P2de18FNtFQPRwYfkTJxUOXVv5LnNzE2YlJEVgN3Bh+iAPzewgC12Kc267eeYjM4Q6S+wdCIQ7dKXFc6H48gtnyFFKnBVPxOxpTEPFYju0R0mM0EZ+bhUMHJBssmOXYVqq7JP8ADvFp/d1OR+5nPWZ7977oE+6yynrgXEwXvlbyiS+ZlRPcZZVzCAZLWbfut4wefSdwBkZrdxLwe+CVLK//Eia94A+YnOf9NNYdEXr8lvVhJxdM6/R84FDg/4A7gB8AX531vW8XDZlkbUJIlAt9Wl/k0/pHEU4umNzoCT6tH8pR+tdPI76/2qf1nhzYICSIFKMJcfEpdRlGfUGi/6mxHZMG8kvgsz6tF+bWHCEdwpX73wQeAthZtXHejsVrj09iirM8/sBrmbbLp9QYTM5nNTAAU4zWBFyOuRF/3NG14Q5qv4s4FAKudZdVPpJpOzNNsLxkCDDSXVa5vAvXHI7Z6boYk18LgOuqO3arvgNaG3i8BXwd85BhRc/x78u/sbjqv0+nord9oPEaJmr7cTpyYJnEp1SrYgnAQz6tr82lPULnSERXiItP67+TuK6k0J7hmMKf74qT2/MJF2d9mjpQu6460R2PLZhK8NezYRcmengfZpv3eYxEWD/grHhObphno15/ExMtzRnB8hJXWCEhLu6yypqudHLDa253l1U+iFGpMAwePi/s5DZhJM9+QmHxJ7RVrvkYWAWsHznN00buTeiQMzH/Z98Coy/sU+oNn1J3+5Q63qdUsoWgKeNTaqBPqT+x38kFI8MndHMkSickwoOYvMRBuTakh2IDN+TaCCFjjMFEmoqbaxtexWz9fzbO+I3A8R5/oMNGIOHOZX0x0dggZnv8coxcWAvwJEY94VKMLmgl8BTwkbuscptP6zd8Sk0AzsJIkF0OtCQSBXOXVX4cLC95FlNJ/nAsTdquJFheMgETER0fLC/ZiPlZP3SXVf4jl3ZF4y6r3BOO8E9znVZyOvAjYAeFxZGO9z5MfmkF8Ftn5tF5wCkDmoPnD+tXMGFHXZN0n0yMh3xKXYnpOlkAnIaJ9P6QGGk5mSKsYHIzpvDtIfYrfbQiDyw9AEldEBLCp1QZplBFSI3hUpXbOwm3BV6EuQn7Mfq0NZgdsyAQ8PgDn+ZlBstLCjCO8QWYrkrjMM5zfsS0dbTvtjYPaE2TCGKcp2/FktMKN5FQPq13J/IzBMtL+mLySacC38x2Y4g4dpyEiUZ7ok7tAiYn2nihu+DY1liVn/8T3dw8HVO0OKT1nNY6+ObH21Zu39cY/bMK8VmHUQ/5wKd1p01W0sGn1L8wjSFisRcYk2obYaHrEEdXSAifUvkY7cJ4kSuhY2b5tO5U0F7omaz9zOETg40t3+w3avDdo5+Y3y7KE478eTAR2p9govzJ8jZwUsTrX7vLKn+Sir3xCEeXyYWzGywvuQso6+D0v4AfuMsqN3Zwvtvh2Nb/MJHymOxralk4L7BjcHVd09QuNKsn81/gxwmk46SETykXMBjzYHUiMCfO8CAw2Kf1vmzYImQOSV0QEsKndbNPqS8BL2M+AITE2YXJ0RR6KePPPvxKTOvaC4LlJY9ibpZrMM0hhmL0YNNtwhJdXX4pxmnONJOA7wXLS3Zg9F7fB+a6yyo7TL1oJVRVoTBby31d3tJdKaw9OM65izEtt78QZ0x34yniOLr9C/JmnHnwKEJab35l5ZYPdzc0n92FtvU0stKBzKfUVOAWTJ77VMxOynaMLGQ8/iBObs9AHF0hYXxa1/mUug14Kde29BBaMFG4W3xar8m1MUJ2CJaXWJhcQYDDaKtgAEbMPhOdBkdGvX4+A3O2w11W+QnG0R2OaUm7C0goBQKTY/wasDdUVXGzy1v6buuJUFXFeGBDWBu3HeGo9+fjzL0buDNBO3KOY1sDicrN11rrhpbg4gK3e4hLYQGhkGb922u214ed3NmYjl9CWxqANT6lVCbVF3xKzcLkv0f+bWlMikmkf7QW01q4HliMSRuSHboegqQuCEnhU0ph9CSnYATbj6Z9LqEAK4DP+LTuFsL7QnYIlpfkY6J253YytJm2ObjJEp22MAc4NVe5tMkSqqo4CdPUwePylrZ76AuWl0wGfoZpp9oRf3eXVV6eJRMzhmNbbkxh4VFEbX1vq22Y8+bH204GcClatMatQUVN8SFweJcY2/Oo9Gl9WbqT+JQqwjirF2C6Ff4Xoz5yDvBnTL76lzCFppf7tH4m3TWF3CGOrpAWPqVmAr+h7U34QGYtRgpnrmxr9V7C0lcXYKT3EqmcX47ZGk2VdcCEiNf7MJXg17nLKrNakJMu4XQGP3Cjy1vaJgodLC85FCO+fxltu03FYgkw011W2a27UDm2lY+RZ2v3+w6G9Cf/+XB9dOV+NOm+V3ozGpjs03ptqhOE1UkeAYqA72AKP18BhmEeOn6PeSi7Cfg/n9YfpmeykGskdUFIi3Cb0TMwEkAHervgrcBlPq3n5toQIXsEy0sOwkR/knFGtiY5PpqNQDHQP/y6P+aBakiwvOQfmBtzXVjnt1ux+aGnTikYM2xb8fknvdB6LFheMga4DaMikej/y1HAXcHykhu6ubP7DTrINXa71GRrSL/3AzV1x8S5XtRZOkYBP8c040gan1KnAm9GHLofoyY0EhNFV8Aqn9ZBTAqO0AuQiK6QEe4uLDi8f4H73sI8N/0L8vIK8lx5H2zaNSSo9YFSTfwo8COf1rtybYiQPcLSYMtJvk3ubkyKTzrpCwuBY2jb6Gc1cBBm+1VhHOLXMO2C57jLKoMdTRZWV7gYE1EdF57rLeCnmUyJcGzroSHesUOHHz1xIfA0UILRnO1HajmpG4DfuMsq782UjZnCsa3pmN9Th4S03rxgXfWmdbtiOrvLMQ9Fkqcbn7N9Wr+a7EXh1Lu7MJHcPsCjPq2/5VNqrE/rHqPmISSHOLpCxnBs6232KzJoQO2qb1q7fNuewMY99SNaQjqeXmQT+6vKC7NpZxa40af1Hbk2Qsg+wfKS00m8u1kQeAejujAK0yUvXeYDM8PfL8dsv47qYGyFu6yyw5zXYHnJNZhmMNFUYaQEVwD/c5dV7krVWMe2BgO/mPrVE1yYnH4AQsFQU93GmmU7l22sAdwDJhTnF00ddZQrz53M3/7F7rLKf6dqWzZwbOuLRHTOi4XWun759r2Llm7eFSvdS9IWEmMnMNOn9apULvYptQwj93e8T+v5GbVM6HZI6oKQSW4HXgx//wrw06K+BTNmWsN+DEyubWzetGL73tWb9tQXahOV+vQp67QpI8YM7JM/FuDj6tqFizbsPISe0YntZXpQJbiQNon2tXeAsWQ+MncExoGei1FEiOcYXhEsL3kReNNdVhlrO7yj3RZv+AvgQkwUNlWuBTyhluBQV54brTXrX/rw7YYde2cQoSXcsH0vO95fu2PQlBELhs+YNN2dn9e/wxn3cwaQU0fXsa1xmOj+b8L/Duzsmm21jQuXbt51cgenD8E0H8mESkdvZihwDR1rLneIT6m+mIfD54EFGbZL6IaIoytkkpcxDu7ZwDSPP7AEWOLY1kbguQF98sccM27omHjJaQBTigfMGDWwcMvLK7cEmoOh7l59/HIm5W6Ebs+4BMZsw+hwZqPjVT9M1M9F5zsfLkyTBYLlJQuB/wGVYfkwaK/LG00L8EbqpgIwAviscrk2AyilGH3S1IPXPL14B1pH/18O2/PxtlP2fLJt85jTPJ8MGDu0s7/9o9O0LS0c25qIibBHy77FZWttQ7yiO4Vxcudi2s12FK0/0Alg8tKTxqd1vU+pQ4Ht8tl9YODqfIggJIbHH9CY3DsNjHVsqzUi+yZJ9gTvX5A36jzPmEmq6xotLMX0NL8eKAd+C3wP+Cv7HYJYH4pjusQ6obuwuJPzszEpCh1F7DLBGkxkNxlmALcCq4LlJY+HC9g6i4ZVY3RD0+GvhcMGrlQuNbr1QF6/guGufPfODq/QjN70huPd/PaK2ToU1xGZHiwvyWUu60ySdHIDNftmO9v2nJDA0FnAEFeee/a5N18x+4zrv/R2Qb8+dSlZ2TtZhQmqpIRP623i5B44SI6ukHEc23oIuBp4Arjc4w8EHdv6FqaHfVIs3rhzzqodta1OQ/2YQX3fC4a02lrbcDRGnD4RWoB3MUUiRcAJmIKWEzF6lwBP+LS+NNbFPqUuwdzUfofZ7n2W/dG01cBU+dDs/YQL0Z4Hzow4vA9z092D2bY+qgtMWYZpTJFtNgIT0lVy2PvDc//Rb9TgrwBsmrN8du26nVNiRHNj4u6T559wrj0mv3+fEVGnrsCkSRW5yypTytOMh2NbszBNCpaEH+Bbjw/FaCKfi0nLSPiBpraxecHzyzcfl+h4d35e8w/e+t3yvoP7Hw4QagluevInj2xZ9tLCnEayuxEv+LTuTL9aEMTRFTKPY1suTDV3Baao5TJMVPR9knQEtNZ8snPfwo+27HIdPGxg42EjB88CqG1s3vT88s19MR1s4rEKOM+n9YroEz6lvMAPMKLgy4BHEnFYfUpdgGkS0MoZPq3T3eIVujHB8pJBmOj+BeFDOzHC/jbx29Zmi33slxrLJjPcZZWL0plg9YmH3O8qcB8Ragm5m/fUH5/CFNWDpoz4KK9vgdtV4HYB63YsDtyFcUKzIqfm2FY/zIPxAMxD8cGYdJSUHjC01nXPL9+0e19TcHTnow3HX/mZeWfdcEm7/6+m+saVD190c/+a9dvGpmJLBGsw+sz9MKodbozcW0/hSZ/WX8y1EUL3RxxdIWs4tnUmJo/qNxgJo1mYPN6MdFJbsX3PPP+mXR19MNcCfwRu9Wnd8TZpiviUilSYWArYEtXtnQTLS47F5LdGblNvIndpKw0YmbLOGixkgpPdZZVvpzOBY1trgImZMacNvwDe8vgDadnXEY5tHYFRpZiVzjxa6+b31u/8YG3NvqQKzCbP8n70ed+V9YNHD52ujCzWp4SCwS0bP1yz6vlfPjZ+28oNE5M0qQWTA3wCbd9D0d33ujvX+rR+KNdGCN0fcXSFrOHY1qnsF+c+zuMPvOfY1gkYke4j051fa81zzqb36pqDx0admo+J4mZNeN2nVIC2naqKfFrvztZ6QtcSLC/pA3wTUwV/Fe0fzraSZH5mBvkEU6jUFaTl6Dq2VYhJ+bkmcya1oR4Y7/EHkqoBSBTHthSmA13MtKaO0FrvrW8OLs9zuQqXbt5V//HO2ujPqIQZfZj18Zfv+U510Zhh7ebQWgd3bdixaM0Cp2HtwuUDdm/a0X+zs66xpaFpCKYb3Z2YKO1hmJ21bUANHX/+br/+5gvXLXxnRcM7ry9LJJc4FzQD3wb+LZ+5QiKIoytkhbBD+zz7t3WXACd4/IH68Pk5ZCB6EAzp5qerNnzcEtKt2pNBwMq2+LdPqVeAsyIOfdOn9R+zuabQNYQbKbyA6Xsfi80U9K2nqb6rnM1o1pB8w4pUSTuiC+DY1n0Ykf5s8DbwNY8/sDYbkzu25cMUqiaE1nrPW59s27CttjGjedQjDxm/5tybr9gw6pDxY90FecOUUjHlFx8472frdqzZ/CrwbZ/Wn3aQ8yl1JEZOq0/MBRRMs633L7xs1jFa671PV85b+dGSQGciObngZp/Wv8y1EULPQVQXhKzg8QfexRRqPI3J/zoKqHRsqzWv8HoyoKjgdqn8iUP6b4s4tK+LOtz8kLbyTFd0wZpC1/AV2jq5rwM+4G+Y7fILXF+/I6QOPzlXQvN7crRuOtyASfHJBicB/3JsKxtybnj8AR/wXKLjnW17lmbayQXYumL9pD+X3HbSr465evKth3990BPX/eEDHQq1i2QPtUbWYHLHP+NT6hifUheFW9+OJIakaF6+u/G8S46bfdNvvrLr/K/MHAmglBo41Tu2NtM/QwZYhuiWC0kiEV0hq4QL08YDf8IIvN/u8QduCp8bgsnhTStq0BIM1b+wYnNVfXPwGExEt69P65b0LO8cn1KRUaolPq2lGrqHEywvuR64hf3C/03AOHdZ5fY2Axuqq4Ghevf2+aEn7zmIuj3DutDMd9ifH55tMhLRBXBs62hMQWq2eNXjD5zd2aBwxP5wd1llXMc7nHZxLfA1IppbdIbWuuXNj7et3r6vsUs6nPUbMrDGmj517eRZ3r35hX30G7/79+jmmr2765uDMxK5/uqyz84dMbqoXR7yh++vmf30P+Z3t1bEp/m0fivXRgg9C2kYIWSVcFV0wLGts4A5QIljWz6PP9Di8QdqHNtK2yHNc7v6nn/Y2Om1jS2bV1fvXZ3vdh1D13S8+TkmUj0LU70s9GCC5SXnAHdHHlMnf7ncdfjJ99JQ3YIp4mn9GgCgBg+f6bry1p363afn6Q/e7KqK9WAXrZNRPP7A4rD0YLbydZuC5SVFmFSG09s9nOwnDyhOYL5ziXo/JIJSKm98Ub9tXeXo1tXsHeK8+v4Q51XzDDG8f585nz1s7Mk765o+fn31FhXSHedzK5cKDSke0K41tda6seqDdZ0p2nQ1leLkCqkgjq7QJXj8Ae3Y1keYSNT3gbvCpz4DfBezNZxWKs2APnmj7TFDmslu1OhTfFrX+JS6DHgMeKAr1hSySrQm6geuw08eDFwS7yKlXEPViRcdrw8/eUHoyXumULc729HdU+jagrRM8n8YHeKDsjD3uVvmrvr+qFkHT8PIDsZ0dN1llc3sL5KNhxejErMFU/QWxET4t2A0hmsx2uDtihIPKh4wc8vehqWb9tQn29gjbbbvazxp3a59SyYU9T/q0OGD3gns2re9Jaj7aHA1BUNTieiod/b5R7+TX5DX5n2vtd73xJ/nfLza2dTltsfhE0wBmiAkjTi6QlfyHvBV4MeEHV2PP7AbuNWxrWbgjgys8aTHH8h62kIrPq3Xkt0uWEIXEG4G8YWIQ02YFIbTOrtWa92s175Ujw4dzknH7mPFynmsDWQ7urseowTRo1rEevyBFse2ZpMdR5c9n2z/Wt8Rg14ffNDIDptIBMtLvgscC3zVXVbZYe6exx/otODJsa1VmAfrNu2YlVIFh40YtHvTnnQbyyXPwcMGvD2hqP/JAIePLjrx8NFFn557ztm4YF9T8NOmFYdOG9dO6rGutnHlamdTVzQ+SZQ64GJRWBBSRYrRhC7D4w9UAIcDKxzbesmxLSvi3J2YbmrNaS7jT/N64QAjWF4yGNMcoLWAaBMmN/UpEkgTUErlo1QzOthPKYarQ6cez8knLqBPn6zJ22EerkZhWhL3NAfgpxjJscwXiGg9aeu81Wes/Nu7U2OdDpaXuDDSWpcBvmB5SX46y3n8gWXA4wDbaxvmPO9s2tD69W5gR5ekLkSzakftEXVNLW2i2S2hUOOCddWzW53cCZOHOxMmD3cGDu7brj6isbG5afyk4cuHjxwc6Cqb47AAo1HeJbt0Qu9EHF2hS/H4A2swRWm1wP8c2+obce4R4POYHMhU2ZWWgcKByB+A1m3aEHCsu6xyAQ3VhexvER2fvP5tnFrVr+9xnHqSm4nWvIxaGrFE+N+jGThgIYV9tnUwrtspNHj8ge0ef+AHZE9uDOCiDo6Pwegig1HQqAmWl8wJlpfETU/phG/taWie+cbH2wbXNrWMa/2qbw62y33tIgYVuF1t2qOv2lH7/obddcNdirUAJd84Nf+Kb5/piW5EATB02MDjrvzOmYdedPmsDYkuqDL/0NIA3Aic6NM64y2ehQMLcXSFLsfjDzQC1wEB9t+wW8+9gql0TpWeFt0SckiwvGQgJrrXyofussqNNFR/DZOXeXVCExUMaOdQKqWGZDW6m5+3hxlHz2bWzFPVqSeP4KzTV+L1zAHA7d7IIQfP5TNnDuTQQ+bjcq3O+Prp8yjwcZbm/qZjW5c6tnW4Y1sFEcevixrXHyNP9niwvCQlJQuPP6CPW75pAaYxw6OpmZtRXFVbd0e2bd5zyPCBh508eYR73OB+gbw8V5M7z13U2STDRw0+/NwvzZgTdyFF84gBfZZdOG2cc84ho+eOG9x3idul0snXCAGvAIf7tL6jK9RzhN6P5OgmgE+pfj6t63JtR2/C4w9sAc7v4NwfHds6A6NnmixdoaEr9B6Opm0b1Nnhfw9OZhKVP7Cho5CW6tf3OH3qSTWsWJWZ3F2lQhx80LtMsrxKqU/ln5TbPZXx46bqESP8FOT3UUoZyaiJE2Zqazys37CA5SuHEArF3NbvasL5uk8AP8vC9JOAyvD3LY5trQA+6lM8YKD1uZhNwfKA54LlJee4yypT0kf2aV3vU+r7wOeAsanMkSk27K7PP3LMp6IJP3Ip9cjw/n2ez3OpQ5oHFK5zuVSnOdJKqUHjrGHRbabXTx7a/4Vjxg39gjK7HYOUUocBDHa7OGHicF5ftWXFjrqmQxI0VWMK+oZiajc2iHMrZBpxdBPjFOBFn9nm6efTel+uDToAuJ/UHN2zAdnqEjolWF5yMPDviENrMdvZYLqPJU5B/1C800qpIRw69Xg9YfwCFiycQmNjasoMI0cs4YhpA5Xb3WFXQdWnwMY0adGEd0yUUjBh/HF6/DjYsPE9lq8cTDDYuTMya+Y3QlUV30vJ1thscHlLvx/xuiuE3PMwCgrexupaWuqbqvP6FsSSF6sBPkhzrUMIS8/liCCwvr45uAqTO5wP/CesevPjIX0Lll719VMSlkIcOnzg2OmzDl6wZMHHR48eP/STDWt3LJsxvvj/MLKKMdsaHzdh2K5563as3FnXNJWOW2XXAU8Cj/i0zohOsyB0hDSMSAKfabn4ZczWSr1P62wWmxzwOLb1GiafNxm2A6M9/kDCWqOObRVhcvpOxFSDN2LkiT4fjjwLvZDQSw8cTr+BN5Lfp5n8ghZVNGK3GndINcb5moppFJAQunH3u3rD7BMSGqt1DStWLU8qupuXt4fjZnykBg5oJ+wfhw8whVexbICNmxbirBhAMNhxR7EzTl2q8vMzLTM1zuUt3Qjg2NZFwH8zPH+HqDzXioMvPT6Wg78LuMBdVjk7xrmk8Cl1NOYe0epMBzA7Tcn87lLhG8DjPq0bY510bEsVHTr6jeHTJ52glEqqCE9r3bSrZt8D9/3q2UE+rb/u2NYs4N04lyyvqW+6ataKzfN8So3CRO2vw3Q1exZY6tO6O3ZeE3oh4uimiE+pmcBYn9Zd9iF9IOHYVj6wA4jZz70Tjvf4AwltPzq2NRgTySuKOrUJOCwsfyb0RhqqxwIvYpRA0kK3NC7RgZeTkmTSdfULmLfgEJqbi+IOHDH8A+wjhiuXa0ySZq0HhhMlfdXGBq1h0+ZFLFvej2CwfdvazDu6DcBIl7d0DxjnC+MUnpnBNTpk4KThs0efODVWt69vuMsq/5SpdXxKHQxcgNldehYjXZfte8XpPq3j6gPX+y66qWBg4a0pzP11d1nlnyMPOLZVBgzDKIBEOvH3AD/1+AMNrQd8St2MUdsYJg6u0NVIMVqK+LSeD7ziU+oKn1KSApJ5ziA1JxfgL45tDU1w7GTaO7kAF4mT28spLN6I0XVOH1deUbKXqH59j+PY6ctwu2MX77hUM9OPnsNRRx6RgpMLpvX2krg2KIUaO2Y6Z552GEdMe5+8vI8A6FOwg759N5Fk5C8BCokoQPX4AxrzO/hzh1dkjtCQw8ZOiDq2FRgH/CWTC/m0XuXT+rc+rZ/2aR0k2VSY5GgEbuzMyQUoGFj4GxJrlmEmrtm3ds1Ti+av/Nu77XwFjz9Q7vEHfoppAtLKI8APIp3cMP/BdJLsbt3WhAMAcdDS40TMB+ThwA25NaXX8TImh6sjmaB4HAL8kvYV1rGI1Q9+B0afNGuEqirOwzQk2AN83+Ut9WdzPaFDYm7zJo1yjUjpsoEDZukzT6th+YoPCKyfaQ6qFkaP+gCvZ5Byu9NtRuJNyA6lYMzoY/ToUbBl62JGDM9TbvcRGDmuTHMkph04YApTHdv6BiZ94AcZXku7CvKWDj5o5J4hh405LK9vwaSo8wvdZZU9tYC1CSONd7dP682JXOAuq2wKlpecj7lf3dzRuNoNO5fuWLy2tml3/ZHARKDQsa33PP7A0shxjm2NBm4Kv1wFXBd+eAHAp1QR8C9MxF5hIsA/TuzHE4TMIBHd9FiC6YV+e64N6W1ERHp+gdHcTZarHNua1tFJx7aUY1ufxzib0ewjPS3fTnF5S5/FRDlOIUFnRMgKa0mgKURnKKX648pLSbNWKTWEyZMLOdqezcwZL3D2GXXqiGnHKLc7KeWHGGwkyV0RpRRq9KijlTu62D6jnBt9IPz3fjMmtSEdmoFVKF4ePHXU7EkXHrP1oEuOO3L4MRNPilGAVoNp59sVZFrPOARc6tP6h4k6ua24yyprMYVqHcqAbZ23uqVpd/0sjPwagE3sqPuQiDHzPP5AdMOfzwNnYZzctex3igWhy5AcXaHb49jWROAdkpfsacG0Hb4XeAo4FdP9agamtWu79qn5Y8a+0rxp4xsef+DXqdobqqooBK7B3NwWuLylVRHnPgd8ERP9qAd+BXhd3tK1qa4npElD9XrM9nVahNbP/pim3VPSnGY25uEnE7xHB5XxCdBhIVsG2ASc5/KWtts1cWzrIRLVLjbsAx7A7AB9DKxvLUQNlpe8jdl1i8UqYJa7rLJLCorDij3b2V+gli7f8GmdVk5xsLzkekygpg07/IF3dn64Idb/2wMef+DTJh/h+oa9Hn8g5NjWpcBfgZkef+DT36tPqWOAf2IeQK71af1WOjaH1z0DI//3LNDk8Qe2d3KJcIAjqQtCt8fjD6x1bGsKJm/3JOByEnNM8jBFEscDe2kf3Qq5CtzGCdWofjNnbR/3m3vGqb7DUnZywwSBgcD3gQ9CVRU+l7e0NVfyFcyH/jKgH/AacSIrQpeQGY3sggG7aOpWad3pCvdnizHA/FBVhdflLY2WArwREwVM5KF2F3Ckxx/oSC7rN7R3dOuB54Fnu8rJBfBprX1KzQXOS3OqJqDUp3VlpyM7517gNszn0Ke4CvI6CufXObbV+vkbwOTcVju2NcvjD/zDsa2zgb87tnW0xx+oB/Bp/b5PqamAKxP6uOHixXsBD/AgcCjmAUIQOkQiukKPw7GtMZib2GWdjY2HynM5B196/KfSSq6v3BhQxaM/pLA43ZuR0FNoqHZhooIdKhMkit654h1dsyKl7loRZDKim85cizHNNLLBK8DfXd7Sx2KddGxrOLAC40z9F7Pt3YRpAjEVo1M7A7jS4w/8taNFguUlLuAjjFPUyi/cZZWpqA6kjU+pn2NqB1LlI+AKn9YZqx8IlpfMxQQCPkVrzZr/LlrUUt80PWp4NbEj0os8/sCMcIR3KfC0xx/IpPbypzi2NYy2ju3lHn/g79lYS+g9SI6u0OPw+AObPP7A5Ziis98DqbU3DenChh1791+bl58P7MyEjUKP4UKgUGuNDjanJ3tUMCDtXF+gTwbmaCWdz/dsRUBeAs7pyMkFCG9F3wG85/EHbvP4A7d6/IFfe/yBazz+wOnAccA0oMM5ANxllSFM/cTLmLzgUzCpQrliYRrXamB6hp1cFxCdavNPpVSTdf5Rh+JSgahzHaVdTAUIq9RcAVzn2NbnMmVnFNFqOlaW1hF6EZK6IPRYPP7ASkx6wPcd2zoEs5V2EaY1ZSurMNGhE2grbVOnte6z8U1ny5Qvh9MYC/vtw1Qxf0qoqkK5vKWy7dFL0bs/GahrVi0m1FyEDk3WeX0XquF2f9VveHtN2c4oHNq/80FxWQDMTHOOVuaQXoOCbKUuLErw7+lBOoiyhwvXqmKdi8ZdVvl3oLtE/BalcI3GaD3f3VEjiDTwAq1qITWYz9K/Afe7C/KuHTFjUtW2BZ8k4kgOcmzrLI8/8KrHH3jLsa0rgCcd27oTuDWZ5j0JELnbth6T/ysIcZHUBaFX4dhWH0yV7+nAW8Bz4WKJAoze468B98jjD3pv8EEj2xbq5OW/w0GTXlUTreOB3eGvszHbpgOB54Afubylu7roxxGyTKiq4llMTmgb1LBp89Xgye2cTq11A/tVQHSbr4adK/Wmd1OVA9uFeSA7LsXrI3kX82CXChswKQNDMIWbmeYUl7d0TufDeic+pZ4ALklw+FPA1T6ts5KDGiwvUZhmD8cAf3eXVW4NH/8i8J/Nb6+YvXftjkRTX2oxjXo+AnBs69fAj4CbPP5AxlSJHNvawP787ZEef2BbpuYWei/i6AoHFI5tfRF49ODLZhUpl1JtTh5z1GyGFZ+sVNTxtqwBLnV5Sxdk004h+4SqKr6IkXiLxT41ZtY6+gzJ1+vf7K+KJq/SDTX9aagZRUtdsuofrXwIuDHdyvZhcg1HYooki1KcM5otxFATSYIlQFId3pJgDzDM5S1tDpaX5LvLKqOlqHo9PqVGAA7tt+Bj8UWf1k9m2aR2BMtLjmyorn1y3QsfDCW592WJxx/4B4BjW2cCr2IKcyd6/IENmbDNsa0XgXOAnR5/IFMKFkIvR1IXhAMKjz/w38DnjqxTLvVfIlMcXK6NDCs+Mo6TOw+T83gQpihGHN0eTKiqYhjx9a/7601zR1E4dB0tdQfpHR+NTmM5P8aZbW01PBeTVjAxjTk7YhWpO7rLyJ6Ti9Z6Ly+/Voy3dAvwTLC8ZCEmOvcOUOUuq0wnh7VH4NN6m08pH1EpUh2QK0duRcHgvkUotReti+KOVGoHSjURChUDS0JVFSMxn4+tjTncmKhxJlQiwDQBuhGjkz4Rs/vQms4iCDGRiK5wQBIsL5kG/BAYj9s9glnHDVb9+9djtpCHY5yQFoyeaBNtK5O9Lm/psq61WMg0oaqKo4H3wy/XYbo29Ysatpb0HNK3MXq0kdJ2qzGOQDsZJx0KEdxduyNY31TfZ8yw8Sms1yqZNSyFa9PR3e0UHQqt4ZXXJwHb2J8bGsmzwBd7e6TXp9REEmsJfLdP67IsmxOTYHnJKw079k5a9+LSMbT/m6BgzLC5E35xldc9sN9gAN3cUqvy8/6IeV9/YdvjL71a8+L8s8LDH/b4A9dkyjbHtv6ASUPbi+lsuBq4C3jK4w9kUxZP6KFIRFc4IHGXVX6EqRAmuPSP45Xb/VXgfEyO5H8w1bwfYvLXIvlEnNzegctbujhUVXEypuhpJEa2qh54BCgIDwuQvKO7G/PeCWGiWdEchCkWa3du9TfvXBZqaDoMQPXJXz76219sHDj90CMbN2wLFIwZZimXEVJo2V27s2VX7e7GwJbqAUdNPVgV5PXZePcT7w3/ypljCyeN2QwcQZJd0ci2nnPtvk0YR6ijdsnnAa8Ey0s+5y6r7M3a0gHMA0lnDyPppKCky/2FwwY+ndevYGFLXdM04B8YDfODUWr7hF9+80h33z6fFl+q/LwBmGI2AAadeOSUmhfnt77MRN45AOFai3XAlzE1Ew9jdJn/idmhE0dXaIc4usIBj/uIb6zHyA79KlRVMQBTiFOE6c/ebngXmiZkkVBVhcLcKEfTcS7iKcByjDB9onxAbAc3kqmYfNgphB3Shk82rm51cgF0Y/Ohm373RBNu1zqCIUvludcMPvXo9aHGJr3n7Q+OxeR5TgKacLl2EAqdvP7Ovy2d8sANE5RSW5TLlayjOznJ8cmxclUi9pwK3BUsL7nO/Z173RQWZ7UVdy4IN494H/hMJ0PTk7tLA3dZ5TPB8pKAqyCvibqmgMcf+LpjW68BU9C6r6tPflyFkeDufZFNWJoyZZfHH2gKa+le4vEH/uPY1pWYiPMjwFcwqhGC0AZxdAUhApe3tBaoDVVV3IERzI8uGkmqr3xnOLY1DrgB+LnHH9ibybmF+Li8pVpvee81+hZ/joJBA9A6iA416epl77M3MBpT2JWP+ZxsjcAtw0SNpnUw7W4S6+o1Kvy1EhPhm7T1Ly9sxkR7IykgGJoAoFuCk3a9tnAS7SkgFBoDEKqtP2Ltd++ea337vBa399CpCdgRSaYcq7UY5+PTyK3eum02O6oTq+B3uc53XXXHEZhCplMzZFN34146d3Qf6gpD4lBUdMioLdsWfLI1/PoszE7HN1t21V6fP3RQzAejUHNLc80rC6ojDlXHGpcGv8Dkubfm5u4DLnNsa5xjW+8Bz3r8gZw0BRG6J9IwQhBi4PKWvoGJEERrV76XqTXCouovYaKJmdSaFBJEFU25RfUpKlbKlYdyFaBc22naPQ7TjOQUTNHYsRgJsfcxklsj2Z8LG81a2ovwd0QtsAlTpLajZXdtRgIPzbv2Hae3bB2ZwqUTSD99YT4mbeJTzVi9r24+Sz5IuEOb69xrdqk+/Y7HRNsTo6G6Lw3Vp9JQPZuG6guSsDdXvAC8Hud8g0/rJXHOdwXv9xs5eAzwNBin0uMPNHr8gfvyhw56NHpwqKm5ccuj/5uzqvT2nfv8qyJ/39GNJ9LC4w80efyB/zm2dbRjWzMd2xoZPr4B+CNGV118G+FT5M0gCB3g8pa+qpubP6dr983VodB6rfVuTIvLlHBsa6xjWxc4tvWQY1v/Bp4HHvX4A1d6/IG6zq4XskBhcTUwUmv9E7110ft6zfOTadwVHVUFU6B4TMT3K2KM2UREu1mtNbqlZZ9ubKrR9fVbdXNLra7e6WhX4QZc+Rsw0dxTw8MnKrcrnqxdorQMnzFpoTs/L5XmFc2YgrB0mIZx4Pc3e/jwo0SktD5F1+1p0Ns3rMUUhnZOQ/XlGKm2NzEpI1nRnc0kPlMF/g06zintDlXiSze9tXwd8ESMcw8S9bCnXK68vfM/Go7WkQ9ZfwWuz4Qxjm1FF0oOxajh/MixLeXY1kmYpkF/IbFdFeEAQVIXBCEer7+1GLCBfvQt3Kz79Lk0+NKrFeH2ognj2NahGBmlSMmgWzz+