Folders reading for scraped files and short analysis Fediushkin.ipynb

{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c0f4eaca",
   "metadata": {},
   "outputs": [],
   "source": [
    "import os\n",
    "import pandas as pd \n",
    "import matplotlib.pyplot as plt\n",
    "import seaborn as sns\n",
    "from sklearn.preprocessing import Normalizer\n",
    "import numpy as np"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "fe8985a1",
   "metadata": {},
   "source": [
    "### Reading files "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "be1b0ea0",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "['101_198928_20_pages.csv', '102_316554_20_pages.csv', '103_281259_20_pages.csv', '104_172287_20_pages.csv', '105_196340_20_pages.csv', '106_155821_20_pages.csv', '107_127023_20_pages.csv', '108_233371_20_pages.csv', '109_175155_20_pages.csv', '110_312484_20_pages.csv', '111_175640_20_pages.csv', '112_103885_20_pages.csv', '113_146652_20_pages.csv', '114_161970_20_pages.csv', '115_34635_20_pages.csv', '116_233398_20_pages.csv', '117_263918_20_pages.csv', '118_147020_20_pages.csv', '119_262712_20_pages.csv', '120_104162_20_pages.csv', '121_266524_20_pages.csv', '122_4098_20_pages.csv', '123_148949_20_pages.csv', '124_14996_20_pages.csv', '125_118048_20_pages.csv', '126_150376_20_pages.csv', '127_218417_20_pages.csv', '128_233867_20_pages.csv', '129_43111_20_pages.csv', '130_9609_20_pages.csv', '131_163068_20_pages.csv', '132_77423_20_pages.csv', '133_244522_20_pages.csv', '134_17133_20_pages.csv', '135_43015_20_pages.csv', '136_221194_20_pages.csv', '137_128882_20_pages.csv', '138_103343_20_pages.csv', '139_54043_20_pages.csv', '140_155426_20_pages.csv', '141_70149_20_pages.csv', '142_10630_20_pages.csv', '143_287954_20_pages.csv', '144_82222_20_pages.csv', '145_239188_20_pages.csv', '146_14105_20_pages.csv', '147_188920_20_pages.csv', '148_39463_20_pages.csv', '149_271324_20_pages.csv', '150_199561_20_pages.csv', '151_123260_20_pages.csv', '152_220877_20_pages.csv', '153_146508_20_pages.csv', '154_223321_20_pages.csv', '155_126042_20_pages.csv', '156_274364_20_pages.csv', '157_195421_20_pages.csv', '158_31627_20_pages.csv', '159_21050_20_pages.csv', '160_463_20_pages.csv', '161_91_20_pages.csv', '162_104006_20_pages.csv', '163_217372_20_pages.csv', '164_254640_20_pages.csv', '165_171131_20_pages.csv', '166_25021_20_pages.csv', '167_224037_20_pages.csv', '168_182631_20_pages.csv', '169_253344_20_pages.csv', '170_148228_20_pages.csv', '171_245638_20_pages.csv', '172_146886_20_pages.csv', '173_194655_20_pages.csv', '174_215_20_pages.csv', '175_188_20_pages.csv', '176_282524_20_pages.csv', '177_9209_20_pages.csv', '178_12_20_pages.csv', '179_129437_20_pages.csv', '180_176189_20_pages.csv', '181_822_20_pages.csv', '182_109276_20_pages.csv', '183_54998_20_pages.csv', '184_9216_20_pages.csv', '185_155068_20_pages.csv', '186_555_20_pages.csv', '187_188834_20_pages.csv', '188_192291_20_pages.csv', '189_283948_20_pages.csv', '190_7854_20_pages.csv', '191_189932_20_pages.csv', '192_128621_20_pages.csv', '193_27833_20_pages.csv', '194_156129_20_pages.csv', '195_169426_20_pages.csv', '196_31481_20_pages.csv', '197_20551_20_pages.csv', '198_421_20_pages.csv', '199_232832_20_pages.csv', '200_176494_20_pages.csv', '201_199478_20_pages.csv', '202_198994_20_pages.csv', '203_19857_20_pages.csv', '204_140620_20_pages.csv', '205_27708_20_pages.csv', '206_242302_20_pages.csv', '207_158600_20_pages.csv', '208_155873_20_pages.csv', '209_127060_20_pages.csv', '210_3_20_pages.csv', '211_24181_20_pages.csv', '212_97207_20_pages.csv', '213_228341_20_pages.csv', '214_108745_20_pages.csv', '215_154203_20_pages.csv', '216_265188_20_pages.csv', '217_92828_20_pages.csv', '218_268864_20_pages.csv', '219_314040_20_pages.csv', '220_22545_20_pages.csv', '221_118_20_pages.csv', '222_204583_20_pages.csv', '223_209418_20_pages.csv', '224_256916_20_pages.csv', '225_296151_20_pages.csv', '226_38453_20_pages.csv', '227_181279_20_pages.csv', '228_222509_20_pages.csv', '229_144344_20_pages.csv', '230_760_20_pages.csv', '231_93260_20_pages.csv', '232_193037_20_pages.csv', '233_203420_20_pages.csv', '234_66589_20_pages.csv', '235_176734_20_pages.csv', '236_286096_20_pages.csv', '237_59294_20_pages.csv', '238_19777_20_pages.csv', '239_48726_20_pages.csv', '240_54138_20_pages.csv', '241_241451_20_pages.csv', '242_249259_20_pages.csv', '243_172081_20_pages.csv', '244_224783_20_pages.csv', '245_234_20_pages.csv', '246_146439_20_pages.csv', '247_232405_20_pages.csv', '248_13122_20_pages.csv', '249_139976_20_pages.csv', '250_160477_20_pages.csv', '251_2655_20_pages.csv', '252_206718_20_pages.csv', '253_269207_20_pages.csv', '254_101721_20_pages.csv', '255_209685_20_pages.csv', '256_187617_20_pages.csv', '257_165722_20_pages.csv', '258_271896_20_pages.csv', '259_172818_20_pages.csv', '260_40692_20_pages.csv', '261_140934_20_pages.csv', '262_45315_20_pages.csv', '263_46213_20_pages.csv', '264_181304_20_pages.csv', '265_136888_20_pages.csv', '266_77130_20_pages.csv', '267_246784_20_pages.csv', '268_227789_20_pages.csv', '269_59959_20_pages.csv', '270_54_20_pages.csv', '271_163967_20_pages.csv', '272_283355_20_pages.csv', '273_283155_20_pages.csv', '274_41114_20_pages.csv', '275_25292_20_pages.csv', '276_176920_20_pages.csv', '277_143693_20_pages.csv', '278_37046_20_pages.csv', '279_5_20_pages.csv', '280_39856_20_pages.csv', '281_163745_20_pages.csv', '282_70919_20_pages.csv', '283_21241_20_pages.csv', '284_129622_20_pages.csv', '285_119890_20_pages.csv', '286_17392_20_pages.csv', '287_2653_20_pages.csv', '288_234487_20_pages.csv', '289_182134_20_pages.csv', '290_199042_20_pages.csv', '291_1_20_pages.csv', '292_219513_20_pages.csv', '293_25554_20_pages.csv', '294_192458_20_pages.csv', '295_8217_20_pages.csv', '296_39683_20_pages.csv', '297_33160_20_pages.csv', '298_172_20_pages.csv', '299_24480_20_pages.csv', '300_31594_20_pages.csv']\n"
     ]
    }
   ],
   "source": [
    "arr = os.listdir('C:/Users/Armit/Python/Scripts/Project/100_300')\n",
    "print(arr)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 34,
   "id": "2f5c1e2e",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_lst = []"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 35,
   "id": "542fdb80",
   "metadata": {},
   "outputs": [],
   "source": [
    "for file in arr:\n",
    "    path = 'C:/Users/Armit/Python/Scripts/Project/100_300/'+file\n",
    "    df = pd.read_csv(str(path), sep='\\t', nrows = 1000)\n",
    "    df['file'] = file\n",
    "    #print(len(df))\n",
    "    df_lst += [df.copy()]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 36,
   "id": "c31ac021",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_final = pd.concat(df_lst) "
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 37,
   "id": "6884aacd",
   "metadata": {},
   "outputs": [
    {
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       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Unnamed: 0</th>\n",
       "      <th>Game_name</th>\n",
       "      <th>Gamer</th>\n",
       "      <th>Date</th>\n",
       "      <th>Rating</th>\n",
       "      <th>Location</th>\n",
       "      <th>file</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>440</th>\n",
       "      <td>440</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>wheeties012</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>441</th>\n",
       "      <td>441</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>Danilo Silvestre</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.5</td>\n",
       "      <td>SãoPaulo,SãoPaulo·Brazil</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>442</th>\n",
       "      <td>442</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>kahley</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.0</td>\n",
       "      <td>NaN</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>443</th>\n",
       "      <td>443</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>cjacques</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>Nashua,NewHampshire·UnitedStates</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>444</th>\n",
       "      <td>444</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>Valk</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>StatenIsland,NewYork·UnitedStates</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>445</th>\n",
       "      <td>445</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>alicelouise58</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>10.0</td>\n",
       "      <td>Virginia·UnitedStates</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>446</th>\n",
       "      <td>446</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>OlegKlishin</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>5.0</td>\n",
       "      <td>Минск,Минскаяобласть·Belarus</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>447</th>\n",
       "      <td>447</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>deresh</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>DrenjeBrdovečko,Zagrebačkažupanija·Croatia</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>448</th>\n",
       "      <td>448</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>CountSatyr</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>Switzerland</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>449</th>\n",
       "      <td>449</td>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>Bewl</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>Bradford,WestYorkshire·UnitedKingdom</td>\n",
       "      <td>102_316554_20_pages.csv</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     Unnamed: 0       Game_name             Gamer     Date  Rating  \\\n",
       "440         440  Dune: Imperium       wheeties012  Feb2021     9.0   \n",
       "441         441  Dune: Imperium  Danilo Silvestre  Feb2021     8.5   \n",
       "442         442  Dune: Imperium            kahley  Feb2021     8.0   \n",
       "443         443  Dune: Imperium          cjacques  Feb2021     9.0   \n",
       "444         444  Dune: Imperium              Valk  Feb2021     9.0   \n",
       "445         445  Dune: Imperium     alicelouise58  Feb2021    10.0   \n",
       "446         446  Dune: Imperium       OlegKlishin  Feb2021     5.0   \n",
       "447         447  Dune: Imperium            deresh  Feb2021     9.0   \n",
       "448         448  Dune: Imperium        CountSatyr  Feb2021     9.0   \n",
       "449         449  Dune: Imperium              Bewl  Feb2021     9.0   \n",
       "\n",
       "                                       Location                     file  \n",
       "440                                         NaN  102_316554_20_pages.csv  \n",
       "441                    SãoPaulo,SãoPaulo·Brazil  102_316554_20_pages.csv  \n",
       "442                                         NaN  102_316554_20_pages.csv  \n",
       "443            Nashua,NewHampshire·UnitedStates  102_316554_20_pages.csv  \n",
       "444           StatenIsland,NewYork·UnitedStates  102_316554_20_pages.csv  \n",
       "445                       Virginia·UnitedStates  102_316554_20_pages.csv  \n",
       "446                Минск,Минскаяобласть·Belarus  102_316554_20_pages.csv  \n",
       "447  DrenjeBrdovečko,Zagrebačkažupanija·Croatia  102_316554_20_pages.csv  \n",
       "448                                 Switzerland  102_316554_20_pages.csv  \n",
       "449        Bradford,WestYorkshire·UnitedKingdom  102_316554_20_pages.csv  "
      ]
     },
     "execution_count": 37,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_final[1440:1450]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 38,
   "id": "366c963c",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "200000"
      ]
     },
     "execution_count": 38,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(df_final)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 39,
   "id": "49b32fa7",
   "metadata": {},
   "outputs": [],
   "source": [
    "data = df_final.groupby('file')['file'].count()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 40,
   "id": "bb4e98e4",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "Series([], Name: file, dtype: int64)"
      ]
     },
     "execution_count": 40,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data[data<1000]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 41,
   "id": "116e6096",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
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       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Unnamed: 0</th>\n",
       "      <th>Game_name</th>\n",
       "      <th>Gamer</th>\n",
       "      <th>Date</th>\n",
       "      <th>Rating</th>\n",
       "      <th>Location</th>\n",
       "      <th>file</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>431</th>\n",
       "      <td>431</td>\n",
       "      <td>Commands &amp; Colors: Ancients</td>\n",
       "      <td>Philosoph</td>\n",
       "      <td>May2020</td>\n",
       "      <td>10.0</td>\n",
       "      <td>SouthKorea</td>\n",
       "      <td>146_14105_20_pages.csv</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>652</th>\n",
       "      <td>652</td>\n",
       "      <td>Paths of Glory</td>\n",
       "      <td>Philosoph</td>\n",
       "      <td>Apr2021</td>\n",
       "      <td>6.0</td>\n",
       "      <td>SouthKorea</td>\n",
       "      <td>161_91_20_pages.csv</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     Unnamed: 0                    Game_name      Gamer     Date  Rating  \\\n",
       "431         431  Commands & Colors: Ancients  Philosoph  May2020    10.0   \n",
       "652         652               Paths of Glory  Philosoph  Apr2021     6.0   \n",
       "\n",
       "       Location                    file  \n",
       "431  SouthKorea  146_14105_20_pages.csv  \n",
       "652  SouthKorea     161_91_20_pages.csv  "
      ]
     },
     "execution_count": 41,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_final[df_final['Gamer'] == 'Philosoph']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 42,
   "id": "bed4f699",
   "metadata": {},
   "outputs": [
    {
     "data": {
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       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Unnamed: 0</th>\n",
       "      <th>Game_name</th>\n",
       "      <th>Gamer</th>\n",
       "      <th>Date</th>\n",
       "      <th>Rating</th>\n",
       "      <th>Location</th>\n",
       "      <th>file</th>\n",
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       "  </thead>\n",
       "  <tbody>\n",
       "  </tbody>\n",
       "</table>\n",
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      ],
      "text/plain": [
       "Empty DataFrame\n",
       "Columns: [Unnamed: 0, Game_name, Gamer, Date, Rating, Location, file]\n",
       "Index: []"
      ]
     },
     "execution_count": 42,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "df_final[df_final.duplicated() == True]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "78cd1477",
   "metadata": {},
   "source": [
    "### Retrieving location"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 43,
   "id": "e6684cbc",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_final.drop(['Unnamed: 0'], inplace = True,axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 44,
   "id": "b7e15e44",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_copy = df_final.copy(deep=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 45,
   "id": "4e78bdca",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_copy['Country'] = df_copy['Location'].str.split('·',expand = True)[1]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 46,
   "id": "43ad6561",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_location = df_copy[(df_copy['Country'].isna()) & (df_copy['Location'].isna() == False)]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 47,
   "id": "80ce75f3",
   "metadata": {},
   "outputs": [
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "<ipython-input-47-e56fdea34bf7>:1: SettingWithCopyWarning: \n",
      "A value is trying to be set on a copy of a slice from a DataFrame.\n",
      "Try using .loc[row_indexer,col_indexer] = value instead\n",
      "\n",
      "See the caveats in the documentation: https://pandas.pydata.org/pandas-docs/stable/user_guide/indexing.html#returning-a-view-versus-a-copy\n",
      "  df_location['Country'] = df_location['Location']\n"
     ]
    }
   ],
   "source": [
    "df_location['Country'] = df_location['Location']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 48,
   "id": "ffaeef0a",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_country = df_copy[df_copy['Country'].isna() == False]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 49,
   "id": "3ecbae25",
   "metadata": {},
   "outputs": [],
   "source": [
    "df_no_location = df_copy[(df_copy['Country'].isna()) & (df_copy['Location'].isna())]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 50,
   "id": "de94b41a",
   "metadata": {},
   "outputs": [],
   "source": [
    "dataframes = [df_location, df_country, df_no_location]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 51,
   "id": "66adf7ae",
   "metadata": {},
   "outputs": [],
   "source": [
    "result = pd.concat(dataframes)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 52,
   "id": "fd9f22ce",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "200000"
      ]
     },
     "execution_count": 52,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "len(result)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 53,
   "id": "c3bd7846",
   "metadata": {},
   "outputs": [],
   "source": [
    "result.reset_index(inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 54,
   "id": "ed6e148f",
   "metadata": {},
   "outputs": [],
   "source": [
    "result.drop(['index'], inplace = True,axis=1)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 73,
   "id": "70bf42e2",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Game_name</th>\n",
       "      <th>Gamer</th>\n",
       "      <th>Date</th>\n",
       "      <th>Rating</th>\n",
       "      <th>Country</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>37765</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>mcmorris23</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37766</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>Dakke</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.5</td>\n",
       "      <td>Belgium</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37767</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>orson9999999</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>10.0</td>\n",
       "      <td>Japan</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37768</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>crosspunisherX</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37769</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>torgoshuffle</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>10.0</td>\n",
       "      <td>NewZealand</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37770</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>woolblanket</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.3</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37771</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>Zarovichx</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37772</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>ahkat</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37773</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>fidgetyrain</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37774</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>mdonaldson86</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37775</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>eferreira</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.5</td>\n",
       "      <td>Canada</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37776</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>shem84</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>7.0</td>\n",
       "      <td>NewZealand</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37777</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>CapnDem0</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>10.0</td>\n",
       "      <td>Canada</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37778</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>ZomBub</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>7.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37779</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>BlueFoxMoon</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>8.0</td>\n",
       "      <td>Australia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37780</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>sloppyjoe34</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>Australia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37781</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>f_edwards</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>NewZealand</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37782</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>cfarrell</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>7.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37783</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>mikester9809</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>37784</th>\n",
       "      <td>Dune: Imperium</td>\n",
       "      <td>jeffrhind</td>\n",
       "      <td>Feb2021</td>\n",
       "      <td>9.0</td>\n",
       "      <td>UnitedStates</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            Game_name           Gamer     Date  Rating       Country\n",
       "37765  Dune: Imperium      mcmorris23  Feb2021     8.0  UnitedStates\n",
       "37766  Dune: Imperium           Dakke  Feb2021     8.5       Belgium\n",
       "37767  Dune: Imperium    orson9999999  Feb2021    10.0         Japan\n",
       "37768  Dune: Imperium  crosspunisherX  Feb2021     8.0  UnitedStates\n",
       "37769  Dune: Imperium    torgoshuffle  Feb2021    10.0    NewZealand\n",
       "37770  Dune: Imperium     woolblanket  Feb2021     8.3  UnitedStates\n",
       "37771  Dune: Imperium       Zarovichx  Feb2021     9.0  UnitedStates\n",
       "37772  Dune: Imperium           ahkat  Feb2021     8.0  UnitedStates\n",
       "37773  Dune: Imperium     fidgetyrain  Feb2021     8.0  UnitedStates\n",
       "37774  Dune: Imperium    mdonaldson86  Feb2021     9.0  UnitedStates\n",
       "37775  Dune: Imperium       eferreira  Feb2021     8.5        Canada\n",
       "37776  Dune: Imperium          shem84  Feb2021     7.0    NewZealand\n",
       "37777  Dune: Imperium        CapnDem0  Feb2021    10.0        Canada\n",
       "37778  Dune: Imperium          ZomBub  Feb2021     7.0  UnitedStates\n",
       "37779  Dune: Imperium     BlueFoxMoon  Feb2021     8.0     Australia\n",
       "37780  Dune: Imperium     sloppyjoe34  Feb2021     9.0     Australia\n",
       "37781  Dune: Imperium       f_edwards  Feb2021     9.0    NewZealand\n",
       "37782  Dune: Imperium        cfarrell  Feb2021     7.0  UnitedStates\n",
       "37783  Dune: Imperium    mikester9809  Feb2021     9.0  UnitedStates\n",
       "37784  Dune: Imperium       jeffrhind  Feb2021     9.0  UnitedStates"
      ]
     },
     "execution_count": 73,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result[result['Game_name'] =='Dune: Imperium'][['Game_name','Gamer','Date','Rating','Country']][230:250]"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "d089f7cd",
   "metadata": {},
   "source": [
    "### Analysis overview"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "id": "e669a75f",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Rating</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Country</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>UnitedStates</th>\n",
       "      <td>441781.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Canada</th>\n",
       "      <td>89604.1</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Germany</th>\n",
       "      <td>75952.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>UnitedKingdom</th>\n",
       "      <td>65448.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Spain</th>\n",
       "      <td>56748.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>SaintKittsandNevis</th>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Montenegro</th>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Monaco</th>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Cambodia</th>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>AkrotiriandDhekelia</th>\n",
       "      <td>0.0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>157 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                       Rating\n",
       "Country                      \n",
       "UnitedStates         441781.8\n",
       "Canada                89604.1\n",
       "Germany               75952.4\n",
       "UnitedKingdom         65448.7\n",
       "Spain                 56748.8\n",
       "...                       ...\n",
       "SaintKittsandNevis        0.0\n",
       "Montenegro                0.0\n",
       "Monaco                    0.0\n",
       "Cambodia                  0.0\n",
       "AkrotiriandDhekelia       0.0\n",
       "\n",
       "[157 rows x 1 columns]"
      ]
     },
     "execution_count": 55,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result.pivot_table(index = 'Country', values = 'Rating', aggfunc ='sum').sort_values(by='Rating', ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 56,
   "id": "69a95535",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Country</th>\n",
       "      <th>Rating</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>149</th>\n",
       "      <td>UnitedStates</td>\n",
       "      <td>58088</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>28</th>\n",
       "      <td>Canada</td>\n",
       "      <td>11656</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>54</th>\n",
       "      <td>Germany</td>\n",
       "      <td>10002</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>148</th>\n",
       "      <td>UnitedKingdom</td>\n",
       "      <td>8566</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>133</th>\n",
       "      <td>Spain</td>\n",
       "      <td>7389</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>26</th>\n",
       "      <td>Cambodia</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>95</th>\n",
       "      <td>Montenegro</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>94</th>\n",
       "      <td>Monaco</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>AkrotiriandDhekelia</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>121</th>\n",
       "      <td>SaintKittsandNevis</td>\n",
       "      <td>0</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>157 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                 Country  Rating\n",
       "149         UnitedStates   58088\n",
       "28                Canada   11656\n",
       "54               Germany   10002\n",
       "148        UnitedKingdom    8566\n",
       "133                Spain    7389\n",
       "..                   ...     ...\n",
       "26              Cambodia       0\n",
       "95            Montenegro       0\n",
       "94                Monaco       0\n",
       "3    AkrotiriandDhekelia       0\n",
       "121   SaintKittsandNevis       0\n",
       "\n",
       "[157 rows x 2 columns]"
      ]
     },
     "execution_count": 56,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "count_country = result.pivot_table(index = 'Country', values = 'Rating', aggfunc ='count')\n",
    "count_country.reset_index(inplace = True)\n",
    "count_country.sort_values(by='Rating', ascending=False)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "id": "afc93aa1",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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cNu416e8UNbwqq8EaJcXnmNK0vqi4CT0gfa6T9H+lNJcoCp9zV+RlO0UV/oUUtUluV7QFs3tF2kUUBdzN1PJaTM1y36wIIt2qqDl8o0Y/ZWlcJ0Nsu0MUNQkmp/8XzsabstqvHae5rKRVS8OOk/TWmvRvT3+XVxQg/q04aC+XtGyWbjPFazorK24EJymCecOu23kVN1FN+2Tb6zSbKAK7F6d95g5lzTpk6bZUNKnwPaUnWaXxxzesl2932dc6LvOiaf3V7o8pr99Nn6q81u77aX1u07bfK17ruz6trzsVx2C5lsuiigcOxT75Q8VT+DkUgfgu55R5FM25XKO4eHxV0lw91lvjdlbL613p+6sVBYiPq74Zn2UUtQEmKAL131VqoiGNbzx3KTqLmk9x036sohC0TsV8GtM1beNhjkNFAWpBRQ2yexUFxq8MOY3WZWqbT7Zui1pz82iwJvh8HfaBxm0zzPrvuM/VnjMUr909pyj0F6/hPV5KM7eiSaUz0uczablnK5a3bf132Q8q8j2+9H297PMmSUtV/OYSxXW17np7kuL4PV411/WOeSmW561Vy9NxP2pN03FfmqtlX+qyjbucA9+peE354rSe/y5p0yH364UUN6zXpn3k+8pqQTfsS5sPeU5ZX3E9uERxA/E3la6LainjKWqk5teWyZJW67r+1XIukLRv+vsDDTY9cqhGN+fRmNeU5n1qvt6uo7h+PakoCz5b3g8qjrd3K2u+rGY/yct3jdfjmuWoW57GfTJNew41Nymxctpud6bPJA0299NlX2o7pzTeb6im5rhGv/bbWsbQGF3DsrTLanTZ+i9pGlXn188Ns092OH9NUxlc8br9Atn3BSW9Z9h1ltLV3nemYcV59Kn0/6jzaNt0FNfMNSQtmL4vUrH+O69XVRyjQ+zXf6v43N6yPPOU10vL9hlqH1HUXl6gNGyY/bmxbKzmslCX+7ime5arVLo+pOGrafSbl122T1vZ+mrFuX4n1byl03Gd7KQ4Nx6nKBf9rTydbBp7Vk1jiP2h7Rirvd/rui9pDO771eFa2bYN1eFY77C+blDETFZTXMf2lHRJ3/WfprnssPlIv1tD0hWKoPIViutE+dy1f9WntP2b4kONzV8pyhd/7rINOyxPa5m3y3pTnLP2URyfpyv6DZizlKa23Ktu1/Rp2pfo5C+xqGm5jyIIuZv17EnUKnqy9MEe0f/o7uuOQX7XlPTm9PVSd588rdOsmMd7VdNLqI2uFTzARzqGWKZm/NQnYV3WiZn9VVEj5/Bs2G8862iuw/Lc6O6r1Ix7tbv/2czWqMnvtTZkL/FmNq/iFYgnuuYx++271KF347R+V3D336d9eFw+P0uN7pvZDe6+qpnNrnjNa50szZyKC7kUr2H8VzNYeqq8r0Yv89u6bJtsOsspOkN4Kn2fW1Er944h8jLR3ddqTylZdMgkb+jUaXqy0T2eK+Vn+Yq0tdvZzK5x97Ut66TBzK7T6FrzA7xHL7wz4tw1PaT1N9f03tZV88lrzbn7K9L16XB3f3sa31YDfSzzd6yqO8Io14KYlnkMda6dhvk0diAyVvkws1vd/VXTkpce82zdX+vSNG3jtE5OcPdt++RrWKn20WbuPiV9f4Wk37r7q5t/OfR8ptaAbRrWMo1Jkj7k7rem7ysqmixas0d+JkiSlzrnS+O2VKyDUdfqtnOBmW3u7r82sx2q5uvuxw+b15blmKjojO40Ra3Q7RVt637BzCa4++NmVn7ro8jLw2kau5SPAzP7urt/vjRsul+Pzewqd39DVrYar3i9etUsTWtHSmOUlzcryn/HpjLUfO7+t7GcR898TT2vdC2/mdk27l5+M2Rrdz+t4zy/7x06auo4rcbyt3Xo4CobPqoWu43UqK/ko2tH1uWzcTqKBy5N87m2aXyaR6djdKyl2pkDHVBJ+pE63He2TPdt7n5h3bqrWvc1ZbLK9ZFNp9N6mdZ7lnQO+KkiSDQpDV5LEbz6sKc3YcZK3X5eka4xFpLSvEQjbwxc5e73lsavobhXcEWt0OJc0Rp/6HqMWXRQf4nivvjPbcvVZhrv+2uvlR1+W3l+LWTrrur8+Jji4eJP3P0pS538mdmXJd3t7kdnw1rPs0Pes6+j0R0WP+nuC2Rpxkt6lSLoXfVWWJGu7o2haWZma7r7pJY003