wO8zYWaoquI84Kcub2k63bAOTAqLmxT8Wu/bvIlO2spGEJmr3YjZPl2PKYwxhEJNvPZmfyDS6fS4rrl8HfXb1uiti9pEOQsnj21s3lqT0o/QStEho+cOOXTMyTQ0NOhQaLNyuRKVRXsb+AImX/k82nYXTBQNfM3lLdWhqopK4DS9bsPb7NqdVBMN/frj0zW84i6rfDHBS4bS9v+4o2h7t8Kn9VqfUq9hmtJEk3NHt37bHrtpT32txx/YEn3O5S3dHaqq+DLwvd3vfDB0219eGBaqb5zE/ge95cD1Hn/gpUzY4tjW8cDVtN1RCwG3YfLn/wrcDzwJVHj8gfWZWFfoHUhEVxDi0wjsBNZR3zCaXbvPAMrDXYWS4fO018V8IBMGhrFIPxp3oPMUbbaTVZCBExaqIYe8Ayq6KGos5nf6XUwu99nA5cBvw+e343K15g+2Qc/730b6jz6MgoFrI483rNlcED02SVqK7QlHMWjgJxQPXcmevR8neN0eTBOUmrCiyHWtpmLyMifSsfP4faAi/P09Lm/pUwAub+mfdEvL73GWp9qh7eRgeUmyOcYAcyksjhVt767E0pddBkxJ4TMmo2yas2IvcVrsurylb7m8pRduefCpr4XqG0Psfzh6DTgqg07uYIxCzvcjj3v8gTcwxWefwRRlfoiJNGc0VULo+YijKwhxCMscHYqRHvsjRlv3m8AtkTeiYHmJK1he8p1geclPg+UlpwXLSz7dLXFsawgm3zOSpWRwi9XlLb3P5S29I1PzHYiECxHPJrxVq6yz/K4R9gw19JAT1Qj73ajhfYHZLm/pvS5v6TKXt/R9l7d0NfAT4ERgpFJqHFDVbqGGfflKqeFq2BHrWg/tXVC1pHlLdVoyTAVF/d5zF+QN5IjDt6pjjjpCFQ0+MYHL9gHfdnlLN0Yca9WxnePylr7m8pYGgM9hioAuB/6NkUf7PPAHl7f0Kowz/MM2M69a/RFap6pSUgj8K1heUpTA2Mho7hsprpcrnsV8pkTymE/rLcDvguUldtebZFqpB+ubTiOBnG2PPxDAaNqC6YZ2gccfaMiQHUMwRXm/8PgDu2IMORIjC/gdjz9Q5/EHlgPHO7Z1uWNbOX1QELoP0jBCEJIgWF7yLeAezLbZnzFFJVMxfd1rMHmC38AU41y08m/v9sNECaPzPjcDZa0tM4XuQ6iqYoAae9ITqnDIua3HdLDpQ732pcOjhl7i8pb+K95cwfKSh4FvtTk4evJy90XXH6q13qE/eXZYqLmledWVt9WTvO5tG8ae6a3qP7rIS567lpnHLlUDBnSUxjIfs83bH3jS5S1t88AVqqq4GHgc+JbLW/qXVO0Jlpd8BlNsmQ4BzN/ZY+6yyrXtzjZUj8M8NA4JHzmGwuLFaa7ZpfiUegq4IPzyLqDi53dduhKjVtAIeNxllZlWLoiLY1unYR4amjCNGL7SyfiXMd0ib/H4AxkprHVsqy/wa+A38VoIO7Y1zeMPfBT+/hzgSuASYKzHH9iUCVuEno1EdAUhOd7EOLfzgauAF4HfY9q8nucuq/wu8FXgpF0rNv8Tk6sWq7hpNHBHWAA9szRUHxp2AIQUcHlLa1XhkLYpB678g9Xwo95g0MTW1s+bgI8SmK79mK1rD9bBlrWEP38bPtn4MWk6uYMOGjG736jBXgBaggN4Z94sHQzGSl3YBvzc5S193OUtfTjayQUIO+9D0nRyj8c4HOliAbcAa4LlJW8Ey0u+FiwvMRHchuq+mHSTVid3fk9zcsNcgXES5wI/8mm9DJiOeU8Mx0TSu5qpmMYMBcDFjm3FkrWL5Asef+AXmXJywwwFftCJk1sIfMaxrccd2/o2phDtkvDpjiQAhQMMcXQFIQncZZWrMF15zgIGA//DVIfPjYg4rdVa73P3yXMTv6hnHJHV6ZmgofocjAzWChqqP5vRuQ8s2gjPK6UWqEHjT1fDpo0DFSJ/wHsJdshrL6sVCrlRrkLCW9aqtd1Zqii2jTzuoJOVitqpXb+xNR3BwUQHK4ATXN7S1zqb0uUtbZdbnCjhlJ4rMMVtmeQ0TNHR1uDdl83RdXuewjiErfwuw+t1CT6t92DyTM/x7d9ijfzc+EawvCQp5YoM8DxGVm8loIj1Po4gU6kKUXNu9PgDHTYMcWwrDxNguAs4GLNLEan4cEimbRJ6JqK6IAhJ4i6rbL0ZBYEvBMtLrsVU3LeyuGbZxjt2LA7c1slULuDLjm39DVOoVpuBphHj2N+b/r80VI+jsHhnmnMeeBQWP0dD9TXA3cAGPr3Rq+Fq/GkLVMGAhZ1NESwvGQd8sd0Jd36jcrlGaR3aBBBqak6l+1cTRvnBPdAa5iiXat9Wd/v2fzFxwrXAKkC7vKVd0mUs/PdxTbC85N+YwqRM0991wXe16jcosuHCauC/WVirS/AZ6cJIIguq+mHUDKLzxLNGaxTVsa3PYpzdUse2nsiGQ5sGZ2N+71djouGPsH8XYRVtnV7hAEYiuoKQJu6yygfdZZXPRbzWOxYH7sREVuOhMAVujZit8F2ObV2RsiEN1WfSdru4L/AnSWNIkcLihzFbuM+0HlJKFaiCAccTQ00hBrEVB4LNfXRz4wpQ/UGFQg1NzTHHdYRi48QvHL19/DlHfDJoyojZI2ZOmR5j1Cqqdz4ULpRr7ionNxJ3WeXrmK5/GW2Gos762mw15qBoybLbKSzuTU1X1tO2o1iiChoZxeMPfAL8AdNM5F3Htq7viiIvx7budmzrT+GobUe8AZzv8Qdme/yBZkxhGhiJsR/T8woThSwhxWiCkCUc2/o1pkgtGRqBOzApDXlAwOMP3JfQlQ3V/8KkVUQTwBS7LMUUIE0Faigs/iRJ2w5MGqoVcDtGUaH1Jv82cAOFxR12yguWl3wHiPm7U/bp77hOuJDQxndf2LfovcCGO/4WxMh5jcRsxcbM3Xblu6umXHKct12aQntOd5dVvtnZoK4gWF7yKKZAM23UzPPecR1zdrSaxBJgRi9zdAmWl5Ri1C7+Gvkg3dU4tuXG1BpswjTkuBNTdJaV6G44ivxC+OVnE5Upc2zry5iorsLoWTdmOGdY6KGIoysIWcKxrX8CF6c5zc0ef+CXCY1sqL4OuLeDs4sw7Wv3YQpcqFm77uXfe45eCTzh03pumnb2fhqqT8RIj7V2XdoHDKGwOGZENlheMhDzkDEk4vAq4E8YFYHNsa5zbOsCTJFVO0bOnLJw8MGjZiRg7bCurtTviLAe7ovA5HTmUdNOXKBOvvhY1d7LP43C4rfSmftAxrGt0Ziiv/XAZo8/0K4ZjmNbKzGtyndicl+fAS70+AMZdSAc2zoXE5FtfdBrwaSkPOrxB+K1TG69vgg4w+MP9Ng0FiHzSOqCIGSPbRmYI/GmEoXF9z127hf/VrNm7YKoM0uAKZhcv+GtB//ztW9MBv4PeNen1F0+pVLVPD0wKCx+B5iJ+f8EIyfXYUqAu6xyL+am3YwRs78GONRdVvnrjpzcMM/QtgNUKzsGTRl5TIzjsRiW4LisEiwvGYBJzxmc0gRT7CVqxmffVaeXzFYnX3xUDCf3IXFy08bCtNLdANQ5tvXPGCkD72I+O1oLvL6A0VTONJfTdjcjD5iB6U7ZKR5/YJc4uUI0UowmCNkj3cIygNpEBvmUmoq5SZQs+uNfF5x1+82RpyfQNqoIwO71GyOPlQGDfEpd7ZNtno4pLN5AQ/WxwJeA6RQWx/2/cpdVfiNYXvIdd1llY6JLePwB7djWZRgN2j6YCvhlI46bslC51AuYyFpnXIDRIM0ZYSf3BeCk8KE5mG3l6cRWIwkCbpQrRGG/Xa7PXPWRGntwvPbBHwI/yKTNByIef2C+Y1tlQDnm/XYxUO3Y1nciIraRhV6tnEmUOkkqhCUWZ2ECA1Mw+chBjLzaKOAVjz9Qnu46woGLpC4IQpZwbOsaTEvKdLjI4w+02cb2KXURptL4JYzW5MWYvFsAXHl5wZ/VbNjqzssbA9RhKvSLoif+oPJfs5/6+rcjZYPeBrb7tG6vFCB0C4LlJZdjGpZEt5OOphkY6S6rrMm6UUBY23YQZmt7Bub9divGoY2WeVqLeV8eFn69A1PZPxWocpXclKeGjOysdXA1cByFxTkp0uqNOLZ1M+CLOPQwpuNY0LGtgRgHdHjE+fs8/sD/ZWDd32M+z1qABsxnWmvk/gqPP/BYumsIBzaSuiAIWSBcmXx+Bqa6LsaxhRhpnbuBm4hwcgGmfflCf9jJBZOusJoYaRSjjzoiP+JlDXA48AWfUp05UUKOcJdVPk5ihV35wJ+D5SXxdJwzSQVm67sa88D0LGa7eVeMsRMxbbVrMGkgOzERvWHq+PNdCTi5zcBF4uRmFo8/cAummLU1+nU18JxjW0PCsofRD8Bpafs6tqUc2/ou8F1MJLk/puit1cn9gAxEjAVBHF1ByDCObY3COKCZaNhwf4xjO4iTGzpy2mF1UYemY24gbfjg8X9GvlyKicK5gXOjxwrdik41fMNcAPwwi3ZEMhJzP+kfdfwwjJJINC5MOs1RtD6o9S/apo4689hO1mkGvkZh8Zy0rBVi4vEH/oMplmzlHOAZx7b6ePyBt2mr5XtsuPgrKRzb+oJjW69iHr5/H3FqPeZhu5VpdCTRJwhJII6uIGSe+4HElBI6QWv9R8e22jQD8GldD0wC/hPrmrn33O+NcdgGtsy796E5v7U81X8+49zl8+97uAmTNzkf43C0kumOVkJmCWGKCK9novUgxx/3DkdMm81hhz4G/BSTMvBGeNzhcebJJB01hhgIJNaWt++AWqVUnzgjtgOnU1j8RJK2CclRBlRGvD4JqHBs61TM++5WTA7tQcBvE5kwqrjtdkx+b3TB5Ce0bYXtBn6TjOEdrD2sK7R/he6L5OgKQgZxbMsC3sF0KEuahubgkvW76/YqQCnF6h17x51+0MhfHvHh+r+2jgmrIzyHibbE5FvvvvbOmKPtE5sbGj5ZUvH4htl33DWtsGhwbdO+ur57N20e3tF1YYLAIz6tv53KzyB0HaGqihvY72w84/KWXhCqqlAub6kOlpcMBya4yyo7a1ySFsHykqOApzFFj7GYi0lNiM+wsR+7L/nJlA7OPgNcTWHx1lRsFJIj7BjeD1wb4/TPMCoN/8ZE8IfE09R1bOswTGHkNkxueeuD9FZgQHgOjYnoRr+HVmHkwtaTAI5tTQT2efyB7RHH/gG8DlR6/IHo3S7hAEAcXUHIEMHykqO01r9p2l3fb+PrVQe11DW1b8vaCQ3NwSVvr9k+cGd900Gtx4b0LXi5pr7pUky+468w6gqdOtKjjpj2ybYqZ2IoGExl5+Ydn9YndT5M6GpCVRXHAsdiIran0zZ3cgfwD5e39LtdYUuwvKQQWIbZYYjFKkwlfefvwWFjP3Ff8pNord164NvAXztTuBAyS/ihfQ37c2Yj+SamGHYCMD+W9m7EPE9g0rjWYFQUdmKc3lMwhbIrgPF0rCYSAM70+AOrw80ryjE56C8A6zCR/kLM38R3MU0mPlW8cWxrA0b7+uRw+oVwgCHyYoKQAcKi+IuVUvQp6seki6br7YvWzN+zetvhrj55e1v2NY5KZJ5t+xr2BLVuIwVWU9/0GUyObQhzo0iILUs/SlWgfzvtpYSE7sNvMR2qYjGMjtMIssHn6NjJbcQ4uIk9aOl2DtVm4DwKi7MakRZi4/EHAo5tvU3s99rdwCqPPzA7gakmYFISDse8F0YCnvC5AuKn11wEPB0hc/ZHzE7WekwObyPmM/EwwAG+FOnkhlmHiRwnLPEn9C7E0RWEzNCmIlkppUbMmDxzxIzJaK0L9gZ2vFW7dkdR7fqddrxJVm3fO2p3Q/PEGKeSjg6nwR7gWJ9SE4AtwCqf1h0WvwldR6iqYiidpwE4XWFLmLFxzi0iqWIiHeno7sR0PFuRmllChvgp8DLGUYxkIPCWY1tHevyBpZ3M0ZpGkOzO0l4inFzHtiYB6z3+wOjogY5t5Xn8gY4+o+ZidsHWJLm+0EsQR1cQ0iRYXqIwRRoxUUrlD5o4/NSB1rA9+zbWzN70pnNKR2NPnTKy4L8frg/p3BaKTqFtMcrBPqWmY7ROl0hDiZxyFZ1/bj8AnNUFtgBcEudccu+T/e+rRuAL4uTmHo8/MNexrbOBt2jbsQyMbOGHCUzzFqlJLeZHtRj+YqQNjm25MG2lj8R0IOyIh4CzPP7Aw5EHHdsaDBwN/Agji/ca8Hxkfq/QOxDVBUFIn18A7aIMUexWSrkHjBt6yuiTDulwu8/tUpOK+hZ8klnz0uYh4B/A+8B6n1K/9il1aI5tOlA5OoExibYJTh/lGsDg4a9jorcLMe+RDzB5u4PDxxNj19YJuqlhGfDrcLtloRvg8QfmYT4DojkIeMexrc4k4R7EKCokwzbaq79cBPzYsa3rHNv6DaZm4VlgR5RD3AaPP7Aak/LwKY5tzcI4t29gUiEuw2hB/77dBEKPRxxdQUifRHK/PiKsMTpw4rBTBh888r2OBjYHQ10l8p8oZ0R8PxYTAXF8Sj3lU0p2hbqW2zCqGPHY2RWG0FB9nuva3x3puuznZ5CXPwjTEe0YTITtMEzu5XSMs7u20/lCIXfomfsWYIqNhO7F7cC+GMdnASXxLgwrMtiYhiKJcp3HH3il9YVjW30wxWYA92Ik0B4DPpNInrDHHwhGvZ6LKYC7krY7D9Ojrw3Lk/3Qsa1fOLZ1qkiV9TzE0RWE9FGY6vI9Mc5pjNxYm1zFETMmjxh88Mj3hnjHzh114tTZI46bMidvQJ/NWuv62qaWeHmP3YkLgNN9Slk+pab5lJIbQJZxeUtNxLMttcB94a/lmNSFruBUpVxbqK1ZRDAYncMZyXSMSshsYv+NtHKz+6t3XEVhcbwxQg7w+APbMA9Zsbjasa1LHNvqSF6OcIHY6iSWjJYBOxOjq9uKC3jL4w+sS2LOaJs2e/yBv2IixTcCvwMmO7ZV2DrGsa3vYFof/wa4BXgTWBL+eTNSNxGqqnB3PkpIB5EXE4Q0CefojsHcyFt1QHcAVZiK4EMSmUeH9Gbn8Xd3/nfp+lgNH7orG9gvdbYRU7jyNsbB74ORKVuWI9t6JaGqijyMtNMZGCWOiS5vaUI6oxmlofpR4Ghdvbk49MSvRmF+351RjUlrOJG2slW3u8sqb8qClUKGcGwrH5Nv21Ex5EbgSI8/UN3B9TcBV2Des1NjjYlgiscf+DTdwbGt1zDv910Yh/N34e+PSERj17GtKzD5vEFMk5y5Hn+gKRydvRXTQbA1//cG4B7g8xh96A4ZXnL2M0PPneUHHnV5Szd2ZkcsQlUVF2Mi3r9zeUslPzgLSERXENLHhdFvbHVyQxgx9FNI0MkFqFm2cfW+xpbdmTcvq0Tq+Y7FFEtVAH8BHgaW+pS616fU0BzY1itxeUtbgAsxov0uYGaOTFkEHE3f/gNARUs6dUQxptNW5MNPC/GLiYRugMcfaMYUlXVUJDiWOPKHHn/gNo8/cLDHHzgEU7xbisnz/TWmoUMrG2mvkPAQJv1lO/B8+FgR5r3UDse2Dndsa5NjW3eFtXc9mAexPOAawh3Xwrm9t2JaoNdjPrvvAhYAf401dyTuAX2LgJuBQKiq4plQVcXloaqKos6ui8TlLf1X2J47Q1UVufpb7tVIRFcQ0iBYXpKH6dpUxP5IxzuYiFVStNQ1vf/WX97ePe+TbadnzsJuw2bgsz6tP8i1Ib2FUFXFIOB0l7f06ZwY0FD9RR0K/iv0l5s+oL72qM4vaMNyoC9gAf9yl1XGU28QuhGObU3DFB1GqzDUA4PiyHzFm9OFSb15C1ji8QdWxRhzI/ADYDgm6vobTCrBWdE5uOHxQ4CQxx9oFzxwbGuUxx/YEvH6/4AajDTfo7Rtid4ho755/uzBpx4draLTArwCfMflLV2byDyhqopCjAb2T4BHXN7SziTbhCSQQhJBSI/zMKL5H2JSF2bStl97XLTWdRsCO95f9O6qfp+s3DK5paklke3fnshoYI5PqfN9WiciMi90gstbuofw1mqwvORKYI67rLLLFDtC772wTX/0TipOLsChmDzMV2ifcyx0Yzz+wEeObZ0A/Jm2zR4CqTi54TlDmA548dgB9PP4A9qxrUcwrYiDwE2YdIboOWvirLcl6vW9rd+HVSQux0SBLyBOmkUHccI8zD1hcaiq4jyXt/TdDn+i/RyMiSqfgdkZFEc3g4ijKwjp0VpJ3PqBvw04IpELd+/at/CxB94Yu2tn7YHSancQ8JpPqf9hZH3WAc+JLm96BMtLZmJSZ/7XlevqhS8uJ8HIVwf0Axa4yyoXZ8gkoYvw+AOLHNuajomqfi98ONudx84knAfu8Qd2h4vBKuggfSFVws76XwAc2/opcC5G5SGG/rmOV4A7BHguVFUxPJxu1IZQVUUB5u9nHfAIpuhtTuvYUFVFf6Ao1dxfYT/i6ApCGrjLKhcGy0uWsP+Gn1AlrtZa/+W+1ybs2VU3MnvWdUvyMFXOF4Vff579OXdCanyI2fatCZaXDA8f0xFfe91llc1ZWLcuPH86ahuPZ8gWoYsJF3Ndj9mqvwLY7NiWO1YaQYb4MzDXsS3l8Qd0eP37MfUQGSGsuHBFa3OJcKT5WeBZx7buwji8+wl1+oxeBPwzVFXxMPC6y1saDFVV/BZT2zAUk7rTH1Nc+psoh7gO+FeoquIrLm9pojnwQgykGE0Q0iBYXjIwlev27W1YcgA6ubE4O9cG9HTcZZX7AC9mN6H1aztmq7cauC5LSweJra2aDGszYIeQI8IO5w0ef2A4pnFOo2NbDY5tve/Y1sWObbVJ40pHg9bjD7zk8QfuiWwO4fEH5nr8gY9T/wnacTb79XqjuZ0o2bMEN6MuwqjRrAlVVYzHSJk9iVGN+ACTJvEtl7e0TV6yy1uqgReBv4SqKrqbtnqPQhxdQUgDd1nlXoxQ/l2JXqO13rN4/uponcgDlTM6HyIkwD8xW6Wx+GpYAq8NwfKSAcHyknGxLkgEd1llA6Z6Pp3Uk5eD5SXD0rhe6D6UAAFMesHRmPfk045tfduxrcsd27oAWOXY1rOObX3Psa1JObS1I1YBP411IpzzO6/NwcSzruowOcUhl7e02eUt/bfLW3pJ+Gt22KmNxQMY/WE70YWE9ojqgiBkiGB5yQPAtZ2N27F197wHf/vC8V1gUk9hoE/r2lwb0dMJlpe8CZzawemL3GWVT0WMvQH4PrAJU+n+nrus8j8prvsnjKxcKjQC491llaIf2gtwbGsKpnPZLEwL6HisBrwef6Ap64ZlAMe2hmNSbT7dhRrxtc/OGfKZ405OcIrTXN7St7JhmxAfydEVhMxxN0YbsjDeoKamYLZy2Hoi68XJzRjP0rGj+3CwvGQnpqK7P0bGqBijfToD+DeQkqML3E/qju4ycXJ7D+E0gs+F5cK8mGi/GyO3eAmmQ2TrTvJBwG7HttZiCrEeBp6LTE1wbCuvMyWHRMakS1iL9y1Ma+sGWj/j2wcKg5gCuQpM7vqlwNeAgcBLoaqK61ze0j9m01ahPeLoCkKGcJdVrg6Wl1wHxP0gGz1uyLHDRw1eu33L7oldY1m35p1cG9CLeD3OueGYG3VHJLXDEKqq8GA0TSerc84q1hs2vsmy5bMIhXqrPJ6QBOEirg8jDn0A3O/YVn+MKs0ojApLc/j11zAKDgr4XziX97vAVx3b2gq85PEH7nVs607gZOAJjI7v5zGFcAEAGqoVxqk+BSNpuIrC4nsy8CMNxzStaAAew3TC/LXWOrrO4l6Xt/T6iNfvhqoqFmEc3z7Aw6Gqivdd3tIlGbBJSBBxdAUhszwG/BxTTRsTpVTB1797dvOdN/6766zqvjybawN6EalGVQGS1d/1ARe3vlDjxqLHjtlDXd1iln40hN17Dk1wnqOC5SWz3GWVc5NcX+iBePyBfUTnuUJluBmEjojmjgPGY3JU/ZhGDmBSB2ZjIqRVwD2t0VzHtqa6hw69+uDnX71WKfUiJoUiI5rdYd3deyMOrXFs61J3/74/wkRxR4VtbtfoAnNPuAQ4BxPNfihUVXG7y1vapXKABzKSoysIGSZYXvI9TK/0DgmF9Pb1a7c7f3/4zeODwVB+/4GF1YOL+tVsWr/zoDiX7cM8nPaWqNnjwNdERzczBMtLvoORGUuFbYDHXVa5M5HBoaqK2zDFNbFo0E1NfpZ+1MiO6hjao+34t7us8uLOhwkHKo5tjcE4vTXA96O7nYWbPMwF5k9+4r/n9Tl0eofNIrJFqKoiL5ZebvhcIfAPTAMKMGooPwMedXlLQ11j4YGLqC4IQub5E+YDuUNcLjXcmjzi5O/9/AtVV3337He+//MLgmPGF1fHGNoy1Tt29vU3X1h902+/0t+d5+ot4uFPA1eJk5tR/gakmu88AvhSEuP7xTlXqAoKFEfbJ+FyxYpwRXNh8Pdf641tr4UM4fEHNgFXA3vZr8EdyWVAJXBhLpxcgI6c3PC5BuCLwPWYfPgNmF2RB0JVFd1RfaJXIakLgpBh3GWVtcHyknLgts7G9h9QaPcfYOoaGuqb1keeGzyk33tfveb0cUOKB34aFVOo3vD0/yxwiU/rbDQxOGBxl1XuCZaX3Aj8IcUp6sIyZBOZPGm3+8Lb40V3O2yL2mqOcrlcekjRZqp3Hhx3ZJ8+fo4/9ve0bScrCG3w+ANbMXm7sc59L9bxrsKxrWKg2OMPrOxoTDhye0/4i1BVxQBMSkOPUJ3oyYijKwjZ4Q8Y+aaENULP/8rMUed/ZeYGHQptqNvXNLn/wMJj3G6XO3KMy62ayGp9cdYJABf7tJYP9+zgT+Pa+zAFN/0pGjw7VFXxNqbxxKMub2l91NgOc9DDNAAwbFge1Tu3YCLArc0DNIMHvUvfvkEmTRyvBg+aTic7IIKQDRzb6odpdFEFPB6p+JAkP8EUrF2Z6AUub2ktZvdPyDLi6ApCFnCXVe4NlpfcAZQnfI3bNdZ846obVJQXs5XwiWd4d73xwgfNQH5GDO16fubTuiHXRvRiRqdx7X7dU7dbATeFX50dqqp4EiMN9SuXt/RjYD0wLc5ceQBqktXMJGuU1lqze7eJdvXrP0oV5J8YNT7lnYpQVYUClOQ6Csni8QfqHNu6A9Ol7BLHth4A1gHLMMVlo4FF8doahxUizgPyHdsq9vgDsVLQhBwiObqCkD0eJPlqdjDbwgtinTjh9MNmfeXrpyzvP7BwsXKpTWlZ1/U8hynIELJAsLykD3BDRiZrbIyMbJ2LiTxdBcwPVVX8B/gy5ua+tKMZwv8WAiillCoqmqqKiqaqgvxBMcYXh7dyU+EqTERNEBLCsa1DHNt6zrGtZ4BF4cPnAs9jZNFWA2uA+ZgWvfGYBhwCTA7PIXQzRHVBELJIsLzkLOCVFC5dSed5kLz45KI5i+evnhIK6bEprNGVvAp8yaf1nlwb0hsJ59b+BaNHmjwuVyPHHBV+uNKaQYOHq/y8w+Jc8ZjLW3pFqKrifxiHN5LdGAe3D0beKRHlBQDL5S1dl5zhEKqqeBTzc09xeUs3JHu9cGDh2FZfTKpCIkVgG4CjPP7AjjjznYn5fANY5/EHOkvrEboYcXQFIcsEy0tmY0TOk2EXUJTIwFAopOe8WvXuts27giurNh4aQ8Q819QDI31a7821Ib2VYHnJOcCLKU+Qn79LnXFqUZJX7QX60j4Fbi6mBSzs1z/1JDDfwS5v6epEFw9VVfTHFLC9hXGqy1ze0rsTvV44MHFs6ysYaUN3J0P3ApM6S0VwbOtW9qf5BIH8NHJ9hSwgqQuCkH1SydlKWCvX5XKpUz9z+IkXX3nSKad99oiPU1gr26wVJzfrfD2tq5VKpcRxIO2d3I1AC6ZLWwjj4B6E2QbujL5Jrj8W03yg9W8lXs6wcADh2NYUx7b+7tjWEse2zoo4fjCmgUNnTi7A6wnm20Zq+rqBIx3bGp+cxUI2EUdXELKPD0hmy/4jkr/pA3Dk9EmHkEZhT5ZI6WcREiOctnB2WpO4VIfFNgnwATAH48yOxexenIFRUngbUzi5OYF5ZiS6YFiA/1dRhztN9RF6N45tKce2bgKWAyWADbzk2NbFjm0NBI4hsULeZuA7CS4bLZP4FLDWsa2vJnh919FQPYqG6lG5NqOrEUdXELKMu6xyKTATU8mbCClX7W7esHMjpl98d0Ic3exyNPulu1JDpaXPHMI4t9E5j8Xsf+jq38kcGpOC0PliVRWjgHcwAvyRzBLx/QOeHwG30nanwQX8ExNsSFTOKx/4lmNbiShT7Y56PTG85h8d2+pu6jhjgIdzbURX030d3Ybq7nazFoSUcZdVOsBRwM/ZX5HeESn/XY4cOyQdeals0d0izL2Nr6Q9g3KlEtFdiKlQ3wW8T+xdi9YbfWfv6cdd3tK4CiWhqorhoaqKazBpEcdEna7BODnbO1lH6KWE2wDf2cmweB39orkZWOzY1hWObcV7/3b095dH93vIXwr8+UDzr7qvowvTc22AIGQSd1llk7us8jbgCOClOENT3loaNLjf8NM/d+S86bMOnmMfO3l2Yd/8D1OdK4M4nQ8R0uCotGdoqB+pm1sS3XEAI8k0A1MMdhrG8WzGpCpEOrx5wFZMnm5HOMAPOzoZqqqYFqqqeA1TAf8gEEsNYgjGWU61BbLQQ3Fsa6hjW5cCv87C9Idj1ExedmxraIy1C4GTOrjWBUTrReeWwuIWYDGQuU5yDdV9aKj+Ag3V3TZS3H0d3cLihbk2QRCygbuscqW7rPKzGNmld2IM2ZbO/Cecftisz140/eTzLj7ulMK+BXXpzJUhuoOz3Zvpz6CBHzPJmsuggakVI4Z0Pu/OG6pDoURyaWcTOxBRjLnpRxaeHRv+N1ZkaycmAneKy1u6Nc56F2ByfgvijFlL+y1koZfj2NbxmPdjAXBqFpc6E3jPsa1bHdsaEnH8EuJHiW/sdukLhcXrgd9ncMZzMUWnv8zgnBlF5MUEIYeEC4muBe4H0FrXA7uVUhkpGFi7eqtT+ce3+gRbQpMzMV+KXO3T+pEcrt+rCfofeUTl538TQGvdRG3tQpRLoXChlAKlUEqhUASDLSz2j2VfXfuqcKVCjBm1gGneJqVUX4x6wjhgQsSoRHRxlxE76tpKALgD+JvLWxr3QSzc9Ww3RuEhHj6Xt/SWTsYIvQzHtt7EOLh76fw9kineAG7DvC8fA7ydjD/D4w+8kXWrupqG6nMw9QHvU1j8cq7NiYe0ABaEHOIuq9TB8pI/AyO11jfs/WT7woadtWrEjMkZcXQnHjTSc+a59vyXn1mcK0e3FngtR2sfEKj8/E+LF5VSBQwceEK88frEWfWEQqsIhRoIBhtpaq4jPy9Enz4u5XKBketqwKQDuDEtUXdhnIlEmj/EkypbBpzh8pZuSWAeXN5SHaqqSCTHe30i8wm9h3Dr3VbN8K5ycgFOD38lSndv5pMqX8Xstnw/t2Z0jji6gpBj3GWVDcDNK4+bsi7Y2PJHXCowYkbm/NKWlmAui8Fe8GmdShtkIXFux2wfHp7IYKVUX9zug3G7IT8fCgs/BqbEuWQOyTU8qeng+FzgQpe3NNnUnCr2N6CIRQjTulU4sPgdiTUiyTXx/rZ6LoXFl9FQrSgs7vZpAd03R1cQDjCCjS2rAAjpCbuWb16QxlTVREiULZq7KpcPtIk0ChDSIFyA9eU0puisAnsmphFEosS6rzwAnJiCkwvwj07Oz+kkx1foZTi2dQqZLKjKLj9wbOsGx7Y6k9jrefQAJxfE0RWE7kRrIZGqXrou4c5oYWZjGk3sxRQFFWO2iZ09u+pyqS36Zg7XPmBweUtXYCKmqdCZo1sANJG4dFf0ze+XwP+5vKWp3hQ7K0x+IsV5hR5CuBGEcmzrIMe2rgeey7VNSTAQ+C3wsWNb5+famAMRSV0QhO7DrtZv+o8vTqaT2kpi504e1tDQtFhritM1LEXu8WndrYsUehkPEH+LvyMSCXhMwkTn99D5Vmy04/wbl7c0nfSZz8U51wL8N425hW5MWL7rs8B1GBm7nqz/OhJ4xrGtvwBf9/gDoi/eRUhEVxC6D/Wt39RtrElG2LxDSajCwoKjBxf1S0uuLEU+AH6cg3UPZP5NcikGrSTqPEzCFNbEay5RAxwfdewzKdgEQKiqYhjx30dvurylO1KdX+h+OLZ1qGNbf3Js61XMLteTmOKvnuzkRnIpMC3XRhxIiKMrCN0HjdkipqW+aXpDdW2imqjx9EUJhbQ7XcNS4GWf1k05WPeAxeUtbQJuSOXSJMYWYrSfd3Vw3qH9TuFvwjJhSRGqqnBj8nPjpfE8ley8QvfEsS23Y1ulmO5dV2G0a8fk1qqs0AcT2c3F5/IBiTi6gtB9GEaE01pTtXFD6/d1W3fP2bt2++zm2oaFAKGW4MrG3XVzg00tH9BJtX3/gYV7AQYV9euqgp1dgKQs5IZ/AhUJjn0XWIB53yXDKcCgUEPTG6Gmlk+01iFtHmrmEDt1YgpgJ7kGGC3eMzsZ80wK8wrdCMe2ih3bOgNYBfyZ/W2jezMTgZPDqRlClpEcXUHoPrTRFNu3uWao1pr6bXvnbHjlo0/lncaceujs6g83jG2srp2FSzVPPO+o9wsG9Z3Z0aTfvP6cyVrrPUqpkQ0NTcvu+sWTh+qQztZD7kbgCJ/WO7M0vxCHsO7sXUBpAsODQFzN3ViEGpsatv71xQV7Zi85BhisCvIbdDDomnLvD6blDR7Q0WVnAEuSXKqzHYGFLm/ppiTnFLofX8dosY7OsR1dzdPAR45t/cDjD6SjsiN0gkR0BaH70KbIJ9QU9K56fG7Nhlc+bLN1u+mt5ac0VtceZAbp/LX/W3xc/fa9b8ebWCk1CKCwsOCwoiH9E2nzmihbMFXv3wEuAy4RJzfnJKqOkDSN67auXfXNO7ftmb3kFGAwgG5qLiQYKqh5eUFVnEtTac+7GtPatyNeSWFOoftRx4Hn5AIMwuyAxCu2FDKAOLqC0H2IrmZ3YT4MD4l7lUatf2npSXsDO2YnssiIUYN3uNyueN2rEmEDUAKM8Wl9qU/rB3xaV/q0fjfNeYX0ac7GpI0btq1b+9MHhxAMTYh1fvdbi+PphNYmu57LWxoE/hZnyKvJzil0S87NtQE55iuObfXW7mndAnF0BaH7MDXq9RpMDmVRIhdvnrPilI//tWDXtvc+ma9DoQ6r7790xUljb7zz4vppR1nvp2Djg5iK4Qk+rf/h07pHCIYfYOym4+5kKbPpD//eQDiKG4vg7n12S83eWAoIuzFFaqnQ0ft4E6YoTujBOLY1FDgn13bkmKnAPMe2EupsKCSPOLqC0H2IjNzWYeScktJFDTa2FO1asXnm6n8uGFq7rnq21ro6eozLpYYppQY2NweTqfrdAXzWp/W3fVpXiYPbfQk3ZuisyQL1qzfUdzYGoHHj9nUff+937zVt3N7Ze9GlQ6FI6bFtgA841OUt9SeyVgxexWjlRvNoOOIr9GxqMM1uDnTGA3Mc2zoi14b0RsTRFYRugGNbirYR3bT+NnVLqO+m2ctPWVU5b3DTnvr57c5r3bhm5ZaDE5yuCTjfp/VL6dgkdCntfufRbP/7K313z17SxiFu3LAtsOXRZ2Y3b6/ZAqC1ZtvjL61p2bH72ATW3Jc3dNBITAT328BEl7f0Fpe3dEsqPwCAy1v6CeABHsY8bN0JTHF5S32pzil0Hzz+gAZuybUd3YQi4BXHtgbm2pDehqguCEL3YAhtt4UzI7ET0nmufHc7nd3m+qaPzp4yYuwLyzdtD2kmdjLLj3xaz8uIPUJX8T/gF50N2vqXFwYPPuUoAIL1jfsCNz0S1M0tp+x+a0m96lOwnGCwULcEY3Xdi+ZfKj/vT5jCxJ+5vKUPpmV9BC5v6WrgmlBVxbVptBEWuiGObbkwDUbeJQUFkF7ISOA8oDLXhvQmJKIrCN2DUVGvE20WEZch3rFz8/oWHB19vGnnvtr+BXmjRgwoDCQwjVS39zwWA52rX2jTTKRx3da1q6/+dY1ubmmVuOurG5sO1S3BiQmu98NDF378ilLqNeCaVAzuDHFyeyUDMZ3CEtkxOFA4NNcG9DbE0RWE7sHIqNcFpFs9r1Sw+MgJ0Q40zbUN721+e8WxjS3BXTvrmoYkMNO4tOwQupywU9hpsZZubpmy8opb16796YNjCYbS+T1f7djWoBVfvaV4ZeltorwhJITHH9gN/IUDo0lEoiStUCLER1IXBKF7EOlkrMNEOtL78Nfavbpy3uTCYQNX9h0xaEfBoL7N9dv39Nv98dYZq3fUvrd4Y81kIJHih3SlyITccDdwfmeDkojaxuNG4EZCGt3U8kAG5hMOHH6HKVrssNvIAcbxuTagtyERXUHoHlwV/ldjinmKMzVxw469U2uWbZy1df7qU3at3nr0qyu3vrt4Y81xwPAELg9hes8LPQyXt3Q28MuWXbXVe+ZXJduVLB1SlRITDkA8/kAIeCPXdnQjLnBsS9IXMohEdAUhxzi2NR04NfxyPll6om8JhuqfX755WUNL8MQkLrvfF0OiTOgx+Nb+5IHhwb11V7r65C/tN22yR+W583e98t78+tXro3WbE0Ll5Qfyx4/f2LTmk1hyYy8gjq6QPJcCu5AUhlaSkX4UOkGJHKYg5BbHts4Hngm/XARMz/QawZBuetbZWNXYEjoqictuB34umrk9G8e2JgArgT5ALUo1oPWwVOYqGD9h/qS/PXGUq7Cwz/obvj+79p05kYoM5cBPPf5AVjqzCb0bx7Z+C9yQazu6AXuBkR5/ICGda6FzJHVBEHLP5ojvM77LEtI6+MLyTR8k6eQuBXzi5PZ8PP7AOuDe8MsBqTq5uFxbJj3+z6NdhYV9dEtLaN+CeVbE2T95/IEbxMkV0mBRrg3oJrwgTm5mEUdXEHLP+IjvVaYnLz5m0lvfv/VLI+1jJ3faLSuCa31aSxFa7+F2TMOF1AmFRm365S/m7Z3z1gfLT565XTc3TwyfqQZ+nKZ9grAm1wZ0E97KtQG9DXF0BSH3nBv+1w8cmenJi6eOGuvOc0047+LjZlzzw8/NnXHi1M66Zt3v03pupu0QcofHH9gFlKU7z97XXz1lw49+cCShUKscngYu9/gDksctpMtCjP7zgU5drg3obYijKwi5Z1v4332ZntjdJ2+XK9/9aQXv8JGDZ51zwTEzv/uz8xcOGNQ3VoTvAeC7mbZD6Bb8DXgug/O1ACUef0BaQwtpE24H/MssLhEE5mK69z2CkTX7JIvrpUqn+tdCcoijKwi5Z0X431CmJ+43ZkjMDmuDh/Sf8b2bvsDEg0YsCx9qBK4GrvNpnXE7hNwTdiTezNB0DcCFHn/giQzNJwgAr2donj3AamAD5gHvEmCYxx84weMPXOrxB672+AM/wHQh+wrwI2BZh7N1Ha94/IHu6Hz3aEReTBC6D+M7H5Icyu0KdnTO5VLDLvvW6fq3N/2nrqmp5UGf1o9ken2h2/HZDMyxDbjA4w/My8BcghDJ4DSvD2A6rd0TTteJS7h48p8Ajm2VA9cDd6VpQ6psQHLds4JEdAUh95wV/nciGc5R6z+mKG717vYtu1Y2NbXsw2zjCb2fdBpH1AL3Ax5xcoUsEd0KPRl+BEzy+AO+RJzcaMKNKx4EKmOcvh/TyCdbbAIO9/gD/iyuccAiEV1ByCGObbnZ7+iC0VDMGP1GDY4bIRk6fGA/YJZP642ZXFfotsSrbK8BPsbcdAditnX9QDPwJ+B1jz+Q8TxyQQBwbOs44NlOhu3AyDFuBDyY9+kmYC3wYDg9J2U8/kCdY1tXAqOA0zHFlvcBtwGXpzN3J9ydinMuJIY4uoKQW86hbSvejHbE2bt2x81Fh4z+MTAEc2OIZF9+ft7PfFqvzuSaQrfmzxgH9grMNvF64HlgDvCUxx9oyKFtwoHNVkyO7ldinNuCcTh/la4z2xkef6DZsa1nMI7utzz+wB8d27qX7O2Ar2K/znW3wbGt8R5/YH2u7cgE0hlNEHKIY1svYpxdMBXAFpl1djcAV0796glvYCLHB2McnP7APe6yyu0ZXEvoITi2dRCm7fQ/JEordCcc2zoBo/s8BOgLPAT8weMPdJmut2NbLuBi4ElgNMYB/xpG4zbTbYpv9vgD2VSbSAnHtn6FKVK+0+MPNObannQQR1cQcoRjW1MwlcGtzAFOztJy0zz+QFWW5hYEQeiVOLY1HNiFCRIswjjfmWIzYHv8gW2djuxiHNsagJE6mwgc6/EHVubWotSRYjRByB1XRL3O5lNnutXMgiAIBxwef2C7xx9o9vgDy4ABwJcweeuZ4O7u6OQCePyBWuDzGKm2L+bYnLSQiK4g5IDw1tjHmKdlyG40F6AJGOHxB7JZOSwIgtDrcWzrMeCrGZjKG3aguy2ObY0HFmBS35p7YmRXIrqCkBtuYb+TCyZSkE3mk2FFB0EQhAOUFzM0z6oMzZM1wgVpTwP/wsis9ThEdUEQcsO3o15nM9l/J3BZWCdSEARBSI+ngZfYX0gcCw2oqGONmOhoHcZZ7rChTzfjP8C1gOXY1vcwTq8GbgDu9fgDgVwa1xni6ApCbtgGDI14nS0ndDamqndDluYXBEE4oPD4A/WObV0AnBv+Ohw4BrNLXgd8AzgPuDTisvuA2zz+wNautTYjFIb/7Q/cE/4C4+zengN7kkIcXUHIDbMxeqZgRND7pTGXH5PvO4j9YuobgBc9/kC8BgGCIAhCCoQlt54Mf+HY1lCMc/uhxx9Y7NjWv4C/Azdhmlk8ljNj08CxrUF03CzjBY8/UNOV9qSCOLqCkBsiK22XkV4h2laPP/ClNO0RBEEQUsTjD+wE/hrxOohpxvJ8zozKDH/HqC9EMh8oBXqEDrs4uoLQxTi2NRr4YcShgWlO2e0LGgRBEIQeyQXA2ZiuiqPCx6o8/sDynFmUJKK6IAhdz3Hsz3nSGCHydMi2YoMgCIKQII5tKce2+uTajlRxbKvAsS0bTGTa4w+8CLSmXmwHbsyVbakgEV1B6HqOiPi+juQcVT+m+vUSYCywnB4q+SIIgtBL6QPsdWxrCVAJFAGnYdoJn94DioNfBA5xbOt8YAZGYaJVKejr3bXJRUeIoysIXc/hEd/3B6qB4gSv3efxB+ZjcqQEQRCEbobHH2hwbOt+4HsYRzGSYZhi4W5JWE3i9PDL9zH3pz8C3wWWefyBBTkyLWWkM5ogdDGOba0BlgAzgRpgHEYxIRH2AdcD+YiqgiAIQrfEsa2BmM93d8ThHYDt8Qc25saq+Di2NQlwMBHpVr7l8QcezZFJGUFydAWhC3FsawSmI9p3gNeA3STu5IKJAN8NeJAdGUEQhG6Jxx/Yi2nt3koIeKIbO7kjMI0gIp3cu3u6kwtyoxSEriYPuNXjD2x2bOsUzNN+C4n/La4Gzvf4A062DBQEQRAywtWY3bsC4CJMKkC3I5yucB+m7qOVhzGdz3o8krogCF2IY1vK4w9ox7YmAq1pB3NIXEf3eo8/cE82bBMEQRAyi2NbCujv8Qdqc21LJI5t5QMnAT8Bzoo4VQ/8E3jH4w/8KRe2ZRqJ6ApC13K1Y1tXAOsijhV2NDgGKzJsjyAIgpAlPP6ABrqbkzsZeJq2hdFg7Dyoh7Yp7hBxdAWha5mBKUKbGXGsCZO/1VHOfCPwFKYQ7fWsWicIgiD0WsIpc08CQ2OcruhtTi6IoysIXc30GMeCdOzkbgVOk5xcQRAEIR0c2xpDx05uLXBb11rUNYijKwhdQDhPy0fbZhGtxGsB/Jg4uYIgCEIGmIBJfxsOHBRxfAXw7Z7WCCJRpBhNELoAx7a8wJ3AMZjuOK20pi10lKdbDVzm8Qdezq6FgiAIwoGCY1unYXYYazABlaYcm5Q1xNEVhC7Csa0CjLN7fcTh2cApnVyqgTeAv3j8gcezZJ4gCIIg9DqkYYQgdAHh1IXnaOvkQuxUhmgUcAamG5ogCIIgCAkijq4gdA0zaatVCKZRRCiBa7dhhLv/kWmjBEEQBKE3I8VogtA1HB/1ugV4l87TFtYB3u4mNi4IgiAIPQGJ6ApC17Az6vV8OndyAX4hTq4gCIIgpIZEdAWha6iOet1ZFeg64B5Ais8EQRAEIUXE0RWErmE+sAUYFX49BFgCTAYGR41dDxzl8Qeio8CCIAiCICSBpC4IQhfg8Qe2A3+NODQNOArYHGN4H2BXF5glCIIgCL0acXQFoes4LsaxWH3FRwCfybItgiAIgtDrEUdXELoOH7Am6tgpwG5gI7AKeBG4CTjWsa0hXWqdIAiCIPQyxNEVhC7C4w/MBr6IaRqxIeLUYCAI/BZoAG4BpgCNXW2jIAiCIPQmxNEVhK7FAWxgEfA3TDQX4GVMdPdCwA1YwB05sE8QBEEQeg1K685UjgRByCThdsDfx6QyrAKqMJHcb0UMmwOcBNwK/MHjD0TLkwmCIAiC0Ani6ApCjnBsazjwY+BqYEDU6TnAyeHv9wFPAO8Db3v8gY+6zEhBEARB6MGIoysIOcaxrSLgcuBwYCZwBFCLSWuoB24HrsTk8f7E4w8szImhgiAIgtDDEEdXELoR4bSGozFOL8D/pHGEIAiCIKSGOLqCIAiCIAhCr0RUFwRBEARBEIReiTi6giAIgiAIQq9EHF1BEARBEAShVyKOriAIgiAIgtArEUdXEARBEARB6JWIoysIgiAIgiD0SsTRFQRBEARBEHol4ugKgiAIgiAIvRJxdAVBEARBEIReiTi6giAIgiAIQq9EHF1BEARBEAShVyKOriAIgiAIgtArEUdXEARBEARB6JWIoysIgiAIgiD0SsTRFQRBEARBEHol4ugKgiAIgiAIvRJxdAVBEARBEIReiTi6giAIgiAIQq/k/wHbpUtdE0poPwAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1008x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data4.plot('GDP', cmap='OrRd', scheme='quantiles', legend=True, figsize=(14,5))\n",
    "plt.title('GDP in 2021')\n",
    "plt.axis('off')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/",
     "height": 319
    },
    "id": "yU8soxIY5LC7",
    "outputId": "47c1ac22-43d0-4ac6-ec3c-bfb296433eb9"
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1008x360 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "data5.plot('Population Growth', cmap='OrRd', scheme='quantiles', legend=True, figsize=(14,5))\n",
    "plt.title('Population Growth in 2021')\n",
    "plt.axis('off')\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "XEZrVVT20Jf7",
    "outputId": "c7b13832-4754-4b57-c031-1bf97d2b23ad"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Writing proxy.py\n"
     ]
    }
   ],
   "source": [
    "%%writefile proxy.py\n",
    "from pyngrok import ngrok\n",
    "ngrok.set_auth_token(\"2BN69dA3x2wfALUtuHVyEqPEAOj_2q2kN8gLvPvE3ex4xoKA3\")\n",
    "public_url = ngrok.connect(port=\"8501\").public_url\n",
    "print(f\"ngrok tunnel {public_url}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "qJ7UDQXl5jRB",
    "outputId": "567c8f79-2f85-4447-e477-9caf34b37001"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Overwriting app.py\n"
     ]
    }
   ],
   "source": [
    "%%writefile app.py\n",
    "\n",
    "st.write(\"\"\"\n",
    "    # Simple Stock Price App\n",
    "\n",
    "    Shown are the stock closing price and volume of Google!\n",
    "\"\"\"\n",
    ")\n",
    "\n",
    "\n",
    "tickerSymbol = 'SPY'\n",
    "\n",
    "tickerData = yf.Ticker(tickerSymbol)\n",
    "\n",
    "tickerDf = tickerData.history(period='1d', start='2012-7-01', end='2022-5-01')\n",
    "\n",
    "st.line_chart(tickerDf.Close)\n",
    "st.line_chart(tickerDf.Volume)\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "background_save": true,
     "base_uri": "https://localhost:8080/"
    },
    "id": "nOlZ0k2BEcT_",
    "outputId": "87f480ee-e736-48b6-fa61-85f25dde9cfe"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "2022-07-02 16:53:54.364 INFO    numexpr.utils: NumExpr defaulting to 2 threads.\n",
      "ngrok tunnel http://0a8c-34-90-155-49.ngrok.io\n",
      "\u001b[0m\n",
      "\u001b[34m\u001b[1m  You can now view your Streamlit app in your browser.\u001b[0m\n",
      "\u001b[0m\n",
      "\u001b[34m  Network URL: \u001b[0m\u001b[1mhttp://172.28.0.2:8501\u001b[0m\n",
      "\u001b[34m  External URL: \u001b[0m\u001b[1mhttp://34.90.155.49:8501\u001b[0m\n",
      "\u001b[0m\n"
     ]
    }
   ],
   "source": [
    "!python proxy.py & streamlit run app.py\n",
    "#!streamlit run app.py&>/dev/null& # Alternate way"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "7KbTWRXbErNl",
    "outputId": "1a42670c-2c9f-445d-99f6-c5ba829cd908"
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "587\n"
     ]
    }
   ],
   "source": [
    "!pgrep streamlit"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "yQzRPL44ESre"
   },
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "colab": {
     "base_uri": "https://localhost:8080/"
    },
    "id": "TNJfokXSE2gk",
    "outputId": "b7fff4a6-b980-4dc6-8545-380a09a1d40b"
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<NgrokTunnel: \"http://8cd4-34-90-155-49.ngrok.io\" -> \"http://localhost:80\">"
      ]
     },
     "execution_count": 29,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "metadata": {
    "id": "FDl4WhRZE5Je"
   },
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "colab": {
   "collapsed_sections": [],
   "name": "Global Inflation Map GeoPandas.ipynb",
   "provenance": []
  },
  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.7"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 4
}