QfNsS1cpyieaIxLQMPm482NJExojg5FwXAuyWdZmY/U8cLmkU18wM0uifLVbOfTLZ45fPXyqryK2qftPb4nLlO8UR1fJr3y93971ZdxV9KzU4o2mY7ycz2qVme72Zf93f3M7Jxj1r0bvkrd58/zfcrKR8npnlsq+w1Ine/s6oQXJpt5TopXej/J2kDM3uDpI96vCK75NSFiwP7Mxrd03IeILvWzNZ292sqFn0ftTTF4e7PmtlzZrZAy037/1Os50fT94UUHRt+KX1v7BXaano3rphP+VXNJVV6VVPdXolaM8vLamYmdz8hm8+Wau+Rueoi8bS7z91xX/up4lWbzRTt2u2g6PFUilqMu6q9mRQpLsz5TdyzadjaZvbhjvv+783sMyk//8rGTy0wpgLn+5TWm6VX0Uo3IY37ZMf12rZfH62KHs9rNG3nute7JmmkF96ps9fI+WT5lL7pFSPlN9+qOHcp2ttuvTlsK9xIOrXr+c3Mjpe0d+k4/U4KotXehKRt3Xq+7lgQa5xPdg7cU1HD/Kr029vMLD+Oj1T0zP6TNP6GdE49uMu2GfLmPH/oOpeiNtc/8/Qd9+2FFJ1Y5Tfxl6a/jedaM9u3af0rau502Q+OU1z7v5i+/0Vx3B/dJR9Zftp6ZP6Dma3k7jfXTaMtL2k+ldcWxYPgxv2o6YartK9JDds4rZNlzGwOH2yqomq6ldu44QZx1H4i6QlPweXkdkUtvmIemyne0ikeslXta+dL2rq03n7u7htn0/2BorZG7gdm9t0hykyzewoup3F/sXioO7KA7c1WDQS4qq4tio5av2dmlyr2kd+5+zNpXO25IH3/dfpbG0huO76K8miX4zyln2Jm49z9WUnHmtlkxavWJyuu+XXXmeL4eZ+ZPeXuP03z/aGi1nqR39brcUr3zbQe/qN4LXpVSZ9y95OyNG3LdImZ/Z+kuc1sQ0l7KMquuXk9BZdTPi42s3mHKIO0nlNSWXwtxY33sYq2OE9SvGWhIaZzkaq38dsarrNFmtZrmOLtqS7N3H1epaaHFPvIQIC57vhRBB+leGOuUpf9umP5e7aKyQ/cT5vZKorm4hZO3x9U1ND8k+L4lWIfe6OkC9P3DRTNk5xemta7FW+tSNLFPlLxqW06RTNocynKf0XNxFUVAaWpFXsa1uviajlG6/bnqYkG9+vZFc26TV0eRWDrf1ma/RVvg6ykaHJnU0VzTZ3uO1vOseul9VSsu4GsmtmjHctk+fp4uaIpQFPUev67UpMuHc4n03TP4u6Xm9nrFWXEHdOomxW1Ee9NeRjmvLOi4vpRrrRSHKfnmNluGn2/nt8f7aWoRXpfWp7ifiG/D1D6/T2KbbSima1YlAEtgptbKzq9NcV14zR3P7jjftD1GDta0dziD9I90GRFxZdD0jxar9dZfvPvxb+Lqfkc+onS98prZds2zJa37Vi/PeUpb7LlCUWzXkcq3o55wsy+oGhS4a0WTSkU5ZjinrH2PKvuTZtK8WbvqKB6MTKt/z008qDhMjM73NMDmZRmZcU+kJ9rt3f3m9L3tnvxy939zRXl0qnHqrtPsmjy4hDFunxO0WzFp3yk+ZKm+7AulTI7xTpSGfxWS3G/umnWlHsnu/uyLfd6w2y/WgSYR7zC3d9vZh+UJHf/t5lZ1wta8klFreeHGuYzt+KkulE2zBWvAEuj21AZpeXk3Vajd5P0d/62+ahDIUrxdGa17PthZna9okfQroXgunWSF7L+nbbPvooTzNYaPDhOUwRXj1J9oO0NkrY1szsVgcPi5LGqu++m+NJWU+1JSTemAzcPPuYXiU3d/f+ycY+Y2Ts10n7UmYp2j35fk9c3pqDPDe5+oJl9R6PbEZbag06SdEQ6qeynaM9uPqVtI0lmdqIiOH1dlhfXyEVEit7ZN3f3WyryUKi6SGyTxnXZ1xbxeEq6t0ebjZeY2TVpuXZNf7vUIhyfBz3c/WmLtiqlkcJ2W37en/7m7UnlN7tSbMPHFIXMuhrfbftkl/XaNo3H3L1q3xjQYTvvqejV+dVmdrfidbUPe/ea33unv43nn4Zz104pSVOhRRppS6ouXfFEt8s+t2px4ZWmHqdFzYzGmxB1O1+35bXLfIpz4H/Tvixp6hP9/Pw3j7tfbYNt7hUBpy7bpkteI1Puv8y/WzyELdeSady3zewjKV9LKfbJdRSFtbzg0nSuLaZbt/67HuuLuvupqTAtd3/GzMrHWZdz/rGK/fp7ihuYnTR4/VxH0V7u31Td90LXvNRdW55V+35UNa6cpphu2za+XdIVZnaWBtdJfqNau42LclVHE83sbEXwyRU3nddkAYBvKl5BvtG99pW8RSuO9cVTPtdV3IAuVrp5m6B4UNp1Xyry2tYu3omK1y03VrTZt61G9udOD5jdfacUqNlU0gcl/cjMznf3j6j5XDCVxYPuz2l04PFtaj++Cl2uYbXtRXt6A83dl2uZz/sknWVmzynKsI+6+y7Z+C7XY0nayN33tXg77w7FfnOpRrZXl2X6vCLgcKOkjyoCYEeV0tS1fTjMvtR2TnmvpNcpXn+Vu//Too3EYafzmez/uRTruthfiuvBlooOmIr19EGN9OPSeA0rAjF15Tcz21TRDM6SZnZoNmqCKvZb1Rw/nmqXeXOb31326y7l74lm9l2NBLX31Ejt0cJPFA/O81rsR6Tp75SGnafo4Pye9P2ligeNU5nZ1xWvM/80Ddrb4s2KL7RNp1jnZna6pDU99YWTAjIHlPJbt16L7dd0jBb73atSXs9K3zfX6OD8YYr7wB+n79ulYR/J0myl9Hp+OtctocFjtPG+s25Z0nLsn/7upApmdqA6lMmK9WFmRyo6STs7fd9U0nuy37SdT8binuWlioDiz2rmM8x5p7jnOFLV9xwfTH/zWrXl+6O91RIL6VAG3FbR9EdRs/vrKV1eG7R2P+h6jLn7RRYPatdWnB93VwSTD0lJGq/Xmbwd3bkU5e1bFLWju2rqW6FxGw5xrL/R3dfOvv/aRt5gvSkNa2oX+VuKSmzvdPfP1eRltxSU/pJ3eAOsLqieRp+gCID/IH3/kGKbbJ1N4giNPtceqZEHN2330dumfLQdHycrzvnvTd8/oAjUF7Xwa8teXWKJQ8Y6FlL0n3C1BsvgeWWgqnJvEZivvdcbIh7WzKehTZUX0kftPYl26YX8IjX0ZDmGeZ2ihjZbxnA+x6i9l9A/KA6QcYoT4baS/pCNv05xEE3Oho3q/bJDXvLfv0Nxwr8/G9alZ+Jlqj6lNFsrtW2qCAifLul12fgdqj6ladygrC2ctF/lPaJf15LPxt6NK9JNTn/HD7tuFRdAa0kzTM/rA73ap/3iUx1+X/SIfK6iLazXSfprGrZl06c0nfM12AbrFpIumA7Hxp86pGncJzuu17ZpfF0tPZ533c4p3bwabNv31envGlWfmt8XPeOuqGinb/ZsfOO5S1GjuHXYGG3D65W1w6p4+j10z8LptxPy9ZYNHyfppx1+P65l/Dcl/Z/ivLehIsD91Wz8OYpzdHH92krSOaVpbFox3ap29+dQPKxcRaU2Fmvy9qry+alt31YEZ+ZSOhcqHgycXkrTeq4dg33gYkW7YsV6W0eltua65KM4TlXf83qXa0+XvDReW6bXp7yN1dLmXddtnKVdXFEL7OUq9ZWglvZzFeWu2VryPymfblr/xXpeL+X/ntLy7KN486r4zWId1lOXdvEmF9sy/a3rBb74O5/i9d2q+c2uCIScLunBNKz1XJCGn6cIlN6S1sExkr4x5H7R5Rq2jEa3F/2KinRLKm4I35p9Fs4+y2ikL4OFNdiGYuv1OE+nuNHcJP1fLse3LlOH+SykkbYPr1UEK/JrzdIVvym3C9p2Til6mi+287yq7lm+tbf4it+U226dWJFm1LCWaVaV396uqKm6g6I91vwcu6VK7aQ3HT9K/btUfG6sWi/pt6Ou2+pQ/k7r+uuKQPVERQ3xeUtputwz3lL6PlvFsBuUnd8UZYpyPzaN01HFNaI8rG69ZuPfVCyj4oHJdzX6XH2pBsuP8ytqgw67Xop9e1LaRqZo1q0Y33bf2bgsadje2bSPUhynG2Xrb5uO+/WoMqMGj7W2stA03bMogup/UQS6bpe0a9ff1kyv9V66wzQuUkssRC3lgzSNBbPvCyre1Mqn0bgfdDw2LlAc699TnHMWH+a4aFi+ORVvG5SHz6eafhLUoT+JDvNtPNYV1/u8LPTyYn0oi7M0TP9mxXX6FsV9eu09YcfpXaq45zhBcZ/zKWXnA0k3V+Wh9L3xnNK2TytdQ9P/v2xIV3V9zefT5T6sNq8aLtaxXtWnlKa23NtxX7pBEegfVV7r8qEG84gDNLon0fwJ57/MbFtFj/aueIpX7vnxdjX3ZCkzW0rxJKaowXuZIoByVxrfVKuk8A+N7kVzgFU3WfAvlZ6Ol/lgray91N5L6IcUhedDFOvlijSs8LS7u5l5yte8pd/LurXp+eVs+O/NbCMN9vTa2jOxp3afU82l/BWw3H7ufppFsx7vUATvDld6QuXd2if8qaLn4GPT950UnRgU2nqFrurd+MiKdJdYy6uaVv06zWOKE+51kv6kqJlyT0W6QpdedCufvHq8yvFBxcW7ycEW7Sd+WrHfTlBcaKQhat4pnj7/1OIVWlMcK9vnP7D2JkpaX+FTvPK+iqenxDXa9sku67VtGsWT09oez5PW7WwVr2UrahcM86rMpZLekmrNn6fosOL9Sk+I1X7u2kEjNQcKO5aH2ei2p4saocun8Y3bOPmOpD+a2Wnp91spOjjK57O3IpD1hOIYXEPS5939vDR+rTR+/vhqj0ra2UdqU3VtTuBvFr3Rn6IoRJfPh2215qpqoJfbyN3PzP7r7hemvO+rqLGRt2v/rvT9r2mdLGdmH/WslryNftXrXsU1K9e2bz/l0dabzGxOj/a+BtoobjrXWodXt1O6tv1gH0Vtq1eY2RWKVwe3KufDol3El3vW/EFJY4/MHa89VXnZupSm8dpi0dv2/hp5nfBySQd5VpPIOrT13LSNLdp/W9Hb22Bu3cYWr35/RxHIuV9xPN+iOA8VPuPNNaHWlnS2mV2imnKXotmRy1MaU7wSW9TSKN6YOc4He0kvu8LM7lAco6e7+yPlBB5tIn83feq0NVv1n/T332b2MkkPqfS2XKol935FcO5ixbmgeGOo8m2UinzUvjWUzaetPNrlGvYej9eNn1J0TFecV6ee083sG2l5btbgGzaraOQ19OLvu9LHNVJrrsv1WIqy1Z8V6/hjafmeKqVpXKa2a09K+4ii8546t5vZLxQ1xP6dhp2twSZa2np5P9XMfiJpQYvm0nZWdTmxcTo22JbsbIrXqxcoTWNeM1ve06vAFu3GDpTl266ViuvXuorAkRT77iRFUwIHKW5iq2osl9UdP51rW7Vct6vK3wM11N39X4prcpO6Wuy5C8zsXA2+rv77imktKKko85W3TZfp3GCj36y4oTSNtvPSYYqm1VZTlNOPSsu2XpZmCUXnZIWn07Dcs2b2Cnf/qyRZvHZerlU4MW2DIxX7yJOK2q2FtvvOLk0D7uzuh5jZxooHu9ul5TnP3Z9L5aNyky1V/mlmX9Lgus2bDGs7R07rPcv7Ja3u8db1Ioo4RtV5oGu5uPVe2irax/asWUV1iIWovXzwmKKG5vmKbbyhpKstveWQYhVt+4HU4dhQnPNWTvN81KJfqOI63GVfqjKP4v5J0qhmHMzMHlDWjENapqL88R+la2VZh23Ydqx/WlEWmlrGl7SHRWzm+DSPpnaRv6zUGatGl3PK94QXmNn7FOWluvL6dorrzscV9/xLK96iKVxrZuu4+5Upb2/Q6DdQ2s61bft0XuU4r4mvNM/iGnmOmX1eI3HA9yuu24UuZa+mWGLnppO8+U2dQlW59zkzK5/7peq3KjdPy3iqxdtjpyiaofx7h3nTyV8unZzXUazoK939wWzcsoqT2Js0ciL7pGevkFs0BzGKux+YpTlfUc0+PxC2dfcN0/jzFBvxM8raovXsVQQzO1pRo6gpkF3ZWLyiBlytjgHUzizasl1BcXH4mqIQfLK7/yBLk59Mprb3WAp2F+3HVLbZafHqcdlAob/uZtbdX5ulmezRccvXFE+hT7bBjs/a2tosprOJIkAtSee7+7nZuCcUhfP/Ki5exYE9QSXW0FGTmZnitbKN0jTOlXRUfiK3aP9nLY0EnjdTXGyWVewbm0paXfEaW74vvTubRhHMyLkPthm5jOKVyTkUF4kFJP3Y49WX7yme+pbbNL42+/1cnrWpNK2sobF/iw54LlOp3WJPr4Wni/PsGgncbCfpWY/Xj4tp3CzplYoLSOUr7237ZMf12rpfd2HRzuLqqtnOVvNatg++htxlPkVHEHtJmtujvcPrPHWIU3fuUgS+P6QIjF2WDZ9f0nOeOrPL5vNnVbQ9XQSi2rZxNp2VNFIgutBLbeSa2fXuvlq6Cdld8VbDie6+Rhp/g6Q93f2y9P3Niv0+3w9OUBTUzlJ9cwLzKI7NDyhuzH+jaCO2UwctljqgsKyDETPbzLNOas1s0TTdzypeM3+1pA96Fvi2lg7V0jln6bYCRtu+bWZnKIKjn1Ss/0cUNd3fmU3jb6p+8Li8mRU3tVuq4tVtd/9UmkbrfmAtHYiY2eaK18nmcPflzGx1RdA2P0eurQiMLqhoD3gBRVvJRaG4y7VnzpTHqXlRbMuBV/4tgovF8VC+tpyvwVf+t1V0zPuOLM05Sm09p317vKKmySppfOs2NrPLFU1d1D406biNr0/jfp+uuxsomubZJUtzm+JNqGMVtUEG9olUZnpS8fDluWJ4Xu5K6RZVlO+krHxnHR9WpLSvVxyj71EEQ3/u0S7ijS3TyM8HH1G0K7lqWqb5FK/0Hp7G76e4uXu7Rjq1Osrd98um8TPF9fSc8v6RpZl6LqgZf6W7r5Nuvg9VBEV+4e6vyNI0lkc7XsOuLc6X2bCpZar0/VZFk0VNzVvU6nI9ztIurGha6tm0jub3rHOpDueu2mtP133J4hXgIxXlt63d/a8V66TxnJLSbKis/Ofu51csb9u5qTjPmuJ13r8pzm+XZ9PYRHHjfHtKt4yiL5T83NN2rTxXEVC5L31fQlFr7T+KbeeldVe5DbPjZxVFhZn5FBVDfpKleYmi+TiXdI2P7jys9bqdhg+Uv22IvgrS/cqBGunQ+DJJB3jpwZRFUz9vSV8v9azfmzT+g4ra0heldfJWReD+lK7TsWjHNK80camkw3ywHdO281Jtx1/ZNL6oeNBVzPs9ioDE/8vSvD1NP9+XdvKszfLSci0raYK7VwVFKrUtS0pTdHx+iKKm6Rmle72vS3pQDX2xpHQLKx7qvlWxT1yqOH4eTuNbz5EpXa97loptMMlrOpXtWB5qu2/ZX9XtY2+VTaNLLKSxfGA1ndBm0+ocq2g7xlKa+RWVWT6jeJtkzjS89XyT0uVlgHGKCgIHufsP0/jWjl+tW38SbfevXY71OTXSnOCtXrr3tg6dDZrZfu7+lfJ6LE2niHU8o3iQO7A81qHDaDO7RVEmLsqjL1eUjZ9J01q17VzbYZ+eegzVlFfya2TtdLL0tWUv6xZLPE/xlmS5yaONszTlSiDSSGeNn/aRh8ED5V6VHgxXLExlJQuL2Nd+injluKZpTP2NE2CWJJnZBT46iDFq2BjMZ2qwpWpYcXEoLn5p2DWetZnT8eQ90d3XKk1noADbIa+tHedZhyeiXQrBpfnOprhg5SfeyvaafLBmd9vydLmZ/Y2ihseGikDPfxSBttXS+Ms10p7d5krt2bn7l0vzWkbxeu3vLYJH4+pu9CryOZcGG7W/XKMvEOPUoRdRi7al3lkUWlIh5reKANMkxYVoFO/2dCyfz9sVryb9p2JcVcHRS/vRFEWA+rL0udxLQXVrqJ1nw3ViMeoYLM3neh9s12vUsLR9q+bTVANuurCWHs9TmvXKv0vpLknji8J28Xc+RfDiLdk03qjRx3lea6G4cd5DcXzs4u43mdmNPhK8qjx3KQpuyyke3uQ1g55QvJY0ULPJzK5y9zeoRtM2tiF6Re9wEzLqnFpR4G89X5d+v5CiADL1Qm7tNbavVdy8/yl9/4CiaZo3lKa9uKL2xiRFDZ5ysK58rTHF+S8fNnV7joW0by6g6KgsD3YvkiWbS1Gbd+H8XFtc50rTmzqsbj+wjj2Mp7STFNeNi7Pt/id3X3mIZexy7akq2I4a1jKfUfkqby8baW8v348H1lPbNrYOD01K6YttfI4PduZUlFOuVzRF9VzFudYUD2t3VrSTeKqisP2XumXOftvaG3bduTFLM+pamArt31U6RrPrQfGGV16BwN29rbZjJWt+wLyEYn1IcYzen4a31SQtfr+Z4lq7tEbeGjrQ3c/K0rSWRxvy/kF1fGho8dBja2/o/b3p+tP1epzKYvso3kbYLd00vcqzB3Edlqv22mPdH3wVwbo3KbbR5xTrfphjfV5FLcBnLWr+vUql42ss2WBQ4s8++sFX27XyZndfKUtvkm5SPEg5W4Pt1k5VsQ2Xc/e/1Q1L9wpfVtT+MkUN24Pc/ZgsfdV1+3YNtkddzsfpNvIgt7E8NdYsAgz5sX5vU/rplIdLFLVjd1IEr+5XvNq9SindGhoM5k2umNaciv1VigDXqAdLZraqRh/vxVsEXWriti3PsYpmeZZTtPc8TrHfrpnGd6m01Boga5j/mNyzWNS+v7T4qlj3xffyQ4/Ge5+O+b5RI+1jr5auQyd5qiTXc5p1ZcA5NNLhW9XD/7HYDz6uWGdrKtrlv0zRJFXxpl/j+SYbll+DnlGc75/Jxne5r5yilv4kpnUbWrdONmvjR13KVEPmp7GyQt21PZvfnVna+WNQfTmiZh7PaqRfrrklFW8V1Vb+q5nOnMo6G87yeFDdb2qmc4u7vyb7Ppsi3pMP+4qkuxQVVk3xQOAVirduPubu66d0TRUz8zjV3IpmbQbiVCnN+9PnWUmnuHvVG82jvOibyLAI5s0jadG0IYonFBMUF5883S5q7vl7MUn7VqTJg6APmdmHNfK6xgcVr0AWioP8HovA0T+VesbMplcZmChpaiy+yGtbUxxtDaNL7R3WySOg3BhULllBo19B2VtRwLrS3Tcws1crXvOdytpf2/mfRzByNjObzaNx/++X5rONIvj6bXd/NBXsPpuNn9vdLzAzSye2A1IAIg967Kp4/XZhxQG/pKTDzWzPjifmE9TSqL137EVUsR7zwtv/JC3h7v+xeF2+tUDcZd9XPOE8zMweVuwPlyqCxI8oAo0DrwZavBY3lbu/0qIjgbcoXn/9kUVvzqtnyX6eplvUeN9WUbvgHRquE4u2JkpaX+HzDq+8113IFYG/tp7Ma3tmT2mKgnZlzeOK9G3buXh4UflatnXrDFKK4/QLik5PbkrrbuoDhpZz153KejVvcZGZfUvxylBeI7s4hpq28cka7BW9YOl7vm9OsniavJyiJ+f5Fa8YFcfwJRavKf9MI69MXZzPrOP5uihkv19x/pmokVfepejpelStucxWkn5hZh9SHEPbK3WaaqOfdM+RlnGrOI35hGw/q+xQrTSva81sbXcvD8+XpfacYaWHY3X7po9uFuH75XOt2l/drtsPhml253/u/pgNdtzxXP7F4iFa1bFcXE9rrz0Wte2WVDR19DoNlkHmSWlae7lO38+zeLhQvNq7leLNlty/LIL3nqa9jkY3W9O2jf+aPrOp5pxrZie6+3ZpPRQPsk5UvBFSeNTiYdaliteE71ep6bF0o3W+pPMtAvMnKV7pvF7xMOpsM9vISwHUZB+1NPHTNShkZhMUb1cVBfkzFLUk8+vBhqXA1ecsHv58vi6QkC3nd9M09lS02/6ou//XzOYxsz3cvegUSxadHH9bca4xST8ws8+6+y/U8Op3aZa/93ho/ZhU27xAZXnUzPZtu4YpXum8R9KiGlz/T2j06/n/VpRVL9Dg+fwTaXkbrz9drsfJsYpzaFF54W5FOfc3HZdJarj2ZPv5d3zwwdevLWqFFSz95gqLh/OnaiR4qzSNtnPKpRppjup3imvG1OaoLDrgrOUjtam7PmxbUyM3zquZWbl8XXmtzMZfbFGB47T0/X2K/XdRxQOHciD5TYrX0ct+qcGmRCTpFyl/UpTXX+cjbzMtotgXj8nSV123/62oob+w4nX5Ua8ne7eOBIv8r6XoN2FZDQYb8rcZtpT0DUU53ZSdz210IOeu9PdlZvYyH3wDsHY6aXz5AXWRlzxYuqCi3FDOb7HfN3X8VUzj5Ypav3nt6ap7lHxfWr28L5nZMYraxzdpZB/Kr8uV953WHLR1RTMjZxX3JYq3+m73keYldsqWe7mKaQxOsEMTaHVlIaXO2VV9/Swf903l2S1K32s772qZTp7npnvp/3g8CH4mXRPvVzyklHWs4d+lDGhRw/d4RdDXFM2X7lAEx5LW+EPbsZGW8buKZiOrmuhpO98UyhXIJpTKjF2azPmHop+Appqfjduww7F+mNo72WyKH7WWqbK8/FJx7/I7d3+uIr3U3mF05brIzylmtoqiLLBw+v6gogbwn7I0tfu0d62Ra7Z9TV6KY+NMtXQ2bN2ahO3SdFK5g8sjLB4+fM6i6dTiYeuoipmS3maj41RLKeJ9+YP/qxT7ymmKCgDl/bXRiz7ArGjP8pOKV1cnaeTm7nFFZyKFE9Xek+hPFQGvzZS9TlhKs7MicPg9xU72Bw229dzUFq2kzoHsqnZt8oJkkdd3NeT1GXc/TM3m8YqeRCtuhAf44CsfRdoiwFPVpmdje01W89qOBgNgrTeziqDab9ON3fqKQk4+jbZ28aSoxfR6pQKEu9+Wbny6nphX9qymh+KG5uaK3yyk9l5EfyrpKjM7M33fXNLJFrVfbraatrp98Ild677v7jtIkkVwcivFq70vU5xjfqHRF+jTlF2gLdomf5MiOLaaomBZbh7gpT74Ss7BZvb+NP+fpL+jgnk20iNzYW9J/2dmdU2UfFaxzgde4StNs/KVdw22HVp3IS+2Rbkdqdx66tCTtbr1eK4O2/nX1tzu91qKnpjbXnl5JN//0gWpuEFpPXd13B+l9rana7exu29mUfJbr+LGp6zuJuSQUrq8lnK5VnDr+dqibdfJikDDZz3aeMw95lk7yGXufrtFYPFXilfJNvL0NoG394wsDe5n92mkXcUHNDpg8wZJ25rZnRp56u8++Hpx7TnDOz4cs8EHcbMptnW5zPIpReBi4NXtbHyxHzytaA9yqBoJyU0WgftxFjUei+BZLq/5NpcieJLfrDRdezZWvJpZbtPuCUWAQu7+5vS3LpibX0M/qZGak7Mpmo/I87ePWtqdVss2Ls6z1vBarwbPhcVNZfmmbAvFw61PKfaRBRT7S/67RRQ3Y9sp9s29Uv5XV1xHFpX0mZpjvXNv2Nbe/NX1iuPrIHf/46gJTJ2MvclTz+kWtW6LG7NvKwr552ikGYcqu7r7j7L5P5JuBn6cpfmSpLV9pNbyYoobkF9k032nonbdTVa6003+ZGaNbw2pvjxanONqr2EpYNj1oeFZ6VOn8frT8XosRTu/77eoXa10Ti/WTVGmabouS936PWh78DW1mRh3v8fiwckbNajtnGIp/7so3nD7ppldl41fVxGw+JmiLFq3v+2i6vYeH0jLdbp1e8DcFrDbw6I5vOI15hMUwZtfa7A/lcLjkr6vdG2yqFTyWkkL2GBQfIIGr1EPaTDY84QGK/FIUcaUBq/bD6RpraTY1wZeT85/3OFcIUXZ+7MqNd1T8k1Jm7t7+V5SGiKQ0zIdqf0BtRT3TVfW5dej1nR+fVpGcSzk+8BvNXJumFvxsOFWZcdhx31pndI9UFndfWdx7a8r8yynWA+rp48kLV91erTubzu0Bcgqy0I+0sTC74vrRTbvN5Xm0XTP8rcO5dgu0ynm3XYv3dQ+dhE8bQpydy0DfkdRjr015WtFxbksL0NU7gcljceGu387lTX3sOgr6gqPN5u6nm8K1yriLI8o1uuCGmnWwVO+D9TIvdtlinhQbl+19yeRl2n/N5Jk6jasPNbNbHwKoK9dCkxeaPGwPlcVP3pfmlHnMpXifncnxQPw0yQd66P7MWmrrFCcU0yx3kedUxQVt/bxweZHjlC6pnaMD3WRv7k1lyIYe202naXcfZOWaeTnj6lNwuYJ3P3jZvZejVROO8JHN+vybzPbRlHmk6IMX1QUK87BTRUz6+JUue0rtld33qNnwBfiR9JeLeMnp79NvdJOytOk/6+ZDnk9Ty29fys6Diz/bm8fIq+Kp2B7KIKuC6vUc3dKc7CiCYa6vH4lTWN+xYn5Y4obtGGX+QzFCfsAxU36mZLOzsbfqDhBFb1xLqFonzKfxryKgNV4RUD9E4qObvI016Xxr1T0zPut0nzWVgSUl1LUhjldURjKp1H0Ql3sM+NV04t1zbKelE9TqRBXkW69qk9FurUUJ5q9Ja1VGjcxLevktG52kvS1Hvv+hxUn+T8obhT3VdT0ep/i4rFl9tlRo3uwfk5xotuiYb18N01ztvTZRlHTPE9zsaRlS9trVK+tHbbBnIqHC6tKmrNi/PWK2mHFutlA0tHlNFW/y/7fumL8qGEt+Wzt8bxtO6d1+cbSsi9Q+v1pigB/W34uU9Sg3qM8jTS+8dzVZX8cq48qev+uSGNp3/5y+v5ySa8fcj5dztdvrfjdm7L/v644F62rwV6bb1TUBiw+9yoKXzeousfjhRSFircWn2zcOEXt+rblWabqU0pTHBd1PdJfqrjxv0AjwaWzStO4KPucr7iheVVFfuZUBAxWU8Wx2mF53qU4X325+JTGz6Po/PGa9DlY0WxB23Svzv7vcu15X4+8L6ho12/Y341XFNBXVrR7ONQ2Tr+brAgg3qm4mXltGveFtG2fUQSJHtdIkKfyWFaUDerKGH9R6lSm4nefG3bZ0+821OjyweWKG4Yb0vIeoKysogjotU13TcW14Y60Xq5T6lk97Z9fT8OOVrx5M2qaimPasu9Fba/ac5fiHH5j+v9YxTnntrTvzq+aXtQV57NtFcHrOyRdV5pv7fkgjf923fgs3TrpuHlS8ZDnWUmPV6SbI+1Xo/ZJtVx/1OF6nIb/QRH4Knp5f4Wy4zQNW6PPPlWaxiaK4MLFki5J63bjUprG807NdPNzymTF9eBKjRx7N2bjx6V8HJ/SHlykK03zvHzdKsr755bS3NK2/6vhWpny8uea39XeI5WWZ4u0bz+U/hafQxWBhH3S54S0vAcoAsjXKprU6brtbqk4tsrDGs8VRZoO87piWve1LtNRKie2pLm2Q5rXKcohdyiuyx9vSb+Gov34YfeloxVB/rrxjfedLdMu7n0vqvhcmKU7JR2ff0rf51F2fszS7V/1ycZPTn/rykKj1nuXbVGVVtIvx2Bfar2XztIuq2g7vzx877ZhaikDqrr8ekPpe+t+0OHY2C8t84Hpc73iAW7j+aZiOkfmeVEEMX8y5Lo/TxFTOLBqX+o4jcpjXSPXvGsVD1qL4ctn4yY0TPflpe97Slow+76QpD1qfruAoiLjPzRSqXJUubPj8lWdU9rutTvv00PmZUFF7ezi+xGSVhlyGrMpmhctD19C8XB1M0mLV4xfXvFw9kHFw9FfK+6d55b05pTmmvT3OqV7I6WypDrEqVIejlY0vSVFgH6XrstGG8yZpir0Zna1u7/eok3bPRQ38lf74CtGtZ2mWM1rd9l8ilcBl1fUjltXEXT7o6KQP7VqunVrp7mxY5WmvGbp/1ad1YFlfkINHdZZQ7tD1rMtH6torynbPpMUNxdPKAqFo9ootnitJ3915OFsXNE23r6KV4F+YMO3Xf1NSY8qXjfbS7G/3OzuX8zSNLUn2NqofTadynYYs/Evr8qjp6fG1qGt7o77/oOKQPLhki5y9zvMbAtFu3rv1mDtpCcUnSP9Ifv9aoqaLW9Ny3ubpEs8OhLJa+fNq5HaFbMperbNn75vrDh+DlW8dr6ppI+U9yVrbpeo3Ab2ZZIO98E2sLu0HXqtUgc+6fvyimNsjWJ8xTFaNay2jWXr0CFUKb+V27luH7eRV93mV0tnkNlvVlQUILZO6Y/z9Pp627mry/6Yhi2gkY5VpLiJP8izGnhN2ziNP17SD725qYfDFPvb29z9NWma52X5XVDNr5VOy/k673jioorsuUo160clGGyfrLUd++JYb5pmlnbgdXQffGWt8ZxhY9iGZcu51BQBtOXc/StmtrQimHJ1Gl/ZxIy775LOA7srCm03KgJWVa9Qygbb855NEWg81N1fVZW+YVkqj/WU7/0UD5F+pajJc5Bi3zvZ3ffOptG237e95lekW0Mj58ArfPCV7C4d1nzNs05hapb3o4qbqacUx1lRfsivLeYtBdW6ZTaztymuScV6+4biJtEkfdVLbW2n4zRvM36Soj3GT1qHjr2yaS2QxpVrBBfj36hoHu0diiD5Wdm4bymCVkUNt49K+oe7f7qUZlUNvkJ5g6LJkKUUtdJv92jmaxFJS3qpkyyLt4beonjotZri9fHL3f1rWZrG84GZ/dHdG2soW7cOg9ZX6XVoxSuuxTX5IjV3Utt6PU7pNlQED1ZS3My/SdKO7n5xluYiRfvJv1C0N/in0jS+XLWcPrrfg9o2i5vOO1maxnOKmb1VUcv5Cnf/RipffNJLnWNnefmgIjh4oKeOp9K4Lu09nibpE55q9VbpcK08U1GR5++l393m7ivUTHOKu7+yNGxdr3iDwOr7d5A0+HZbU/nBzH6oOJfkx9YUd98r+33lucKzztUsmj75oCKAlu+z+TnnEMW+9qu6NCldY/8XbdOx6LBunOqbFJOZfUrxEOg3Gny9e9G0HB/USKd3n3H3ZdSBje4DoMu+tJ7inuFeVXTaaTX3nZIO9m7N3HTJd3FOycvJo84pWfp53P3fFcMry0KKcskbFW8cfS/7yQRJ7604d9Vd41rL8V2mU5HfynvpdN4ZpTSNLh27NpYBLZoSeFaDHRaP88FmSRvjDylN27Fxq6TVPN3fWbRFe112nq0835SV9/PysJryw2OKSjU/8XhDu1PfHhZv7BTb4WIf7My78lhXlF9fl8pEx2mkeY5llTrZLN1zDPRBVt6mVt2f2Kj9zwbfQPun4s2ONysCsetbe1NQVctfPqecoQic582PrOnu703jO8eHhmHRDOZN7r5i+t65s+FsGq9SvDX/ymzYNopr9cVpGm9RvNn6i8qJ1E/7DNV0pGnd4lTnqKFD8DY0kZFYexX6I9KJeT/FhW8+DbYFKTU3b1G8dvemNI+iB+CtFb2RF05WBIrem75/QFHQyTsVqW2n2UY6VlnOBttgm19xA9Elr5Ik79YGVdvr1/8ys20V7ee6opBSvEa0jzq8Ambd2uxsem1HaTqVN7MabHP1f2kdbq+R18Znz6bRepFQ3OTtoghKfFSxPx2VTaPtFbG2VyyK6ZRPQnk7jIW2V9Ya2+pOWvd9d1/UzF6ruOh91eJ1slvdfbsuF2h3v97Mildl3qK4QKynuCh2ecW/mM65Zra7osbjg4qbzYF2/KyhXaKU5AS1tIGtbs2tVDa1YWabKl6RXdLMDs3ST9DgK7C1N6LZ8hZNhvzSon3Dyg6h1L6dL7B4ffV094FgzlmKp5iXlab3ljSNUdz9L2b2JcUxcaik15mZKV73b2tjvsv+KEUt4D9ppJ3i7RQXwi2lTttY6tbUwxs8HjhNTsv2iA02udL4WmnSdL5eV3GTsZgNths4QVFIVJpv7eto5fNjg73V0o694lXPH2p0z+n5jWiX19Ebzxk15/DycnV5iNB2Lv2xUtBD8TbNk4rraxHcb2pi5njFtrtMUR54jaKgVmWSRh6CPaMoYObBoi3V3A5g27F+Qlr+X2qkje7rFIX0e7NpdNnv217zK4JoW2vkdc5jzew0dz84fZ/XU3BZsSAXWzS7lPuNmc3r7v+y6HdiDUmH+GBbq59RNAn1oOqdaaNfYZ56zVVcK+qW+TuKMsYfFdvwj4oO735YnqDqm7/q9NpvwbKHBEW+PQs+WjRn8TpFr/R3KY6h3OcU5YaPpe/nKys/pOl9Np2vi1epp75CaWZn5zcAHm3RlpsIkOIB9jWKBwO71yxO2/ngulTOPK00fiBA5u5TzGycuz+r2JcmK2q6F9pehz6gJn+FLtdjufv5Fg9+11Ecg3uX9710bnyJ4tryE4sKCadk+34+3bkUNYyqXr9eQVFRYC6NbrO4S9NWjeeUFNC5NPt+u7LmqKSpgeV3Kcrdyyqux2eU5tOlvcdFFU2qNT1gbrtWLqSKJt0UZfdd3T1vkqs4l03SaO81s5sUHXD/TvGg5VPesa+DpLb84N1eT+7SVN5OigcMs6u6HWEprvP/VuovoSpNh2tcl+l0adblacX9xBc1cs/giv3mMkmbufuUlKeBe8Usr3kZZjbFOf+fpWRd9qWjFdukrrmOuqaiinu2tmZuivRNgfunLYKNntK+QhXtqqYy3NGK7f9yi8oyH3X3PVKSurLQHOn/8RpsGuBxlZqsarmu5+X1tgexXcoHbffSeZ9EcyneiJukaNe1Lv4wQYPxhy5lwN0VtWSLc9plGmwmqkv8oZh307Hxz7QcRQWiORXHc6HufHOSBv0z3ffkAfF8379d8eA3P88+oejE8EjF/t7Un4SkqQHktRWBWkna26JZruJ6Wnes5/cYP9HI/cWzivLIRdJAM0r5fZlK46RoMm7qw/90HzLQHKVFgPNVijLUZllZ9RQb6ZOgsSmojueUnTXS/EhRKWznbHxrfKiLUvxnNkUs79QsyaYdppFXmHNVNwn7RdU3gVZMZ0VFEyRLuPvKFp2ivjsrp6gIsCv6CrtIqWJmGjYqTlW+Bkta1N1PNbMvpOk9Y9EhYjc+jVXEXygfTacq9BXzuVLRU2Pxvfy6TNVrIdeXvm+WdpSVFSeFSWnHkuJmf33FwbNe9lmjmK86vgqd0q6sKIRtX3wq0iyk+teul1U0Z1FU4/+VsiYMhlhvZ6r0ikZD2mVV/drObemAafrtSopC+AfT9+WUvYarqB17siL4vLniYvJjRdDixCzd3Kp4nTuNa31FLKVbXFGb9+VVy654lWfx7Pti5X2l4jdrKHu9JO0vcysuwvsrmqF4ZY/tM0Fxcv26pCsUQezj07hvpvGzK2pzPCDpw6XfT0zHYBEwWKZiHm+t+pTSFK87ras4af5Z0rtKaW5UXMiuS99frQisFuNvrpj3zaXvta+8S9owS5c3tTGXIsi0WvrNnelv8dlS0kKl+dxQ+juf4uK5ZdOnIv+N21lR0HlOcZPxePr+uKI2y6hXfhTBkV9XDF9VURvjL4pjong9/GVpeWvPXVk+52rbH1X9quJ12f+121hRm7WY16hPaZpXpe1cvEK2mNIrRel7l9dKm87X66XlvEeDr1juowhQfDil26fqk82j9fyohtelsjQXVXwuLKW5Xh1eR6/JQ7FflT9PqPTavCKYeqDiAeDyab2cXkrTeC7Ntlu+zfJX565Of0c1MaPB17PHd9nWDfmYIuk1LWkqj/VyntP3uyTNVjGNxnNbzXwXVPaaXxp2q7JmQBTnjluz72cozrXLps+XFB17DiyPohC9muKV9T0Vb6XkaX6naEexKX+N19ymZS5vs3wZKubT2vxVh+18uCLw84+0vxY136W44fmd4oHwx1Xx2uNYfBQPRtbukG61tE1OUZQXT1Dp9Ue1v0Z+bMXnmNI0LlXceJ6gKAt8qmJ/bn0dumVZGpug0WCzQqM+DdNdJe1jTzekmVNRiywftn9aV/eldXKv4u2lYnynpq1alnlFxSu55ynaT76wtG1OUDw4OljxEKdpWlsqrtvfU9SeLI9fr+pTStN2raychuJe6w/puPhO+lyS9smXVOSlOM7fqwjsLaDBc/pF+foor5d8GuVhamjKo5S2S1N5teeaIbdzp/uFMZjP7aq4P1K8hfhzxTntSMUDyb/VTCMvw3xREWSbq5Smy770xw75rb3v7Li8J6b97seKyiQ/ULwhUIzfMO2HDyiCeXdIWr9iOlcp3rjI9/U/DZGPZTqkabrGPauRMlS5WapymWqo8oFq7qVLaZZWappD3eIPrWXArsfhtOwHxfZWxCTuVtTqPVZRtsrvB4t1VXm+ydItrCirTE6fQ5Q196WKpoA0UiYvmi0o7sP+07ANb1BW9kvrqvVaqbjH+LIamnTRYHMr5bJT+fu3FMHVt6fPqZK+k8atrag1vkH6voPiHuVQlZpAq8lr3hRU4zklLf9FQxxvrft0xW9eqXiYn+/Tb1LUxH6FUtMiypp5U02Tbx3nV9sEWjbskrTfT86GjTrvpPXzMpViSRrdpNP/Z+88o2Spqjb8vGQQSYoYCQYwIEgSFAyACUUxIVEUMPPJBQMGVDBnRcGEAoIKKhJUFESRjIDkoKAEEbMIAmJA8P1+7FPTp2uqq6vn9p2+4Txr9ZqpfLq66oR99n734kRy6XzdGcRYr2rTN6PWh2/7FA/mHgMzo8KUJ8BLmD7bmXumrEW4mtf3yWdmV6Z/Nm/5tK7iZElvp+fxuwMxq7VKOtet7oVD3A792b/dIbGKQ2B/J/rDcqahDsLow2ZEbf+G6Vlu69d5ccPq24kXqvLuGeT9cGDLeTd0vzTC9cRM5kBs/4LMC8T2jYRRsOLJzkLbieRoP7e9SZrlrDz8Pk4MqtaS9ATiZa6eg6uIyrfRA7SjhyBEI5N7P/2NZm/P/PtdImnTbLnyJvsXYczJy5HPHDad61PZ4jnZ5xDbv8u2Pcv2fskr5DfEYOYsejO9ANvY/mvb9WiZOc/W34/Q/fsX8DNJpxDeXz/I9mlNGAlcImkz2+cDpPvV5xHh/iRsR9bK+TlJ+9r+gSMs9ork7XIYEZ7/NuBySUfb/i/tVLPq/1QkUPwboZH4/MGHTPOSaf2d0/ZBHiE/t31lw/5XSlqz4ZCDifv9zvQbVPv/QdK72uquqpzJ62l1wsB47YB79C9JW9g+J5Vz8/TdKtp+4+8QnnGHOwsBG0Dl8fUASR8kPEvelW3/miIBV19YqTPZnSH19ZlERvuvut+zk/S9qmd7mKdGY/1Ya3t+l2bxTwR+LOk2oq3IyzPQUzrjv7b/JmkxSYs5QusOSuUdVmd0jkYgdOJeki2/V/1JrGBIXUpEpCxOzwtpVeB/kvYh6cWne/IxesktK2/RqefOMXM/sKAd2rA/e3ACpopB73p1jZXpeZH8jUg+o1S+6nkbVrc1cRcxkZozzKsn9xiB5oQ199i2QirpEIfc0Z61fd4BnKfIVp2/P7kn5rA2958t33ml2m+zRL7szNPWPamcf5BJz0i6kmbPsKaIhzbP1K8Qz+tNRMKnZ+XPlHtyDwMTiKlb8uRNgV0ViUMHRWbglqihbJ/W+sD27m3bE68jDAxfJrxpH0pKGJRxkaSv0O/9NdXmakjy1yHtMfSi5JYhPLsuJ+7Leuk6U/1lSY8h+t0vpScJ8GYGs1z6TjkvJU2s2N5dIWWW93dO0vSkun1e6h3qlGOJCY2v0Jy4bVfi958D7J09a9OiJ9J7cPy0M/S2D404YUhbaftMDZZ0e7Ii0WEVHv4D2z8dcJ0qovB5wLEOWYt8+7DkiDCg/+COCWgH1RU1zpP02DSmaEQhw7Qn02WR8rp0WBvX6TxqkVpLXEfD+Mj2icCJigiV7YgongcoJFFOcOZt6Q5e5B2fpUslHU3oijbJGrSOO1M7/zam16H5WGFjWhKHukO0Q7bvzbVn8N4Rxk9fkbS97b+nsq9MSAg+O9t9YLtue3G606l/IOkhxLhzibT8VGcSGDV+R9TLU/YHSc+gZ1NZmzBkX5n2GdoH7PoeDnsO0j6N7wZhoIMYQ56QrT+jdplh9U1V5ltTWQaxfP59FPKVVdTD3WmM+BzXEj4OYCV6NqQV6xub3nXgj7X3vYkHpOdW2f+k5VVr+7ZFWn0JeEYaGzyV6M+8kZC5OpTMQ1/NUlBT38lDEkqnZ+V/klZ0LXpXA+RXq20eIMPawEHAO+pjYUmPT9tEOBLlUUdTRaQ/Sr5q26ckOFMdm3OKpkcV/bC2z3K2L6w9i/UI6DcShvk/0x9Fsx7wMEnvsP3hNOb+NvEO5byJ4QnBB1IMzD2GudB/l+jcXUxDmEziRKJz/n0Gh0t/hGg8TycewqfSbyStQrZek/5WT8+OwCoK3dBGbO/dMgCpdyqHhkIzvJMMQ8Ku1cGNn6j8n0R4HkAYtS8mjLPvs/01wluqiSZ5jamvQ7/xcehgVqE7Pe3+uacJ2dpIpL8HEMbPM9Kxl0laS/16tm0hYu8nGsqfODSTtiQGC3WGVkIaEF7SMmiuyrIew41a1TUWJ7z9Bw3CBjbQknZ1hBq9fECj/ans/z6jqkKX9KDa/vtIWlbSOravTR2eZ9ZOO8zQthHxnFQdm9WBa9M9eywNobf0v1/PJiaKlrJ9QurgfIeYkc6/wxMlHUivI1edI2+Mvt8wEP2y7fc0lGF6obr9ztUA6zL3h7MfRHRkBrFsw/meNqAcBwOWtEnTdvc06J9OTYtT0isaOrevA45S0joltKVekW1v+40Xk/ROYO2mQUDtmfuGQrdr61SeF7rfUDgorHTqN1S/DErF7cBFtr+blv+p0FWtDwCribphA7dB9WP+vdrCpaqyrkbU3w+2vY2kxwJPsn1YtltbOPooBuRhDJtEgOHhtoOMHpsSz/djiPrhXODVRLKNSk5gfUl3pP8FLJuWpxloGNKGEf2Lb9Gutdn4rqdtK6bz5ZVk1Vbnz9vQSQQ1h/kdSz+3ExMWP077PhO4sHqW0/u6N+3cqQit2xV4ahpALVnb50uEh2GbxMywNrftO59Jf517VrZs4Hj1h/I2se2Q7TnV89k0SdBl8gbCi+oAwgFgS8KAtRj0BueS3k8YnL5GPBO7ZNd5Nh1QhKguTUy0nE14ftWflVbHikGDd9t7KPQJP05Evv0mbXogcLBDMuMJti9L619Pezj0ITToONf6u9W7MVUP214x/bNlKu/xhMfylWl5XaY7KRxOOHg8y3Y9FLfepi5ODLrqA/dWhxV3k7YaVqfcY/sL9fJl12h1NpB0ju0tGsYM0+o3DTHwp+u1tpUaIumWjBFnER7NS6T3nAYD0/clXUO8a69XGBOriTBs12U1zk3tQ87rgSNT/0GEseaVadvQyVpJGxNt/pQRLu2TT+JsRkjI3MhgPc6vEVF2zyaeoV2YLrfSRVKi9TwaIrWWuCuV93QaxkeOSZyjgaMVRtDtCSPTlIG5y33p8iwRfcv/MFjWoHXcSXgcf4sYc7yO6BvWHViGOfpUxqlq++rpebnJ/bkYblZIbTjVeXOIe9+1L3T/yrgM4JCWeUBtn4FtXHrnziEmMs9wliumgS79g48SY8lf0C/JclbafjD9/YcN6PVFKs4CnpKek1MJKaYdiOeyK12cJoY9BzDg3bA90JZSo7W+kXSQu+VoeDNwjmJSV8Sk/hsUEzdHpvbiEOJ+tvFhptuQ3p6VZ9C7PthDoseX6T23+f8wXabrf4Rtp6kNWtw9p4cdCJmh44j27rLavsPk5dYlfsNV0vItRH6GPDfCP4ArU381H58/nsHU7UNtrFY3LgNTjlZOkmTuICsr6fOER3Rlt3mdpGfa3is771vVM0JDs0zTLQrZnsp55qVMr8vmEJH0TRJpexDjt3cQz8rJtvucTh0OiU8jZE7EYIev5u/q5sm7RRqFZ94KzpKiqIP4uqQLbG/atk/a74H0dHIusP2nZHi52UmjRtIriI79b4ADbd+a1g1khAoTDUga5YaET2oRRlfPk+gyQoPtP5Kutv24tP1MwvP0S+4lIui7lwoj6W62/5yWVyO8pHcCzqrfd0n3B/7mER/e1FCdQ20wm983hSB9xTJEJ2qVyqAn6bmE10hfI0F0ml9t+yD1Eihemn3nK4hO1WoM0LOtjDgakrBG2UxdrRI6G/ids6Rl6k98cg/xPB2XyjGQaqCpMB7vXa946qgl2Y9CM+qFRAP9RMJoeZLtTSW91vaXNCBBS5thTZKI0KLHZuueT2hlLmV7LU33Hq+f42lMTxi5Rtt3rQ/CB5z3ocCPiN98VyIUat/aPtcQ4cIXk3kgVY1BMshs5pQMMQ32l3EY6He1/XUN8JJwMpJ2/S7p+VyfmNn8KtGZeBnhyfhTN+sjPtP2DrX1jd53NHhN18pxZDr+YmBn17Q4nSXPSevXsn1jGrxj+45qXf3c9d9Y4bHxQsIT54vTizItWdPipEFvtlNl7LqB8JgfqCEr6VDCg6My4r2E6ETdj0jEtY+kU0nJc8gGRA5vd9RL/roZ0aH4GbXkr8NQGAf7kms27HMyQ5I6pA7xv+kZtlYkQquaOjEzJr27R6bzV0aAV9Ta5cYJDWdeUmnQURk9TqsZPZYiDFZPJow5TwL+ntcpHcva2oYRA6yGYoaHWdu7Pko5amWaVrdl6yvuIQbMv6sdO6ivsQ/x/P2uaWPNCPNAQo/x57bPVhiMnu7+5FRTbWTL9xja5g77zkPO/1ci/PsYIty5byBWe5YGeWBW29/N9KSrX7b9HqWkOZI+Wr3XA8rTJYHYwOTJ6f8tgEfZPiINiJev142SVvWQqCFFBFDlWJG3UZ9M248lBu870z94n5Pqm+WIeurOtP8KRPt8L+GtNXRAlo7rlPw1rV+GmETY1fZ2tW1TfdMh65YiJCigNqiqtan3ENEJdc+hzxM5B3YkDAv/ICZwd8/2GZa4bVid8h3CcH0CA6JnxoU6JGpM+7W1lZcTfYY+XcnsmW30tnJDgiSF19vtDu+15Yjx2p+ybRWVR1xjwtW8/5Ct69KmXEuMa+pjiZuyfRr7XrV9LnU4kVzhiHxYkvBo22zE8rSeJ1tf/V2eMCg8JTvH64nfzcRz/a90nWnjSkmH2n5Nw/ou96XTs9SGho87uyRWPp32xKHnE44WVxBtwrrA1UT78noiLP+/ivHoZ4iErSIMqnO69odSn/dF2XuyBuEZ3uh92dCfXYIYAz6HGKf/jRh7nGz7Vy3Xrc5zcq1+u5aQEGh0pMv6BtVz8pt6n1IpIVx6p5d1JF68zLWkcG10fO5bn4O0z7B3Y2DEUHaOtvpmI9sXdyzv0vQSv17r2mSApE8Qfft6Lpz6vXkQ/f2QP2XbGt91YLtxtg1t903SVcATHJF/1wCvcS9hb6dEhtl1uiSUbuyvNtVdM0FDEtHScwxtxP05bK4h5PIqw/Bi1JLqpvWVnfB/RB/6T7XtDye8wZ9MOFjdSPR5fpPtczrR5uaa1nm9siTh5HEuKXLNYVR+6pDvMyiaoY/iwZxQljGz+oHUn0XzPEmPd8MsRsZnFIayUxmcqbf6cW9Ofx+sGLB/iWig0ICQgvrLogEhAx3Z0zXjRHpgc7oIow+bER3qxg88rOpEJ/6S1t0qaUlJZxDGhfcTM1n3J7wQd7M95YE3rMNOZM8cFrZU7xQclDoA70nbf5gq1qZG4qD092pJOxMi+I8ivHLOI8LLmsIsbiVmXSsvwb+n3/ZsmhPW/ESRCOA2Z6GNkp6V/n9Ytu8vbPd5pynCseoea4PuRyc5FVqS/dh+uyJhW9VA35XuBba/lP4O89BE02fOn8D0mfMDme49Xn+uUcysP4yYNLmT6Dxeko6pjK4PoL/h/G12fD6IqbgzdTird/xthIHsx4SUwobpPFWZb7d9csN5quv9T9LnSDPaqcNX1StVQq1WL4mGAc+jbP9Ekbwkr/8HhbPvA5ygSNRZeQZtTHievIjpNHrfuWdAnvbsScqTJy7pZFxO5f9V6hDWOY7wRLsjW1dJX6Dk/ZSoDCsPBH6bzv/R1AGbuv/pmLrBPB/03gtTiRmqQW9jWGmN9YDNHQmuUISWnk0MCqq64H7pns9xTzYjN0q2Jn9VvxfaUkTHoe4VdDHwLoWB/QTC2FxPhjM0qYOHh6OjbpErrTi8G9dXgxEg2+fM+rpaOSqj+ucG7FLpkq+YPn+g95uMQlsb9l9C974v9FHhkQ0Mfdfr32llmrPJL87wZLgQHi9ftV31QZD0GtuHZvvcSoSp93kVK2QXIGSOHkgvomkn4h2ZInWI82iA39KfmAoi0uM1TA+FvjX7f2ibq55hq+9dz8q9IoMTRj6Q8NCuEhT9gJjUurr23Ycm1XW7Z+qDUh/lBZK+yXRDdtUudEkgNjB5cuqDbkx4nRxB1AVfp5cQsOL1ao4ayifYHmr7OdN26vFI29tL2s72kYqw9moC/blEezM1UHZMBL6ekJ7YRh0jbBiS/FXxRbYiDNzbEc/TEQ2nvELTpTiuyHdIhoKjaIiiSc/Zjzwkoap7Cb6+qDDS1x1WvsbwxG3D6pRqUJ1Lh5laOG4X1GIYzpZbEzV2aCuHSbq1eVshaSvbP1UmHVJ7fivv1oEecRowMV+dx/an3C7lUfFX262RD4P6kTUqw97fFZ56fyJyr+TnaW3jOp5nYGSFwkD5IcKj7Sbivq1OvD/vHHC9jQesH3pfoNOzNEzyY9i4s7ofg5JJw/DEoX8gxsmV9OFjiUm0/Yhn7cFpzHMMYdjpq8ck7ecwrObjlvweVNEa7yQ8W88k7v1T6EUw5+fbkF5Y/blOE6jJeHRG+pB+3+cAH1B4OF5Q1UeSvmb75em4M6t1RIK5ihuINqOv/5HGBg+t+lIKh61VCc/t/dyfXF6K5Ie70PNGHUXKo+tzP9Qjm+HvRuOYpWt94xQxkeqNpYh+iol+Sn2SeyN6Nop64lcIyYk3AfdIqpw4bHsFTZd7qCb5HyzpwVn/ofFd9wjG5Y7998b7lrYdQ4xhbknlOTud95HEhDVqloCawr3ovqEJpVPfY1lCX/haGtBw+1AbwxLRdpbgIsaMq9N7Th+W1tXP+x4iuq/qa77P9uFZ2W8AnpHuxWJOk/g1bgDOkPQDeu/z6+l3ELmNmCT4JD2v7rxPMXXJ9H0eRsd3eZE3MKeGbDng/urXOFwBeEi26xbAK9Ue7vR4oqLein69k9wN//M0z4o+jngwT2VISIH6Qwak8MDZrT4gGsJ3UjlyjqVnoBHwYUfoTmMnmbgBlcHjQDWHXXdx4z8jDcZyD7+qEnkQYWhfkXjZtrF9vsIr7ZjqWh077EMHs7VKfDHiN6m/J8MaiTcSYWL/IQxDPyISrZztbnq2LyA8BOcQ3q8r0O8BeihwuiKs4q+p3DsRncTn1U7/DqaHP0+tU7dwtS5yKssQDVn+rJsIQd6tWlFroHNvnS5adLkx7B7CCFDXq/qvp2tk1Y0k7yfCIW+g4T1VNw3sS4iK9jbiPV4J+JOkanBVTfpcQQzcqgYorw9OV8giHM+ACSkiw/tLqM1oewTDfPpOryY6rasQ78lDCa/AagKtMZw9DXBH0Udc1vZpkpQGWAcqm6BhyPMIXNxgAMi1OB9N/A4r1jooK9A/iPsBvUHmMoTX47Vkv6HtkxVeVNsTBpoH06/FBkMGvQwJK02sTBiIKkPTfYioiHslVccMGxAt55AKqvi6pKlOgDNdu1R3b0d4O5PtcyQRFrwKUcd+VCE9kM/M36WI4qjq683odQgbQ6nptYV5nfFlUuRKuvYVCuNTZwNzKscBpEGVpHMIo+DfGsrSV6asLI1GdYVX+eOIyaULiAnAT9m+rWv5arS1YX8n6th6e1tf1/iu9325Fs1Bd9QtJNqnHSX9X9Zxfx3RrlTsQEyuHkdolV8DfYPST9rOjQzfVy8reFXWFxP5Cx5A/C5Nz8lO6W/uvWbg4dUAPa17gbOJKUkfsv3O9H+bzlzF4URIdOVp8nJigPTiZOQ4hZCcWjqV6QxJ77V9SHaO/Rme2fsKwuj7LdvX0z9Ifw8hZfNQMsN7Vt6qXZhD9En3JibVt6Jf/gfCEP6Z9DHhgbJz2vYisrBlh/5900RkPlG0DCEFUg/PH+ZY0TZ4/1/Tc5ye07+mflwlP1KFh1Z13K70v98vJ/pj/0dE/TwbuFXhMb4iMeFxGXHvt7b9ygHl3Z0YYM1Jy2cxPcT3U4Q8Rl8UDbBR13dMDR5A6tcxbdV/TQyrUz5i+1stx3ei4/vTauBPDGsrmyTd8gn2m+m1kU08jRgDPL9hm+kZfNq84odOzKvDRBJwQOqnnMYAyaOO/chD07jz3YTW5fL0+krVebpMHg87T5vm98fT/VjL0yMNPg7so1qETfo+TQy9L3R7llolPzqMOz+gmFR8M9HOrkDUG2TnGGbAXDsfU9v+haRH274hjS8eQ09y68jUVh5t+4J0SFXe+iT+FOm+rkj0A6r+2j6uRcRJeg/RT63u4xGSjq0Z/CqnszuSIerwdP7cuFWP1Fic3pi/MoT/k/ht+n7DtN+O2fJSad3yRFuavx/7EG36CbavVjj5nM4IdHnuOzwHMPzdGDRmMR3qm6y8z6MWaaWI0D05bR9qo3C7PnVXI+ZQff8OdOm/Dxzr2f5gen4eBJyatXOLEf1P6N3XBxBeuNWYckuiP17d3xtSO5/3DerOkVORyzTkvepy74ewDy2OVu55sx/PAAku9Uuk/lIxQWPCSaguV/RWInq9ima+X7onUwZm1eTL1JskzR0Efps+S6UPwNeH2Q08XY50c6Ke+xO93284HjG74cL2ITpFldH4hvT/jcTL+3/Zfms0fWrnuo4IzW+73vHA47LlxxIV87X0spVeQ5YJlVpmSOJB2zJbfjqhHdnl+z6aeCivJzrl1eeVpEym2b5XtpxnlbZPtt/DiUHYPwlPnHMa7puIhvrT6fNSmJJvuSzb75e14y7Nt1XHtJT5xobPDbV9Ts8+PyYq2rWz7V+jPfPw4gzIaAr8uqVs19GcXbfysP0rkXF867T/ywlPuwcRld81wJrZ+bZJZfszoUNafb5Kf4bWiwg9oEtT2XcnJhYG3ZPq89NB36Xhux2cfb5MvGffqe1zLDGYvp4YTJ8KfKbhXEsRDerjaXjXCC/wnQnD7qPSNb9Y2+fapmOz7ZcT8gWXpuUtgcNq+3wZeHa2/CyiMd6MlCG+w30Zel/pZRW+m4aswkRnY6/0PB5efRqudVm6d/k7c2X2/wOJmfOnpOXViUmrUevT84hOxPGEMeBF6X53fR6XTuWoPPP3BZbOtm9HdGb/lv5Wn88SCbYGlWtDwosUooF/BTHxcyPRcftdy2+0RMt5X9H0qe2zZ7rOEen73gC8ihjsfjztsy3ROV43XfNi4PnZOT5K6KytSbQ9+xFRLqsyIEtx/lvX1j8xfefrgO833KdziYH+ucCvGDHjcjrPz+tlIKvLO57jx8SgYK30eRcRUj1SWdK5ViE0lk8Dfk0MQi5Kv8driPqktf0Ycv7GNozo9L+ZMJ68KfscSC0TOUPe9eqdpSULPGEwuzN9z+9Vn/pzQbzfFwBvHfSsEIPy1xLtzs/Sfbpv2vZL4OHZvmsxvX2+jggFnOk97ZTRPF3nfkPONe3Zo79vsTTRDzqWkDN5N/CQ+r2vLS/WsK56Ny9O53kLKWt3ts+7Z3pPOt63C/N7RNQzXbLML01oeFbP2RWEDud/iTr8imp9dsyriAm0pxH12l+A16VtJ9LQhhADxO/Wn8m2379h2+XEhNH/CEPg6tm2G4Z91yH3Ydq9qn3nLu/Y97PPj4n69KfZ9mMJr7KR65Rs+0Vjel66vD9r0Iv2OIAwwj+ytk9rW5n2eXE69lPEwDzfdhgxPngHWV3Z9Jw2rMvHHMvQ60McR/SPlxnhflwOPCBbXpXpdfXXifbjSHp9kMMbztPaj5zBbyVC3usjc3GOpYEVs+Vf09D2EeOBX2fLl3Y4d5f7skb6jdqepeqeXZH+Lkm0Q53GnR3vQz7e+jdheMr71t8iJp+elj6fJxJhLU3q32T7PpiwJfyMGMN8MNv2FEKTNt9/w+z/oe8xUf8uky0vS3jIVstvIAxJt6bPTcAbsu3vSN/3HvrHln8jjfeY3o/dLfu8ouE7H5L9f/6Aci83N8/7oOd+zM9B45hlBmW8Jn+OCYPmNdlyFxvFU5s+tX2OBx6fLa9LbTydbet710f4LkP772O8b6eStYWETeNH2fLKxPjukvT5DLBy7RwXE+OnvLxXZf8Pvfcdy7olYWB9I+HUUd9+9aB19OqRxk/DvV0qW16Kmo2PGMN8i+hvvrn6DCj38oRMWr5uNaLNPTktP5aI2Mj32ZroX51OSG2MdL8WeQ9m258hpC3eaPvglv26hDtdRXgyDprdhQGzosRMyjskfZcBIQUZQ0MGWliHMGasRP/M3J3EADznEkmbONP0zcjD0KaKQs+r7eGpbEPd+B1P8nfonwGtyL1P6wmenP0/NNOyO+j9uZY1Pc3w7kgYWmB45uGBGU0ZEmbhmp5tQznWJZJXrGv7a4oQmkuJjsUW7p/1/gPR0XsBvRk3iN+5PpPfGq5WvycDyvdQwoBYheGeTeiQ/c72G2v7rkR4GiFpCUeIV1uobXXccwkjbuMMcSL3Hj+GMCK+n36Gvaf/dXhJLiZpMUfymYNq+2xme+p9sX2qpE/Yfm2aWRwUAnQ7KQt8l/vqhhltqc89u9XTI+M/Dr226hyV1l51nS7h7F2YQ7P33b8Y8jymZ/xyR/hx3cOvKtd3ge9KepLtulzPQBy6UpXu/V+IGeN3AefYtqQXDTi0KcQIJ43r9KwO1OtM+xwm6YeEYRfgne4lj3pr2uektHw70YlB0j7ZaSrPy9fWyvcm4PeS3pKtqyIv6vpuHyM6gdcTHZP3u5e5vMoBUCV1eC0xEXkqDXq76td4vT9heLwx26VL5MowHuSe5ACEV9LAOnIIjySMsWsQhtDnp/focYT3xJuBdRVyRT+zfcAoJx/UhqVnY3ki2iV/l++glo256V1vYFgW+Hd3LO9v0+/8BYWO7rIN+9wh6Ttp2z7Es/NWhezIvsR7cQNRF6/B9Gfzz+5PiDkNhZ7hmwgD4WsUUhjrpPchr+dUPzT7f5jnI7QkjJR0FNG2/hB4r/uTx+QMTaqb+okfAz6Wvsu7icmhxbN93q/wbqy8XM+wfZKGJBu0/QINCLfO9tkb+LakLwErKSJX9qSbB9NyhHc1dExsaLs675lMl2bYi4hg2oN+r59lmS6vJEmbO0UkKcJZ616NOdWE9XuJ9+t0RaTfMW3HqYPeJtFPGxhFQ7eEqnUPoIcREQG5F1Nr4rYh/WIIqbS3MD2yrHModGLo++Oe1Na/GJxPobWtTFxMGPF+Imk5SffNxgRN3lZNHJ/6ifcAKLQqf0DyxCT6LXcSzweEw8HXCA9Q0jGrEuOdNekPmd6D4VIeEJEM0zSdawzsR2pA7oysHIP6PwZOVMjgvH3Yeegl15yGIvLy+HTaaXVKGsvk64dG2NDhvti+KbWLaxLGqSYpgUGREU3jzqlTk+og9XJWPIkYQ07LWeHhUV+vJAy3+6Tlc4kJw/9Cf8JWR5TIYURE45uIibf90+YfAT9XyMNVz9VX6EUvdXmP/0DUV1WfbmnCYQtJ7yL6ME+vvl/1/SWtYvsDtj8MfFjShz1Y6/p2YlJ1mgQGIfe3cu07/1+2uGq+TSGPcRhRN68uaX3gte5JB41E/bmnw3Mwwjs2aMxSfZc+T9Hs+NxTFEIiMZc6uIGohyqG2ijolyZYhhgzXEx/ZPA6ziKKbF8l6TEDxpvVd6je9a50TSCX37ctmR5p1YWH2c7P/WfCAQIAR1Th3tOO6mdY5HKXez8Uh93t9JZdBkpwOSRUFiecZBrH/tkzex1wgcIeaKJuuqK2+zD5srraAQrJkkrt4KukfDtp918RddBhCm/8/Yk64V1Vv3lUFnkDczawPjgt70ZUJjeRkuul9V3CnVYCrlFoZzZ2Ggl93i+QDGz0srV+gngYv8rgkIKKoSEDgxjRQLMpsKtCd/EuMlkQRwI1EZXDbwedQJEx9XzCWHg2IQdSbesS5ry+pDvSumXT/9U+uaH//gzPtFwNXNakpsOjCAnbi5BF+S7hdb0XYXi4gjDsQreKalBG030YTc92Cofx93JJB6unWyiigr8f8NP0e1S/z+UKof1nu13ofmi4mkKP7kPAg21vo9Aie5JTUsLEEYQcSNWJ3zWte2bDNe+iNxi9kOhoDdWiI4yOW1aNeGoAf0AWZmn7n0TFuD+D+TCRhfcqmp+VvytCzc6iWQMbQsrgbfS/x39ODUjVsO1Jexb4UxlyXxW6S+/Jlhcj3vtd0qqhhvnEmZLeSbxDzyQ6zt/v+A52xr3JqH8Q3vA5l6fyiQaDrLuH+AO8SNLVxID3FMKrfV/bX4dpA7jFiGesMuq+g5g0+jxwjKS2MOPWQa+kpxPeOr9J3yvX69ywtvvN6e8DJT3Q/VIoTbyJpDHrAZNj6iVTOYLe73hPKs8LartfTzxftzCdqRwAxGBlf2o5ALJrHkC/xutSTNd43Ssd92hJvycloBjyfeucKmlHwmuIVIYfjXICtRjVUxt7laS/Ex2p2wnD2hMJz6pRrtMWznmmpK+mgfVyqY7Kj310MhTXnxdSOfPnpFVz0LWwX8VEwE6EAbDiorTvv4HdJe1FzzhTHfcC4v19JGGweaLtvygMwr+wvab6dZGvcUoKlA10Lkrv1okMDpc+gqgTq4Qtvye8O0+iv16q11H5chfD1uuAoxRh0xCGgGowtCtRv88B9s4GKX11oLtl9kahdb9D+txLeJjk2z9MPGNVn2JO6pc8iZZkg4mB4dbZ9/5EquPvIOrZd9n+SUM5q34EhAF8VWKSMjcoVvv2OVZ0Gbzb/j2wqaSt6PWTf2j7tIZD9iRCuqvf5++EJuyg839F0nucQj0l7UdPg/m+ipDYExoG1UcwWDey4vVE/VUNas8m2orq2lPvkronnP4dEVL/+iH7TaHh8mXVZNte2WFTRrYRGPr+qFkr+3biefyAI5R3WFtZl+l6CJlMlzvKfRH1ybHJ6PEwwoM8n2Bd1/1JWk+X9IvaOb5L/K4/IUtemahPJO1Iv5QHhHTMY23Xz5vT1o/sMpkITHNUqE8eDztPU3h/hQkD7y8U+Wz6HAok7Uo4L1RU+rD3SvoXzX3EofdFQ6QEEo2yBra/OOT7VgzMWaGeU8sUDQZMbP+LGPN/kun8I32XZYh7vBPRhp2Sjv9xtu+1hFzBmZL2dMiM5HX7wPdYvQnF2wnbwY/T8jPphdW/HFjfWcI4h4zHywgv+g9UfQzivZnWz0h9jLfSLoFxgZodpF7L9BD/gwinl++l81+uIYnD6rQ994P6wzU6vWPVmCWNrfb2dCe479JLdPuf2rZ6f+eHRH/VxFg4d85rslHYWSJaD5iYrF1ykBGzy7velYH999QXeCfRN7yS8ICvj/VG4TRNn7j/iXqTsY002NWa8l5VdLIPjYHdaZHgcrsDIvSe2evTp+K7Dft2yQt3KBEFdDpMjVe/TNRVbfl2vk/0Wf4G7Jf6V1N0vW+VDMEii6RLgGc4Emc8lTAYVQPrx9h+adrvcqID+xNHRtItCWH/PbNzPa3pGrUO6bKEcacapJxLdF7/TYSTDE3Ylxre99IT/D+b8Ly5bYTv/TFCT2eagaYy8KhbFuSpTOcDrrM0Yah+CmGAWIcIe2o1qI5Kx3v/NRp0eGzvrZgpuo2Y6d6anm7kHEeyqeocp9OSeTjtk8/iVS+Y3Et0tiU9PdurPVjPdtB3bfxdsrLkv8/ZhKxG3UMgP9efic7EvkSYyeedzcRKOpk002V7fYX366X5766GDMHVulpDsTgxYPq2I/lfZSB7FRHO+HhikmV5IpT4S9n56lmgRYQDb6IO3l/ZcVcTBrUr6c90fWbafh/ifRTReK8IfMOZtmAaWB5A/3v8XqIjsrrDK/xHtGeBv7nDfT0C+JXtD6d36dtpnwPT9gttP1HSWUS98qd0T/oGmelevYqQ8hBhqPtKh4FxJ7p2BtSQQImQlDgrbT+L0A+9kH5vjvpEUfVsvYgwCr4JOMu9jPS5gbAyuB6Xd8IVXh47Er/Ho4jf8wQ3ZN7WgISqCs2xnV3T63RkMG+b6bbtrVq2I+lm2w9L/y9Dr92o6vwvEjPdn2K6McrpIn2eUOr3nDzT9vfT+suze/c5IlnPgWm5791WeApuQISwb5DWTWVrr12vLQHFoO9dGWtFhPdX7+hiwD88wqRHGvwc5+mahnsTnawnE5Nb52WfK11LbjcK6V3bjohyeHtaN+XRY7vPo0fSoQ7v3abnZeBzosFZ4DcgvPa2JwYGx7lfS7jqh0xLiKKImHog4d13WPZebg78yfb1krZ2aO8Nmqw9ouX22JmuvqSLbG+slOk9rbs81Yf30pvYXpZeMk0R4cJLpv0bJwOcGawkrWX7RmUJI6t1LWUdiAYYFiVdQEwuHEvoME+b+FfoND+hesYUk5KXEu9UlWxwPQYkG6yda6peUv8kR70++DcxYNmfaE9urvUj7iH6Ac9xL5qizbHiMUQ/6mR6OUmmcHdjYf37rJiOvz0tN066pOudZPtBDedYhnj/drL9wtq2i1PdPNVvrdZ1KNtmwEdoSDhNtPOnZPvmnuaLEX3G39iuBunbuJbgV9LrnBnQFJrmOxLP0sZEqPraHuyBOCM6vj8fI/rMR6dVOxLODX8ioueeP2ywm9qNJxISYtW7nv8OqxKTMfU8HNPqP8Wk2HOI+ue17mkDI+nrRPj++Wl5U2Av27vlZan3V2vnfzFZNJ7tE2vbf0mMJW5kQE6e1Pb9i/j9G/uRXajVp1Vf5suennhwRkh6CGF8+hcNkQaOiaKu5+pyX64BtnXNUcRDEmfWrrM5EbJ/l8IQviFwkJNjQlN/JGtXqjFHkwHzacTYY1Bf1lk/6WhiUv5Mwm7wg7x/mV23ut6jiEnuw4E9bA+q2/JjWz1CHU4l1wy6d9W2Ln2MhvHVIU5eypLOJxwWTiR+12rSeyPCm/qFzhKSSrrA9qZN7fqw75ydY+hzP+w56HidjYlxWGXcu534fS5O26+yvW7L8W39HZyMr+q3UYiwiexo+3GNBzLVl7za2YRZat9eT68ffxbwhaZnb25p6r8r8nFdnK67LRG9+Mq5vM6LifsBMY47QQNsOhXut+0sR/Rt8vHt+6t7Muhc7pZIcqwobE0bEJNQ+Rh3mJd2/Ty/IIz8bXXttHcuqwfPIJxpf5zqp82Aj9p+2ij3vhXPpSbJgv4h09YiZjwPzJYvy/6/qNqfeOHqxy5Oprczj8q6DOEFewgxm7zkXJzrsvT3RcTAd8Xq+9Cvb3jckPMcSYRFDdq+BOGZ83bCK+lnwJca9tsC2D39f38i4cS4799AHR769WgXJwZT03TbaNHPIQY1e2X7XkjSeQa2n9fP8oDvdRQ9Tck30aBrR3Qk12k5Rxc9ptOIGc7F02dX4LSGe7Y50TB+Lm37Hf3apG+ipydUL+cXiJDkVxLeZycRkzMvJjoF1Sz8U5t+n/r3mYV7/4vasqp1hEGhy30VMah7B+HxvE9t+0ANzNrzPK/rpsb3on7/iY7JOtny2mndI9OzUT/2XdR0odJxla7VVwijCNR0Ekcs/7qEN/l1DesvJbxEb0plzTX0W/U65/Ke/jb7/9tEPb1l+nyZMDz8kUhYckDTp3a+DxPv6R7p82PgQ2nbVST9TIbnABiq8Zru5UrZ8sqEp9s8f+8a7uMLiAihT5B0rQmj/EsYooM6l9e9NPv/AmIyJV931QzO+bWmdek9OiD9ducQk+Q3DTjH8wmvqhvT8hNIGrJEnfr4hmMeT6bXzZBcBGmfaVqI1Nr1dI5ls2fpEWSa7GP8Labp+RKyVF2O3YzQoTueGBhcRRjW/kKqe7J9B7aj2T5X0K8Zu0rD+7M00c79lSwXSLY9r5d+S61eath/cWD9VPa+fA3ZPrsD19fWXU6Djmw610cII/NhhKFlbjTMG/UAac5TMPWZwXWG6kbS05/OP2cTBviXEBM3txETSBBe/JfWzvGK7LMLsHlDObbKlvervnu2rhpz5PrPl2b/L0e0j4em5UcRhruxvjst70/1zl6Z/p5N9HnfQIPuJyk3RfYsLVH7bqem3/yXRNt/ODHgrbbX+4iXE/VQX582Hf8/wiD1m/T/L8n0wwnnmufWyncn03OfVJ96DpQ1mj4D7t390nO2UcO2jxFaxEsSbfNfCcelUX+f1vMQHnUrEP3JrxB95WfVzrEVPX3RrRuuIaJf/+60/DAisiXf/tRh94XpWr5qWLc0MUn6TqJ/8x7CgzmvQ0XUQ5cSHpdn0tPhbcxZUXtuj6CXt+TQdK1VB/y2axIGsB9mZdiNlJNgyG+Tv7PLE325e2r7rEvIoO1WfUb47U8b8HttRVZHEvXe5i3nua5l2/W18w7UoU37fIeYvL8kPZNvIRIsj7teanwORnw3riDlnknLW9BfLx1KQ59ohuXdgPBm/w3Rhr2xtv1gevlpDiH6cl9vOM/AMTsd3vWW8tXH4n2ftE9dj35groQx/s6tNoqO51iDcCaFaDuHvrszuMaj0rP/C2I8fgPT83y9oulT22djIsfEJWT9kIbvM6yuPYGw/ayZPu8inKhgTPl22j6LvEQG4VJfhcxsTYRwVeT35+9qCZt39+zSmxMJftag3/OnS1jbkYS31dlE0qzH0NOHGpUl09/nAce6X78m90YZVq5NgV0k3URNRiNtv4Po2H2KmH2cNnuvbiHXjUg6x/YWmh7q3xS+1SZvMeUBln7L37lhRtDtMzf70R5idOyw7zMKadbvo/S8rZu+cxVqsRgNIUMakn01cZcii6nTMZsxXbNvD6Jx/HTa7zySRIJDe2iaV106bnHi/jSFA7u2vAwxyHtaWv4r0fA8nxgwfovw/tqZdu+vsxVhyt+j3wv9kvT9mmQjqnDQNzvCz9YmOk1r0v8e5942Z6g9C7wG3dea59ZnCI/rc4GzJG1YldXtGphVmUaRnpgRQ96LnCWdeU3a/pWkJYkwsHe45gGl0MT9EGF8yPl+8oT5F/D65P2Ueyd3+X3y8l9FDDDeWdvUFmIEw/U6UcguNV3zqAHPGvS8NisGhf3+0dO14AbxPPo9J48kOuXvJMLTzlRodA3LAVDXeN2DuCc529ieupe2b1NoqL+rY1lJ11+P6b9h51A/TZcj2FshD9Ua4j8qA7yh+toPh9dovqovNFvhyfo8pn/f3Av9cQ3HbEQYDc+m3zNs3wHFPZC4J2ek81+m8OYHWK3+DqZ9rpS0ZraqNRdB4vvJU/OOVJ7HEHVh7g10IBFB9TBJ3yDa/JHCLds8HxX5LR4HrFj7jVZgcC6NOocQ78iKRKbzbWyfn859DBFSP/U8KULA+6j9hpVE0+n0jDKVp/vSxDOwE/EcfJYYJNQZVi/Vrz8lsUVEzpwq6Xm2f52OfwfRbj6tdmijjqztywkD39sVnuw7AQdLepvt1miiAXyVBj1At0THzZA5tOhtJk6m2Vv3EcArHd6673PykHXI29Sv8x1CL/1eiPdU/fI4LwBOkvRWwhP30YSDQs4w+bIjGCwvM5T0O+6jAdFHtT7g4pKeaPvCdOwT6emK35P2f0pqd3cHLlaEI3/V9qlpvzPVINOVXeN+jnwFc1J/4kyF3GBFvf96/ID1bbqUV6snufdOSf8h+v5NfecpND0Hyk1p/bScPKnP93aHNuqDCCPBRYTkwZdtH5Tt/izb+ykisX5DOEucRa8/UfVlvkDUzeumNvEFtj8wwnn2sP0ZSc8mDN4vJ4zz1W+DI5KyLZry84Sxfivi3fkH4ZS1STrekj436J1VdykBGCJLQBhoLWk7wlv9MEl7Ml2bN88LYMJR4wGpvq5r7Rt4ufulYQaNW3CSFFFPQvAhtp+jmtSdkwdv+v8fwMskrZ5d4wBCPu+xhAPNNoRh8Sg1S9Nkp/P6RF32XUnn0O+BvjlZnWL7f5IOIYycTXSSwOjwnEBIUn2GkMH5PfGc7dV6RO9637b9svT/R22/Ldt2qu1nZbsPeg5yhr0b99qekhW0fY6kXEJlC+CVkm5kgKdoKttahNF9TfptR28h2sedgFuIcarcrMObjx3uIcaw59au8wLCSD1ozD70XW+hk6yIIoq+escWz5c9Yg4ADbFjqIONQuGF/k6m953XS9tb5ZnGyBEMkeByu2RpxTcIZ7m+KOvaeW5Sfy6cVQlbSs4eRGR11VaendbhXr6ddYh7PiVXOaTeof7sD6IYmIcMrNPf1YiK+l+EjMAuhIG4ro28MtGBaQvvPiyd42Kma38N47HuhZMdxnTdo1FoM9DkD1bbABJCZ6mNnYgK+g3AqySdR4RA5Dp8LyKFXAM4EiZ01SjbJR3TZf82HZ5K6xno03uuV3ZtWptL2a50ViESiN0K3KruSRhH4WOER97AREruaRQ2hvjTbGxYq7bPmwlj7CMknUvM8m+f75A63HUZg7VT56mtYe1sIHM3nadT0iB9J8KY+17XwsPpdbDyhB6ml0jhIMKzutIL3pFolC4hvB2eTgzkvkjMEA96j/cijMrVRMlRRESAgS0VRuT6fa20bj9J/7t3G9EBrdZvBVMGiZcwPAFFl7pprtHwJEqDDLKN4bUNhq1q/dvToPt2hwH9n/QP0If+PsM6NolhCVVb9ToTm2T/L0N0ai4BjupYb0EkXN3M/WG/FxGepaOwEhHiDWEwA8D2ByWdRmRwbs0B4H6N13UIz6JccxCi07m0e7q8yxJeSZ2RdDghFXA1vU6WGU1Lrs2oPk5y/bsqnDN/Hm9OhjgrJlTmMD0Z5/eJNnhapzIZACvjTN5O3U3P+2pHYuLhFCJkt2nSDtoToqzU8h3zCY8uuQg+RPQznkc8J0fR044HwJEc9WKiLhYhSdWkEd7GN4i2ZVtiYPsKYvIRRktqPIglKiOZBhsWO2uq2j5GEZ5Y1Qtvs/0ndU82CDNM9OwkOZUMaydLeiERBfNEImrhttohrY4Vqd+4AVEP/Y72BNdtNOoBStrK9k81IIGRR0tchNtzBFQ8w/3h61cqpPT+RLSz0J5wGsJT7hnpOhDvzqkkY7DtW5Kh4CfEWOClWZ1b8XKi/v0/YszwMKKtr3iE7R0k7ZTO+U9puqW7ha+lv5/osO+eRALoagB7J9Gfvw/R3pPK8CtF0rGLiMmRDVKZ3klMouxJ1G+vISQFvpJdo3Ly+GOqM/5ASk6Uzv3eLl+qYeB9f3pJaOsD8E64f4KmMvI0Scc8jojSqN7d3YkQ5N3SmOZc+jVVqz5bn6OPpNcRyT+vISaO3ko4GWD7CoU8wweGnSejWngu0e+4esRnBWBTRyj1pakctykmQHLaEsPn9W/dUaQ+2TcsgdWdqa7YFXiqQj93SUduoMUIA++5A45tc2qpDPpdDYLQkiwrnW8Z4rnvmwClpzH/UpIHru3dFQbrqn+8bVMRibqgqiuvVuSt2ZneBPRZhHRM3UmqLVHjvoQO9c40SGAM+O6NpDZ8l6E7NvOo7P9nEgkGK1at7dv4HNT2GfSOVXX8mQqHiWOIenwH0ng4sU3Hcp9I/Obfp7//1nnyv6Px8QDax+wzftc71rErEm1Wfs7qeTGj5wAYZsc4kOE2imEG2b3SOS5I5/i1YnJw3CzrkI9TsokcmPq376l26DBGhpAobJ2o13THzCWpOWZ6eILEJ9KzHWyoSAZ5FL16p5oUqvoKuzLcJjjFIm9g7jCwPojwrKs61f8DjpT0eGIAlTea7+5wydtd014bgdzL9p7R+wc9Ggw0d9EbELcl1uszwAybRXEvqeCjiYp6H8LbKB+s3m3bShmLRzTGnkDKxivpONsvadn3wEEbbC8+aFttv6mBZKq0t6NnqFy5tu//ZYv1hnEc/LnNuAyg9iyi0Gxs6KtAbF+swTNd72EwBzK8Ye38EGuIJ4c6en+1dBQrXuB+3aJDFZp9b1N44EDMnH+h6eDsOqYlC7xbZhCZ7oVkoiN+jvt1Q4d5elR0qZvGwbAZ3EEG2TZjylRdIWk/2x9Li1vbPhbAocG2Pz3D4dDfhw4TNAxJqJoMqJ9Kn0Zs9xloFUnavtm890A2IpI6VB7oqxMyB9YA/eMGBnpOpnKe31D2aXrUaf2PiSRz9ycSQdT5BjGYOSIt705E4IzCZu732p4pK9FgVB8XCu+2K2x/umW3Lh49Dx30O7pbFvgTU9u5HdHOPkCRUPgE97wIoT0hykVq9mJ6FT3vKOiWsOYHCmP6qYQB9kX150nSaba3JiJO6uu6MtDz0fZ3FR6Fb7P9oRHOmZMPWBoNi12NXzDVb9gaeLjt90laXeER2inZYGLGiZ5TeU+TtDsxaKvkGpo0HOuOFSsC75O0BxHSvQzRvr3Mc6cJOyhK6mmEt9zzG47pPNmk0RIG1b11NyGMUuum5TtpTzgNIa82NZnv0MheTtMjVpYiBuQvjTHplCPD4oR80S7EpFPT83W3YuKuumePoL0PUP/O1fv8BNufybdJmkO8R3mkx1fTtW4hdImrfsi30zHrEfX88wj5peenPs4riejF44EvK7zJVgU2kvR321X/6AMKDe43E9FwKxDPXR8aotXcMPCeFhHZVMd0qXfcywnyfqLf35eTJ237b3bI1qToHtt3SqobP05Ss6PP14nIiVcSuXkurPXR7+l4noqLJZ0KrAW8Q2HsbvSMa+G/6bmsnrdVG87Rlhh+lMiUYQmsdiAMqns6JudWJ7w6u3jqtjq1pN+oazQQtCfLgqijryGcsd5H1KN5n/Nfqcz3KHIE/IUwIFeOO1W5BnpTE177qxA2jB+1lLVK1HiPpCrPjG2vkOrvJ6s/KesPPEKOIPVrz0/D3XRm2wxY9W0Dn4OMQe/GJ2v7HdB0HbdEK9T4t+3P1lcqJkdbJ/9TP2x/op/6KaLOeAoRffwq90/YDBuzz/hdlzSt/H0Xsfe2vWaXc43AMDvGUBsFww2y/7F9d3UORb6jzobSEfiPYpLj15L+j+jr1yc1h3o5AwcoHLFOY3CC7IGOmeqQk0oDcpIRkxLVM/9MZxEYwNsUk+1vpwOLvIFZ0irEjOOvgKWTkQqiE3UL3UNGcUgBrEEYW3+iEB6vGy5Pl/RxomM8LTx/CJ28bLugLGy79uIe1dXYmo5tnUWRdBwxO3s9Mav6cqZ7XncJuR5YhOz/1pmzjr9PZ5IB8UT1Mg+PkmV3xqg/1Oxb9BIvVOXKK6FhobTDsq8i6Xrg4+5PQHOS7W3JvJky7kPM2P+H8HBr86obxZAw0JNDI3h/pUHMAWTJzoiQm9vT8j8VGZirgc9Lme7d/31JbyAM2Pm9nwoP0vDQn7pX1tqSbidmYZs8bdYA9pd0oO3KQDnM06Mq15nD9hkTw2ZwlwA+4xSGmAYsS9PdsLUjYRiG8ODIZWeeI6nyxhr6+9BhgoYBIUaauxCiu4jO3ygM/Y2H4QGek12PV0uSK0UW+qkkV7Y/qkhmVr3f7x8y8GniZxqSkb4DrUb1ceCYoN2J6DAO2qeLR8/Jkp5VMwbXOUnSfdyf1OYzVYfQMRF+NHC0Imxxe8IDKD/nG4nBzH8Ir50fEb8nhGH6BEm70B9uuxTRoa04MPtfpIQ10DjIXJFo//9P4SGxt8Krazng/uoPt1yBMMKPwjDPx3sVnrozNTC3TbjXw+MbvdWcJTakP9T8fYQ36HG264OMNgaGPg5D/Uk0lybe0b8oOoJ9/UhnjhWSfkBKbJgGP1cRGtDPBp6V9yM9emTMm2iI5klt/GKEPvG3RzxnThcv3YpXAYer5q1LRFI8r2M57lImZSVpI8KQ1MnTPT2za0haygMSNBN9mLq8zCu7nL/GK4jJr5xXpnVN5V2DkJfI+yEQRuHDgHfazidiXk085xV16bjvALiXXPJ2YuA9iLaIBWgfeC9D9E/ntt5plI5J226W9EbCo39D4jeqonj6vCs9wNEnTUhUERa3KCYPKsPuS6lFjgw6T7bLnoTW/g0OT/f7MaIUET2HjQdI+iDRL65LXg2LaG11FMn6VUsAu0u6gQZZgtRvmZrUd0i/HZVdps1Td5hTy1CDYI1hEoKPtL29pO0cSfmOJkVKJy5SOB18mWhz/0HkKurkTS3p80R7cx7wfsXk2PtpoEv9424SGIO4aPguQ1lOYUxfjGhvN6A3fsod07o8B23vWKe+r9qjFXI+k2wBp9I/5jiR4ZP/R6Ryr0B42e5D1GNPISaaNs2uM2zMPjfvetXn25zwsP1WWt6e0BXuQ5EgdA36o2fP6nitimF2jKE2CoYbZM9UuzzTuJjDcAmuoV7OxO/1aKK9GBS92eaY+SRCCu0Y4nlqqr+6yNxJ0uZO0SCKKMzO/VS1n3vhR6GrU3W2VydC0UV4Pf2W8IR71IBjr7P9yGx5SufF9iPSy/BFZ7PiGjFT/LwiDQIrpsK2bb90wCGDznMZqTPnXrbYK4hK7mbgoURI8q5EeN9viESKt9bO80yyDKCeHnI96PqXOIUz5v8P2Hfo79PherlRcDFS5mHbT1LMcJ5Ihyy7c4Pas9Y6H8yqJYto+n85etlXIYwNH3DmzaSY/b0c+CcRdnW3suzA2X73JSrYPQmvlk/a/kvWsO5EVLhHMd2rrsv3/rntTdSfmfgy209QeB1Ug+G8Ups2aFZMelxFz6Py5cD6tl+ctj+cGFw9KZ3rfMKT5vdEopZzUr1Rx87CXCRdR4uHbBqwP4lI9gAhvXExYXx8n+2vNRyzCuE1Uz3zhwIHe4Cnh9o1fvvuyzhQSOBsQQwaf0rcs4/YXidtP58IQf5HWl6e6JC9iBi83E2DYavqDNZ++75nUBG6uRK9+ryObT88e4efRoT5n8jgCZpB33ONtu3u9zzJvecWIzpu37Y91NApaQXbd6Tfvek6Q/XO1K/n3XSOLpObSLqInhbtodS0aOv1wdyi8O7/HhGaPlD7rsN5HkTPqH5h14HFiNf4NNEZ/Bb9k27PsP0xDfDscebRo9AI/DrxjDTqgqa2dX1COuSrhATMy4h6Zq6ek9r32ZKeVvLVbvBi0nSPquNtH6xume/nEIOoBxN1RPW+3kF4O9ZljdrKui0xYH8YPc/H9zrzaBn0+3R99kcoy7GEt9rOZN5qtudk+1ziFGqe1WXT2ulJopbJJCIJVd2Tuw/PYEJT4VXUFM2DpItsbzzqOecGxUQ07k08j3LsJoRh6g/E93kgsKPti7J9Xky0lSY8gk+sneMoIs/K9+h/Zj+V7XM/evIy53sEeRnFpNjOhBEjNwrcF/hfW7+43g8Zcp2f294kWz7EKbpP0vm2N0v/H0lI5Pw9La9M9CH3qJ3vYtsbKYvcya8h6ULbT8zes/sAP7O9Xq3e+UN22pHqHUk/IWQDPkLonP6FSHb+5DQOeB8RFfs59+R1tiT6j5/QAMmXirwPkvqjhxJOIbcRde0ujujR1vMQ462264xU/6W2fmvieTutqW+rhohWZ1F3ks4kOYpk9d9VDmNza7+K6LcP7c+mfu99CM+8f+XbJa3Ssd/UadyS+lcHE+3lVWSTY2l79TyeRRi2/kT0Q6Y5RCmc1lbIjq28qfd0z5v6hto44ypi/HJvGs+dbXujAd/pqU3rPbpRcJ4xwEYyhe0tu4xrur5jCuP+bkyXGdw7bb+c+P37ohVs71kr94eJseT1ZEZBN9h21Jv838H21tU4Nm2r25WmtqXlfMwueg4CrdF+o7zraZy2hSM3GYpItLOrujqt+yjhQf4LMg9Yjzi5PMCe4areH/R93W+j+DphkO2T08vOsRhhl8jP8RV79g2gw8bIaZ9r8+UB53kLISfzTMKRZg9iHPZZhePWM4m6az0aclKlvuretgfK3Ckmxg8nxnwi2p89Oo8ZJ3B/50skfZloPH6YlrchOhArAD91s2fdM23vkK27jKTzkjWcV3r8iUrGTqpkv+kO3pC14xo7c0QI1zNs35oatW8SnlNPAB7jAYZspZDrri++IhSpCsValjCCQvPg/DLm8vepVYaV1uaXnYWHqj/EqHFwPg6UzSwNWifpBMLYnYfSbkR0UP9JA5LWqnUIq992P3pZ1E90z8i5CuGBtAthtP2Mp2s5Vufqa1hH/L4nE3qEx6byvJToeHXVyKrO09dgD1o3t0g61/bmLdt/RMiV/Dktr0Z0YncidMrXHXDcpfRmNpcgGplGT4/ZJg2sf0kYet9PNEwfc087uPXeDzNsqWVCqbZtGddCvqt1Azo0Fba9h0YIqU6/W27A7AsVVxhKK+4BbrL9u5Yy5MeeZHtb9U+E5mVtjdpI5zi9dmzf92rqAA84T/47/dL2Y7Jtl6bO99gmNBQTNG+ipqvmzHjfcuxYjOpdyQZF1XdX+n9NYvDyiAHlqCa5SL/xdsCVg9q/rC5+D/B7hzTEJcAfuj4nGjEBZu36TR5Vb7E9zDAw6HxvtH3w8D0bj12G8GB8JPGMHFYNiBr2nZWJ/ew9uMJh0GoamF1AGIt+nn7LVYnQ5qETNOoQ+ji33yFdZ7Ynk/YCvuF+4+JOtj+flj9C73nLja2jTpw0RZ7cTnjefcDhlVol7Xqw7W1US9o1wrWWJAzmMN1g/nniuT0mrdoBuN72Xtk+ecj2FO7l1ZgrY1Ey5q1FDE7zyc47CcmfxncpO7561gdF81R14HK5waR2juttPyI/X9M1auvOt71Z6j99ljAUfyc7T33gvSdwtLPw9bmpd9LxyxFRbSL61CsQz2+n57FLH6ThmPsQEzz/JCYrvjHsPLRHSo1c/yXDxWr0txu/zbZPRbTaXlvSg4n+ei5PMtBRpOF6fbIEnkdJqocxbNyi9smxVxFyFusRnqrLA+92Tw9/oFyLIvJmR8KjtPKm/orttbJ9B/aDG8qZe20uQ4yHL54H7eCqRORUXWd21hzpur5jyeB3PtP7mUem7RfZ3lhhaN7AIWfS5Lh1HeEROijipK2sncY1Q87RZpgf6V2XdC3R5t2allcmJjDXqe2znlOelUmibgbZZYHVnSWZnwflWJuYPKt7dW+V7dM6Rk77HEFEjbdGb6qDY6Z6Oak+TkS9PZtoG+5L2OOacpLVzzGjyfZFXiIjYzPbU0lfbJ+sCKt4Bt1CRqFF50XSrra/rn5Nsyncn2V8EtzF6OLsMFje4lVZZ2sH4FDbxwHHKQy9aISQ60F4BDkPxqDD4w46Yp67EKNROJikP92yLg+lNb1Q2tslfYjw9KrrMx1XO4cAHJ54lxAep6sAKOReXkwMQh/v6UkE+3AYng9Nn1HZKx33aEm/J3lyzOA8/5K0he1zIIzyZB5ZqXP0aqYbYPZQpgEsaXsnDeC0/CHbefKwYaE/D3O/V/tf0rpbJeU6flMoDLC3EVEDTxj1i89rPDyJUj10eGOye++QcmnrKHUNVz+P6e/GecCG1TusARM06d8qpPrFhPdZlXRlJyJBTbX/y4iG+4xUhoMlvdU9Xck+bz4N1ixuxCFDQz6gmAFvA252mqlWeJhORZOMcJ68nhikRds52VkHhia6aKFKhtloVKeX0HOuyNrzKrzbZFrpkvYhno8HEVEdx9i+dMDpbgauslsnV6ukNi8HnqJecqNRnpOhCTBb6JywRh2SmTg8ntdt2KcvzHUARxKe3mcT+R0eS0TQTMPDdffHRVVv/z19rz8REkk5XULNB9El9HEcdElsWNWXB9IbUFUTSaP2JV9t+3PVgiOB2KvpJUytHDneUDtu1OucTDzzR6flHYmQ1j8REQHPZ0jSrjbUnyPghS39g60IR4tqfHAk4X01hYfrer81+3/KWETHus3hAfs7Qjt0JI/zrB8CzYnIcj6kbtJxi0laOfURK8eFpjFqq1azpyehfXc18K5+n1TvDOu/NX3vpgnU6oV4j0JObn9HCPTAibwu4wiFHu9ehHTHd4mEkHul730FYdDuGvo+1yhkPw4g+j/30ptAyJ0ZXsTwhO1DJT/UQZagzditqKR2IRIuvl/Sw4AHOemqj0rbuEUx0fkGsmgESV90cnBwL5HlmWT1lTrIRLmbvMKjFZFNpHM8Ii2LiESYMoTa7tOyT/floBnckmFUMjbPo1nGphOKkPw16f+Nj6rt05jQc4R3YxnbjXaZxN/Vkug24yrCaDiTXASPzn6zR9R+z4fD1ORAm9PLOPs4H2G6tNyBtX1uIByd5srALOmhRD1ejb3OJvpxX6Cjkw+h2T5QTi/VJx8n7HZrSXoCESU8lgn5jKpv/WUG9K07jJEhopIuUziMNDqOSfqo7bcR+Q7q6yrDclNOqkG69tNI53hJOn6Jqu/nFg37vuPbxzKLDorZ8LPpGRJ2IbJqPztt7xIy+jHg74TH0huJRucXtveX9FrbX1KzV4K7/mDjolZZLU6E4nUK224417RZFEXYzhMcCQ+uAV7j5FmhXjjUbHvJDPx9Ohw7juQFY0HSkwgPqH3o1/1cgZATWF/TvbsOd/+s+rXAzwnPup3d77F8qfulB55v+/vZ8hrAKxwJiv5HVID30H9/5okEQ7r+NE+OEY9/AmGcqMI+biW+TxWWdh5RF1xM1kjYPk4jzDRreOjP5wlZnmqQ8xJCt++tRCf+htqxqxDeOrsRHjlDZ7VnC3X0rFN/6DCE4W0H9xIOzW05Hkh0zr9OhP/mnfYv2n50tu80z4CG33BaaHa+TuHV8Ewnr+U0OfGT9A62hpm7wwSaxuCJq5gUGjmapOE8bdEiy9hectCxMyG9HysRWmmjSpg8kRajukf0fGy5TlN7vgrhJXCgk0ZpqjN3TJ9lCQPXMbZ/nZ3rq8Rg4mT6v28eEv9A4rn+ue2zFUltnk57ksy+50QpxHykL9o79oUM8ajK9j2HXjKT55OSmdh+T7bPAan8jyX087chjPNDn0ll0UeKyeILB9WJGpNXaocytXqrZfsNDTUfcP6hoY/joGs7l/p2+zK9rew8iZbOcyXhDVUZnRYnjGivJN7jSiJprt7jtjq/ep40godl2/mH3LeTgL3cS6azBnBIbgDSkGR2Ddd+GHCQ2xNdNx13GvBiN3gnqdk7eaofYvua2v7TonnUUTpOkRfmnUR/SMTEywedpMIa+rTTIhbSc7Oyk1SIpKWIZ2hf248Zpf82Kuna6xKG33VT3+CLTH83LtYAR6Nsn09J+i5hxP8ZUVdUuTzm2L6sdu0+Q0B2nvdl+ww11g35ftcBm7a922qRJ8n2eTgDJD+yfVplCdRv7M5D4ivJlC+k9Vul331lIkpkSqplXEj6NuH1X9kOdgZWsr192n494SF7NhHNcnVan8u1dJaJ0nR5haboIRGSUe+w/dyWsouwZ7TKK4yKhsjYdDzH12hIQuZ+WbGBHvNd3rF0jn0JY99JNORrSc9wFa1QJbr9Rv09UOQ3WY8YV7d6hDZ819YIMMdk4NOG7JM7sszVu57O8UB62s8XZG1wZQt5CCHXVtc9HskWIunHRH84j7LeBfhAWm508rG9b3aOXxLPSqNBVqFxvBVwhuehukBb31ox+bEXUecdThi8q0SOb3Zy2Ej7Nj4PtTqyqS9TRc4dRS8n1TfdkJNKoVpQyf/+akD7fwoR4VVvw+oJMhspHsw9diIarBOIl+estA7o5FkHEWa2J9H5eQ2RgbWavfxhOs80rwSFhuBskyc9uYcwMu8wYN9WHN4Bddf8Ywhh9VsIb7ezASQ9kl4ChE5eMmMk/31eS/wmX2k9okeevOC99GecnW2WIgauS9CfhOUOolMO0727HkN0Zirusr2rIlHUWZL2zxqg+oBiHzJB/Lyx82iJiWaEOnhyjHK+1DlfP50Xwmi2YzoXREjn2wYVZ8D/05Y9ZAbd9hsUiUi2SKuOIpI9WVI9gYQJ6Zi7ACQ9oK0D5dmPiGj1rFMYlm+2/fNkXHkt0XE4hegUjItnEwPKh5Il/yAGAO9MZakmaFat3cMVmJ708z6SHm77hnTsWoS2X8Vi7pfE+Bu9JAiH0JtA+ym1CTRS8p8htDXkppu32uIeEk3SBY8WLTIOliU6i8/K1pn+RBeD+CIRfUQyqn+YnlH9UHr15FzR1J6na65C1FPfTPvdRCT8/KhCu/hwog3J7+mN6bNU+jRd70+KhF6bpH7DhbaPUi88chliwHU58Q6uR7RdT8pO0yUB5qDveyLDPaoquiQzeSkxSLnU9u7JQPV1ujE1YeqYyG7b96vM0Ct1FDzAWw2mnomKv9CTR0AddUFt30vUG6eoF/p4hqT3DjJIzJCukSK32z55DNc7BfiWIhoOon04hUjoO873eHFFEqwL0zk3ofcOVsbKYUm72mjtH6jn2HFf4JeSKo/KTQjDRM6wZHZ1fkf080blH8CVaaCfy4/szXTv5L5+SI7ao3merH7puB+45qST6rGL6LVpL3a/R1prxIKkHYnn5S5JvwY+SNSzP6cX6da5/zYq6d28XL38NvfY/sKA3at++zrEb19N0D+fnlf3w92bQPsK4eW7umvSX4nv0jMETPMoHGSso5YQbQg3M/w9GJqwPfWlnpHakMVs36mI9Dko260tiSLE775Oi7F702TgvjRd8zbFZMO8YN2agfZ0Sflz+1jCUPcU4OOS1iEkaF5EJIYbSa7FNW/qmtFpA/rzIhyXH6t+R6nFiHp0rHJhidbEux3pkoSszWO+azTd3US9tT+9e2NS+12r645sOc+MbQLuIPvmjlEmc/Oua7pDy83p74MlPdjhqFDZQi6mV29NFbNLGWusajt3xvqqpH2q7yvpk+538vl+aidyhkm7/tf27bU+4rzwrm3rWx9N3LtHEXX8EUSup6cQdqinZ/tXE899EkFp3esJ58iHq+fpDvG8VxG5uxJt+Rxg7+x7V1EnxxP99xuJemANhZzq69wv8fJQjyibm1MMzIn0AMxRytA+yrGStiN+iM8BX04N66rARpL+njpYP5b0HNu/qR27OxEeeVL9vPMS22cOa4y6oBDS/yi92fUpz1WFZ8SDiJnjvFF7Y/p/aMj1OHFoJ51I6AePFK7jfq3MffLl2SZVvGdK+mpLw/TYrHN6GP2hiPm5vq7wNPuapOcSAzvScUNDuGaJr9Hz5Hg10REQ4a19WdeTjGCoPknSc5302Gt4wP/TljUg9Mf27xTeLlc7PGqnvXcdOhyLE5MM82QmZgY8kJ5n3c7UPOuUvGjTvk8iDK/zwuB3JHCkpJckI2oTXSZoKvYlDDg3EPd6DbJ3hDD0/Ih+Lc3quZnrCTSPJ+xtcUlLOLy9tiYmPyvm2z7AsAmaIYzFqD5THN7ivV5deNhuQ0xkbU0YYQ6sHdM0+bxEbXmQEWfLtP14QgbmyrS8bv069LJa5yH2UwOqjt/vLqLDfLR6HlVvI+STKv6jkPD4taT/I7y0lq+d6l+pXb4n1c9/ITyvulAZQaHfENoUPXN/299WyItUBulR5UEGIun5hNGgGhi8h/AovImo828kBmRNsi1Vp7/T/dfg0MexMcJk0ukKmazj6R9QjWq0eBtRr74+Lf+YGHRdMub3+FXA4YqQZxF1/quSsevDaZ83EwPnR0g6l+jLb9/x/MP6B59gOiIGmTvW1t/PobE+J+vzTRmhG4xFU4aWETmeAZN2XQwfGfsTie76onmIZEZ4gHSc+hPZ/omefEl94mVYn/ZdRBK965Kh5GdEsrVcd7Zz/22muBetMNDY4J6O9llEfX1nWj6Q6DtB/wTavZJ+N8C4DMMNAV2MdY2oNwl/A9EX+gEDImw8XZ7kPR6QsL02zn4T/Qbmv6tdlmCYsfu/qY9dTRKtSv94c5xcImkz9/KMbEq/Q9K9xG95byrDX8hkFBxyLTP2OFVzXgQN6Dvm5bqH6KOf27Df3NIqY9ORq4hxxcAkZMDdti2p+p2nnD+a+lMDeDPwSA9IkNpm48j362oAHnCNk5xkzobto+HSYzN+1+k5tAx0VHBPm3qO7c/UyjiH0fmbwtGtGkPtRL+M4DAnn1aDbOJqSTsTY6FHAXsTkonjpq1vvZrtd6ZxwU22P562X6PIQTGF2iWCjiaiHKflTqjaSrc4/kl6fyrP6lm7c1/gc8C706fiPEmPr8YTozLfDi5nm1TBf4UYAK0uaX3gtbbrmm9N7Ed/53ApIgRseWKW4jtEA3qqpOc5hcWmwc7OQGvowzgZsTHqwseIDPbTQjydiZZn636VLXb1kpkr0gt9AJEgbrG07l7gYM9MmmR+0ZX5atWw5jhCKId5dynb/huFR/K7gUsJz0GIAd8+RCWXD1zuILwzZ4tRPDna6GqongO8U9J/iPuYdyhGeWaPIBqDanC6a1r3zDRguFbS6p5Z4pI/zvDZnSd4uGfdrBj8lLTugTXV4OFt+1MdJ2iq/U9JHZJKWuMa2/9RRGKsZvutqQNaeaH/jN5ExVxPoEnayvZPNSAjtjvIRdAtmmS+I7VVXyDu87qS1gNeYPsDQw6FCRvVlTRK02B7J+C5hEHkm4Rc1F3ZvufY3iL9/zXbL89OdSH9WuKtRhzCq2uqM2j7Kkl9Xo2eOz3vaXiwPuUcYoJyb0IiZkt6HfCKixShel8mDLD/IN6hLtcdxaN+brxSu/BBQjevikjblfjdNyC86Z89jvuu/tDH97oh9HGWqUJocw+jrpEVvQMiD8QX0mcKSWN9jx36h49Xc9Kab6d1F6f+UGPSriG09g/cH8Zcd/D4Yu1cw7wAK2ORCWPR0bZHHjR7fM4SbdE8bRxNeEpXEzAV9YmXYX3au53CjG1fIunXNeMyzNKYI9FlIm81woOy4u60Li9rVb62CbRhhoAuxrpBVJPwv02fPMKmafzxY8KhapR8E/Ufczuir7IvPVmCvL87zNhdTbrNROd+VDYi7n/Vj18duFY9eZlK0uVThPRFXVphbr3LO+dFGOO73oj6ZWweQsjYzNS2cH/gF4ooj0GSEwM95iV9tu3k7kk5XEdP7q2JgTaOnNSnOJiIIlmKcAK6q26IHsAWapcZFGFQhhhDHkBIj21Jkh7L9p3xu+7RHRU+U1v3yoZ1w9iDuG+fJp778+jXJh7m5DPMIAvhzLQ/8RwdDfyIngTH2BjSx7s37eM0FsupT369n+hP9kkEpeNvJ/quO6lfh355Sct3sCe8CHii7aln3hFF8gZCyic3MG8BvFItWtBtFANzj08T4dXfA7B9uQZkaW5gKds3Z8vnJGPKrdWMmu0fJoPVyQodw1cRSTmemgZos0Xnxqgjfx5W8Q5ixAHi3LAv4UW6iZPWsEIH7AuS9rX96Vkqx7h5S/b/MoTHVBXm2do5JTpgU6QB3nsV3pgHpnWfYQYhXPOAUTw52uhkqHZLorIRn9nG0J9seWViZvVCet4Ztr1dh3PPL57LU6jds262DH7VzHbdUxKmD4baJmhyNqLnXbJ+Gti+DKi8Iac8wCQ9nvDEeT7jGcw+jfD6en7Dtk5yEbY/qOHRJPMjXyYG518CsH2FpKPp1jGcFaO6hmiUEknKjiY01ga187k3xrq1bfX3fJgR54pUt+W5JPIwOiQtR0x4r277NWkCZR3b446iWobwUJ5KZqJaCGY2gf9Fhd7bCk5a+GPmTUz3Sh1L1ETCWYf9xcTA+mLg4tRxn0KRGO8y23cpPHc2JLRzu0w0toY+dhzMjo25MB70oQFeWYSEydjeY3VIWqPQTP247S9m64Z6mKXztPYPNJqDR6MXoPojJkn9h1UBK5LYfafhXG1lGpqMsyNt0TwDcfcEpcP6tHfUJpVXypfT5PKsyTx1nFA6CrhQEZ4M8EJSGP6IZW00BBARFJUkyzBjXSPueVv3JUWs1qW/c5uwva8NzSZg/5eMyH/L+i3QbOzOj/+GQo6p0rl/4UzHqR0YFkL+BOL3eQMRLXEecJbt09L2ufE4hWhvdiSiSaq8CI3jgzG+64M4ko6Jdztw4LAd3O4x3zWvy11EQrXTadYS7mrjOIT4HY4lftPdgLU7lqHLmK+aiBomPdbFMD+MgY4Kkqoo1bVqRvH7Eu//SKTvMLBsHuDkU9ttoEE2GWF/kNrYofm25oYhfeuHp/ul7H/Scr2tGCYRhCIq8EBqOvT0J11t4n+5cbnC9j8axsPbDDlXKyXJX0LSBbY3VX9ij8udZWBtOfY6248csO1624/Ilp9CGF3OA142Q0PZjNEISXqGnKfyqHsaMVt2IiMmYpotFDpcz3QtBEbh/XWqOyQTVH/26OXoT3A16wO7QSgl2Rhh/62B82zXPSzH5T0516iXXAzoSzA20r3X8KR8j3bIF9R1qIDRw36TUe8I+kN/dre9ddqeRy5MhcnarusvN527k2bnbKEhSQUk7U94cd5CeHhsmGZyHwkcaXvz+jnnQRn3sX1QtpwnY5iaoLG9X7bPIO+SJ3lAwhLNg+QRiyKai2Rbad/N6BnVK+3ytYHlR32XW66xRm2VGaBR2nKOURKHfpzoQOZGnCvcyxy9DCEzUE2OnwV8Ie9nSPoWMfjazeEZvhzRBjyha5k7fq9/Evqn27vncV3/Po2T+E4JgcdcniWYmVdql3NfQei6/5PwRn2J7YvStl840+hM+65P/I5fJSLnXmZ71iLZxonCu7aeiG6k6Bq1JIQc53usDklrFIkLLyd+y9favlu1xMczRZEU+WxgT/ccPG7IDTwakswuTZDs6OTUoogA2ooUMVn1L0Yo09BknCOcK4/mOdt2Z+kWSafVy960ruX4A9q2u3vI/NhQeP7VjXlH1fbZiN49O8v2pSNeo+o7NkVjrdl2rEcI66/X3fk6dUjYXhtD9Z2GMJot0WaopmNi5FSuw4gI1cuydQfaPrDr9x0V1cLzXZswTPdiG1LeAtvLpvXHAns7JSSei+tXeRF2IuqDo6jlRRjnuz6gDJ0T7w45Ty4hOGzfaYlFR7xWPaqq4s70t5ONQyn5t/oTG3ZuN9J3/omHTNqmCYotiKi1nxLSYx+xvU7a3tiPGPFdP4YYc+eOCsvb3in1edeiQaKB6Iv2JV5tuUYu8dRU3jyZY2s9mt37y4ENHLJrU/Y7tSSyHSdtfetBv0uF+6ObfkJMNn6YqP/+QjhIPjnbZ2jS1QFlvJzQe26ahDq9yeY5rG4bRPFg7nGzQibDkpYkZt26znheIOnVtvuSGUh6LUknLGtcRWRP3hr4S+oczJqB0qMl6Wkj96j7JzNLxDRbLFk3LgPY/mv6rYfiFq/WSaH+pEGLEZ6WK454mt0IT+5biYHPWYQH/m2MwXtyHHh8XifDPGC+SXjW5onV8gZwpLBfhoT+uFkHvR4m28j8ZFxODPWs0+S9aPt0/hwehjnnqpd0qaLRu0SRRGgQy7ZsmxHqkCV+IeQWSY+gJ2vwUkYI+/Nwiaa5xqNplA5iJUkvIt6FlbIJPZHqc3WTZCEZkj+dPoN4hO0dFJ4o2P6nNE+y6l5L6EWfKWlPR/h+/Tp5+PgyRFRXlfF7bEjarbZqQ0mddS47cBAxCXUH8MvMuLwB05/Ze9Lk2nbAIQ6d3T3HVI5ZRdIXiQn3LQlD+UsZkO9hCAO9ssb8HndJWvPP9H7sB5yt8NIclydOF2/DYV6AQyMmR6RLMs6BKLy0PkFMxF4JvMX277teXGPK9TEJA3IbyeD9dOL3+yHxW57DdOmDy4g6Yol03Eiyaaku+ZybJ7VvSudci5BV+3daXpaeFMew77EN4RzwEPXLDqxAL2JyaL6JjmOoTomRFc5B+zF9YqtqN54NbKxIEFbd7xfQwSt2VDQkPF/SccSE4vXE+Orl9NeRTR6ndrdIxincLS/CXL3rHRgl8e5A3FFCUO2JRat9ViXuQ91AuVX62ygbIimPPu1i4/inIpHkZZI+RrzTXSSCqvLcK+l/klYcYghtlR4bxZDcwu6Eo0LV7pxFkq9Kz81N9CeOngm5Hvh7GZAksWM9+ne1a7a3JbIdJwP71l1+l6qfz3SJoDWYPk7uknS1iRWJPnbTy1kf5w6THmmlGJh7vI7QjnkIMSN0KhHS0oV9CaPtzvS0ajciDMkvhPnPQNmxMWo7vgp53dy1JAGKEND5ibtnuG1+J08adA9hoBxpoGr7FQCSHkwMDj9HVCZL2D4g7bP74DPMLurXHAK6z6YNM1RLeqKkB7qnQ/UKwqj3G2bQMfWA0B+NXwd94rglqUC2zzw3+A2hr0HtOEEzSM/sogGTiq+ie2jeKHyXlizxCyl7Ed5Qj5b0e6J+23WyRZonnEmvnjiT/gm9ypP3IIZLsqAIkW6SfclDYO9OBobKcP8I5s0zZdsnSboW+Jakw+tls903eSnpYfQnexoXebTBMsQE/yV017lsxfbhCnmABxDerxV/ol9PEOBORf6NXYGnKhIhdprong95su31FF5b75X0SSIBzah0SQg5DrokrakGhB9TJKc9lX7t4xnT0cFjWDK7lWvn/L9scdUZFGtu7/3hxHt0FlEPHUwY0ruS5/rIB753MINcH8mg9GqmT8buMeq55pKXEobFS23vrvC0/Hq+g6Q3EoaVPxMe9ZWzQyeNy4xLJG3i0Bhv4lgiwqLi3rSuMQqrxh8IY9D2QNVfuyeVed+0PK6E7V0TI3+D6DdvS4zdXwHkidv/Qhjevq5IujeHZoPKOGgMz5e0CWEE+jCR22ZXYjyxGtGvrKKKDszONRXJODcF8uC8CPO6nh1FN3wYKzNdQrAu9TAsJwX0npXnkT0rkr5t+2VqljnDHXVmM15OjCP+j3gvHkb83qMw0BCaJuLum73j/wB2V3iX3qGUy0PTIwVGvvddHBVq11mK6MN01ZzuM+wroksbDf201KMjGGTzRLZVmedFfTCwbz3oOatIz9tBwDucSQQRSesfD3yI/rHB0KSrA66z5gjfZ6D0SBeKgbnHOrZ3yVckQ+nQDKupcnuypK3oWfZ/4MiaXJ2rtYPqCXoktjRGXTiY/iREg9ZNkrzRyxHjT+wxa3g8SYN2JTo0jyeMnYeQdA6zfa4nxN/PJsIer57b686EWmd8FM2hrnwReEa61lOJjuEbCQ21Q+mo2akhoT9EB2ScOuiFbtR/ky4TNI16ZsQA9gRJu9AzKG9MdLReNOZyQzfPu4WNP9h+RjLGLOZIRHH/SRdq3HScwFutyShm+0pJa2ar8mRryxBGgVUAJH2O8AI7kPAEe5ikbxByWa+cSdmHUBnqfp3q08MZXlf/jkiSM1Zs93l/KBILfnNc51e/rNITGjy38knQHYiolT1t/0nS6oQX1oJIZUz6Z5qkvpWIUhmVulfWVkxPCDkOWpPWJG+jqQGa7Z9Ieva4yzLEwWOYF+DQiMkRmdt7f9+sLNcmo3xnPP5cH98l+lc/IZNBmQD/coRq3yNpBcLo+bDaPnOIsedIYc4NbArsIukmwjDV91wThtspZxqH7Ms07eIB/IIw2ixFROVByJwdAVS6/eNKntjVUH0/R+THHPeSNufGdSUv0OdLei/h4TpqdGdXBumlfgl4hu2L2sYTnotIxhkwT+vZYU48I/Lu4bt0Siw66Fmp6vkmbf0dqn/UnCzwduAi29/N1j0VONH2HYRHLoqEv9d1+B4VuSG0zmeJflt9++bAs5wSRc+NM+MoRvf8Oqnd3I6U6HgGtI2X2+rRg2gxyCrykTTmKyDa23FzAIP71tVztlf6+7X0d1d6379rPx+G6NAPQgMkQLNr5e33UC3o1mu5aDADtOpLjen8lWeRiMb5tvT/SsBvx2EsnE0kPYmYEd+H/lmuFYAXuYN2dWHuUMh75HqbZwBf8gjakorkOdcTHZrTbf+mYZ+liQ7sU4gKcx1Ca2leGNIGohlqDo1w/lyz6XPAX5002zSa9mveYWsK/bmdMeigF6bTMHs/tYmk8zfi+Vr1zNKMbpWY7ep8UnGcSDqU0BRs87xbqEid3FdXXkySXgJ82HbXxCkLFJLuR9QVWxDP8DnA+1IH79e2HzXguIE5INL2i21vJGkOUe88CPgx0Tm9BLjADRJS8wLVQl5rk3GLARsAN9qep57qqe28ykm3cAznO71lsz09cehCgaR3Ew4FWxHRTxBtWRfjwKyj6ZrpQL/UjSasoa8hOScIbeYTCQP5tIhJ23+e5fJeQ0RjVZbwbxDGsmqCqbPBWR00izuco3NfbV4i6fOE3MOORKLGfxDJPXfP9jmdyA/TSbe05Vqtz3XyiDzY9vfS8naE7u9QfWtJnya8XN9k+860bgVCFuVftue0HT8K2bOfP/ek5WVsL5n2O9/2Zoqokc8SXtbfccp3JOm9ThGYafk9wNO6fN8ZlLlRLxW4T9t4gkgUXY9kfIvtxt9yUSQ9149KE33LAYtXz2Da3pqTIu3T+KwQEQ5nAbu6Jumj/rwYhxIJ5qoEly8hJgHuB9xge5+039+JaNednJICjtmGdLHtjQZsu9opd4+anRnv7GIXkPQg23/s0k4OOP5SzyBXQdt9aqtHlfK0DDjuSiIKZmz5CoZ8h8WISaPTCEO7gPPrfeume6Selv3I/XyFNAiOZNpdyln1VZchHFIuT2Vdj5g0eVK271At6DYWeQ/mzFC6qvozEK8AjG02rjIeSfoyEQr3w7S8DUlGYwFjKeIlXYLIHlpxB+PNzl4YzBeIsJTPp+WXp3Wv6noC2/eX9DjCSP1BhZ7etbZfnu12L+FVcy8xQ/iX9JltZqo51JXFJS2ROvtbE3rMFZ3rSncL/RkWJluYAaPM3neZoPEQ3SzbpwNtxqW5IvMkWIIIh7uBBs+7hZSdgcMlnUGET9+PMWvzzmd8kxjwVGGVuxCDzmfQUZKl5p2wGNGBXAL6PAXXIDrrO6ZrHC3pmx6zXI0ipHNPajqZ9LzgoKfDZyKK4GiHVvNYkfR9+g3ZjwW+Pa7zu4O80ZDJL3s+SRTcBaXwb9vvT8vLE/q719Cu/10/z/fatrs/HHquyQxufUlragyTG5inuJsXYGvEZBfGeO//SOb1TcjCVMumY52t7prFwzhJ0nOrMdaksF1JLH5Robe9gu0rarvNKMy5QtIKDo/JO4fs+jpCm/QQor65mci/0oVtgbWdeaPZvkPS64n3fWwG5o7PPsAHJK1IGJwOJsbrU1GAtg/QdK/g48ZVTqBLeP6RQ8YT1zBLkYyzXc+OA0mvJu7ZKoS++0MIR6gqSboIg/Em9HJSHOrpiUUHPSvvJaJIzpe0rzPdZuiTT1gP2Nz2vem6XyB+ty2INq+iioD8jiKh5LG183T5zo8ijHn1SbaHE57ng8i9ti8hPHxzJ8Y/Sfoz4bAxUMLPKdHkMENyKmsug1T1Nf89YPem4/P+0HLqj3qY6g8NqUdXarnEssC/Pd58BQNxeFnvZ/vbwA9adpUyaVlF7rfq9+ssvZgmY79GL0LxFiK5YGuEuXsSoMcDGzo5LaXzHVjbvV63rQh0zvuzyHswKzzUnk40wHlYyp3A9223JXOayfWmeUdM2mNibpC0hu2bJC1n+5/DjyiMC2Uet23rhpxjBcKT9mmEh/L9iVm3V2T7/JNoSD9FaPHMEw/iljJWEz+PI7ynZ9QZ73Cd/YlkJrcQUQYb2nbqSB5pe2Rt8a4z2OqFye4wL7wsCtNRhE8tSSRVgpigudf2q+YXY9AgT4KKLh3BBRlJLyQ6UXcCT60GYgsjkq6yvW5t3ZW2H6/QnTuByBkwTZLF9p/S/vlkxz2ER80nbF874JobkKQrRhjcd/0+xxKD6J2JTukuRAK8OQoPukGhi/vVBnvjKEseiXAPcJPt343x/PvZ/lj6f/s0uKy2fcj2O8d1rfkBhQzCM2zfqgj//ia98O/H2O4qJ/VXwth1DHABtQH5sAm+GZS7MWlN5f2V9rmG8BIeJDewUDDb975Dea6kp7W5fqrzvm77mSOe507gPkQf8b9MaAJHkbj1p04JuxSyPE936HBX+9Sj2wA6JyyUdJLtbdUfIZudpk97f2Rvt3TMrzwgaqht2yRQc36TeeIVLOkkIjz/ytr6Si/1fFrGE4Qs0qxEMs5v73oXFN6mTyQirDZI6/psJXNjO1HPa3RtIuriKmAvR2K23IP5WuCJ2Xu8InCh7XWUeaNm57s/cZ8vJ6QrOrcbks4hotg+Tejt7k7IgLxH0pnAW21fWDtmE+CTtp+alr9MePP/KC0/i3BaOAL4jO1NW67fqN9MQx2q/iSIVV/zy+6XLJlrUv9iGrbPknQMUcc2GWSfCWzkAdF9kq53ingYY1k/Qq/eyTW0b8322Yjoc69I3NfbgD1sX9K1n5/Ocx6wv8PJCUlPBz7kjt7FyrzeB61LRvhKomRtwpP/ZHeMkl/kDcwVlaF0Fq7zI2L2q0r2sAsxcH72vL72vEDhAX4YsLzt1SWtD7w2m3UqzCPSIG9729en5YcTDUvnkBxJVxBeIucAZzUNupMxYAuisb8bOC/te9rcf4tOZWzshFd07Yx3vNZmRAj5qU66TqliXd4jhHpm5xtbiFRhvIxjgmZeo/ACfR1h8LgSOMxzGU67oKBIcPUIopO9NpGE9+DKKLmwIelThIZq5Vn7UmJg85Zsn7mWZJG0BOEduCPhDXQGcIz79QTnmmrwpUgAt54iYuBsR7jqucxC6OJsvT+1AWlfnb8wtgEan5zU4sRAcCfCU+wHxLM4T/I8SLqceM76ktbY3jPbZ0bhwQsa8+LeK7yx1qQ/uV4nD2SlcGdJFwNbEpOKv7T96JmWZ5I0vQeaYQj5XJRhV9tfV3907hTu4Jwh6UTg+PrvqMjf8jJPwPtV0lrEhNaa9EcXbkuMr/d0zyv4hrqhfUxlaA3PTxPDQ8cT6kUy7kTUTUcx5kjG2a5nx4GkC2xvmvUjlgAuyQ22ko4EDnFLtIkGJP0EnpC12UsAHyDyp+wGfCHbtifwLqKfJCLi8UOkfBa235r2+4Ht56X/FwM+CrzZHRKgZ2Wt5MymDOfZuicSfcOv0m983I3oS12Q9m9yYqz6YK1tc3rXH0joPH/TmZzZpFBEn1UsQ9ghLra91TCDLDGZfEaDAfq1xGTfTmMu640Nq6dN9KV9V0wbp0Vld+nnz+34NRnn76LfFrl8fk9SW/wUIuHmucDPgbtdy1c3iCKRIR3k0NA5RFKTqPm4G8+diBmqE4iZobPSugWVg4BnA98DsH35oBmnwth5K3C6ImweogHtkjBqCveS2wz0QE+Gh+9KejRhmNgH2I8IQZnnjNOA3OFa5zesGyl0XB1DfwoT515Jj6hN0EwyKVATRxJeWGcT795jGWNI6nzOlcCrHLPgNyqywY8lWmF+IqsvRNStVYdvMUJvbsrA7A6SLJKeR02Wwvb7JFUDzOcShuxvAq9xL0HKuKm8HP6uCL/7E/CAtG4pz07o4my9Pxrwf9PywsC45KTuJbz3TlHketiJkAx4r+1DxlriYGjSGkdE3haE9ucRyUCx/Dwoy0QZ972X9DViQvAyeu2oGSJxoV7y0QsVXr5fJowF/wB+Nmo50jlXBh5Ffx141kzONRc0GZb63o30bO3H9Pp6ZCmopu9MeHJDv4zhqOwFHC9pD/qNOMsybxIad+FEwrHp+/QnBjycmDg9XRFO/03mXf27Usu2ZaHbeMLtCT/HwgTq2XFwpqR3Ekkjnwm8gfi9c4Ylt4TBST+nJnpSO/b29MwcQ0imVjIGXycke56Ydn+n7T+k/9+anaMyLldRAm/Nt3fkP8k4/WtJ/wf8ntT22L4wGZn3opc47moiL1HuNfxHSW+jl8R4B+DPaZIhf1emYfuFyfD5YuDLaYL+W4Sx+dZ8X0kPJSRHqsjes4E5TU5qc4Pt59eu+zDC7oQj38CTawbZKbkoheTMiZJ2piFfwTjLmcozNPogvX8vIU14KCXxtT0lPdGlnw/coMiBkScLvKFl/zq7ExKRVX/4LEJita+4Do/+PYHP2/5YcgbpxCLvwSxpI9sXa0gyp3lw3fvMw4HdrFGfZUzr5isvwIUN9fQP/5Qqq9cSleV1wNvrDcGQcw31QJd0HBG6eD1RCZ1NhAh11lsaB4pEJdvb/ntaXplo+BZI7//CZJG0NRE21jdBkxr3+YKaJ8MSxHu3UHlDFsaHpC8SWn1bAl8hvKAvtL2npJ8SA9njbN82C2V5FaF7+XjC62Z54N22v6SWxIQaY+jibL0/WvQ8mMcmJ5X6MM8jjB5rEs4Kh7uWeGlM5R6atEYRMbUxsI7ttSU9GDh2lO+0oDDOey/pl8BjPeKgUr3kow8mjBnHEGHDTZrFXc73KmLQ/FDC2L0Z8LOZGG3nBkmHA3+nl/xyL2AV26/M9jmVJONARFq8gogGeBsjMOw7S1pmbvvr6tf8/oVnKYJxQFkucHuo/2x4BbeG59veYVzXGgezWc+Og2Ro3RN4FmE4/lHDve6StLXRa1fSC53J1WTrVybG1Nsnz+GuMoe5Jq6Av9JBE7d2jk2AXxKTF+8nZBQ+lk9UpHHLebb/NeAc96c/WfS5hETZ7cDq7igzl+7/joTO9Ydci3ZI4/Gj6Tdw7uIRJY1GRWGRvdr2Y0c4Jq+7xp6MXSE1upqTpK6k7ek54P3IWeLdNIlxOzFZNzXhYfuTI15zZUJHvNIfP5vwqB9b317SpcTEzqeJqJCrNYIszSJvYJ5tFCFkX2EhkZSQ9B3Cq+wQYjZxDrCx7R0nWrCFGI1J/zCd6wLCCPG9bILgKtvrVoZsotN6KdGAvITQWjpwFEP2OGjqKGiWQw4LCz7jnKCZ1ywKxqpBqKcr2YfnQbjr/MLcet6pFwpZ/V2e0Ex7yjwo7qAyPMz93sn5tm1tnyTpG8xC6OJsvT+S7qXnQbUsUEUDCVjG9pLjvuak0RjkpCQdRXge/ZCYLL5qXpU3Xe8+RNKaxeglrfmGs7wSyUNnAyIcu+oTXeGFT4N5rPdeobm+t1OiqBkcnycfXZYwNB/tEfPgKLScNyFyiTxBEXn3IdsvHnLoWEnP2ruJJK0APwY+kDsWqRf+PvV8qUV6oeVard9Z0nXAnwkjxNlExMi8TJg9T0keiY8ivHzzfCzT6h3No/wmGkEvddLMdj07DiTNcSQmbl2X1vclbXUm7SDpA4RBdqSkn5LOB64gxgbfrG227Tm1/edKE3eEch0JPAm4lXiXzyLe59sUXspHuaOEwYDzP5mYhHgKIZ35LdtnN+zXNB7vLI81QnkOpj9B8wbAjbZ3Hed15gZJhxLP2FfT8nXAyUQ7do/t12X7Tsu1MgkkbU4k9VuDfkmrh2f7PJWY/DzX9kcVUb772N670zWKgTlouNlVqMVYB7NtBr1xXme2SLNlnyE6USIa/Dme5URwixIak/5h2n+gB/o4DdnjQKEH9KKq85AGJCcsKga3wniY357rNjLDFfQbrxZ6uRVJ98sWlyEGiavYfs+EijRPGYfnXVafn0+EOd4KXOUB3sLzAkWStOfY/k1t/e7Au2w/Ig0ITySMA9NCF3OPj7ksyyL7/iwISPofvd9nWnKhefn7pL7r31wbBEm60PYT1UvadB/iPVzYDMxjufcKjUwTMgxPIOR3cqPfyDKDmovko+ppOV9GhI//Rw0JjeYHJJ3v0KT/EeEp+Acij8pIERxdvrOk1Qmj0eZE9MHfx20Mmi0kfZhIynw9vbB/j9JWjrEsc50XYV4zyXp2pjRNBtcditSStFX90mMjJ/1M7cMzCC3lvM+5OuGIcp/a/nOd00XSxsD+TDf6TWt7FJE1LyUMgA+2vURafw6wle27u143O+dviKiLbwI/JZL3TZFP4Eg6jYgAPSat2omIAB1rknpJr6gun8rzG9vnjfMac0vy9N2w6kvU7Cnn2N4i2/dQIpfMlc1nG3qt77Vt79repn76vkz3pM4n2/sSVg9aN4hFXoM54zAabva8wPbNUp8s1Pym+9kZ27cQniCF2WMs+oeJm9OMpRVJmOYQIToAi7vnzbkDcKjt44DjNIIOzxjZHzhHkU1XRGf5Ne2HFArTmN+e64GMOrhemGiYpDwoTTItlAZmou6tvNC2rLzQRjzHSQod04/R86r6yviK2Ik3AadKep57IYPvAHYGngbg0Ax8svpDF6e088bFovz+LAh4hARIc0Pytv4IMeHyfiKs9/7AYpJ2s31Ktvu3JX0JWEnSq4E9CF3ghYox3vtPjOMkak4+euAMTvW7VAeeCPxY0m3ArCVoVMrrkxne+6gZAD6g0Dx9M6FnugIxDh2V1u+s0EvdnOgzr09ot54zg+vML2wPPHwmRrRx4256qRNlturZcSBpJ6KvsFbNmLYCUX/nvJ+YiO9L2gpge250xyvbxjcV0j+LpTJtT0Twvr3hkLnVxAX4BqHbfCUD9JIVyTWfQkiP3UJEj+cexjcA56Z7NxUt4Q4JPYnvZiKvViVNMnUKQm6mYg+izvp0Wj6XEXNAtSFpO+ChTkm9JV0IrErYKvaz/Z1xXWsMLFGbqH559v9KtX23AF6piND8DzTqhrfxJCKy/BjgApixxvzttk8ess87gLoxuWldI8XA3KPLzR4HbQa9BQZJbYN8237/rBVm0eMYIgHCLUS459kACv3DUcPeXkd4oD+ESChwKqEVB+M1ZM81tk+RtCHRoYAI1bhltstRWOCZr57rQjPpXa9YjAg/XZh/n3/b/rckJC1t+xpJ63Q5UD3Zl/en5eWJQco19AYAs4LtH0r6D3CypBcCryIS5DzVNX24ZFCe7zy+CgsdhwDvJCQxfgpsY/v8NIlzDJEACwDbn1AklboDWAd4j+0fT6DMCwROeWokrQX80UnrV9KydhK1EgAAOzpJREFUwGrDjteYk4/arhLPHSjpdOI3P6XlkHFTGZiGGt5tn5T+vR3YcqYX7PCdfwv8nAjZf139+AWQqwjDzV+G7FdY8DgP+CMxAZjr0t5JSFbkDE3aqohOv8z2Xck4uyFwkDMZjSYUck87pc8thFa6bD99wCF7EJq4x6fls9O6Ufir7VYPVSLB3fXAF4HT65Fiadv1RJ95JCN7y3dr2vcmYOTolBHYj5hsrFiKiHJbnvCcnp8MzP+T9EAnWRwnCRpJD2H6RME2c3mtBwJVm7kz8APgGI+g9Z04XdLHiee1T2ZI0jZEe/wQSZ/NjlmBmld7G0UiIyHpI8DiNNzsMV+nSVJib89Hup9dkPTmhtX3IUT572d7ocu6PT+hMegfdrjG2BL5jKk8IrzlH277fSnk74G2L5zNchQWbOa357rQTBooV9wD3Ah8wrUs7AsLkk4gPED2ITxFbgOWtP3cDsfOd7Ivkp5CaFSeB7zMs5wUtlCoUCYdJumXth+TbesLuy7MDEkXAU+uvEolLUVoN7bqCWvMyUdT3/hq23em5RWIOvCCuT33CGVo1UJVv67oNNxR4zI7X+t3VuT62QJ4KtHn+TVwpu3DRrnO/IKkM4D1CKP5XMmxFOZPlPTybf8vjW0fTeST+G+2T5ekrVcQXvvrEcmGv0L0R5425Pr/I4zEezolxpN0g+dhDhBFAr+dgNPof66Pr+33OOJd3oLQIr/Wdu41O84yHWr7Ndnyq4n8Gb9OY/LDiNxMNwGvHKP9oU+LXtIhtv8v/X++7c0GHz27pImLOUQkyqVp9YbEJONnbX+t4ZiBuuEjXHdp4nn5OPBe24eMcGxT1IVtb5XaiycQySFzZ9I7iUmNTu10MTAnsptd3ZDKbX2smk6SNrd97rB1CxKS7ku8XHsC3wY+mUJgC/MpXT3QZ8OQ3RVJXyBmA7ey/RhF8o5Thw1gCoU689NzXeiOpH1sHzTpcsxrJD2N5IXWJQxYY9Tln1vUr324NKF7eC/zsd5jYeFGmZ6nBiR+zJ7baYdTntuhNNUzGlGDdEzlqOthLgZc5FnO1aEWLVT1dEUbsX3kiNca+p1TVMsWRHh9JSOwxijXmV9I7eM0Km/6woKPQg7tKcDKhPzCz4G7be8iaXXbv1W3pK1V/f4e4Pe2D6u3AQOu/0LCg3ZzIhrgm8BXbK9V228smrjpXF8nDOlX068tvke2zwqpTE8j7s/9gfOB29xdmqczDe3lVcAGtv+rSLb5ZkJOYwPgAI8pobSk6zwgd4ik6z2iTv28RtJziCipSvLtKuAjrikjqEU3fIRrLQ08jzAurwl8Dzjc9u/n8mvUr7Of7Y/V1s1xQ6LNJhbmcNNOSHpT+rcKVTLwVyIr543z4JIHEzMbw9bN90hahdBb3AU4kujgzLUHQmFWaAo/nPJAJ7StsH1+facJehBumjoKl6Zy3Ja8ZAqFkZjPnutCd95EhAguVCSPt6ttPxpmNFCeb2RfPJfah4XCPGB9SXcQxuJl0/+k5WWg/7ktXs0z4q+SXuAU4q3Q0JyEhJkqQytA8oCcxFh3oBZqZUCWtFZ9nKmQOxqV1u+cvMuXJqJJzibkimZNl3oesB7w9TLeXKiR7X9K2hP4vO2PqZcj5UTC3nCXpONsv4SwQTRxpyIHxK7AU9Pky5LDLm77RODEZMTejogse0BydDrB9qlp13Fp4kJ4Xw+TRTsn+xxi+3fQJyk3V5r46f5s5l4ivbqz4D2ZF/m2RKTG34CfSPoY4+MCSa+23Zf/QNJrCSml+QpHHocuUkwDdcO7IOkoIqnoDwmv5atmUt50rucRBvHck/p92S47Evlccl5JqDAMZZE3MNOsUbMGsL+kA21/cxwXkfQk4MnAqplRG0LTZIFLRKPQbnkxcCjweNv/mHCRCiNge0rbKvNA352Ypf3koOMmzH+TIaby0liVAYkQCoXCQsncdN7nW2zfK+nayjNnBqcYpy5/obBQ4dGTPZbQztF5HfANSYcQ9fTNwG4TKMcNkvYGvpCW38DoybbGQRct1O8ko/zvYcoz9xAigdcoDPvO29j+64jnnJ9ZDfi5QhrqcOBHuYG9sFCgZDfZhXB8gp6tJO8HDpOs2IHQqt3T9p8U0oof71qIFOF4NHB0iprdHngbIW8K49PEBThP0mNt/6KlPOsBSFrO9j+zTR+QdDRw4tzYY9Lk1OcIj2RsP6e2y/8kPYiQcNsa+GC2bdmZXreBfQkD/85AFVW6ETFR9sIxXmdspCjYLwCr2V5X0nrAC2x/INttqG74EHYlJiznAHuHSklcnhEirSR9EViO0P7/CvBSkuFegxNt3pfpiTYHX6PUyc0k79yfjCusKnUcnk50wr6YbboT+L5TtvUFBYU+0X8Ibcz8ISrhhAsIDR7on5mfPQIk7UJ0FjYkyvtS4F22O2U0LRQKCzaSfmt79UmXY14g6SyiU38h/R5vnUIbi+xLoTAeuoRQF5pJUgxMyulEoW35WULH3oSe6T6ekGxfgyEo37YJ8Hng+US/9sPAtrZvHvEaTd95DtCqy2r7U6NcZ35CYVl5FuEYszEhz3iY7esnWrDCWFDkkngLoeP+UUkPJ97jvdskj2rnWJyw48w4geaIZZ6xJm46/pfAI4h8I/+hZ09ZL9vnSYTu8fK2V1fo5b4W+BHhcbo1cAbhdPCDJomeDuX4BPAz4Pj6xI2kbYEvEcb+79t+dVr/NGA/288b9XpDyrIVPdmJqx2JoedLJJ0JvBX4UhUBJekq2+tm+wzVDZ+lsl5he73s7/KExvlTJK0BrJXK+PbssDuBK1Kk5PBrFAPzYOZFmJykNRbw0KTCQkDNA/1zC4oHuiLr+9ZEw3ua7V9OuEiFQmGMqF0LdVnbC2XklYquZKEwMSS9OFv8BGHcmMK1REuFfpJx5SWEJuRUHV0LuV1kGGQIsv2Ghv2+BPwbeN5MPI01ILcPkUweYB1gE0KrE8KgfaHtzqHZ8yPpnu4OPAc4nQg9/7Ht/SZasMI8RdK9xCS8CK/ZagJnmoObpNOAF9ueZ5Fc49LETYa9aeQ2I0kXEM5V32syYkpajni/dyTkO04Gjrb94xHKcSchmXkvERHXd1+T/M59c4e0JCWiBcWWMC9QSkyY2w5Vy02Q7tO/iXvaqBs+S2W9wPamks4nbEF/Iwz4jbrXM2GhHKiNg6SLMjZvTkkH2d4HOETS2ATYC4UZ8mZihvRdhBxMtX6+9UCXdBhwsO3PZesOdEpmVSgUFny8iGr41g3JkrYgBizFwFwozHuen/1/Zm3ZQDEwt/NdQo7nYqJvOasoJSSSdDDNSa72nuUiHQQ8m2TUtX158spE0xNxLUfcu8MkzWQ82JjbJ/PyPIvQrL0zLR9IhPIvkEiaQ8iv3EKEd7/VkXRsMeDXQDEwL+AkCcT9mK4Ru9WIkkf/AK6U9GP6I8PGUh+MUxPX9k3J63o1Wuxztm/OxuwQhuBq2z+BbwHfShINRxLvSud7NqwPnjxYc+PyobZf03LIosItkh5BT8bzpcAf8x2q6MLESMlcx8xJklYivO0vIcr8FQBJ59jeosHZZyT70CJvYJZ0JdM7I6sAf2C8+mFfS3/nSoC9UBgHthebdBlmwLOBjSV90vZRad0LgAMnV6RCoVAYD5I2ILTPtifCJI+bbIkKhUUD27tPugwLOA9t0OucTapotosmWIY+WgxBYxkHqntun9WAPFT+7rRuQWUVwiu1Lxo46cduO6EyFcbLNwhD6baEtOgrgJnoiB/PvJ0cHIsmLoCkNwIHAH+ml1/IRFLLipslPRmwpCXTdX+ZnWM14GWEB/ODCOmYV47yhZL8zC7AWrbfL+lhwINsD0qut/Eo51+I2YuICn+0pN8Tffi+KJEkZXcw8BhgKaKevmu2nfpsvz/9e5ykk4BlKi9/21ukv9MmGpK3ficWeQMzUXnlGPhbbZZhrrF9cfpbvJEKhZnxF0KQ/uuSNiUa1oUy6VehUFg0SDrJO6XPLcSgSrOlG1goFKBmoJvGgqxXO0ucJ+nxtq+cxMVtfz/9naRXWM5AQ9AYx4FLAcsTY/ncGHAHEUZfcRRwoaQT0vILmaz33Fxh+wCY0p7OvVt/W2TzFhruZ/swSXPS+3KmpJ+PepJ5XR+M2VlrDrDOELmE1wGfAR4C/J5INriXpFcTfch1CMeEt9o+b4bl+Dxh4N4KeD/hBf45QmaHFCmwWXb+iejbz2/YvgF4RpLBWKyKGKlxCGH8P5YwzO8GrD1bZZS0le2f1iTBqm3YPl7Se5qkrSStQETkPL3LtRZ5A/Ns6yEnXawDgTWI+1/Ncg3LhFooLOoozbA9P4X4nU7oFxUKhcKCyjXA2URyp+sAJO072SIVCosclYGuUa92IiVasNgCeKWkgQmqZoM0YfcWpmtBbzWb5WCAISiVsS3PQGevx8zw9tW2saztD0o6hfiNAHa3fWnnbzKfIen5wKeABxPGrTUI4/3j2o4rLFD8N/39o6TnEVHlq4x6EkmPIpKVPZb+yYj50eZyMyGVMxDbtxDexX2kaIYPE7mJ/jftwNHY1PaGki5N17xN0lJZGf4n6XNEUmomHLky31DPQ1B5s9eNtbavk7S47XuBI9J9fscsFfNpwE/plwCbKhrh7b+FpA/a3r/akDzjfwSc0HBcI4u8gXkCHAbsS+iU3Ttk30JhkUfSI4EH0hvwYfvAlOjh6ZMqV6FQKIyBFxMeDacnI8A3KZEZhcKsYvu9sPDp1c4i20y6AIljgS8SepITG2MNMgSlbWPJMzBibp/LCD3QJdKxq9v+7TjKMQE+QCT0+4ntDVLOpAU6YWFhGh+QtCKRL+hgQvZlJhPvRxCyE58mImB3B+ZXicgbgDMk/YBMx972pyS9p+U4295jjOX4b9KCrrSEV6Un2VFxmqSXAMfbbposWxTpkofgn8lYf5mkjxF18qw9j7YPSB7oJ9v+9oDdXgB8R9KnbL8pTdKcDHzC9he7XkvluZhdqsyNky5HobCgkPSB3lEPvZT0eOBDtptm4gqFQmGBIYXVbUeEOW5FhDWfYPvUiRasUFiEkHQtsJ7t/6TlpYErbK8z2ZLN/6TEpI+yfUQySixv+8ZZLsPFtjeazWsOKMdawBuZ7kk9LYFfk9RDx2tsZPtiSU9r2l5JcdS0Xe9lQt7l40LSRbY3lnQ5sEHyqLzc9vqTLlth/qKqDyRdafvx+bpJl62OpAOa1tt+r6Q3N2y6D7AnISeyfMt5L6kSfnYsxy7ADkTi0CMJuZ132T422+fOdP17gX8xA83phQ1JV9led8g+axBRF0sSEyYrAp+vohdni6oObdm+JCHX9x9C538f2529l6EYmGcdSR8hRL2Pp3+G6pKJFapQmI+R9HPbmwzYNtVpKBQKhYUBSSsTif52sL31pMtTKCwqSNqfSJKU69V+2/aHJlaoBYBkHNmY0BBdW9KDgWNtbz7L5TiQGMCfQP8Y69ZZLsflRMTqlWTef7n+sqQXAJ+kJvVgu5PUg6RlCCmOR6brHGb7nob9riPC3tu0XRcYJP2EeC8/DNyfuHeb2H7yJMtVmHskfdv2y9L/H7X9tmzbqbafNeL5ziOkYb5DSAP8HvjIgjxhKOm+hF7znkQSv0/aHqsOsqRHA1sThuPTirb5cCQdChw8qTwEo5BskVXOl6mcc7ZvzfJRLAnsR0j4nZXt0ykfRTEwzzKSTk//Vje+mvWZbX2wQmGBQNKvbT9qwLbrbD9ytstUKBQK40BSq67gbBtGCoVFHUkb0dOrPWtB1qudLSRdRmhyXmJ7g7TuigloMDd5TM96npsu0arJCL0VNakH23t2vMa3CK3aswmJkptsz2nY73TgmU3G5wWJJJe3GiH38S8itHwXwjD/A9sXT650hXEg6dKs/ujzvM23jXC+TQh97pWIhHUrAh+zff74Sj0eUtTHfoSWeB7RsFXavgrwJuKZPxL4jO3bBpzrfsBTgd/O5L1IEhmr0R998dtsu1I51rL9fkkPAx5ke5HLVyDpSsKmtwTwKELqpDEPQWqfmuSMZrt9GthODvKkz/aZlgCwiaLBPEtkMwInpb8G/gqcM9shZIXCAsZFkl5t+8v5SkmvIrSOCoVCYUHlYqI/IGB14Lb0/0rATcD8mIymUFiYuYyFR692trjbtist4CT5M+vYXmsS123gM2mgfiqDo1X/a/tvkhaTtJjt0yUdNMI1HpuF/R/G4GSUA7VdR7jW/MBBhFxe5XH3P+DISi6P5sRVhQWLNq/HkT0ibf88/fsPQn95fuYbhEfptkRkwisIOxGSPk7k6zgUeLztf+QHJinJt9u+StKDgEuAi4BHSDrU9kFdCzFIUgfIJws/T7x/WxGG+38AnyMS5C5qbDvCvrksxTJEpOLIySvnlrZ2MstHsbntc/NtkjpHJBUD8+zRlNRhDWB/SQfa/uZsF6hQWEDYBzgh6UJVBuWNgaWAF02qUIVCoTC3VB09SV8mNJd/mJa3IcKAC4XCLNFxcF2YzrclfQlYSdKrgT2ALw85ZmxI2sr2TyW9uGm77eNnqyyJxwMvJwwwlUSG03LF3yUtT4Qff0PSX8jClTvw3+of2/eEU2Ejv02fpdJnQWW1pvBz21dKWnMC5SmMn+UkbUB4py+b/lf6LNv1JJK+17a9SQt9PuB+tg+TNCdJ6ZwpqTKQv5mYHHoXYTeqjqnap5ttX5XW7Q782PZuSU7jXGJypitzCKmjNkmdTW1vKOlSANu3KZLXLXLYvglA0tdsvzzfJulrRDtQ7Vu/pwdJuhhoS+I4NkZsJw8mdLgZsq6RYmCeJaoZgTop5OEnROb4QqFQw/afgSen8MFKQP8Htn86wWIVCoXCONnM9qurBdsnK7JMFwqF2aPL4LqQkcKlvwU8GrgDWAd4j+0fz2IxnkZorDZ5sZrIezObbA883Pbd9Q2ZR/x2hNTDvkS4+YpAp/DjxPqS7qhOSxjk7qCWcGvQ+HMBZKWWbZ2Nj4X5mj8ClWf9n7L/q+WuPAm4GTgGuIB4J+Z3qgmjP0p6HvAHkner7cXaDkwSRRVbkyb3bN8p6X+NBw3mZuD2YWVNMhpVxMqqZFrziyh92vnp/mxUW5cbZxcjnOVm0xY7tJ2U9CQisd+qmfoCwApEDrlOFAPzhEmC2gtCxVcoTBTbpwOnD92xUCgUFjz+IOldwNfT8i7EAKNQKMweXQbXhYwkjfHDJNcwm0blvAwHpL/zSxj8VYRBtCn51onAhrbvknSc7ZcQmqojYbvTYH+YtusCRJHLW8ixveWYTvVA4JnATsDOwA+AY2xfPabzzws+IGlFwlv5YMKgt2/HY29O0Te/IzxMTwGQtCyRrG0omTGxi6TOZ4lEqg+Q9EHgpYR39SKHpHcA76Q3wQcxoXE3IWmS88ns/3uA3xBJhWeFqp0E3leX55VUyWYsBSxP2Ihz9YU7iN+5EyXJ34RJXpnvXgAb+kKhUCgUCmMgRTMdQCRmMRE2/b6S5K9QmD2Slu06hEFiQdarnVUkHQkckmmeTqocKwG7AWvSn6Bq71kuxxmErMrP6T1Htr1dLZHZyInLZlCWUwkP87eQabvaftu8vO64kbQaYdS6mwa5PNujeLgWFhCShvBr5uL4pQlD88eB99o+ZGyFGyOS7jfTyBlJDyCiHx4EfM72qWn9lsBGtj/R4RwjJXeT9GjCW1rAabZ/OZOyLyxI+rDtd0y6HF2oJ9BM6y62vVG2vEYl/zGjaxQD8+yQZZnMWYXwUNrN9jWzX6pCoVAoFArzC5LukyUxKhQKs8igQfZCJDMwT5B0DfAowiPrLnoyDbOqXS3pPOB84EqykG3bI3sIz2U5npYvAk8BdrT9uHxw3zTQnwdludj2RpKuqH4PST+3vUAm5KrJ5V1d5PIWbmb6jiTD8vMI4/KawPeAw23/frwlHA+Sfk0kmD0CONkTMtBJ2t72sR3WLQ6sRv9E3iKXDLcmezGNPLFrTXKi4nbgYtuXjblo00iTAo8DPga8Ndu0AvBW24/L9l2bmJRck/7fuJNDbDEwzxKS1qitMvC3MpAsFAqFQmHRRtKTga8Ay9teXdL6wGttv2HCRSsUCoVGKj3hhjEO0EuANIvlmecG266kBGU7E3rMNwLH2z5Y0r30jPDLAv+sDiHTTh5jOc63vZmkHxGh7X8AvmP7EeO8TqEwDiQtRuSkOC8tn2L7OSOe4yhiEuKHwDezBHjzLUku9RlEgtRNgG8DX7X9q7k872ts16Ua2vZv8m7tWzcoGe5sTyjOD0iqpDuXISIqLifux3rARbaflO17dNrn+2nVtsAVhBH3WNvzNO+KpO2I5OEvICZcKu4k3pPzsn0vB75IRIvcW6233UmOqBiYC4VCoVAoFCaIpAsIfbPvZeHTV9let/3IQqEwLhYivdpZoeaNW+kJT7I8+wL/AE6iX+JkVqSGktfXTulzC0mawnajAX6WyrQtcDbwMHraru+1/b3WAwuFCTG30jEpsV3lwJcbuubJJM64SV76XwfuQxgs3277ZzM812ttf6nDftsAzyU0gb+VbVoBeKztJ2b7XgdsWpLh9pB0PHCA7SvT8rrAgbZfmu1zFvBc2/9Iy8sTclzPIbyYHztLZX3SsOepLpkxKiXJX6FQKBQKhcKEsX1zLefvvYP2LRQK84RvEIPrbcn0aidaovmbvMJ6+MRK0eNuQmt1f3qGJTN7ZbuGMOZua/s6mDJ6TwzbJ6V/bwfGlUStUJiXnCbpJYTX/8iekLYXmwdlmqdIuh+wK/BywjP4jYSX6ROAY4G1Wo6tSy+YmOA6p4txOfEH4CIi4qLymr4nlaVeh5VkuNNZpzIuA9i+StJjavs8gGziE/gvsJrtf0n6D7PHzZJOADZPy2cDc2z/Ltvn+5LeQOjejzxZWwzMhUKhUCgUCpPl5iSTYUlLAnOARTppSqEwAe5n+zBJc2yfCZwpaaKJ6+ZzPOD/SfFm4JG2b5nQ9V8M7AicLukU4Jv0G+FnDUmvBs6w/esUfn94Kt9NwCtsXzqJchUKHXgt8CbgXkn/YgHxPJ5LfgZ8DXhhzdB3kaQvDjn2vg3r1gT2l3Sg7W92uP4vgF2IpJl7pHWrE5rQJ0GfIfsG4AxJJRlujyskfYXwPIe4l1fU9vkGcIGk76bl5wNHS7oPcf9niyOAo4nJBIiJjSOAZ2b7vCL9zbWaO0/WFomMQqFQKBQKhQki6f7AZwgNPgGnAnvPVmh3oVAoerWjMtt6wh3KcyphoPnn0J3nbTnuA2xHSGVsBRwFnGD71Fksw1XABrb/K2lnwvj+LGADIpT7KbNVlkKh0I4kjTuxn6RVgJ900aWX9GlgeeBNtu9M61YAPgH8y/acQUlwE7b9vnGUe0FE0jLA64GnplVnAV+w/e/afhvT8xw+1/ZFs1fKqTJcbnv92rrLbD9hbNcoBuZCoVAoFAqFySFpc9vnDltXKBTmHUWvdsEmhf0+Djidfs+6vSdYppUJT7EdbG89i9edMhik5FIX2P5MWp5vkiEWCnWSx/0uwFq23y/pYcCDbF844aKNHUmtbYvtF8zl+TvpWUv6NbB23cgtaXHgGtuPytZtb/vY2n7T1hUCSSvYviMZ/Kcx244kkk4jPJaPSat2Ana3vbWkrWz/VNKLm461fXynaxQDc6FQKBQKhcLk6JK5u1AoFAqDkfSKpvW2j5ztskwaSZcAzwNuI2QxtrJ9ddr2S9t1fdBCYb5A0heA/xHP7GPSJM2ptjeZcNHGjqS/EprGxwAXUJPUSVJNMz33lsC7uySplfQr22t32Vb6q9ORtDlwILAGmQSx7YdLOsn2tpJupDnp5KzmL5C0BjGB/qRUnvOIiMnfSnqv7QMkHdFwqG3v0bB+GkWDuVAoFAqFQmECSHoS8GRg1VqilhWAxSdTqkJh0SSFue5JeMEuU63vOqgqTBbbR0paCqiMIdfa/u8kyzRB3kMk7Voc+F5mXH4aoaFaKMyvbGp7Q0mXAti+Lb3XCyMPJLRvdwJ2Bn4AHFO9r12QdCXTNfBXISSedut4ml9I2s32UbVz70okL0XSNsBzgYdI+my22wpEQsBFmcOIZIgXU0vQbXvb9HdgosbZInmkf2iQZ7ztA9Lf3efmOsXAXCgUCoVCoTAZliJ075agP1HLHcBLJ1KiQmHR5WvEYPrZwPuIMO2SbHMBQdLTgSOB3xDeYQ+T9ArbZ02wWBPB9knJU+2+tm/LNl0E7DChYhUKXfhvMoQZQNKqhEfzQofte4FTgFMkLU0Yms9InqSHdDzNtvXTAn+zfdcIRdkLOF7SHoSRFGBjQlv/RWn5D0T9sT3wq7TuHuDPhHF1UeZ22ye37SDptLpMUtO6eYnteyWtIWkp23e37SvpeUyfbO+ks10kMgqFQqFQKBQmiKQ1bN806XIUCosylV6lpCtsrydpSeBs25tNumyF4Ui6GNjZ9rVpeW3CG3CjyZZsskh6MrAm/aHbRw08oFCYIJJ2ISZBNiQmjF4KvGth1fhNhuXnEcblNYHvAYfb/v0EyrIVYVQE+IXt07JtSwIfBF5FTOIBrE7o+b5zEY4WQdJHiGiR4+nX/78kRUYtR+QGeDo9GZQVgFNsP3qWy3oU8BjiOZuahLD9qWyfLxJl3hL4CvEOXmh7zy7XKB7MhUKhUCgUChNA0kG29wEOkTRtxn9uE7wUCoWRqAbIf5e0LvAn4AETLE9hNJasjMsAtn+VjCKLLJK+BjwCuIxe6LaBYmAuzJfY/kaaLNqaMMa90PZCGUmSjH3rAj8kEspeNcny2P4p8NMBmz9GRNytYftOiAR2wCfSZ86sFHL+ZNP0d+NsnYGtgNcC+wAPJrzDKwPzHUBXL/Vxcn36LEYvcrI+/nhymmS/wvZ7JX0SaPXQzikezIVCoVAoFAoTQNJGti9OupjTmJsEL4VCYTQkvQo4DliP8MpaHniP7S9OtGCFTkg6nAil/3patQuw+KKsoS3pl8BjXQb8hQWIJJGxGv1e97+dXInmDZL+R8+LtCkB3AqzX6pmJP0aWLtel6Tf6hrbj5pMyRYMJL3R9sHzQTnWsn1jbd0mtn+eLV9ge1NJ5wMvBm4FrrL9yE7XKO1NoVAoFAqFQqFQKBQWVFKo+V7AFmnV2cDnbf9n8FELN5KOBfa2/cdJl6VQ6IKkNwIHENq+99Iztq430YIt4kj6le21R922qNBFs3h+kCtK0QEvqCRYJD0V+Jztx2f7vBs4mPDA/lxa/RXb7+5yjSKRUSgUCoVCoTBBJG0OHAisQfTNqgHVwydZrkJhUUDSrra/LulNTdtzbcLC/Ivt/yRJiK/Z/uukyzNJJH2f8Ii8L/ALSRfSrw1a5JcK8ytzgHVs/23SBSn08QtJu9UNopJ2JZLjLrIM0iyu7TO/yBW9DjhR0vMJnfMPA89NZdwEuNn2+9Py8sCVxO/76a4XKAbmQqFQKBQKhclyGJGF+2J6Hc9CoTA73Cf9vW/rXoX5EkkiPB7/j9CVRNK9wMFds94vhHxi0gUoFGbIzcDtky5EYRp7AcdL2oPoq0JoDi8LvGhipZo/6KJZvDHzgVyR7Z9L2hs4Ffg38IxsQvZLwDNgyrP5I8AbgScAhxKG86EUA3OhUCgUCoXCZLndducEGoVCYXzY/lL6+95Jl6UwI/YFNgc2qbQlJT0c+IKkfW139rxaWKj0+yV91Pbb8m2SPgoUff/CfEUWQXIDcIakH9DvdV8iSSZIklTYVNJWhBQEwA9tnzbBYs0v/Cv9/aekBwN/Ax5U2+cq4IHAROSKsqiWiuWIiZzDJNn2dkTOglvT9h2AQ20fBxwn6bKu1yoG5kKhUCgUCoXJcrqkjwPH0z+gumRyRSoUFi0krQq8mukaiYtskrgFhJcDz7R9S7XC9g0pdPtURgjtXQh5JvC22rptGtYVCpOmiiD5bfoslT7QbxgrTBDbPwV+OulyzGecJGkl4OPAJcTz+pXaPvdnulxRZdidDQZFtTwV2DH9v7ikJWzfA2wNvCbbr7PduBiYC4VCoVAoFCbLpunvRumviA7qVpMpTqGwSPJdIjHcTyhSNQsSS+bG5Qrbf5W05CQKNGkkvR54A/AISVdkm+4LnDeZUhUKg6kiSCRtb/vYfJuk7SdTqkKhEx9LyWSPk3QSkejv37V9Dsz+F/AUeobdeU4V1QIgaQNgZ2B74Ebgi2nTMcCZkm4hvLLPTvs/khFkazRhGZBCoVAoFAqFRZIsJFTpr4G/AudUod6FQmF2kHSZ7SdMuhyF0ZB0ie0NR922MCNpRWBlIoHT27NNd2Yh0IXCfEfTO7uovseFBYOuz2yDYfd42wfPUhnXBnZKn1uAbwFvsb1Gbb/NCHmPU23flR27fNeoyuLBXCgUCoVCoTAZmpKKrQHsL+lA29+c7QIVCoswJ0l6ru0fTroghZFYX9IdDetFeJItcti+HbhdUl0KY3lJy9v+7STKVSgMQtI2wHOBh0j6bLZpBeCeyZSqUBiMpAcCDwGWTcbjyllkBULjeJBhV7a3nOXiXkN4JG9r+7pUtn3rO9k+v2Hdr0a5UPFgLhQKhUKhUJiPkLQK8JPisVMozB6S7gTuQ+gj/pckVWN7hYkWrFCYIZKuJCJjKmP7WsC1th/XemChMMtIWh94AvBR4ANp9T3An4EzbN82oaIVCo1IegXwSmBj4KJs053AV20fL+l/hGF3z8ywe4Pth89yWV9ISHJsDpwCfBP4iu21xn6tYmAuFAqFQqFQmL+QdKntDSZdjkKhUCgsHEjaEHiD7VdNuiyFQk7SS/8g8CrgN2n16sARwDtt/3dCRSsUWpH0EtvHDdj2QmbJsNsFSfcBtiM8qrcCjgJOsH3q2K5RDMyFQqFQKBQK8w+StgTebbsk+SsUZglJmwOX2b5L0q7AhsBBRU6gsDAh6Urbj590OQqFHEmfBpYH3mT7zrRuBeATwL9sz5lk+QqFQUhaGngJsCaZBLHt92X7zHPD7qhIWpnQg97B9tZjO28xMBcKhUKhUCjMPln4cs4qwB+A3WxfM/ulKhQWTSRdAawPrAd8FfgK8DLbT5tkuQqFmZIlkgVYjJg0uZ/tZ0+oSIVCI5J+DaztmnFK0uLANbYfNZmSFQrtSDoFuB24GLi3Wm/7kwP2nyeG3fmFkuSvUCgUCoVCYTJsW1s28Lcqc3OhUJhV7rFtSdsBh9g+TNKeky5UoTAX5Ilk7wF+ADSGchcKE8Z143Jaea+k4hFZmJ95qO3ndN056Ykfmj4LHcXAXCgUCoVCoTABbN806TIUCoUp7pT0DuDlwFMkLQYsOeEyFQozxvZ7ASQtn5b/MdkSFQoD+YWk3Wwfla9MckUlmqswP3OepMfbvnLSBZkfKBIZhUKhUCgUCoVCYZFG0gOBnYGf2z5b0urA0+sGj0JhQUHSusDXCOklgFuAV9i+anKlKhSmI+khwPHAvwipAYCNgWWBF9n+/aTKVii0IekXwCOBG4H/ACI88tebaMEmRDEwFwqFQqFQKBQKhUUeSasBm6TFC23/ZZLlKRTmBknnAfvbPj0tPx34kO0nT7JchcIgJG0FPC4t/sL2aZMsT6EwDElrNK1fVKMUi4G5UCgUCoVCoVAoLNJIehnwceAMwgPpKcBbbX9nkuUqFGaKpMttrz9sXaFQKBRmjqQtgEfZPkLSqsDytm+cdLkmQTEwFwqFQqFQKBQKhUUaSZcDz6y8ltMg8SfFGFdYUJF0AnAJIZMBsCuwke0XTa5UhUKhsPAg6QBCzmUd22tLejBwrO3NJ1y0ibDYpAtQKBQKhUKhUCgUChNmsZokxt8oY6XCgs0ewKqEtu3x6f89JlqiQqFQWLh4EfAC4C4A238A7jvREk2QJSZdgEKhUCgUCoVCoVCYMKdI+hFwTFreAfjhBMtTKMwVtm8D9gaQtDLwd5fw5UKhUBgnd9u2JANIus+kCzRJyqx8oVAoFAqFQqFQWKSx/VbgS8B66XOo7bdNtlSFwuhIeo+kR6f/l5b0U+A64M+SnjHZ0hUKhcJCxbclfQlYSdKrgZ8AX55wmSZG0WAuFAqFQqFQKBQKhYSk+wN/K96ehQURSVcD6yavutcAOwNbA2sDR9p+4kQLWCgUCgsRkp4JPItIEPwj2z+ecJEmRpHIKBQKhUKhUCgUCoskkjYDPgLcCryfSIh2f2AxSbvZPmWS5SsUZsDd2eTIs4FjbN8L/FJSGf8XCoXCmJC0FnB2ZVSWtKykNW3/ZrIlmwxFIqNQKBQKhUKhUCgsqhwCfIjQXv4p8CrbDwSeCnx4kgUrFGbIfyStK2lVYEvg1GzbchMqU6FQKCyMHAv8L1u+N61bJCkG5kKhUCgUCoVCobCosoTtU20fC/zJ9vkAtq+ZcLkKhZkyB/gOcA3wads3Akh6LnDpJAtWKBQKCxlL2L67Wkj/LzXB8kyUEiJTKBQKhUKhUCgUFlVyz6N/1bYVDebCAoftC4BHN6z/IfDD2S9RoVAoLLT8VdILbH8PQNJ2wC0TLtPEKEn+CoVCoVAoFAqFwiKJpHuBu4jkPMsC/6w2AcvYXnJSZSsU5gZJqxHyLw+2vY2kxwJPsn3YhItWKBQKCwWSHgF8A3gw0W+4GdjN9nUTLdiEKAbmQqFQKBQKhUKhUCgUFiIknQwcAexve/2U4O9S24+fcNEKhUJhoULS8gC2/zHpskySIpFRKBQKhUKhUCgUCoXCwsX9bX9b0jsAbN+TPPYLhUKhMAYkLQ28BFgTWEISALbfN8FiTYxiYC4UCoVCoVAoFAqFQmHh4i5J9yNpiUvaDLh9skUqFAqFhYrvEvXqxcB/JlyWiVMMzIVCoVAoFAqFQqFQKCxcvAn4HvAISecCqwIvnWyRCoVCYaHiobafM+lCzC8UDeZCoVAoFAqFQqFQKBQWMpLu8jpE8qlrbf93wkUqFAqFhQZJhwIH275y0mWZHygG5kKhUCgUCoVCoVAoFBYyJD2ZpA1arbN91MQKVCgUCgsRkn4BPBK4kZDIEGD/f3t3HqtpVd8B/PtjQEQB911BUHGrG7ggEBCstSpYRVtajYrV2qpVW5fUdInSmrS1cUkarVLr0lqgtuCuFAQRhVrrIG6IS0CsUbGKgCKb8Osf953mdQozeJnhDGc+n+Tmvuec573Pd+afmfvNec/T/cChwQZxRAYAAABMpKr+Kck9kpyZZN3D/TqJghlg03jc6ABbEgUzAAAAzOWhSe7XPrIMsElV1c7dfXGSH4/OsiVRMAMAAMBcvpTkjkm+OzoIwGSOSnJwkrVZ+WRILa11kt1HhBrNGcwAAAAwgar6YFYKjp2SPDjJZ7JyNmiSpLufOCYZwByq6o7d/b3RObY0CmYAAACYQFUdsKH17v7EDZUFYEZV9b2sfErkqCTHdvdFgyNtERTMAAAAMJGq+uvu/qONzQHwi6mqNUl+OclvJnl8kk8nOTrJ+7v70pHZRlIwAwAAwESq6ozu3nO9uS909wNHZQKYTVXdJMnjslI2H5jkpO5++thUY3jIHwAAAEygqp6f5AVJdq+qLywt7ZTktDGpAObU3VdU1VlJvpJkryT3HRxpGDuYAQAAYAJVdYskt0ryl0leubT04+6+YEwqgLlU1d2S/FZWdi7fPCtHZBzT3WcPDTaQghkAAAAmUFW33tC6khng+qmq05PcJcl7slIqrx0caYugYAYAAIAJVNW5STpJJdklyY8Wr2+Z5Fvdvdu4dAA3flW1f5JPJtmnu09bb23f9ee2FtuMDgAAAABcf929W3fvnuRjSQ7p7tt2922SHJzkhLHpAG78uvvUXtmt+7fXsHxNc1sFD/kDAACAuezd3b+zbtDdH62q144MBDCDqto7yb5JbldVL11a2jnJmjGpxlMwAwAAwFy+U1V/muTdi/HTk3xnYB6AWWyfZMesdKo7Lc1fnOSpQxJtAZzBDAAAABNZPOzvVUn2X0ydmuQID/kD2DSqatfuPm90ji2FghkAAAAA4Dqqqj2SvDzJ3bN0QkR3HzQq00gKZgAAAJiI4gNg86qqzyd5S5K1Sa5aN9/da4eFGkjBDAAAABNRfABsXlW1trv3Gp1jS6FgBgAAgIkoPgA2r6p6dZLvJ3lvksvXzW+tZ90rmAEAAGAiig+Azauqzr2G6e7u3W/wMFsABTMAAABMRPEBwA1JwQwAAAAAsBFVdVB3n1xVh17Tencfd0Nn2hJsu/FLAAAAgBuTqvqlJPdLctN1c939j+MSAUzhgCQnJznkGtY6yVZZMNvBDAAAABOpqlcleVRWCuaPJHlckk9191NH5gJgTgpmAAAAmEhVfTHJg5J8rrsfVFV3SPLu7n7M4GgA06iqJyS5f37+kyJ/Pi7RONuMDgAAAABsUpd299VJflZVOyf5fpK7Dc4EMI2qekuSw5K8KEkl+fUkuw4NNZCCGQAAAOby2aq6ZZK/T7I2yRlJ/mNoIoC57NPdz0zyo+4+Iskjk+wxONMwHvIHAAAAE+nuFyxevqWqjk+yc3d/YWQmgMlcuvj+06q6c5ILktxpYJ6hFMwAAAAwmaq6VZJ7ZXE2aFXt392njk0FMI0PLT4p8tqsfFIkSd42Ls5YCmYAAACYSFU9N8lLktw1yZlJ9s7KERkHDYwFcKNXVQ9L8t/d/ReL8Y5Jvpjk7CRvGJltJGcwAwAAwFxekuRhSc7r7gOTPCTJhUMTAczhrUmuSFY+GZLkrxZzFyU5cmCuoexgBgAAgLlc1t2XVVWqavvuPruq7j06FMAE1nT3BYvXhyU5sruPTXJsVZ05LtZYCmYAAACYy7cXZ4O+L8mJVfWjJOcNTQQwhzVVtW13/yzJo5M8b2ltq+1Zq7tHZwAAAAA2g6o6IMktkhzf3VeMzgNwY1ZVf5Lk8Ul+kGSXJHt2d1fVPZO8q7v3HRpwEAUzAAAATKCqdu7ui6vq1te0vvSxbgBWqar2TnKnJCd09yWLuT2S7NjdZwwNN4iCGQAAACZQVR/q7oOr6twknaSWlru7dx8UDYCJKZgBAAAAAFiVrfbwaQAAAJhRVe15DdMXJTlv8WAqANhk7GAGAACAiVTVp5PsmeQLWTkm4wFJvpSVh/09v7tPGBgPgMlsMzoAAAAAsEl9J8lDuvuh3b1XkgcnOSfJY5K8dmQwAOajYAYAAIC57NHdX1436O6zktynu88ZmAmASTmDGQAAAOZyVlX9XZJjFuPDFnPbJ7lyXCwAZuQMZgAAAJhIVe2Q5AVJ9ltMnZbkzUkuS3Kz7v7JqGwAzEfBDAAAAJOoqjVJPtbdB47OAsDWwRnMAAAAMInuvirJ1VV1i9FZANg6OIMZAAAA5vKTJF+sqhOTXLJusrtfPC4SALNSMAMAAMBcjlt8AcBm5wxmAAAAmExV3STJHovhV7v7ypF5AJiXghkAAAAmUlWPSvKuJN9MUknuluRZ3X3quFQAzErBDAAAABOpqrVJntbdX12M90hydHfvNTYZADPaZnQAAAAAYJPabl25nCTd/bUk2w3MA8DEPOQPAAAA5vLZqnpbkncvxk9P8tmBeQCYmCMyAAAAYCJVtX2SFybZbzH1ySRv7u7Lx6UCYFYKZgAAAJhMVe2QZJflozIAYHNwBjMAAABMpKqemOTMJMcvxg+uqg8MDQXAtBTMAAAAMJdXJXl4kguTpLvPTLLbwDwATEzBDAAAAHO5srsvWm/O+ZgAbBbbjg4AAAAAbFJfrqqnJVlTVfdK8uIkpw/OBMCk7GAGAACAubwoyf2TXJ7k6CQXJ/mDkYEAmFd1+5QMAAAAAAC/ODuYAQAAYAJVtV9VPXNp/G9VdfLi66CR2QCYlzOYAQAAYA5HZOV4jHXuneTwJDdP8sdJTh6QCYDJ2cEMAAAAc9i5u89aGn+9u9d296lJdhoVCoC5KZgBAABgDrdcHnT3oUvDO9ywUQDYWiiYAQAAYA5nV9UT1p+sqoOTfHVAHgC2AtXdozMAAAAA11NV3TPJh5OcnuSMxfReSfZJcnB3f21UNgDmpWAGAACASVTV9kmenuT+i6kvJzmquy8blwqAmSmYAQAAAABYFWcwAwAAwESq6tCq+npVXVRVF1fVj6vq4tG5AJiTHcwAAAAwkar6RpJDuvsro7MAMD87mAEAAGAu5yuXAbih2MEMAAAAE6iqQxcvD0hyxyTvS3L5uvXuPm5ALAAmp2AGAACACVTVOzaw3N392zdYGAC2GgpmAAAAmEhV7dvdp21sDgA2BQUzAAAATKSqzujuPTc2BwCbwrajAwAAAADXX1U9Msk+SW5XVS9dWto5yZoxqQCYnYIZAAAA5nCTJDtm5Xf9nZbmL07y1CGJAJieIzIAAABgIlW1a3efNzoHAFsHBTMAAABMpKo+nuT//bLf3QcNiAPA5ByRAQAAAHN5+dLrmyZ5SpKfDcoCwOTsYAYAAIDJVdVnuvvho3MAMB87mAEAAGAiVXXrpeE2SfZKcotBcQCYnIIZAAAA5rI2K2cwV1aOxjg3yXOGJgJgWo7IAAAAAABgVexgBgAAgIlU1XZJnp9k/8XUKUne2t1XDgsFwLTsYAYAAICJVNXbkmyX5F2LqWckuaq7nzsuFQCzUjADAADARKrq8939oI3NAcCmsM3oAAAAAMAmdVVV3WPdoKp2T3LVwDwATMwZzAAAADCXVyT5eFWdsxjfPcmzx8UBYGZ2MAMAAMAEquphVXXH7j4pyb2SHJfk6iQnJPn80HAATEvBDAAAAHN4a5IrFq8fkeSVSd6U5PwkR44KBcDcHJEBAAAAc1jT3RcsXh+W5MjuPjbJsVV15rhYAMzMDmYAAACYw5qqWreR7NFJTl5as8EMgM3CPzAAAAAwh6OTfKKqfpDk0iSfTJKqumeSi0YGA2Be1d2jMwAAAACbQFXtneROSU7o7ksWc3sk2bG7zxgaDoApKZgBAAAAAFgVZzADAAAAALAqCmYAAAAAAFZFwQwAANdBVT2lqk6uqgur6vKq+lpVvb6q7jwoz/Oq6kkj7g0AAOsomAEAYCOq6nVJ3pPknCTPSPIrSd6Q5NFJ3jQo1vOSPGnQvQEAIEmy7egAAACwJauqQ5K8NMlzuvvtS0ufqKojs1I2b7GqaofuvnR0DgAA5mQHMwAAbNgfJjljvXI5SdLdV3X3R5Okqm5bVe+qqh9W1U+r6pSqeujy9VXVVfX76829uqp+sDQ+fHHdA6rqxKq6pKrOrqpDl645JcleSZ61uLar6vDF2jer6nVV9WdV9e0kF1fV46vq6qrabb1777aY/7Xr+5cEAMDWScEMAADXoqq2S7JPkuOvw+XvS/LYJC9PclhW/q/98aq65ypvf1SSDyR5cpKvJzmmqu66WHtBkrOTfCTJIxdfH15679OSHLC47rAk/57kO0metd49Dk/y/fXeCwAA15kjMgAA4NrdJsn2Sb61oYuq6leT7JvkUd39icXcyUm+meQVSX53Ffd+w7pd01W1Nsn5SQ5O8pbuPquqLknyP9396Wt5/8HdfdlSxndmZcfzEd3dVVVZKZzf3d0/W0U+AACwgxkAAK6D3sj6w5N8f125nCTdfUmSDyXZb5X3PGHpZ/0wKzuN73rtl/+ck5bL5YW3J9k1yaMW4wMX43esMh8AACiYAQBgA36Y5PIku2zkujtlpQBe3/lJbr3Ke1+43viKJDe9ju89f/2J7j4nySlJnr2YenaSz3T3l1eZDwAAFMwAAHBtuvvKJKdl5WzlDflukttfw/wdklywNL48yU3Wu+ZWqw547a5tx/Xbkjylqu6S5NDYvQwAwPWkYAYAgA17Y5KHVtX6D8hLVW2zOH/5P5Pcvqr2X1q7WZInJPnU0lu+neS+y+9P8uhV5vpFdjSvc9zifcdk5XeBY1Z5bwAASOIhfwAAsEHd/cGqen2Sf6iqfZO8P8lPktwnye8l+WZ3P7mqTk/yL1X1yqwcrfHyJDsk+ZulH/feJC+sqs8lOSfJc5PsvMpoZyd5bFU9dnG/cxdnNW/oz3JZVf1zkhcmObq7L1zlvQEAIIkdzAAAsFHd/bIkhyW5V5KjkpyY5GVJTkry/MVlT1rMvzHJvyapJAd19zeWftQRi7XXJHlnkjOz+mMqXpPkK0nek+S/khxyHd/3vsX3t6/yvgAA8H+qe2MPxAYAAGZRVa9N8htJdu/uq0fnAQDgxs0RGQAAsBWoqnsnuV9WdlwfoVwGAGBTsIMZAAC2AlV1SpJHJPlAkmd09xVjEwEAMAMFMwAAAAAAq+IhfwAAAAAArIqCGQAAAACAVVEwAwAAAACwKgpmAAAAAABWRcEMAAAAAMCq/C8L8xSAJR/GogAAAABJRU5ErkJggg==\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,10))\n",
    "\n",
    "sns.countplot(x='Country', \n",
    "         \n",
    "            data=result,\n",
    "           order=count_country.sort_values('Rating',ascending = False).Country)\n",
    "\n",
    "plt.xlabel(\"Country\", size=15)\n",
    "plt.ylabel(\"Rating\", size=15)\n",
    "plt.title(\"Count rating 100-300 of top games\", size=18)\n",
    "plt.xticks(rotation=90)\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 58,
   "id": "36e8e9c9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Game_name</th>\n",
       "      <th>Gamer</th>\n",
       "      <th>Date</th>\n",
       "      <th>Rating</th>\n",
       "      <th>Location</th>\n",
       "      <th>file</th>\n",
       "      <th>Country</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>19885</th>\n",
       "      <td>Hanamikoji</td>\n",
       "      <td>freedannyv</td>\n",
       "      <td>Oct2018</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Cambodia</td>\n",
       "      <td>207_158600_20_pages.csv</td>\n",
       "      <td>Cambodia</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>25169</th>\n",
       "      <td>The Manhattan Project: Energy Empire</td>\n",
       "      <td>freedannyv</td>\n",
       "      <td>Oct2018</td>\n",
       "      <td>NaN</td>\n",
       "      <td>Cambodia</td>\n",
       "      <td>235_176734_20_pages.csv</td>\n",
       "      <td>Cambodia</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "                                  Game_name       Gamer     Date  Rating  \\\n",
       "19885                            Hanamikoji  freedannyv  Oct2018     NaN   \n",
       "25169  The Manhattan Project: Energy Empire  freedannyv  Oct2018     NaN   \n",
       "\n",
       "       Location                     file   Country  \n",
       "19885  Cambodia  207_158600_20_pages.csv  Cambodia  \n",
       "25169  Cambodia  235_176734_20_pages.csv  Cambodia  "
      ]
     },
     "execution_count": 58,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "result[result['Country'] == 'Cambodia']"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 59,
   "id": "e5499a23",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Rating</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Game_name</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1830: Railways &amp; Robber Barons</th>\n",
       "      <td>7.840839</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1960: The Making of the President</th>\n",
       "      <td>7.627093</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>51st State: Master Set</th>\n",
       "      <td>7.732455</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>A Game of Thrones: The Board Game (Second Edition)</th>\n",
       "      <td>7.635107</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Above and Below</th>\n",
       "      <td>7.403564</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Western Legends</th>\n",
       "      <td>7.608946</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Xia: Legends of a Drift System</th>\n",
       "      <td>7.873222</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>YINSH</th>\n",
       "      <td>7.714668</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Yokohama</th>\n",
       "      <td>7.789968</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Zombicide: Black Plague</th>\n",
       "      <td>7.601153</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>200 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "                                                      Rating\n",
       "Game_name                                                   \n",
       "1830: Railways & Robber Barons                      7.840839\n",
       "1960: The Making of the President                   7.627093\n",
       "51st State: Master Set                              7.732455\n",
       "A Game of Thrones: The Board Game (Second Edition)  7.635107\n",
       "Above and Below                                     7.403564\n",
       "...                                                      ...\n",
       "Western Legends                                     7.608946\n",
       "Xia: Legends of a Drift System                      7.873222\n",
       "YINSH                                               7.714668\n",
       "Yokohama                                            7.789968\n",
       "Zombicide: Black Plague                             7.601153\n",
       "\n",
       "[200 rows x 1 columns]"
      ]
     },
     "execution_count": 59,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "order_game = result.pivot_table(index = 'Game_name', values = 'Rating', aggfunc ='mean')\n",
    "order_game"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 60,
   "id": "f001c4a0",
   "metadata": {},
   "outputs": [],
   "source": [
    "order_game.reset_index(inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 61,
   "id": "1b644840",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 1368x576 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(19,8))\n",
    "\n",
    "sns.barplot(x='Game_name', \n",
    "            y='Rating', \n",
    "            data=result,\n",
    "           order=order_game.sort_values('Rating',ascending = False).Game_name)\n",
    "\n",
    "plt.xlabel(\"Game_name\", size=15)\n",
    "plt.ylabel(\"Rating\", size=15)\n",
    "plt.title(\"Mean rating 100-300 of top games\", size=18)\n",
    "plt.xticks(rotation=90)\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 62,
   "id": "3191c1f9",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Rating</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Country</th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>APO/FPO</th>\n",
       "      <td>6.500000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Abkhazia</th>\n",
       "      <td>8.388889</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Afghanistan</th>\n",
       "      <td>7.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Albania</th>\n",
       "      <td>6.250000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Algeria</th>\n",
       "      <td>7.333333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Venezuela</th>\n",
       "      <td>8.113514</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Vietnam</th>\n",
       "      <td>8.088421</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Wales</th>\n",
       "      <td>7.383333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Zimbabwe</th>\n",
       "      <td>8.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>Åland</th>\n",
       "      <td>7.600000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>151 rows × 1 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "               Rating\n",
       "Country              \n",
       "APO/FPO      6.500000\n",
       "Abkhazia     8.388889\n",
       "Afghanistan  7.000000\n",
       "Albania      6.250000\n",
       "Algeria      7.333333\n",
       "...               ...\n",
       "Venezuela    8.113514\n",
       "Vietnam      8.088421\n",
       "Wales        7.383333\n",
       "Zimbabwe     8.000000\n",
       "Åland        7.600000\n",
       "\n",
       "[151 rows x 1 columns]"
      ]
     },
     "execution_count": 62,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "order_country = result.pivot_table(index = 'Country', values = 'Rating', aggfunc ='mean')\n",
    "order_country"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 63,
   "id": "488aeef6",
   "metadata": {},
   "outputs": [],
   "source": [
    "order_country.reset_index(inplace = True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 64,
   "id": "075ab867",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>Country</th>\n",
       "      <th>Rating</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>APO/FPO</td>\n",
       "      <td>6.500000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>Abkhazia</td>\n",
       "      <td>8.388889</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>Afghanistan</td>\n",
       "      <td>7.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>Albania</td>\n",
       "      <td>6.250000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>Algeria</td>\n",
       "      <td>7.333333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>...</th>\n",
       "      <td>...</td>\n",
       "      <td>...</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>146</th>\n",
       "      <td>Venezuela</td>\n",
       "      <td>8.113514</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>147</th>\n",
       "      <td>Vietnam</td>\n",
       "      <td>8.088421</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>148</th>\n",
       "      <td>Wales</td>\n",
       "      <td>7.383333</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>149</th>\n",
       "      <td>Zimbabwe</td>\n",
       "      <td>8.000000</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>150</th>\n",
       "      <td>Åland</td>\n",
       "      <td>7.600000</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "<p>151 rows × 2 columns</p>\n",
       "</div>"
      ],
      "text/plain": [
       "         Country    Rating\n",
       "0        APO/FPO  6.500000\n",
       "1       Abkhazia  8.388889\n",
       "2    Afghanistan  7.000000\n",
       "3        Albania  6.250000\n",
       "4        Algeria  7.333333\n",
       "..           ...       ...\n",
       "146    Venezuela  8.113514\n",
       "147      Vietnam  8.088421\n",
       "148        Wales  7.383333\n",
       "149     Zimbabwe  8.000000\n",
       "150        Åland  7.600000\n",
       "\n",
       "[151 rows x 2 columns]"
      ]
     },
     "execution_count": 64,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "order_country"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 65,
   "id": "64cf02f5",
   "metadata": {},
   "outputs": [
    {
     "data": {
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\n",
      "text/plain": [
       "<Figure size 1440x720 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "plt.figure(figsize=(20,10))\n",
    "\n",
    "sns.barplot(x='Country', \n",
    "            y='Rating', \n",
    "            data=result,\n",
    "           order=order_country.sort_values('Rating',ascending = False).Country)\n",
    "\n",
    "plt.xlabel(\"Country\", size=15)\n",
    "plt.ylabel(\"Rating\", size=15)\n",
    "plt.title(\"Mean rating 100-300 of top games\", size=18)\n",
    "plt.xticks(rotation=90)\n",
    "plt.tight_layout()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "258c1912",
   "metadata": {},
   "outputs": [],
   "source": []
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "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": "3.9.5"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}